<?xml version="1.0" encoding="iso-8859-1"?><TemplateFileV7><Header /><GradesetNode><Gradeset><Module>CES Assessment Services</Module><Supplier>CES Foundation Stage Profile</Supplier><ExternalId>FSP EOY</ExternalId><Name>EY: Profile EOY Grade Set</Name><Notes /><CreateDate>01/01/2013</CreateDate><EditDate>01/01/2013</EditDate><GradesetHistory><StartDate>01/09/2012</StartDate><EndDate /><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>3</Title><Description>Exceeding</Description><RankOrder>1</RankOrder><Value>3.00</Value></Grade><Grade><Title>2</Title><Description>Expected</Description><RankOrder>2</RankOrder><Value>2.00</Value></Grade><Grade><Title>1</Title><Description>Emerging</Description><RankOrder>3</RankOrder><Value>1.00</Value></Grade><Grade><Title>A</Title><Description>Unable to access or exempt</Description><RankOrder>4</RankOrder><Value>0.00</Value></Grade><Grade><Title>-</Title><Description /><RankOrder>5</RankOrder><Value /></Grade></GradesetHistory></Gradeset><Gradeset><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>CESEYFSBAEEAoL</ExternalId><Name>EYFSBA EE AoL</Name><Notes>Grade set to support the areas of learning outcomes for Early Excellence Foundation Stage Baseline Assessment</Notes><CreateDate>01/09/2015</CreateDate><EditDate>02/12/2016</EditDate><GradesetHistory><StartDate>01/09/2015</StartDate><EndDate>30/09/2016</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>Above Typical</Title><Description>Above Typical</Description><RankOrder>1</RankOrder><Value>4.00</Value></Grade><Grade><Title>Typical</Title><Description>Typical</Description><RankOrder>2</RankOrder><Value>3.00</Value></Grade><Grade><Title>Below</Title><Description>Below</Description><RankOrder>3</RankOrder><Value>2.00</Value></Grade><Grade><Title>Well Below</Title><Description>Well Below</Description><RankOrder>4</RankOrder><Value>1.00</Value></Grade></GradesetHistory><GradesetHistory><StartDate>01/10/2016</StartDate><EndDate /><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>Above Typical</Title><Description>Above Typical</Description><RankOrder>1</RankOrder><Value>4.00</Value></Grade><Grade><Title>Typical</Title><Description>Typical</Description><RankOrder>2</RankOrder><Value>3.00</Value></Grade><Grade><Title>Below Typical</Title><Description>Below Typical</Description><RankOrder>3</RankOrder><Value>2.00</Value></Grade><Grade><Title>Well Below Typ</Title><Description>Well below Typical</Description><RankOrder>4</RankOrder><Value>1.00</Value></Grade></GradesetHistory></Gradeset><Gradeset><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMCurricObj</ExternalId><Name>HAM Curriculum Objective</Name><Notes /><CreateDate>13/08/2015</CreateDate><EditDate>01/09/2015</EditDate><GradesetHistory><StartDate>01/09/1990</StartDate><EndDate /><ValuesetAgency>SIMS Professional Services</ValuesetAgency><Grade><Title>B</Title><Description>Beyond</Description><RankOrder>1</RankOrder><Value>1.50</Value></Grade><Grade><Title>S</Title><Description>Securely on Track</Description><RankOrder>2</RankOrder><Value>1.00</Value></Grade><Grade><Title>C</Title><Description>Close to on Track</Description><RankOrder>3</RankOrder><Value>0.80</Value></Grade><Grade><Title>N</Title><Description>Not on Track</Description><RankOrder>4</RankOrder><Value>0.00</Value></Grade></GradesetHistory></Gradeset><Gradeset><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMPerfStand</ExternalId><Name>HAM Performance Standard</Name><Notes>Used when assessing if KPI have been met</Notes><CreateDate>01/09/2015</CreateDate><EditDate>01/09/2015</EditDate><GradesetHistory><StartDate>01/09/1990</StartDate><EndDate /><ValuesetAgency>SIMS Professional Services</ValuesetAgency><Grade><Title>Y</Title><Description>Performance Standard Met</Description><RankOrder>1</RankOrder><Value>1.00</Value></Grade><Grade><Title>N</Title><Description>Performance Standard Not Met</Description><RankOrder>2</RankOrder><Value>0.00</Value></Grade></GradesetHistory></Gradeset><Gradeset><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMVulnGrade</ExternalId><Name>HAM Vulnerable Pupil</Name><Notes>To be used as school wishes to identify any general vulnerability not covered by exisitng fields</Notes><CreateDate>05/04/2016</CreateDate><EditDate>05/04/2016</EditDate><GradesetHistory><StartDate>01/09/1990</StartDate><EndDate /><ValuesetAgency>SIMS Professional Services</ValuesetAgency><Grade><Title>Yes</Title><Description /><RankOrder>1</RankOrder><Value>1.00</Value></Grade><Grade><Title>No</Title><Description /><RankOrder>2</RankOrder><Value>0.00</Value></Grade></GradesetHistory></Gradeset><Gradeset><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>KS1-ENG-GPM-TT-NE-Grade</ExternalId><Name>KS1-ENG-GPM-TT-NE-OutcomeGrade</Name><Notes>Used to provide the grade set for the KS1 Grammar, Punctuation and spelling Test Standard of the reformed curriculum (Assessment without Levels) tests from 2016 onwards</Notes><CreateDate>01/01/2016</CreateDate><EditDate>02/12/2016</EditDate><GradesetHistory><StartDate>01/09/2015</StartDate><EndDate>30/09/2016</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>AS</Title><Description>Achieved Standard</Description><RankOrder>1</RankOrder><Value>0.00</Value></Grade><Grade><Title>NS</Title><Description>Not achieved Standard</Description><RankOrder>2</RankOrder><Value>0.00</Value></Grade><Grade><Title>B</Title><Description>Working below the level of the test</Description><RankOrder>3</RankOrder><Value>0.00</Value></Grade><Grade><Title>A</Title><Description>Absent</Description><RankOrder>4</RankOrder><Value>0.00</Value></Grade><Grade><Title>L</Title><Description>Left</Description><RankOrder>5</RankOrder><Value>0.00</Value></Grade><Grade><Title>M</Title><Description>Missing</Description><RankOrder>6</RankOrder><Value>0.00</Value></Grade><Grade><Title>T</Title><Description>Unable to access test</Description><RankOrder>7</RankOrder><Value>0.00</Value></Grade><Grade><Title>F</Title><Description>Pupil will take test in the future</Description><RankOrder>8</RankOrder><Value>0.00</Value></Grade><Grade><Title>P</Title><Description>Pupil has taken test in the past</Description><RankOrder>9</RankOrder><Value>0.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>10</RankOrder><Value>0.00</Value></Grade></GradesetHistory><GradesetHistory><StartDate>01/10/2016</StartDate><EndDate /><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>AS</Title><Description>Achieved Standard</Description><RankOrder>1</RankOrder><Value>0.00</Value></Grade><Grade><Title>NS</Title><Description>Not Achieved Standard</Description><RankOrder>2</RankOrder><Value>0.00</Value></Grade><Grade><Title>B</Title><Description>Working below the level of the test</Description><RankOrder>3</RankOrder><Value>0.00</Value></Grade><Grade><Title>A</Title><Description>Absent</Description><RankOrder>4</RankOrder><Value>0.00</Value></Grade><Grade><Title>L</Title><Description>Left</Description><RankOrder>5</RankOrder><Value>0.00</Value></Grade><Grade><Title>M</Title><Description>Missing</Description><RankOrder>6</RankOrder><Value>0.00</Value></Grade><Grade><Title>J</Title><Description>Recently arrived in the school</Description><RankOrder>7</RankOrder><Value>0.00</Value></Grade><Grade><Title>U</Title><Description>Unable to access test</Description><RankOrder>8</RankOrder><Value>0.00</Value></Grade><Grade><Title>F</Title><Description>Pupil will take test in the future</Description><RankOrder>9</RankOrder><Value>0.00</Value></Grade><Grade><Title>P</Title><Description>Pupil has taken test in the past</Description><RankOrder>10</RankOrder><Value>0.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>11</RankOrder><Value>0.00</Value></Grade></GradesetHistory></Gradeset><Gradeset><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>KS1-ENG-GSS-TT-NB-Grade</ExternalId><Name>KS1-ENG-GSS-TT-NB-ScaledGrade</Name><Notes>Used to provide the grade set for the KS1 Grammar, Punctuation and spelling Test Scaled Score of the reformed curriculum (Assessment without Levels) tests from 2016 onwards</Notes><CreateDate>01/01/2016</CreateDate><EditDate>02/12/2016</EditDate><GradesetHistory><StartDate>01/09/2015</StartDate><EndDate /><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>115</Title><Description /><RankOrder>1</RankOrder><Value>115.00</Value></Grade><Grade><Title>114</Title><Description /><RankOrder>2</RankOrder><Value>114.00</Value></Grade><Grade><Title>113</Title><Description /><RankOrder>3</RankOrder><Value>113.00</Value></Grade><Grade><Title>112</Title><Description /><RankOrder>4</RankOrder><Value>112.00</Value></Grade><Grade><Title>111</Title><Description /><RankOrder>5</RankOrder><Value>111.00</Value></Grade><Grade><Title>110</Title><Description /><RankOrder>6</RankOrder><Value>110.00</Value></Grade><Grade><Title>109</Title><Description /><RankOrder>7</RankOrder><Value>109.00</Value></Grade><Grade><Title>108</Title><Description /><RankOrder>8</RankOrder><Value>108.00</Value></Grade><Grade><Title>107</Title><Description /><RankOrder>9</RankOrder><Value>107.00</Value></Grade><Grade><Title>106</Title><Description /><RankOrder>10</RankOrder><Value>106.00</Value></Grade><Grade><Title>105</Title><Description /><RankOrder>11</RankOrder><Value>105.00</Value></Grade><Grade><Title>104</Title><Description /><RankOrder>12</RankOrder><Value>104.00</Value></Grade><Grade><Title>103</Title><Description /><RankOrder>13</RankOrder><Value>103.00</Value></Grade><Grade><Title>102</Title><Description /><RankOrder>14</RankOrder><Value>102.00</Value></Grade><Grade><Title>101</Title><Description /><RankOrder>15</RankOrder><Value>101.00</Value></Grade><Grade><Title>100</Title><Description /><RankOrder>16</RankOrder><Value>100.00</Value></Grade><Grade><Title>99</Title><Description /><RankOrder>17</RankOrder><Value>99.00</Value></Grade><Grade><Title>98</Title><Description /><RankOrder>18</RankOrder><Value>98.00</Value></Grade><Grade><Title>97</Title><Description /><RankOrder>19</RankOrder><Value>97.00</Value></Grade><Grade><Title>96</Title><Description /><RankOrder>20</RankOrder><Value>96.00</Value></Grade><Grade><Title>95</Title><Description /><RankOrder>21</RankOrder><Value>95.00</Value></Grade><Grade><Title>94</Title><Description /><RankOrder>22</RankOrder><Value>94.00</Value></Grade><Grade><Title>93</Title><Description /><RankOrder>23</RankOrder><Value>93.00</Value></Grade><Grade><Title>92</Title><Description /><RankOrder>24</RankOrder><Value>92.00</Value></Grade><Grade><Title>91</Title><Description /><RankOrder>25</RankOrder><Value>91.00</Value></Grade><Grade><Title>90</Title><Description /><RankOrder>26</RankOrder><Value>90.00</Value></Grade><Grade><Title>89</Title><Description /><RankOrder>27</RankOrder><Value>89.00</Value></Grade><Grade><Title>88</Title><Description /><RankOrder>28</RankOrder><Value>88.00</Value></Grade><Grade><Title>87</Title><Description /><RankOrder>29</RankOrder><Value>87.00</Value></Grade><Grade><Title>86</Title><Description /><RankOrder>30</RankOrder><Value>86.00</Value></Grade><Grade><Title>85</Title><Description /><RankOrder>31</RankOrder><Value>85.00</Value></Grade><Grade><Title>N</Title><Description /><RankOrder>32</RankOrder><Value>0.00</Value></Grade></GradesetHistory></Gradeset><Gradeset><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>KS1-ENG-REA-TA-NC-Grade</ExternalId><Name>KS1-ENG-REA-TA-NC-OutcomeGrade</Name><Notes>Used to provide the grade set for the KS1 Reading Performance Descriptor of the reformed curriculum (Assessment without Levels) Teacher Assessment from 2016 onwards</Notes><CreateDate>01/01/2016</CreateDate><EditDate>02/12/2016</EditDate><GradesetHistory><StartDate>01/09/2015</StartDate><EndDate /><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>GDS</Title><Description>Working in greater depth at the expected standard</Description><RankOrder>1</RankOrder><Value>0.00</Value></Grade><Grade><Title>EXS</Title><Description>Working at the expected standard</Description><RankOrder>2</RankOrder><Value>0.00</Value></Grade><Grade><Title>WTS</Title><Description>Working towards the expected standard</Description><RankOrder>3</RankOrder><Value>0.00</Value></Grade><Grade><Title>PKF</Title><Description>Foundations for the expected standard</Description><RankOrder>4</RankOrder><Value>0.00</Value></Grade><Grade><Title>BLW</Title><Description>Below the standard of the pre-key stage</Description><RankOrder>5</RankOrder><Value>0.00</Value></Grade><Grade><Title>A</Title><Description>Absent</Description><RankOrder>6</RankOrder><Value>0.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>7</RankOrder><Value>0.00</Value></Grade></GradesetHistory></Gradeset><Gradeset><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>KS1-ENG-REM-TT-NE-Grade</ExternalId><Name>KS1-ENG-REM-TT-NE-OutcomeGrade</Name><Notes>Used to provide the grade set for the KS1 Reading Test Standard of the reformed curriculum  (Assessment without Levels) tests from 2016 onwards</Notes><CreateDate>01/01/2016</CreateDate><EditDate>02/12/2016</EditDate><GradesetHistory><StartDate>01/09/2015</StartDate><EndDate>30/09/2016</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>AS</Title><Description>Achieved Standard</Description><RankOrder>1</RankOrder><Value>0.00</Value></Grade><Grade><Title>NS</Title><Description>Not achieved Standard</Description><RankOrder>2</RankOrder><Value>0.00</Value></Grade><Grade><Title>B</Title><Description>Working below the level of the test</Description><RankOrder>3</RankOrder><Value>0.00</Value></Grade><Grade><Title>A</Title><Description>Absent</Description><RankOrder>4</RankOrder><Value>0.00</Value></Grade><Grade><Title>L</Title><Description>Left</Description><RankOrder>5</RankOrder><Value>0.00</Value></Grade><Grade><Title>M</Title><Description>Missing</Description><RankOrder>6</RankOrder><Value>0.00</Value></Grade><Grade><Title>T</Title><Description>Unable to access test</Description><RankOrder>7</RankOrder><Value>0.00</Value></Grade><Grade><Title>F</Title><Description>Pupil will take test in the future</Description><RankOrder>8</RankOrder><Value>0.00</Value></Grade><Grade><Title>P</Title><Description>Pupil has taken test in the past</Description><RankOrder>9</RankOrder><Value>0.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>10</RankOrder><Value>0.00</Value></Grade></GradesetHistory><GradesetHistory><StartDate>01/10/2016</StartDate><EndDate /><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>AS</Title><Description>Achieved Standard</Description><RankOrder>1</RankOrder><Value>0.00</Value></Grade><Grade><Title>NS</Title><Description>Not Achieved Standard</Description><RankOrder>2</RankOrder><Value>0.00</Value></Grade><Grade><Title>B</Title><Description>Working below the level of the test</Description><RankOrder>3</RankOrder><Value>0.00</Value></Grade><Grade><Title>A</Title><Description>Absent</Description><RankOrder>4</RankOrder><Value>0.00</Value></Grade><Grade><Title>L</Title><Description>Left</Description><RankOrder>5</RankOrder><Value>0.00</Value></Grade><Grade><Title>M</Title><Description>Missing</Description><RankOrder>6</RankOrder><Value>0.00</Value></Grade><Grade><Title>J</Title><Description>Recently arrived in the school</Description><RankOrder>7</RankOrder><Value>0.00</Value></Grade><Grade><Title>U</Title><Description>Unable to access test</Description><RankOrder>8</RankOrder><Value>0.00</Value></Grade><Grade><Title>F</Title><Description>Pupil will take test in the future</Description><RankOrder>9</RankOrder><Value>0.00</Value></Grade><Grade><Title>P</Title><Description>Pupil has taken test in the past</Description><RankOrder>10</RankOrder><Value>0.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>11</RankOrder><Value>0.00</Value></Grade></GradesetHistory></Gradeset><Gradeset><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>KS1-ENG-RSS-TT-NB-Grade</ExternalId><Name>KS1-ENG-RSS-TT-NB-ScaledGrade</Name><Notes>Used to provide the grade set for the KS1 Reading Test Scaled Score of the reformed curriculum (Assessment without Levels) tests from 2016 onwards</Notes><CreateDate>01/01/2016</CreateDate><EditDate>02/12/2016</EditDate><GradesetHistory><StartDate>01/09/2015</StartDate><EndDate /><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>115</Title><Description /><RankOrder>1</RankOrder><Value>115.00</Value></Grade><Grade><Title>114</Title><Description /><RankOrder>2</RankOrder><Value>114.00</Value></Grade><Grade><Title>113</Title><Description /><RankOrder>3</RankOrder><Value>113.00</Value></Grade><Grade><Title>112</Title><Description /><RankOrder>4</RankOrder><Value>112.00</Value></Grade><Grade><Title>111</Title><Description /><RankOrder>5</RankOrder><Value>111.00</Value></Grade><Grade><Title>110</Title><Description /><RankOrder>6</RankOrder><Value>110.00</Value></Grade><Grade><Title>109</Title><Description /><RankOrder>7</RankOrder><Value>109.00</Value></Grade><Grade><Title>108</Title><Description /><RankOrder>8</RankOrder><Value>108.00</Value></Grade><Grade><Title>107</Title><Description /><RankOrder>9</RankOrder><Value>107.00</Value></Grade><Grade><Title>106</Title><Description /><RankOrder>10</RankOrder><Value>106.00</Value></Grade><Grade><Title>105</Title><Description /><RankOrder>11</RankOrder><Value>105.00</Value></Grade><Grade><Title>104</Title><Description /><RankOrder>12</RankOrder><Value>104.00</Value></Grade><Grade><Title>103</Title><Description /><RankOrder>13</RankOrder><Value>103.00</Value></Grade><Grade><Title>102</Title><Description /><RankOrder>14</RankOrder><Value>102.00</Value></Grade><Grade><Title>101</Title><Description /><RankOrder>15</RankOrder><Value>101.00</Value></Grade><Grade><Title>100</Title><Description /><RankOrder>16</RankOrder><Value>100.00</Value></Grade><Grade><Title>99</Title><Description /><RankOrder>17</RankOrder><Value>99.00</Value></Grade><Grade><Title>98</Title><Description /><RankOrder>18</RankOrder><Value>98.00</Value></Grade><Grade><Title>97</Title><Description /><RankOrder>19</RankOrder><Value>97.00</Value></Grade><Grade><Title>96</Title><Description /><RankOrder>20</RankOrder><Value>96.00</Value></Grade><Grade><Title>95</Title><Description /><RankOrder>21</RankOrder><Value>95.00</Value></Grade><Grade><Title>94</Title><Description /><RankOrder>22</RankOrder><Value>94.00</Value></Grade><Grade><Title>93</Title><Description /><RankOrder>23</RankOrder><Value>93.00</Value></Grade><Grade><Title>92</Title><Description /><RankOrder>24</RankOrder><Value>92.00</Value></Grade><Grade><Title>91</Title><Description /><RankOrder>25</RankOrder><Value>91.00</Value></Grade><Grade><Title>90</Title><Description /><RankOrder>26</RankOrder><Value>90.00</Value></Grade><Grade><Title>89</Title><Description /><RankOrder>27</RankOrder><Value>89.00</Value></Grade><Grade><Title>88</Title><Description /><RankOrder>28</RankOrder><Value>88.00</Value></Grade><Grade><Title>87</Title><Description /><RankOrder>29</RankOrder><Value>87.00</Value></Grade><Grade><Title>86</Title><Description /><RankOrder>30</RankOrder><Value>86.00</Value></Grade><Grade><Title>85</Title><Description /><RankOrder>31</RankOrder><Value>85.00</Value></Grade><Grade><Title>N</Title><Description /><RankOrder>32</RankOrder><Value>0.00</Value></Grade></GradesetHistory></Gradeset><Gradeset><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>KS1-ENG-WRI-TA-NC-Grade</ExternalId><Name>KS1-ENG-WRI-TA-NC-OutcomeGrade</Name><Notes>Used to provide the grade set for the KS1 Writing Performance Descriptor of the reformed curriculum (Assessment without Levels) Teacher Assessment from 2016 onwards</Notes><CreateDate>01/01/2016</CreateDate><EditDate>02/12/2016</EditDate><GradesetHistory><StartDate>01/09/2015</StartDate><EndDate /><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>GDS</Title><Description>Working in greater depth at the expected standard</Description><RankOrder>1</RankOrder><Value>0.00</Value></Grade><Grade><Title>EXS</Title><Description>Working at the expected standard</Description><RankOrder>2</RankOrder><Value>0.00</Value></Grade><Grade><Title>WTS</Title><Description>Working towards the expected standard</Description><RankOrder>3</RankOrder><Value>0.00</Value></Grade><Grade><Title>PKF</Title><Description>Foundations for the expected standard</Description><RankOrder>4</RankOrder><Value>0.00</Value></Grade><Grade><Title>BLW</Title><Description>Below the standard of the pre-key stage</Description><RankOrder>5</RankOrder><Value>0.00</Value></Grade><Grade><Title>A</Title><Description>Absent</Description><RankOrder>6</RankOrder><Value>0.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>7</RankOrder><Value>0.00</Value></Grade></GradesetHistory></Gradeset><Gradeset><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>KS1-MAT-MAM-TT-NE-Grade</ExternalId><Name>KS1-MAT-MAM-TT-NE-OutcomeGrade</Name><Notes>Used to provide the grade set for the KS1 Mathematics Test Standard of the reformed curriculum  (Assessment without Levels) tests from 2016 onwards</Notes><CreateDate>01/01/2016</CreateDate><EditDate>02/12/2016</EditDate><GradesetHistory><StartDate>01/09/2015</StartDate><EndDate>30/09/2016</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>AS</Title><Description>Achieved Standard</Description><RankOrder>1</RankOrder><Value>0.00</Value></Grade><Grade><Title>NS</Title><Description>Not achieved Standard</Description><RankOrder>2</RankOrder><Value>0.00</Value></Grade><Grade><Title>B</Title><Description>Working below the level of the test</Description><RankOrder>3</RankOrder><Value>0.00</Value></Grade><Grade><Title>A</Title><Description>Absent</Description><RankOrder>4</RankOrder><Value>0.00</Value></Grade><Grade><Title>L</Title><Description>Left</Description><RankOrder>5</RankOrder><Value>0.00</Value></Grade><Grade><Title>M</Title><Description>Missing</Description><RankOrder>6</RankOrder><Value>0.00</Value></Grade><Grade><Title>T</Title><Description>Unable to access test</Description><RankOrder>7</RankOrder><Value>0.00</Value></Grade><Grade><Title>F</Title><Description>Pupil will take test in the future</Description><RankOrder>8</RankOrder><Value>0.00</Value></Grade><Grade><Title>P</Title><Description>Pupil has taken test in the past</Description><RankOrder>9</RankOrder><Value>0.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>10</RankOrder><Value>0.00</Value></Grade></GradesetHistory><GradesetHistory><StartDate>01/10/2016</StartDate><EndDate /><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>AS</Title><Description>Achieved Standard</Description><RankOrder>1</RankOrder><Value>0.00</Value></Grade><Grade><Title>NS</Title><Description>Not Achieved Standard</Description><RankOrder>2</RankOrder><Value>0.00</Value></Grade><Grade><Title>B</Title><Description>Working below the level of the test</Description><RankOrder>3</RankOrder><Value>0.00</Value></Grade><Grade><Title>A</Title><Description>Absent</Description><RankOrder>4</RankOrder><Value>0.00</Value></Grade><Grade><Title>L</Title><Description>Left</Description><RankOrder>5</RankOrder><Value>0.00</Value></Grade><Grade><Title>M</Title><Description>Missing</Description><RankOrder>6</RankOrder><Value>0.00</Value></Grade><Grade><Title>J</Title><Description>Recently arrived in the school</Description><RankOrder>7</RankOrder><Value>0.00</Value></Grade><Grade><Title>U</Title><Description>Unable to access test</Description><RankOrder>8</RankOrder><Value>0.00</Value></Grade><Grade><Title>F</Title><Description>Pupil will take test in the future</Description><RankOrder>9</RankOrder><Value>0.00</Value></Grade><Grade><Title>P</Title><Description>Pupil has taken test in the past</Description><RankOrder>10</RankOrder><Value>0.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>11</RankOrder><Value>0.00</Value></Grade></GradesetHistory></Gradeset><Gradeset><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>KS1-MAT-MAT-TA-NC-Grade</ExternalId><Name>KS1-MAT-MAT-TA-NC-OutcomeGrade</Name><Notes>Used to provide the grade set for the KS1 Mathematics Performance Descriptor of the reformed curriculum (Assessment without Levels) Teacher Assessment from 2016 onwards</Notes><CreateDate>01/01/2016</CreateDate><EditDate>02/12/2016</EditDate><GradesetHistory><StartDate>01/09/2015</StartDate><EndDate /><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>GDS</Title><Description>Working in greater depth at the expected standard</Description><RankOrder>1</RankOrder><Value>0.00</Value></Grade><Grade><Title>EXS</Title><Description>Working at the expected standard</Description><RankOrder>2</RankOrder><Value>0.00</Value></Grade><Grade><Title>WTS</Title><Description>Working towards the expected standard</Description><RankOrder>3</RankOrder><Value>0.00</Value></Grade><Grade><Title>PKF</Title><Description>Foundations for the expected standard</Description><RankOrder>4</RankOrder><Value>0.00</Value></Grade><Grade><Title>BLW</Title><Description>Below the standard of the pre-key stage</Description><RankOrder>5</RankOrder><Value>0.00</Value></Grade><Grade><Title>A</Title><Description>Absent</Description><RankOrder>6</RankOrder><Value>0.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>7</RankOrder><Value>0.00</Value></Grade></GradesetHistory></Gradeset><Gradeset><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>KS1-MAT-MSS-TT-NB-Grade</ExternalId><Name>KS1-MAT-MSS-TT-NB-ScaledGrade</Name><Notes>Used to provide the grade set for the KS1 Mathematics Test Scaled Score of the reformed curriculum (Assessment without Levels) tests from 2016 onwards</Notes><CreateDate>01/01/2016</CreateDate><EditDate>02/12/2016</EditDate><GradesetHistory><StartDate>01/09/2015</StartDate><EndDate /><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>115</Title><Description /><RankOrder>1</RankOrder><Value>115.00</Value></Grade><Grade><Title>114</Title><Description /><RankOrder>2</RankOrder><Value>114.00</Value></Grade><Grade><Title>113</Title><Description /><RankOrder>3</RankOrder><Value>113.00</Value></Grade><Grade><Title>112</Title><Description /><RankOrder>4</RankOrder><Value>112.00</Value></Grade><Grade><Title>111</Title><Description /><RankOrder>5</RankOrder><Value>111.00</Value></Grade><Grade><Title>110</Title><Description /><RankOrder>6</RankOrder><Value>110.00</Value></Grade><Grade><Title>109</Title><Description /><RankOrder>7</RankOrder><Value>109.00</Value></Grade><Grade><Title>108</Title><Description /><RankOrder>8</RankOrder><Value>108.00</Value></Grade><Grade><Title>107</Title><Description /><RankOrder>9</RankOrder><Value>107.00</Value></Grade><Grade><Title>106</Title><Description /><RankOrder>10</RankOrder><Value>106.00</Value></Grade><Grade><Title>105</Title><Description /><RankOrder>11</RankOrder><Value>105.00</Value></Grade><Grade><Title>104</Title><Description /><RankOrder>12</RankOrder><Value>104.00</Value></Grade><Grade><Title>103</Title><Description /><RankOrder>13</RankOrder><Value>103.00</Value></Grade><Grade><Title>102</Title><Description /><RankOrder>14</RankOrder><Value>102.00</Value></Grade><Grade><Title>101</Title><Description /><RankOrder>15</RankOrder><Value>101.00</Value></Grade><Grade><Title>100</Title><Description /><RankOrder>16</RankOrder><Value>100.00</Value></Grade><Grade><Title>99</Title><Description /><RankOrder>17</RankOrder><Value>99.00</Value></Grade><Grade><Title>98</Title><Description /><RankOrder>18</RankOrder><Value>98.00</Value></Grade><Grade><Title>97</Title><Description /><RankOrder>19</RankOrder><Value>97.00</Value></Grade><Grade><Title>96</Title><Description /><RankOrder>20</RankOrder><Value>96.00</Value></Grade><Grade><Title>95</Title><Description /><RankOrder>21</RankOrder><Value>95.00</Value></Grade><Grade><Title>94</Title><Description /><RankOrder>22</RankOrder><Value>94.00</Value></Grade><Grade><Title>93</Title><Description /><RankOrder>23</RankOrder><Value>93.00</Value></Grade><Grade><Title>92</Title><Description /><RankOrder>24</RankOrder><Value>92.00</Value></Grade><Grade><Title>91</Title><Description /><RankOrder>25</RankOrder><Value>91.00</Value></Grade><Grade><Title>90</Title><Description /><RankOrder>26</RankOrder><Value>90.00</Value></Grade><Grade><Title>89</Title><Description /><RankOrder>27</RankOrder><Value>89.00</Value></Grade><Grade><Title>88</Title><Description /><RankOrder>28</RankOrder><Value>88.00</Value></Grade><Grade><Title>87</Title><Description /><RankOrder>29</RankOrder><Value>87.00</Value></Grade><Grade><Title>86</Title><Description /><RankOrder>30</RankOrder><Value>86.00</Value></Grade><Grade><Title>85</Title><Description /><RankOrder>31</RankOrder><Value>85.00</Value></Grade><Grade><Title>N</Title><Description /><RankOrder>32</RankOrder><Value>0.00</Value></Grade></GradesetHistory></Gradeset><Gradeset><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>KS2-ENG-GPM-TT-NE-Grade</ExternalId><Name>KS2-ENG-GPM-TT-NE-OutcomeGrade</Name><Notes>Used to provide the grade set for the KS2 Grammar, Punctuation and spelling Test Standard of the reformed curriculum (Assessment without Levels) tests from 2016 onwards</Notes><CreateDate>01/01/2016</CreateDate><EditDate>02/12/2016</EditDate><GradesetHistory><StartDate>01/09/2015</StartDate><EndDate>30/09/2016</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>AS</Title><Description>Achieved Standard</Description><RankOrder>1</RankOrder><Value>0.00</Value></Grade><Grade><Title>NS</Title><Description>Not achieved Standard</Description><RankOrder>2</RankOrder><Value>0.00</Value></Grade><Grade><Title>B</Title><Description>Working below the level of the test</Description><RankOrder>3</RankOrder><Value>0.00</Value></Grade><Grade><Title>A</Title><Description>Absent</Description><RankOrder>4</RankOrder><Value>0.00</Value></Grade><Grade><Title>L</Title><Description>Left</Description><RankOrder>5</RankOrder><Value>0.00</Value></Grade><Grade><Title>M</Title><Description>Missing</Description><RankOrder>6</RankOrder><Value>0.00</Value></Grade><Grade><Title>T</Title><Description>Unable to access test</Description><RankOrder>7</RankOrder><Value>0.00</Value></Grade><Grade><Title>F</Title><Description>Pupil will take test in the future</Description><RankOrder>8</RankOrder><Value>0.00</Value></Grade><Grade><Title>P</Title><Description>Pupil has taken test in the past</Description><RankOrder>9</RankOrder><Value>0.00</Value></Grade><Grade><Title>Q</Title><Description>Maladministration</Description><RankOrder>10</RankOrder><Value>0.00</Value></Grade><Grade><Title>H</Title><Description>Pupil cheating</Description><RankOrder>11</RankOrder><Value>0.00</Value></Grade><Grade><Title>CA</Title><Description>Ability to represent their actual ability in the test affected</Description><RankOrder>12</RankOrder><Value>0.00</Value></Grade><Grade><Title>CN</Title><Description>Ability to represent their actual ability in the test not affected</Description><RankOrder>13</RankOrder><Value>0.00</Value></Grade></GradesetHistory><GradesetHistory><StartDate>01/10/2016</StartDate><EndDate /><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>AS</Title><Description>Achieved Standard</Description><RankOrder>1</RankOrder><Value>0.00</Value></Grade><Grade><Title>NS</Title><Description>Not Achieved Standard</Description><RankOrder>2</RankOrder><Value>0.00</Value></Grade><Grade><Title>B</Title><Description>Working below the level of the test</Description><RankOrder>3</RankOrder><Value>0.00</Value></Grade><Grade><Title>A</Title><Description>Absent</Description><RankOrder>4</RankOrder><Value>0.00</Value></Grade><Grade><Title>L</Title><Description>Left</Description><RankOrder>5</RankOrder><Value>0.00</Value></Grade><Grade><Title>M</Title><Description>Missing</Description><RankOrder>6</RankOrder><Value>0.00</Value></Grade><Grade><Title>J</Title><Description>Recently arrived in the school</Description><RankOrder>7</RankOrder><Value>0.00</Value></Grade><Grade><Title>U</Title><Description>Unable to access test</Description><RankOrder>8</RankOrder><Value>0.00</Value></Grade><Grade><Title>F</Title><Description>Pupil will take the test in the future</Description><RankOrder>9</RankOrder><Value>0.00</Value></Grade><Grade><Title>P</Title><Description>Pupil has taken test in the past</Description><RankOrder>10</RankOrder><Value>0.00</Value></Grade><Grade><Title>Q</Title><Description>Maladministration</Description><RankOrder>11</RankOrder><Value>0.00</Value></Grade><Grade><Title>H</Title><Description>Pupil cheating</Description><RankOrder>12</RankOrder><Value>0.00</Value></Grade></GradesetHistory></Gradeset><Gradeset><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>KS2-ENG-REA-TA-NC-Grade</ExternalId><Name>KS2-ENG-REA-TA-NC-OutcomeGrade</Name><Notes>Used to provide the grade set for the KS2 Reading Performance Descriptor of the reformed curriculum (Assessment without Levels) Teacher Assessment from 2016 onwards</Notes><CreateDate>01/01/2016</CreateDate><EditDate>02/12/2016</EditDate><GradesetHistory><StartDate>01/09/2015</StartDate><EndDate /><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>EXS</Title><Description>Working at the expected standard</Description><RankOrder>1</RankOrder><Value>0.00</Value></Grade><Grade><Title>HNM</Title><Description>Has not met the standard</Description><RankOrder>2</RankOrder><Value>0.00</Value></Grade><Grade><Title>PKG</Title><Description>Growing development of the expected standard</Description><RankOrder>3</RankOrder><Value>0.00</Value></Grade><Grade><Title>PKE</Title><Description>Early development of the expected standard</Description><RankOrder>4</RankOrder><Value>0.00</Value></Grade><Grade><Title>PKF</Title><Description>Foundations for the expected standard</Description><RankOrder>5</RankOrder><Value>0.00</Value></Grade><Grade><Title>BLW</Title><Description>Below the standard of the pre-key stage</Description><RankOrder>6</RankOrder><Value>0.00</Value></Grade><Grade><Title>A</Title><Description>Absent</Description><RankOrder>7</RankOrder><Value>0.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>8</RankOrder><Value>0.00</Value></Grade><Grade><Title>L</Title><Description>Left</Description><RankOrder>9</RankOrder><Value>0.00</Value></Grade><Grade><Title>F</Title><Description>Pupil will take test in the future</Description><RankOrder>10</RankOrder><Value>0.00</Value></Grade><Grade><Title>P</Title><Description>Pupil has taken test in the past</Description><RankOrder>11</RankOrder><Value>0.00</Value></Grade></GradesetHistory></Gradeset><Gradeset><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>KS2-ENG-REM-TT-NE-Grade</ExternalId><Name>KS2-ENG-REM-TT-NE-OutcomeGrade</Name><Notes>Used to provide the grade set for the KS2 Reading Test Standard of the reformed curriculum (Assessment without Levels) tests from 2016 onwards</Notes><CreateDate>01/01/2016</CreateDate><EditDate>02/12/2016</EditDate><GradesetHistory><StartDate>01/09/2015</StartDate><EndDate>30/09/2016</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>AS</Title><Description>Achieved Standard</Description><RankOrder>1</RankOrder><Value>0.00</Value></Grade><Grade><Title>NS</Title><Description>Not achieved Standard</Description><RankOrder>2</RankOrder><Value>0.00</Value></Grade><Grade><Title>B</Title><Description>Working below the level of the test</Description><RankOrder>3</RankOrder><Value>0.00</Value></Grade><Grade><Title>A</Title><Description>Absent</Description><RankOrder>4</RankOrder><Value>0.00</Value></Grade><Grade><Title>L</Title><Description>Left</Description><RankOrder>5</RankOrder><Value>0.00</Value></Grade><Grade><Title>M</Title><Description>Missing</Description><RankOrder>6</RankOrder><Value>0.00</Value></Grade><Grade><Title>T</Title><Description>Unable to access test</Description><RankOrder>7</RankOrder><Value>0.00</Value></Grade><Grade><Title>F</Title><Description>Pupil will take test in the future</Description><RankOrder>8</RankOrder><Value>0.00</Value></Grade><Grade><Title>P</Title><Description>Pupil has taken test in the past</Description><RankOrder>9</RankOrder><Value>0.00</Value></Grade><Grade><Title>Q</Title><Description>Maladministration</Description><RankOrder>10</RankOrder><Value>0.00</Value></Grade><Grade><Title>H</Title><Description>Pupil cheating</Description><RankOrder>11</RankOrder><Value>0.00</Value></Grade><Grade><Title>CA</Title><Description>Ability to represent their actual ability in the test affected</Description><RankOrder>12</RankOrder><Value>0.00</Value></Grade><Grade><Title>CN</Title><Description>Ability to represent their actual ability in the test not affected</Description><RankOrder>13</RankOrder><Value>0.00</Value></Grade></GradesetHistory><GradesetHistory><StartDate>01/10/2016</StartDate><EndDate /><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>AS</Title><Description>Achieved Standard</Description><RankOrder>1</RankOrder><Value>0.00</Value></Grade><Grade><Title>NS</Title><Description>Not Achieved Standard</Description><RankOrder>2</RankOrder><Value>0.00</Value></Grade><Grade><Title>B</Title><Description>Working below the level of the test</Description><RankOrder>3</RankOrder><Value>0.00</Value></Grade><Grade><Title>A</Title><Description>Absent</Description><RankOrder>4</RankOrder><Value>0.00</Value></Grade><Grade><Title>L</Title><Description>Left</Description><RankOrder>5</RankOrder><Value>0.00</Value></Grade><Grade><Title>M</Title><Description>Missing</Description><RankOrder>6</RankOrder><Value>0.00</Value></Grade><Grade><Title>J</Title><Description>Recently arrived in the school</Description><RankOrder>7</RankOrder><Value>0.00</Value></Grade><Grade><Title>U</Title><Description>Unable to access test</Description><RankOrder>8</RankOrder><Value>0.00</Value></Grade><Grade><Title>F</Title><Description>Pupil will take test in the future</Description><RankOrder>9</RankOrder><Value>0.00</Value></Grade><Grade><Title>P</Title><Description>Pupil has taken test in the past</Description><RankOrder>10</RankOrder><Value>0.00</Value></Grade><Grade><Title>Q</Title><Description>Maladministration</Description><RankOrder>11</RankOrder><Value>0.00</Value></Grade><Grade><Title>H</Title><Description>Pupil cheating</Description><RankOrder>12</RankOrder><Value>0.00</Value></Grade></GradesetHistory></Gradeset><Gradeset><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>KS2-ENG-WRI-TA-NC-Grade</ExternalId><Name>KS2-ENG-WRI-TA-NC-OutcomeGrade</Name><Notes>Used to provide the grade set for the KS2 Writing Performance Descriptor of the reformed curriculum (Assessment without Levels) Teacher Assessment from 2016 onwards</Notes><CreateDate>01/01/2016</CreateDate><EditDate>02/12/2016</EditDate><GradesetHistory><StartDate>01/09/2015</StartDate><EndDate /><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>GDS</Title><Description>Working at greater depth at the expected standard</Description><RankOrder>1</RankOrder><Value>0.00</Value></Grade><Grade><Title>EXS</Title><Description>Working at the expected standard</Description><RankOrder>2</RankOrder><Value>0.00</Value></Grade><Grade><Title>WTS</Title><Description>Working towards the expected standard</Description><RankOrder>3</RankOrder><Value>0.00</Value></Grade><Grade><Title>PKG</Title><Description>Growing development of the expected standard</Description><RankOrder>4</RankOrder><Value>0.00</Value></Grade><Grade><Title>PKE</Title><Description>Early development of the expected standard</Description><RankOrder>5</RankOrder><Value>0.00</Value></Grade><Grade><Title>PKF</Title><Description>Foundations for the expected standard</Description><RankOrder>6</RankOrder><Value>0.00</Value></Grade><Grade><Title>BLW</Title><Description>Below the standard of the pre-key stage</Description><RankOrder>7</RankOrder><Value>0.00</Value></Grade><Grade><Title>A</Title><Description>Absent</Description><RankOrder>8</RankOrder><Value>0.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>9</RankOrder><Value>0.00</Value></Grade><Grade><Title>L</Title><Description>Left</Description><RankOrder>10</RankOrder><Value>0.00</Value></Grade><Grade><Title>F</Title><Description>Pupil will take test in the future</Description><RankOrder>11</RankOrder><Value>0.00</Value></Grade><Grade><Title>P</Title><Description>Pupil has taken test in the past</Description><RankOrder>12</RankOrder><Value>0.00</Value></Grade></GradesetHistory></Gradeset><Gradeset><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>KS2-MAT-MAM-TT-NE-Grade</ExternalId><Name>KS2-MAT-MAM-TT-NE-OutcomeGrade</Name><Notes>Used to provide the grade set for the KS2 Mathematics Test Standard of the reformed curriculum (Assessment without Levels) tests from 2016 onwards</Notes><CreateDate>01/01/2016</CreateDate><EditDate>02/12/2016</EditDate><GradesetHistory><StartDate>01/09/2015</StartDate><EndDate>30/09/2016</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>AS</Title><Description>Achieved Standard</Description><RankOrder>1</RankOrder><Value>0.00</Value></Grade><Grade><Title>NS</Title><Description>Not achieved Standard</Description><RankOrder>2</RankOrder><Value>0.00</Value></Grade><Grade><Title>B</Title><Description>Working below the level of the test</Description><RankOrder>3</RankOrder><Value>0.00</Value></Grade><Grade><Title>A</Title><Description>Absent</Description><RankOrder>4</RankOrder><Value>0.00</Value></Grade><Grade><Title>L</Title><Description>Left</Description><RankOrder>5</RankOrder><Value>0.00</Value></Grade><Grade><Title>M</Title><Description>Missing</Description><RankOrder>6</RankOrder><Value>0.00</Value></Grade><Grade><Title>T</Title><Description>Unable to access test</Description><RankOrder>7</RankOrder><Value>0.00</Value></Grade><Grade><Title>F</Title><Description>Pupil will take test in the future</Description><RankOrder>8</RankOrder><Value>0.00</Value></Grade><Grade><Title>P</Title><Description>Pupil has taken test in the past</Description><RankOrder>9</RankOrder><Value>0.00</Value></Grade><Grade><Title>Q</Title><Description>Maladministration</Description><RankOrder>10</RankOrder><Value>0.00</Value></Grade><Grade><Title>H</Title><Description>Pupil cheating</Description><RankOrder>11</RankOrder><Value>0.00</Value></Grade><Grade><Title>CA</Title><Description>Ability to represent their actual ability in the test affected</Description><RankOrder>12</RankOrder><Value>0.00</Value></Grade><Grade><Title>CN</Title><Description>Ability to represent their actual ability in the test not affected</Description><RankOrder>13</RankOrder><Value>0.00</Value></Grade></GradesetHistory><GradesetHistory><StartDate>01/10/2016</StartDate><EndDate /><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>AS</Title><Description>Achieved Standard</Description><RankOrder>1</RankOrder><Value>0.00</Value></Grade><Grade><Title>NS</Title><Description>Not Achieved Standard</Description><RankOrder>2</RankOrder><Value>0.00</Value></Grade><Grade><Title>B</Title><Description>Working below the level of the test</Description><RankOrder>3</RankOrder><Value>0.00</Value></Grade><Grade><Title>A</Title><Description>Absent</Description><RankOrder>4</RankOrder><Value>0.00</Value></Grade><Grade><Title>L</Title><Description>Left</Description><RankOrder>5</RankOrder><Value>0.00</Value></Grade><Grade><Title>M</Title><Description>Missing</Description><RankOrder>6</RankOrder><Value>0.00</Value></Grade><Grade><Title>J</Title><Description>Recently arrived in the school</Description><RankOrder>7</RankOrder><Value>0.00</Value></Grade><Grade><Title>U</Title><Description>Unable to access test</Description><RankOrder>8</RankOrder><Value>0.00</Value></Grade><Grade><Title>F</Title><Description>Pupil has taken test in the future</Description><RankOrder>9</RankOrder><Value>0.00</Value></Grade><Grade><Title>P</Title><Description>Pupil has taken test in the past</Description><RankOrder>10</RankOrder><Value>0.00</Value></Grade><Grade><Title>Q</Title><Description>Maladministration</Description><RankOrder>11</RankOrder><Value>0.00</Value></Grade><Grade><Title>H</Title><Description>Pupil Cheating</Description><RankOrder>12</RankOrder><Value>0.00</Value></Grade></GradesetHistory></Gradeset><Gradeset><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>KS2-MAT-MAT-TA-NC-Grade</ExternalId><Name>KS2-MAT-MAT-TA-NC-OutcomeGrade</Name><Notes>Used to provide the grade set for the KS2 Mathematics Performance Descriptor of the reformed curriculum (Assessment without Levels) Teacher Assessment from 2016 onwards</Notes><CreateDate>01/01/2016</CreateDate><EditDate>02/12/2016</EditDate><GradesetHistory><StartDate>01/09/2015</StartDate><EndDate /><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>EXS</Title><Description>Working at the expected standard</Description><RankOrder>1</RankOrder><Value>0.00</Value></Grade><Grade><Title>HNM</Title><Description>Has not met the standard</Description><RankOrder>2</RankOrder><Value>0.00</Value></Grade><Grade><Title>PKG</Title><Description>Growing development of the expected standard</Description><RankOrder>3</RankOrder><Value>0.00</Value></Grade><Grade><Title>PKE</Title><Description>Early development of the expected standard</Description><RankOrder>4</RankOrder><Value>0.00</Value></Grade><Grade><Title>PKF</Title><Description>Foundations for the expected standard</Description><RankOrder>5</RankOrder><Value>0.00</Value></Grade><Grade><Title>BLW</Title><Description>Below the standard of the pre-key stage</Description><RankOrder>6</RankOrder><Value>0.00</Value></Grade><Grade><Title>A</Title><Description>Absent</Description><RankOrder>7</RankOrder><Value>0.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>8</RankOrder><Value>0.00</Value></Grade><Grade><Title>L</Title><Description>Left</Description><RankOrder>9</RankOrder><Value>0.00</Value></Grade><Grade><Title>F</Title><Description>Pupil will take test in the future</Description><RankOrder>10</RankOrder><Value>0.00</Value></Grade><Grade><Title>P</Title><Description>Pupil has taken test in the past</Description><RankOrder>11</RankOrder><Value>0.00</Value></Grade></GradesetHistory></Gradeset><Gradeset><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>TA Grade Set KS1 R &amp; W</ExternalId><Name>TA  Read and Write KS1</Name><Notes>Teacher Assessment Grades for Key Stage 1 Reading and Writing</Notes><CreateDate>01/01/2006</CreateDate><EditDate>01/01/2012</EditDate><GradesetHistory><StartDate>01/09/1990</StartDate><EndDate>31/08/1996</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>E</Title><Description>Exceptional Performance</Description><RankOrder>1</RankOrder><Value>57.00</Value></Grade><Grade><Title>8</Title><Description>Level 8</Description><RankOrder>2</RankOrder><Value>51.00</Value></Grade><Grade><Title>7</Title><Description>Level 7</Description><RankOrder>3</RankOrder><Value>45.00</Value></Grade><Grade><Title>6</Title><Description>Level 6</Description><RankOrder>4</RankOrder><Value>39.00</Value></Grade><Grade><Title>5</Title><Description>Level 5</Description><RankOrder>5</RankOrder><Value>33.00</Value></Grade><Grade><Title>4+</Title><Description>End of Key Stage 1 only</Description><RankOrder>6</RankOrder><Value>27.00</Value></Grade><Grade><Title>4</Title><Description>Level 4</Description><RankOrder>7</RankOrder><Value>27.00</Value></Grade><Grade><Title>3</Title><Description>Level 3</Description><RankOrder>8</RankOrder><Value>21.00</Value></Grade><Grade><Title>2</Title><Description>Level 2</Description><RankOrder>9</RankOrder><Value>15.00</Value></Grade><Grade><Title>1</Title><Description>Level 1</Description><RankOrder>10</RankOrder><Value>9.00</Value></Grade><Grade><Title>W</Title><Description>Working towards Level 1</Description><RankOrder>11</RankOrder><Value>3.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>12</RankOrder><Value /></Grade><Grade><Title>A</Title><Description>End of Key Stage only</Description><RankOrder>13</RankOrder><Value /></Grade><Grade><Title>U</Title><Description>End of Key Stage 1 only</Description><RankOrder>14</RankOrder><Value /></Grade></GradesetHistory><GradesetHistory><StartDate>01/09/1996</StartDate><EndDate>31/08/1997</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>E</Title><Description>Exceptional Performance</Description><RankOrder>1</RankOrder><Value>57.00</Value></Grade><Grade><Title>8</Title><Description>Level 8</Description><RankOrder>2</RankOrder><Value>51.00</Value></Grade><Grade><Title>7</Title><Description>Level 7</Description><RankOrder>3</RankOrder><Value>45.00</Value></Grade><Grade><Title>6</Title><Description>Level 6</Description><RankOrder>4</RankOrder><Value>39.00</Value></Grade><Grade><Title>5</Title><Description>Level 5</Description><RankOrder>5</RankOrder><Value>33.00</Value></Grade><Grade><Title>4+</Title><Description>End of Key Stage 1 only</Description><RankOrder>6</RankOrder><Value>27.00</Value></Grade><Grade><Title>4</Title><Description>Level 4</Description><RankOrder>7</RankOrder><Value>27.00</Value></Grade><Grade><Title>3</Title><Description>Level 3</Description><RankOrder>8</RankOrder><Value>21.00</Value></Grade><Grade><Title>2</Title><Description>Level 2</Description><RankOrder>9</RankOrder><Value>15.00</Value></Grade><Grade><Title>1</Title><Description>Level 1</Description><RankOrder>10</RankOrder><Value>9.00</Value></Grade><Grade><Title>W</Title><Description>Working towards Level 1</Description><RankOrder>11</RankOrder><Value>3.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>12</RankOrder><Value /></Grade><Grade><Title>A</Title><Description>End of Key Stage only</Description><RankOrder>13</RankOrder><Value /></Grade><Grade><Title>U</Title><Description>End of Key Stage 1 only</Description><RankOrder>14</RankOrder><Value /></Grade></GradesetHistory><GradesetHistory><StartDate>01/09/1997</StartDate><EndDate>31/08/1998</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>E</Title><Description>Exceptional Performance</Description><RankOrder>1</RankOrder><Value>57.00</Value></Grade><Grade><Title>8</Title><Description>Level 8</Description><RankOrder>2</RankOrder><Value>51.00</Value></Grade><Grade><Title>7</Title><Description>Level 7</Description><RankOrder>3</RankOrder><Value>45.00</Value></Grade><Grade><Title>6</Title><Description>Level 6</Description><RankOrder>4</RankOrder><Value>39.00</Value></Grade><Grade><Title>5</Title><Description>Level 5</Description><RankOrder>5</RankOrder><Value>33.00</Value></Grade><Grade><Title>4+</Title><Description>End of Key Stage 1 only</Description><RankOrder>6</RankOrder><Value>27.00</Value></Grade><Grade><Title>4</Title><Description>Level 4</Description><RankOrder>7</RankOrder><Value>27.00</Value></Grade><Grade><Title>3</Title><Description>Level 3</Description><RankOrder>8</RankOrder><Value>21.00</Value></Grade><Grade><Title>2</Title><Description>Level 2</Description><RankOrder>9</RankOrder><Value>15.00</Value></Grade><Grade><Title>1</Title><Description>Level 1</Description><RankOrder>10</RankOrder><Value>9.00</Value></Grade><Grade><Title>W</Title><Description>Working towards Level 1</Description><RankOrder>11</RankOrder><Value>3.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>12</RankOrder><Value /></Grade><Grade><Title>A</Title><Description>End of Key Stage only</Description><RankOrder>13</RankOrder><Value /></Grade><Grade><Title>U</Title><Description>End of Key Stage 1 only</Description><RankOrder>14</RankOrder><Value /></Grade></GradesetHistory><GradesetHistory><StartDate>01/09/1998</StartDate><EndDate>31/08/1999</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>E</Title><Description>Exceptional Performance</Description><RankOrder>1</RankOrder><Value>57.00</Value></Grade><Grade><Title>8</Title><Description>Level 8</Description><RankOrder>2</RankOrder><Value>51.00</Value></Grade><Grade><Title>7</Title><Description>Level 7</Description><RankOrder>3</RankOrder><Value>45.00</Value></Grade><Grade><Title>6</Title><Description>Level 6</Description><RankOrder>4</RankOrder><Value>39.00</Value></Grade><Grade><Title>5</Title><Description>Level 5</Description><RankOrder>5</RankOrder><Value>33.00</Value></Grade><Grade><Title>4+</Title><Description>End of Key Stage 1 only</Description><RankOrder>6</RankOrder><Value>27.00</Value></Grade><Grade><Title>4</Title><Description>Level 4</Description><RankOrder>7</RankOrder><Value>27.00</Value></Grade><Grade><Title>3</Title><Description>Level 3</Description><RankOrder>8</RankOrder><Value>21.00</Value></Grade><Grade><Title>2</Title><Description>Level 2</Description><RankOrder>9</RankOrder><Value>15.00</Value></Grade><Grade><Title>1</Title><Description>Level 1</Description><RankOrder>10</RankOrder><Value>9.00</Value></Grade><Grade><Title>W</Title><Description>Working towards Level 1</Description><RankOrder>11</RankOrder><Value>3.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>12</RankOrder><Value /></Grade><Grade><Title>A</Title><Description>End of Key Stage only</Description><RankOrder>13</RankOrder><Value /></Grade><Grade><Title>U</Title><Description>End of Key Stage 1 only</Description><RankOrder>14</RankOrder><Value /></Grade></GradesetHistory><GradesetHistory><StartDate>01/09/1999</StartDate><EndDate>31/08/2000</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>E</Title><Description>Exceptional Performance</Description><RankOrder>1</RankOrder><Value>57.00</Value></Grade><Grade><Title>8</Title><Description>Level 8</Description><RankOrder>2</RankOrder><Value>51.00</Value></Grade><Grade><Title>7</Title><Description>Level 7</Description><RankOrder>3</RankOrder><Value>45.00</Value></Grade><Grade><Title>6</Title><Description>Level 6</Description><RankOrder>4</RankOrder><Value>39.00</Value></Grade><Grade><Title>5</Title><Description>Level 5</Description><RankOrder>5</RankOrder><Value>33.00</Value></Grade><Grade><Title>4+</Title><Description>End of Key Stage 1 only</Description><RankOrder>6</RankOrder><Value>27.00</Value></Grade><Grade><Title>4</Title><Description>Level 4</Description><RankOrder>7</RankOrder><Value>27.00</Value></Grade><Grade><Title>3</Title><Description>Level 3</Description><RankOrder>8</RankOrder><Value>21.00</Value></Grade><Grade><Title>2</Title><Description>Level 2</Description><RankOrder>9</RankOrder><Value>15.00</Value></Grade><Grade><Title>1</Title><Description>Level 1</Description><RankOrder>10</RankOrder><Value>9.00</Value></Grade><Grade><Title>W</Title><Description>Working towards Level 1</Description><RankOrder>11</RankOrder><Value>3.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>12</RankOrder><Value /></Grade><Grade><Title>A</Title><Description>End of Key Stage only</Description><RankOrder>13</RankOrder><Value /></Grade><Grade><Title>U</Title><Description>End of Key Stage 1 only</Description><RankOrder>14</RankOrder><Value /></Grade></GradesetHistory><GradesetHistory><StartDate>01/09/2000</StartDate><EndDate>31/08/2001</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>E</Title><Description>Exceptional Performance</Description><RankOrder>1</RankOrder><Value>57.00</Value></Grade><Grade><Title>8</Title><Description>Level 8</Description><RankOrder>2</RankOrder><Value>51.00</Value></Grade><Grade><Title>7</Title><Description>Level 7</Description><RankOrder>3</RankOrder><Value>45.00</Value></Grade><Grade><Title>6</Title><Description>Level 6</Description><RankOrder>4</RankOrder><Value>39.00</Value></Grade><Grade><Title>5</Title><Description>Level 5</Description><RankOrder>5</RankOrder><Value>33.00</Value></Grade><Grade><Title>4+</Title><Description>End of Key Stage 1 only</Description><RankOrder>6</RankOrder><Value>27.00</Value></Grade><Grade><Title>4</Title><Description>Level 4</Description><RankOrder>7</RankOrder><Value>27.00</Value></Grade><Grade><Title>3</Title><Description>Level 3</Description><RankOrder>8</RankOrder><Value>21.00</Value></Grade><Grade><Title>2</Title><Description>Level 2</Description><RankOrder>9</RankOrder><Value>15.00</Value></Grade><Grade><Title>1</Title><Description>Level 1</Description><RankOrder>10</RankOrder><Value>9.00</Value></Grade><Grade><Title>W</Title><Description>Working towards Level 1</Description><RankOrder>11</RankOrder><Value>3.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>12</RankOrder><Value /></Grade><Grade><Title>A</Title><Description>End of Key Stage only</Description><RankOrder>13</RankOrder><Value /></Grade><Grade><Title>U</Title><Description>End of Key Stage 1 only</Description><RankOrder>14</RankOrder><Value /></Grade><Grade><Title>L</Title><Description>End of Key Stages 2 and 3</Description><RankOrder>15</RankOrder><Value /></Grade><Grade><Title>M</Title><Description>End of Key Stages 2 and 3</Description><RankOrder>16</RankOrder><Value /></Grade></GradesetHistory><GradesetHistory><StartDate>01/09/2001</StartDate><EndDate>31/08/2002</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>E</Title><Description>Exceptional Performance</Description><RankOrder>1</RankOrder><Value>57.00</Value></Grade><Grade><Title>8</Title><Description>Level 8</Description><RankOrder>2</RankOrder><Value>51.00</Value></Grade><Grade><Title>7</Title><Description>Level 7</Description><RankOrder>3</RankOrder><Value>45.00</Value></Grade><Grade><Title>6</Title><Description>Level 6</Description><RankOrder>4</RankOrder><Value>39.00</Value></Grade><Grade><Title>5</Title><Description>Level 5</Description><RankOrder>5</RankOrder><Value>33.00</Value></Grade><Grade><Title>4+</Title><Description>End of Key Stage 1 only</Description><RankOrder>6</RankOrder><Value>27.00</Value></Grade><Grade><Title>4</Title><Description>Level 4</Description><RankOrder>7</RankOrder><Value>27.00</Value></Grade><Grade><Title>3</Title><Description>Level 3</Description><RankOrder>8</RankOrder><Value>21.00</Value></Grade><Grade><Title>2</Title><Description>Level 2</Description><RankOrder>9</RankOrder><Value>15.00</Value></Grade><Grade><Title>1</Title><Description>Level 1</Description><RankOrder>10</RankOrder><Value>9.00</Value></Grade><Grade><Title>W</Title><Description>Working towards Level 1</Description><RankOrder>11</RankOrder><Value>3.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>12</RankOrder><Value /></Grade><Grade><Title>A</Title><Description>End of Key Stage only</Description><RankOrder>13</RankOrder><Value /></Grade><Grade><Title>U</Title><Description>End of Key Stage 1 only</Description><RankOrder>14</RankOrder><Value /></Grade><Grade><Title>L</Title><Description>End of Key Stages 2 and 3</Description><RankOrder>15</RankOrder><Value /></Grade><Grade><Title>M</Title><Description>End of Key Stages 2 and 3</Description><RankOrder>16</RankOrder><Value /></Grade></GradesetHistory><GradesetHistory><StartDate>01/09/2002</StartDate><EndDate>31/08/2003</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>E</Title><Description>Exceptional Performance</Description><RankOrder>1</RankOrder><Value>57.00</Value></Grade><Grade><Title>8</Title><Description>Level 8</Description><RankOrder>2</RankOrder><Value>51.00</Value></Grade><Grade><Title>7</Title><Description>Level 7</Description><RankOrder>3</RankOrder><Value>45.00</Value></Grade><Grade><Title>6</Title><Description>Level 6</Description><RankOrder>4</RankOrder><Value>39.00</Value></Grade><Grade><Title>5</Title><Description>Level 5</Description><RankOrder>5</RankOrder><Value>33.00</Value></Grade><Grade><Title>4+</Title><Description>End of Key Stage 1 only</Description><RankOrder>6</RankOrder><Value>27.00</Value></Grade><Grade><Title>4</Title><Description>Level 4</Description><RankOrder>7</RankOrder><Value>27.00</Value></Grade><Grade><Title>3</Title><Description>Level 3</Description><RankOrder>8</RankOrder><Value>21.00</Value></Grade><Grade><Title>2</Title><Description>Level 2</Description><RankOrder>9</RankOrder><Value>15.00</Value></Grade><Grade><Title>1</Title><Description>Level 1</Description><RankOrder>10</RankOrder><Value>9.00</Value></Grade><Grade><Title>W</Title><Description>Working towards Level 1</Description><RankOrder>11</RankOrder><Value>3.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>12</RankOrder><Value /></Grade><Grade><Title>A</Title><Description>End of Key Stage only</Description><RankOrder>13</RankOrder><Value /></Grade><Grade><Title>U</Title><Description>End of Key Stage 1 only</Description><RankOrder>14</RankOrder><Value /></Grade><Grade><Title>L</Title><Description>End of Key Stages 2 and 3</Description><RankOrder>15</RankOrder><Value /></Grade><Grade><Title>M</Title><Description>End of Key Stages 2 and 3</Description><RankOrder>16</RankOrder><Value /></Grade></GradesetHistory><GradesetHistory><StartDate>01/09/2003</StartDate><EndDate>31/08/2004</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>E</Title><Description>Exceptional Performance</Description><RankOrder>1</RankOrder><Value>57.00</Value></Grade><Grade><Title>8</Title><Description>Level 8</Description><RankOrder>2</RankOrder><Value>51.00</Value></Grade><Grade><Title>7</Title><Description>Level 7</Description><RankOrder>3</RankOrder><Value>45.00</Value></Grade><Grade><Title>6</Title><Description>Level 6</Description><RankOrder>4</RankOrder><Value>39.00</Value></Grade><Grade><Title>5</Title><Description>Level 5</Description><RankOrder>5</RankOrder><Value>33.00</Value></Grade><Grade><Title>4+</Title><Description>End of Key Stage 1 only</Description><RankOrder>6</RankOrder><Value>27.00</Value></Grade><Grade><Title>4</Title><Description>Level 4</Description><RankOrder>7</RankOrder><Value>27.00</Value></Grade><Grade><Title>3</Title><Description>Level 3</Description><RankOrder>8</RankOrder><Value>21.00</Value></Grade><Grade><Title>2</Title><Description>Level 2</Description><RankOrder>9</RankOrder><Value>15.00</Value></Grade><Grade><Title>1</Title><Description>Level 1</Description><RankOrder>10</RankOrder><Value>9.00</Value></Grade><Grade><Title>W</Title><Description>Working towards Level 1</Description><RankOrder>11</RankOrder><Value>3.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>12</RankOrder><Value /></Grade><Grade><Title>A</Title><Description>End of Key Stage only</Description><RankOrder>13</RankOrder><Value /></Grade><Grade><Title>U</Title><Description>End of Key Stage 1 only</Description><RankOrder>14</RankOrder><Value /></Grade><Grade><Title>L</Title><Description>End of Key Stages 2 and 3</Description><RankOrder>15</RankOrder><Value /></Grade><Grade><Title>N</Title><Description>Wales only</Description><RankOrder>16</RankOrder><Value /></Grade></GradesetHistory><GradesetHistory><StartDate>01/09/2004</StartDate><EndDate>31/08/2005</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>E</Title><Description>Exceptional Performance</Description><RankOrder>1</RankOrder><Value>57.00</Value></Grade><Grade><Title>8</Title><Description>Level 8</Description><RankOrder>2</RankOrder><Value>51.00</Value></Grade><Grade><Title>7</Title><Description>Level 7</Description><RankOrder>3</RankOrder><Value>45.00</Value></Grade><Grade><Title>6</Title><Description>Level 6</Description><RankOrder>4</RankOrder><Value>39.00</Value></Grade><Grade><Title>5</Title><Description>Level 5</Description><RankOrder>5</RankOrder><Value>33.00</Value></Grade><Grade><Title>4+</Title><Description>End of Key Stage 1 only</Description><RankOrder>6</RankOrder><Value>27.00</Value></Grade><Grade><Title>4</Title><Description>Level 4</Description><RankOrder>7</RankOrder><Value>27.00</Value></Grade><Grade><Title>3</Title><Description>Level 3</Description><RankOrder>8</RankOrder><Value>21.00</Value></Grade><Grade><Title>2a</Title><Description>End of Key Stage 1 only</Description><RankOrder>9</RankOrder><Value>17.00</Value></Grade><Grade><Title>2b</Title><Description>End of Key Stage 1 only</Description><RankOrder>10</RankOrder><Value>15.00</Value></Grade><Grade><Title>2</Title><Description>Level 2</Description><RankOrder>11</RankOrder><Value>15.00</Value></Grade><Grade><Title>2c</Title><Description>End of Key Stage 1 only</Description><RankOrder>12</RankOrder><Value>13.00</Value></Grade><Grade><Title>1</Title><Description>Level 1</Description><RankOrder>13</RankOrder><Value>9.00</Value></Grade><Grade><Title>W</Title><Description>Working towards Level 1</Description><RankOrder>14</RankOrder><Value>3.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>15</RankOrder><Value /></Grade><Grade><Title>A</Title><Description>End of Key Stage only</Description><RankOrder>16</RankOrder><Value /></Grade><Grade><Title>U</Title><Description>End of Key Stage 1 only</Description><RankOrder>17</RankOrder><Value /></Grade><Grade><Title>L</Title><Description>End of Key Stages 2 and 3</Description><RankOrder>18</RankOrder><Value /></Grade></GradesetHistory><GradesetHistory><StartDate>01/09/2005</StartDate><EndDate>31/08/2010</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>6</Title><Description>Level 6</Description><RankOrder>1</RankOrder><Value>39.00</Value></Grade><Grade><Title>5</Title><Description>Level 5</Description><RankOrder>2</RankOrder><Value>33.00</Value></Grade><Grade><Title>4+</Title><Description>Level 4 or greater for NDC</Description><RankOrder>3</RankOrder><Value>27.00</Value></Grade><Grade><Title>4</Title><Description>Level 4</Description><RankOrder>4</RankOrder><Value>27.00</Value></Grade><Grade><Title>3</Title><Description>Level 3</Description><RankOrder>5</RankOrder><Value>21.00</Value></Grade><Grade><Title>2A</Title><Description>Level 2A</Description><RankOrder>6</RankOrder><Value>17.00</Value></Grade><Grade><Title>2B</Title><Description>Level 2B</Description><RankOrder>7</RankOrder><Value>15.00</Value></Grade><Grade><Title>2C</Title><Description>Level 2C</Description><RankOrder>8</RankOrder><Value>13.00</Value></Grade><Grade><Title>1</Title><Description>Level 1</Description><RankOrder>9</RankOrder><Value>9.00</Value></Grade><Grade><Title>W</Title><Description>Working towards Level 1</Description><RankOrder>10</RankOrder><Value>3.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>11</RankOrder><Value /></Grade><Grade><Title>A</Title><Description>End of Key Stage only</Description><RankOrder>12</RankOrder><Value /></Grade></GradesetHistory><GradesetHistory><StartDate>01/09/2010</StartDate><EndDate /><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>4</Title><Description>Level 4</Description><RankOrder>1</RankOrder><Value>27.00</Value></Grade><Grade><Title>3</Title><Description>Level 3</Description><RankOrder>2</RankOrder><Value>21.00</Value></Grade><Grade><Title>2A</Title><Description>Level 2A</Description><RankOrder>3</RankOrder><Value>17.00</Value></Grade><Grade><Title>2B</Title><Description>Level 2B</Description><RankOrder>4</RankOrder><Value>15.00</Value></Grade><Grade><Title>2C</Title><Description>Level 2C</Description><RankOrder>5</RankOrder><Value>13.00</Value></Grade><Grade><Title>1</Title><Description>Level 1</Description><RankOrder>6</RankOrder><Value>9.00</Value></Grade><Grade><Title>W</Title><Description>Working towards Level 1</Description><RankOrder>7</RankOrder><Value>3.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>8</RankOrder><Value /></Grade><Grade><Title>A</Title><Description>End of Key Stage only</Description><RankOrder>9</RankOrder><Value /></Grade></GradesetHistory></Gradeset><Gradeset><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>TA Grade Set KS1 Maths</ExternalId><Name>TA Maths KS1</Name><Notes>Teacher Assessment Grades for Key Stage 1 Maths</Notes><CreateDate>01/01/2006</CreateDate><EditDate>01/01/2012</EditDate><GradesetHistory><StartDate>01/09/1990</StartDate><EndDate>31/08/1996</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>E</Title><Description>Exceptional Performance</Description><RankOrder>1</RankOrder><Value>57.00</Value></Grade><Grade><Title>8</Title><Description>Level 8</Description><RankOrder>2</RankOrder><Value>51.00</Value></Grade><Grade><Title>7</Title><Description>Level 7</Description><RankOrder>3</RankOrder><Value>45.00</Value></Grade><Grade><Title>6</Title><Description>Level 6</Description><RankOrder>4</RankOrder><Value>39.00</Value></Grade><Grade><Title>5</Title><Description>Level 5</Description><RankOrder>5</RankOrder><Value>33.00</Value></Grade><Grade><Title>4+</Title><Description>End of Key Stage 1 only</Description><RankOrder>6</RankOrder><Value>27.00</Value></Grade><Grade><Title>4</Title><Description>Level 4</Description><RankOrder>7</RankOrder><Value>27.00</Value></Grade><Grade><Title>3</Title><Description>Level 3</Description><RankOrder>8</RankOrder><Value>21.00</Value></Grade><Grade><Title>2</Title><Description>Level 2</Description><RankOrder>9</RankOrder><Value>15.00</Value></Grade><Grade><Title>1</Title><Description>Level 1</Description><RankOrder>10</RankOrder><Value>9.00</Value></Grade><Grade><Title>W</Title><Description>Working towards Level 1</Description><RankOrder>11</RankOrder><Value>3.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>12</RankOrder><Value /></Grade><Grade><Title>A</Title><Description>End of Key Stage only</Description><RankOrder>13</RankOrder><Value /></Grade><Grade><Title>U</Title><Description>End of Key Stage 1 only</Description><RankOrder>14</RankOrder><Value /></Grade></GradesetHistory><GradesetHistory><StartDate>01/09/1996</StartDate><EndDate>31/08/1997</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>E</Title><Description>Exceptional Performance</Description><RankOrder>1</RankOrder><Value>57.00</Value></Grade><Grade><Title>8</Title><Description>Level 8</Description><RankOrder>2</RankOrder><Value>51.00</Value></Grade><Grade><Title>7</Title><Description>Level 7</Description><RankOrder>3</RankOrder><Value>45.00</Value></Grade><Grade><Title>6</Title><Description>Level 6</Description><RankOrder>4</RankOrder><Value>39.00</Value></Grade><Grade><Title>5</Title><Description>Level 5</Description><RankOrder>5</RankOrder><Value>33.00</Value></Grade><Grade><Title>4+</Title><Description>End of Key Stage 1 only</Description><RankOrder>6</RankOrder><Value>27.00</Value></Grade><Grade><Title>4</Title><Description>Level 4</Description><RankOrder>7</RankOrder><Value>27.00</Value></Grade><Grade><Title>3</Title><Description>Level 3</Description><RankOrder>8</RankOrder><Value>21.00</Value></Grade><Grade><Title>2</Title><Description>Level 2</Description><RankOrder>9</RankOrder><Value>15.00</Value></Grade><Grade><Title>1</Title><Description>Level 1</Description><RankOrder>10</RankOrder><Value>9.00</Value></Grade><Grade><Title>W</Title><Description>Working towards Level 1</Description><RankOrder>11</RankOrder><Value>3.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>12</RankOrder><Value /></Grade><Grade><Title>A</Title><Description>End of Key Stage only</Description><RankOrder>13</RankOrder><Value /></Grade><Grade><Title>U</Title><Description>End of Key Stage 1 only</Description><RankOrder>14</RankOrder><Value /></Grade></GradesetHistory><GradesetHistory><StartDate>01/09/1997</StartDate><EndDate>31/08/1998</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>E</Title><Description>Exceptional Performance</Description><RankOrder>1</RankOrder><Value>57.00</Value></Grade><Grade><Title>8</Title><Description>Level 8</Description><RankOrder>2</RankOrder><Value>51.00</Value></Grade><Grade><Title>7</Title><Description>Level 7</Description><RankOrder>3</RankOrder><Value>45.00</Value></Grade><Grade><Title>6</Title><Description>Level 6</Description><RankOrder>4</RankOrder><Value>39.00</Value></Grade><Grade><Title>5</Title><Description>Level 5</Description><RankOrder>5</RankOrder><Value>33.00</Value></Grade><Grade><Title>4+</Title><Description>End of Key Stage 1 only</Description><RankOrder>6</RankOrder><Value>27.00</Value></Grade><Grade><Title>4</Title><Description>Level 4</Description><RankOrder>7</RankOrder><Value>27.00</Value></Grade><Grade><Title>3</Title><Description>Level 3</Description><RankOrder>8</RankOrder><Value>21.00</Value></Grade><Grade><Title>2</Title><Description>Level 2</Description><RankOrder>9</RankOrder><Value>15.00</Value></Grade><Grade><Title>1</Title><Description>Level 1</Description><RankOrder>10</RankOrder><Value>9.00</Value></Grade><Grade><Title>W</Title><Description>Working towards Level 1</Description><RankOrder>11</RankOrder><Value>3.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>12</RankOrder><Value /></Grade><Grade><Title>A</Title><Description>End of Key Stage only</Description><RankOrder>13</RankOrder><Value /></Grade><Grade><Title>U</Title><Description>End of Key Stage 1 only</Description><RankOrder>14</RankOrder><Value /></Grade></GradesetHistory><GradesetHistory><StartDate>01/09/1998</StartDate><EndDate>31/08/1999</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>E</Title><Description>Exceptional Performance</Description><RankOrder>1</RankOrder><Value>57.00</Value></Grade><Grade><Title>8</Title><Description>Level 8</Description><RankOrder>2</RankOrder><Value>51.00</Value></Grade><Grade><Title>7</Title><Description>Level 7</Description><RankOrder>3</RankOrder><Value>45.00</Value></Grade><Grade><Title>6</Title><Description>Level 6</Description><RankOrder>4</RankOrder><Value>39.00</Value></Grade><Grade><Title>5</Title><Description>Level 5</Description><RankOrder>5</RankOrder><Value>33.00</Value></Grade><Grade><Title>4+</Title><Description>End of Key Stage 1 only</Description><RankOrder>6</RankOrder><Value>27.00</Value></Grade><Grade><Title>4</Title><Description>Level 4</Description><RankOrder>7</RankOrder><Value>27.00</Value></Grade><Grade><Title>3</Title><Description>Level 3</Description><RankOrder>8</RankOrder><Value>21.00</Value></Grade><Grade><Title>2</Title><Description>Level 2</Description><RankOrder>9</RankOrder><Value>15.00</Value></Grade><Grade><Title>1</Title><Description>Level 1</Description><RankOrder>10</RankOrder><Value>9.00</Value></Grade><Grade><Title>W</Title><Description>Working towards Level 1</Description><RankOrder>11</RankOrder><Value>3.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>12</RankOrder><Value /></Grade><Grade><Title>A</Title><Description>End of Key Stage only</Description><RankOrder>13</RankOrder><Value /></Grade><Grade><Title>U</Title><Description>End of Key Stage 1 only</Description><RankOrder>14</RankOrder><Value /></Grade></GradesetHistory><GradesetHistory><StartDate>01/09/1999</StartDate><EndDate>31/08/2000</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>E</Title><Description>Exceptional Performance</Description><RankOrder>1</RankOrder><Value>57.00</Value></Grade><Grade><Title>8</Title><Description>Level 8</Description><RankOrder>2</RankOrder><Value>51.00</Value></Grade><Grade><Title>7</Title><Description>Level 7</Description><RankOrder>3</RankOrder><Value>45.00</Value></Grade><Grade><Title>6</Title><Description>Level 6</Description><RankOrder>4</RankOrder><Value>39.00</Value></Grade><Grade><Title>5</Title><Description>Level 5</Description><RankOrder>5</RankOrder><Value>33.00</Value></Grade><Grade><Title>4+</Title><Description>End of Key Stage 1 only</Description><RankOrder>6</RankOrder><Value>27.00</Value></Grade><Grade><Title>4</Title><Description>Level 4</Description><RankOrder>7</RankOrder><Value>27.00</Value></Grade><Grade><Title>3</Title><Description>Level 3</Description><RankOrder>8</RankOrder><Value>21.00</Value></Grade><Grade><Title>2</Title><Description>Level 2</Description><RankOrder>9</RankOrder><Value>15.00</Value></Grade><Grade><Title>1</Title><Description>Level 1</Description><RankOrder>10</RankOrder><Value>9.00</Value></Grade><Grade><Title>W</Title><Description>Working towards Level 1</Description><RankOrder>11</RankOrder><Value>3.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>12</RankOrder><Value /></Grade><Grade><Title>A</Title><Description>End of Key Stage only</Description><RankOrder>13</RankOrder><Value /></Grade><Grade><Title>U</Title><Description>End of Key Stage 1 only</Description><RankOrder>14</RankOrder><Value /></Grade></GradesetHistory><GradesetHistory><StartDate>01/09/2000</StartDate><EndDate>31/08/2001</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>E</Title><Description>Exceptional Performance</Description><RankOrder>1</RankOrder><Value>57.00</Value></Grade><Grade><Title>8</Title><Description>Level 8</Description><RankOrder>2</RankOrder><Value>51.00</Value></Grade><Grade><Title>7</Title><Description>Level 7</Description><RankOrder>3</RankOrder><Value>45.00</Value></Grade><Grade><Title>6</Title><Description>Level 6</Description><RankOrder>4</RankOrder><Value>39.00</Value></Grade><Grade><Title>5</Title><Description>Level 5</Description><RankOrder>5</RankOrder><Value>33.00</Value></Grade><Grade><Title>4+</Title><Description>End of Key Stage 1 only</Description><RankOrder>6</RankOrder><Value>27.00</Value></Grade><Grade><Title>4</Title><Description>Level 4</Description><RankOrder>7</RankOrder><Value>27.00</Value></Grade><Grade><Title>3</Title><Description>Level 3</Description><RankOrder>8</RankOrder><Value>21.00</Value></Grade><Grade><Title>2</Title><Description>Level 2</Description><RankOrder>9</RankOrder><Value>15.00</Value></Grade><Grade><Title>1</Title><Description>Level 1</Description><RankOrder>10</RankOrder><Value>9.00</Value></Grade><Grade><Title>W</Title><Description>Working towards Level 1</Description><RankOrder>11</RankOrder><Value>3.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>12</RankOrder><Value /></Grade><Grade><Title>A</Title><Description>End of Key Stage only</Description><RankOrder>13</RankOrder><Value /></Grade><Grade><Title>U</Title><Description>End of Key Stage 1 only</Description><RankOrder>14</RankOrder><Value /></Grade><Grade><Title>L</Title><Description>End of Key Stages 2 and 3</Description><RankOrder>15</RankOrder><Value /></Grade><Grade><Title>M</Title><Description>End of Key Stages 2 and 3</Description><RankOrder>16</RankOrder><Value /></Grade></GradesetHistory><GradesetHistory><StartDate>01/09/2001</StartDate><EndDate>31/08/2002</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>E</Title><Description>Exceptional Performance</Description><RankOrder>1</RankOrder><Value>57.00</Value></Grade><Grade><Title>8</Title><Description>Level 8</Description><RankOrder>2</RankOrder><Value>51.00</Value></Grade><Grade><Title>7</Title><Description>Level 7</Description><RankOrder>3</RankOrder><Value>45.00</Value></Grade><Grade><Title>6</Title><Description>Level 6</Description><RankOrder>4</RankOrder><Value>39.00</Value></Grade><Grade><Title>5</Title><Description>Level 5</Description><RankOrder>5</RankOrder><Value>33.00</Value></Grade><Grade><Title>4+</Title><Description>End of Key Stage 1 only</Description><RankOrder>6</RankOrder><Value>27.00</Value></Grade><Grade><Title>4</Title><Description>Level 4</Description><RankOrder>7</RankOrder><Value>27.00</Value></Grade><Grade><Title>3</Title><Description>Level 3</Description><RankOrder>8</RankOrder><Value>21.00</Value></Grade><Grade><Title>2</Title><Description>Level 2</Description><RankOrder>9</RankOrder><Value>15.00</Value></Grade><Grade><Title>1</Title><Description>Level 1</Description><RankOrder>10</RankOrder><Value>9.00</Value></Grade><Grade><Title>W</Title><Description>Working towards Level 1</Description><RankOrder>11</RankOrder><Value>3.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>12</RankOrder><Value /></Grade><Grade><Title>A</Title><Description>End of Key Stage only</Description><RankOrder>13</RankOrder><Value /></Grade><Grade><Title>U</Title><Description>End of Key Stage 1 only</Description><RankOrder>14</RankOrder><Value /></Grade><Grade><Title>L</Title><Description>End of Key Stages 2 and 3</Description><RankOrder>15</RankOrder><Value /></Grade><Grade><Title>M</Title><Description>End of Key Stages 2 and 3</Description><RankOrder>16</RankOrder><Value /></Grade></GradesetHistory><GradesetHistory><StartDate>01/09/2002</StartDate><EndDate>31/08/2003</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>E</Title><Description>Exceptional Performance</Description><RankOrder>1</RankOrder><Value>57.00</Value></Grade><Grade><Title>8</Title><Description>Level 8</Description><RankOrder>2</RankOrder><Value>51.00</Value></Grade><Grade><Title>7</Title><Description>Level 7</Description><RankOrder>3</RankOrder><Value>45.00</Value></Grade><Grade><Title>6</Title><Description>Level 6</Description><RankOrder>4</RankOrder><Value>39.00</Value></Grade><Grade><Title>5</Title><Description>Level 5</Description><RankOrder>5</RankOrder><Value>33.00</Value></Grade><Grade><Title>4+</Title><Description>End of Key Stage 1 only</Description><RankOrder>6</RankOrder><Value>27.00</Value></Grade><Grade><Title>4</Title><Description>Level 4</Description><RankOrder>7</RankOrder><Value>27.00</Value></Grade><Grade><Title>3</Title><Description>Level 3</Description><RankOrder>8</RankOrder><Value>21.00</Value></Grade><Grade><Title>2</Title><Description>Level 2</Description><RankOrder>9</RankOrder><Value>15.00</Value></Grade><Grade><Title>1</Title><Description>Level 1</Description><RankOrder>10</RankOrder><Value>9.00</Value></Grade><Grade><Title>W</Title><Description>Working towards Level 1</Description><RankOrder>11</RankOrder><Value>3.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>12</RankOrder><Value /></Grade><Grade><Title>A</Title><Description>End of Key Stage only</Description><RankOrder>13</RankOrder><Value /></Grade><Grade><Title>U</Title><Description>End of Key Stage 1 only</Description><RankOrder>14</RankOrder><Value /></Grade><Grade><Title>L</Title><Description>End of Key Stages 2 and 3</Description><RankOrder>15</RankOrder><Value /></Grade><Grade><Title>M</Title><Description>End of Key Stages 2 and 3</Description><RankOrder>16</RankOrder><Value /></Grade></GradesetHistory><GradesetHistory><StartDate>01/09/2003</StartDate><EndDate>31/08/2004</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>E</Title><Description>Exceptional Performance</Description><RankOrder>1</RankOrder><Value>57.00</Value></Grade><Grade><Title>8</Title><Description>Level 8</Description><RankOrder>2</RankOrder><Value>51.00</Value></Grade><Grade><Title>7</Title><Description>Level 7</Description><RankOrder>3</RankOrder><Value>45.00</Value></Grade><Grade><Title>6</Title><Description>Level 6</Description><RankOrder>4</RankOrder><Value>39.00</Value></Grade><Grade><Title>5</Title><Description>Level 5</Description><RankOrder>5</RankOrder><Value>33.00</Value></Grade><Grade><Title>4+</Title><Description>End of Key Stage 1 only</Description><RankOrder>6</RankOrder><Value>27.00</Value></Grade><Grade><Title>4</Title><Description>Level 4</Description><RankOrder>7</RankOrder><Value>27.00</Value></Grade><Grade><Title>3</Title><Description>Level 3</Description><RankOrder>8</RankOrder><Value>21.00</Value></Grade><Grade><Title>2</Title><Description>Level 2</Description><RankOrder>9</RankOrder><Value>15.00</Value></Grade><Grade><Title>1</Title><Description>Level 1</Description><RankOrder>10</RankOrder><Value>9.00</Value></Grade><Grade><Title>W</Title><Description>Working towards Level 1</Description><RankOrder>11</RankOrder><Value>3.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>12</RankOrder><Value /></Grade><Grade><Title>A</Title><Description>End of Key Stage only</Description><RankOrder>13</RankOrder><Value /></Grade><Grade><Title>U</Title><Description>End of Key Stage 1 only</Description><RankOrder>14</RankOrder><Value /></Grade><Grade><Title>L</Title><Description>End of Key Stages 2 and 3</Description><RankOrder>15</RankOrder><Value /></Grade><Grade><Title>N</Title><Description>Wales only</Description><RankOrder>16</RankOrder><Value /></Grade></GradesetHistory><GradesetHistory><StartDate>01/09/2004</StartDate><EndDate>31/08/2005</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>E</Title><Description>Exceptional Performance</Description><RankOrder>1</RankOrder><Value>57.00</Value></Grade><Grade><Title>8</Title><Description>Level 8</Description><RankOrder>2</RankOrder><Value>51.00</Value></Grade><Grade><Title>7</Title><Description>Level 7</Description><RankOrder>3</RankOrder><Value>45.00</Value></Grade><Grade><Title>6</Title><Description>Level 6</Description><RankOrder>4</RankOrder><Value>39.00</Value></Grade><Grade><Title>5</Title><Description>Level 5</Description><RankOrder>5</RankOrder><Value>33.00</Value></Grade><Grade><Title>4+</Title><Description>End of Key Stage 1 only</Description><RankOrder>6</RankOrder><Value>27.00</Value></Grade><Grade><Title>4</Title><Description>Level 4</Description><RankOrder>7</RankOrder><Value>27.00</Value></Grade><Grade><Title>3</Title><Description>Level 3</Description><RankOrder>8</RankOrder><Value>21.00</Value></Grade><Grade><Title>2a</Title><Description>End of Key Stage 1 only</Description><RankOrder>9</RankOrder><Value>17.00</Value></Grade><Grade><Title>2b</Title><Description>End of Key Stage 1 only</Description><RankOrder>10</RankOrder><Value>15.00</Value></Grade><Grade><Title>2</Title><Description>Level 2</Description><RankOrder>11</RankOrder><Value>15.00</Value></Grade><Grade><Title>2c</Title><Description>End of Key Stage 1 only</Description><RankOrder>12</RankOrder><Value>13.00</Value></Grade><Grade><Title>1</Title><Description>Level 1</Description><RankOrder>13</RankOrder><Value>9.00</Value></Grade><Grade><Title>W</Title><Description>Working towards Level 1</Description><RankOrder>14</RankOrder><Value>3.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>15</RankOrder><Value /></Grade><Grade><Title>A</Title><Description>End of Key Stage only</Description><RankOrder>16</RankOrder><Value /></Grade><Grade><Title>U</Title><Description>End of Key Stage 1 only</Description><RankOrder>17</RankOrder><Value /></Grade><Grade><Title>L</Title><Description>End of Key Stages 2 and 3</Description><RankOrder>18</RankOrder><Value /></Grade></GradesetHistory><GradesetHistory><StartDate>01/09/2005</StartDate><EndDate>31/08/2010</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>6</Title><Description>Level 6</Description><RankOrder>1</RankOrder><Value>39.00</Value></Grade><Grade><Title>5</Title><Description>Level 5</Description><RankOrder>2</RankOrder><Value>33.00</Value></Grade><Grade><Title>4+</Title><Description>Level 4 or greater for NDC</Description><RankOrder>3</RankOrder><Value>27.00</Value></Grade><Grade><Title>4</Title><Description>Level 4</Description><RankOrder>4</RankOrder><Value>27.00</Value></Grade><Grade><Title>3</Title><Description>Level 3</Description><RankOrder>5</RankOrder><Value>21.00</Value></Grade><Grade><Title>2A</Title><Description>Level 2A</Description><RankOrder>6</RankOrder><Value>17.00</Value></Grade><Grade><Title>2B</Title><Description>Level 2B</Description><RankOrder>7</RankOrder><Value>15.00</Value></Grade><Grade><Title>2C</Title><Description>Level 2C</Description><RankOrder>8</RankOrder><Value>13.00</Value></Grade><Grade><Title>1</Title><Description>Level 1</Description><RankOrder>9</RankOrder><Value>9.00</Value></Grade><Grade><Title>W</Title><Description>Working towards Level 1</Description><RankOrder>10</RankOrder><Value>3.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>11</RankOrder><Value /></Grade><Grade><Title>A</Title><Description>End of Key Stage only</Description><RankOrder>12</RankOrder><Value /></Grade></GradesetHistory><GradesetHistory><StartDate>01/09/2010</StartDate><EndDate /><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>4</Title><Description>Level 4</Description><RankOrder>1</RankOrder><Value>27.00</Value></Grade><Grade><Title>3</Title><Description>Level 3</Description><RankOrder>2</RankOrder><Value>21.00</Value></Grade><Grade><Title>2A</Title><Description>Level 2A</Description><RankOrder>3</RankOrder><Value>17.00</Value></Grade><Grade><Title>2B</Title><Description>Level 2B</Description><RankOrder>4</RankOrder><Value>15.00</Value></Grade><Grade><Title>2C</Title><Description>Level 2C</Description><RankOrder>5</RankOrder><Value>13.00</Value></Grade><Grade><Title>1</Title><Description>Level 1</Description><RankOrder>6</RankOrder><Value>9.00</Value></Grade><Grade><Title>W</Title><Description>Working towards Level 1</Description><RankOrder>7</RankOrder><Value>3.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>8</RankOrder><Value /></Grade><Grade><Title>A</Title><Description>End of Key Stage only</Description><RankOrder>9</RankOrder><Value /></Grade></GradesetHistory></Gradeset><Gradeset><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>TA Grade Set KS1S &amp; L</ExternalId><Name>TA Speaking &amp; Listening KS1</Name><Notes>Teacher Assessment Grades for Key Stage 1 Speaking and Listening</Notes><CreateDate>01/01/2006</CreateDate><EditDate>01/01/2012</EditDate><GradesetHistory><StartDate>01/09/1990</StartDate><EndDate>31/08/1996</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>E</Title><Description>Exceptional Performance</Description><RankOrder>1</RankOrder><Value>57.00</Value></Grade><Grade><Title>8</Title><Description>Level 8</Description><RankOrder>2</RankOrder><Value>51.00</Value></Grade><Grade><Title>7</Title><Description>Level 7</Description><RankOrder>3</RankOrder><Value>45.00</Value></Grade><Grade><Title>6</Title><Description>Level 6</Description><RankOrder>4</RankOrder><Value>39.00</Value></Grade><Grade><Title>5</Title><Description>Level 5</Description><RankOrder>5</RankOrder><Value>33.00</Value></Grade><Grade><Title>4+</Title><Description>End of Key Stage 1 only</Description><RankOrder>6</RankOrder><Value>27.00</Value></Grade><Grade><Title>4</Title><Description>Level 4</Description><RankOrder>7</RankOrder><Value>27.00</Value></Grade><Grade><Title>3</Title><Description>Level 3</Description><RankOrder>8</RankOrder><Value>21.00</Value></Grade><Grade><Title>2</Title><Description>Level 2</Description><RankOrder>9</RankOrder><Value>15.00</Value></Grade><Grade><Title>1</Title><Description>Level 1</Description><RankOrder>10</RankOrder><Value>9.00</Value></Grade><Grade><Title>W</Title><Description>Working towards Level 1</Description><RankOrder>11</RankOrder><Value>3.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>12</RankOrder><Value /></Grade><Grade><Title>A</Title><Description>End of Key Stage only</Description><RankOrder>13</RankOrder><Value /></Grade><Grade><Title>U</Title><Description>End of Key Stage 1 only</Description><RankOrder>14</RankOrder><Value /></Grade></GradesetHistory><GradesetHistory><StartDate>01/09/1996</StartDate><EndDate>31/08/1997</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>E</Title><Description>Exceptional Performance</Description><RankOrder>1</RankOrder><Value>57.00</Value></Grade><Grade><Title>8</Title><Description>Level 8</Description><RankOrder>2</RankOrder><Value>51.00</Value></Grade><Grade><Title>7</Title><Description>Level 7</Description><RankOrder>3</RankOrder><Value>45.00</Value></Grade><Grade><Title>6</Title><Description>Level 6</Description><RankOrder>4</RankOrder><Value>39.00</Value></Grade><Grade><Title>5</Title><Description>Level 5</Description><RankOrder>5</RankOrder><Value>33.00</Value></Grade><Grade><Title>4+</Title><Description>End of Key Stage 1 only</Description><RankOrder>6</RankOrder><Value>27.00</Value></Grade><Grade><Title>4</Title><Description>Level 4</Description><RankOrder>7</RankOrder><Value>27.00</Value></Grade><Grade><Title>3</Title><Description>Level 3</Description><RankOrder>8</RankOrder><Value>21.00</Value></Grade><Grade><Title>2</Title><Description>Level 2</Description><RankOrder>9</RankOrder><Value>15.00</Value></Grade><Grade><Title>1</Title><Description>Level 1</Description><RankOrder>10</RankOrder><Value>9.00</Value></Grade><Grade><Title>W</Title><Description>Working towards Level 1</Description><RankOrder>11</RankOrder><Value>3.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>12</RankOrder><Value /></Grade><Grade><Title>A</Title><Description>End of Key Stage only</Description><RankOrder>13</RankOrder><Value /></Grade><Grade><Title>U</Title><Description>End of Key Stage 1 only</Description><RankOrder>14</RankOrder><Value /></Grade></GradesetHistory><GradesetHistory><StartDate>01/09/1997</StartDate><EndDate>31/08/1998</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>E</Title><Description>Exceptional Performance</Description><RankOrder>1</RankOrder><Value>57.00</Value></Grade><Grade><Title>8</Title><Description>Level 8</Description><RankOrder>2</RankOrder><Value>51.00</Value></Grade><Grade><Title>7</Title><Description>Level 7</Description><RankOrder>3</RankOrder><Value>45.00</Value></Grade><Grade><Title>6</Title><Description>Level 6</Description><RankOrder>4</RankOrder><Value>39.00</Value></Grade><Grade><Title>5</Title><Description>Level 5</Description><RankOrder>5</RankOrder><Value>33.00</Value></Grade><Grade><Title>4+</Title><Description>End of Key Stage 1 only</Description><RankOrder>6</RankOrder><Value>27.00</Value></Grade><Grade><Title>4</Title><Description>Level 4</Description><RankOrder>7</RankOrder><Value>27.00</Value></Grade><Grade><Title>3</Title><Description>Level 3</Description><RankOrder>8</RankOrder><Value>21.00</Value></Grade><Grade><Title>2</Title><Description>Level 2</Description><RankOrder>9</RankOrder><Value>15.00</Value></Grade><Grade><Title>1</Title><Description>Level 1</Description><RankOrder>10</RankOrder><Value>9.00</Value></Grade><Grade><Title>W</Title><Description>Working towards Level 1</Description><RankOrder>11</RankOrder><Value>3.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>12</RankOrder><Value /></Grade><Grade><Title>A</Title><Description>End of Key Stage only</Description><RankOrder>13</RankOrder><Value /></Grade><Grade><Title>U</Title><Description>End of Key Stage 1 only</Description><RankOrder>14</RankOrder><Value /></Grade></GradesetHistory><GradesetHistory><StartDate>01/09/1998</StartDate><EndDate>31/08/1999</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>E</Title><Description>Exceptional Performance</Description><RankOrder>1</RankOrder><Value>57.00</Value></Grade><Grade><Title>8</Title><Description>Level 8</Description><RankOrder>2</RankOrder><Value>51.00</Value></Grade><Grade><Title>7</Title><Description>Level 7</Description><RankOrder>3</RankOrder><Value>45.00</Value></Grade><Grade><Title>6</Title><Description>Level 6</Description><RankOrder>4</RankOrder><Value>39.00</Value></Grade><Grade><Title>5</Title><Description>Level 5</Description><RankOrder>5</RankOrder><Value>33.00</Value></Grade><Grade><Title>4+</Title><Description>End of Key Stage 1 only</Description><RankOrder>6</RankOrder><Value>27.00</Value></Grade><Grade><Title>4</Title><Description>Level 4</Description><RankOrder>7</RankOrder><Value>27.00</Value></Grade><Grade><Title>3</Title><Description>Level 3</Description><RankOrder>8</RankOrder><Value>21.00</Value></Grade><Grade><Title>2</Title><Description>Level 2</Description><RankOrder>9</RankOrder><Value>15.00</Value></Grade><Grade><Title>1</Title><Description>Level 1</Description><RankOrder>10</RankOrder><Value>9.00</Value></Grade><Grade><Title>W</Title><Description>Working towards Level 1</Description><RankOrder>11</RankOrder><Value>3.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>12</RankOrder><Value /></Grade><Grade><Title>A</Title><Description>End of Key Stage only</Description><RankOrder>13</RankOrder><Value /></Grade><Grade><Title>U</Title><Description>End of Key Stage 1 only</Description><RankOrder>14</RankOrder><Value /></Grade></GradesetHistory><GradesetHistory><StartDate>01/09/1999</StartDate><EndDate>31/08/2000</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>E</Title><Description>Exceptional Performance</Description><RankOrder>1</RankOrder><Value>57.00</Value></Grade><Grade><Title>8</Title><Description>Level 8</Description><RankOrder>2</RankOrder><Value>51.00</Value></Grade><Grade><Title>7</Title><Description>Level 7</Description><RankOrder>3</RankOrder><Value>45.00</Value></Grade><Grade><Title>6</Title><Description>Level 6</Description><RankOrder>4</RankOrder><Value>39.00</Value></Grade><Grade><Title>5</Title><Description>Level 5</Description><RankOrder>5</RankOrder><Value>33.00</Value></Grade><Grade><Title>4+</Title><Description>End of Key Stage 1 only</Description><RankOrder>6</RankOrder><Value>27.00</Value></Grade><Grade><Title>4</Title><Description>Level 4</Description><RankOrder>7</RankOrder><Value>27.00</Value></Grade><Grade><Title>3</Title><Description>Level 3</Description><RankOrder>8</RankOrder><Value>21.00</Value></Grade><Grade><Title>2</Title><Description>Level 2</Description><RankOrder>9</RankOrder><Value>15.00</Value></Grade><Grade><Title>1</Title><Description>Level 1</Description><RankOrder>10</RankOrder><Value>9.00</Value></Grade><Grade><Title>W</Title><Description>Working towards Level 1</Description><RankOrder>11</RankOrder><Value>3.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>12</RankOrder><Value /></Grade><Grade><Title>A</Title><Description>End of Key Stage only</Description><RankOrder>13</RankOrder><Value /></Grade><Grade><Title>U</Title><Description>End of Key Stage 1 only</Description><RankOrder>14</RankOrder><Value /></Grade></GradesetHistory><GradesetHistory><StartDate>01/09/2000</StartDate><EndDate>31/08/2001</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>E</Title><Description>Exceptional Performance</Description><RankOrder>1</RankOrder><Value>57.00</Value></Grade><Grade><Title>8</Title><Description>Level 8</Description><RankOrder>2</RankOrder><Value>51.00</Value></Grade><Grade><Title>7</Title><Description>Level 7</Description><RankOrder>3</RankOrder><Value>45.00</Value></Grade><Grade><Title>6</Title><Description>Level 6</Description><RankOrder>4</RankOrder><Value>39.00</Value></Grade><Grade><Title>5</Title><Description>Level 5</Description><RankOrder>5</RankOrder><Value>33.00</Value></Grade><Grade><Title>4+</Title><Description>End of Key Stage 1 only</Description><RankOrder>6</RankOrder><Value>27.00</Value></Grade><Grade><Title>4</Title><Description>Level 4</Description><RankOrder>7</RankOrder><Value>27.00</Value></Grade><Grade><Title>3</Title><Description>Level 3</Description><RankOrder>8</RankOrder><Value>21.00</Value></Grade><Grade><Title>2</Title><Description>Level 2</Description><RankOrder>9</RankOrder><Value>15.00</Value></Grade><Grade><Title>1</Title><Description>Level 1</Description><RankOrder>10</RankOrder><Value>9.00</Value></Grade><Grade><Title>W</Title><Description>Working towards Level 1</Description><RankOrder>11</RankOrder><Value>3.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>12</RankOrder><Value /></Grade><Grade><Title>A</Title><Description>End of Key Stage only</Description><RankOrder>13</RankOrder><Value /></Grade><Grade><Title>U</Title><Description>End of Key Stage 1 only</Description><RankOrder>14</RankOrder><Value /></Grade><Grade><Title>L</Title><Description>End of Key Stages 2 and 3</Description><RankOrder>15</RankOrder><Value /></Grade><Grade><Title>M</Title><Description>End of Key Stages 2 and 3</Description><RankOrder>16</RankOrder><Value /></Grade></GradesetHistory><GradesetHistory><StartDate>01/09/2001</StartDate><EndDate>31/08/2002</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>E</Title><Description>Exceptional Performance</Description><RankOrder>1</RankOrder><Value>57.00</Value></Grade><Grade><Title>8</Title><Description>Level 8</Description><RankOrder>2</RankOrder><Value>51.00</Value></Grade><Grade><Title>7</Title><Description>Level 7</Description><RankOrder>3</RankOrder><Value>45.00</Value></Grade><Grade><Title>6</Title><Description>Level 6</Description><RankOrder>4</RankOrder><Value>39.00</Value></Grade><Grade><Title>5</Title><Description>Level 5</Description><RankOrder>5</RankOrder><Value>33.00</Value></Grade><Grade><Title>4+</Title><Description>End of Key Stage 1 only</Description><RankOrder>6</RankOrder><Value>27.00</Value></Grade><Grade><Title>4</Title><Description>Level 4</Description><RankOrder>7</RankOrder><Value>27.00</Value></Grade><Grade><Title>3</Title><Description>Level 3</Description><RankOrder>8</RankOrder><Value>21.00</Value></Grade><Grade><Title>2</Title><Description>Level 2</Description><RankOrder>9</RankOrder><Value>15.00</Value></Grade><Grade><Title>1</Title><Description>Level 1</Description><RankOrder>10</RankOrder><Value>9.00</Value></Grade><Grade><Title>W</Title><Description>Working towards Level 1</Description><RankOrder>11</RankOrder><Value>3.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>12</RankOrder><Value /></Grade><Grade><Title>A</Title><Description>End of Key Stage only</Description><RankOrder>13</RankOrder><Value /></Grade><Grade><Title>U</Title><Description>End of Key Stage 1 only</Description><RankOrder>14</RankOrder><Value /></Grade><Grade><Title>L</Title><Description>End of Key Stages 2 and 3</Description><RankOrder>15</RankOrder><Value /></Grade><Grade><Title>M</Title><Description>End of Key Stages 2 and 3</Description><RankOrder>16</RankOrder><Value /></Grade></GradesetHistory><GradesetHistory><StartDate>01/09/2002</StartDate><EndDate>31/08/2003</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>E</Title><Description>Exceptional Performance</Description><RankOrder>1</RankOrder><Value>57.00</Value></Grade><Grade><Title>8</Title><Description>Level 8</Description><RankOrder>2</RankOrder><Value>51.00</Value></Grade><Grade><Title>7</Title><Description>Level 7</Description><RankOrder>3</RankOrder><Value>45.00</Value></Grade><Grade><Title>6</Title><Description>Level 6</Description><RankOrder>4</RankOrder><Value>39.00</Value></Grade><Grade><Title>5</Title><Description>Level 5</Description><RankOrder>5</RankOrder><Value>33.00</Value></Grade><Grade><Title>4+</Title><Description>End of Key Stage 1 only</Description><RankOrder>6</RankOrder><Value>27.00</Value></Grade><Grade><Title>4</Title><Description>Level 4</Description><RankOrder>7</RankOrder><Value>27.00</Value></Grade><Grade><Title>3</Title><Description>Level 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/></Grade></GradesetHistory><GradesetHistory><StartDate>01/09/2003</StartDate><EndDate>31/08/2004</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>E</Title><Description>Exceptional Performance</Description><RankOrder>1</RankOrder><Value>57.00</Value></Grade><Grade><Title>8</Title><Description>Level 8</Description><RankOrder>2</RankOrder><Value>51.00</Value></Grade><Grade><Title>7</Title><Description>Level 7</Description><RankOrder>3</RankOrder><Value>45.00</Value></Grade><Grade><Title>6</Title><Description>Level 6</Description><RankOrder>4</RankOrder><Value>39.00</Value></Grade><Grade><Title>5</Title><Description>Level 5</Description><RankOrder>5</RankOrder><Value>33.00</Value></Grade><Grade><Title>4+</Title><Description>End of Key Stage 1 only</Description><RankOrder>6</RankOrder><Value>27.00</Value></Grade><Grade><Title>4</Title><Description>Level 4</Description><RankOrder>7</RankOrder><Value>27.00</Value></Grade><Grade><Title>3</Title><Description>Level 3</Description><RankOrder>8</RankOrder><Value>21.00</Value></Grade><Grade><Title>2</Title><Description>Level 2</Description><RankOrder>9</RankOrder><Value>15.00</Value></Grade><Grade><Title>1</Title><Description>Level 1</Description><RankOrder>10</RankOrder><Value>9.00</Value></Grade><Grade><Title>W</Title><Description>Working towards Level 1</Description><RankOrder>11</RankOrder><Value>3.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>12</RankOrder><Value /></Grade><Grade><Title>A</Title><Description>End of Key Stage only</Description><RankOrder>13</RankOrder><Value /></Grade><Grade><Title>U</Title><Description>End of Key Stage 1 only</Description><RankOrder>14</RankOrder><Value /></Grade><Grade><Title>L</Title><Description>End of Key Stages 2 and 3</Description><RankOrder>15</RankOrder><Value /></Grade><Grade><Title>N</Title><Description>Wales only</Description><RankOrder>16</RankOrder><Value /></Grade></GradesetHistory><GradesetHistory><StartDate>01/09/2004</StartDate><EndDate>31/08/2005</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>E</Title><Description>Exceptional Performance</Description><RankOrder>1</RankOrder><Value>57.00</Value></Grade><Grade><Title>8</Title><Description>Level 8</Description><RankOrder>2</RankOrder><Value>51.00</Value></Grade><Grade><Title>7</Title><Description>Level 7</Description><RankOrder>3</RankOrder><Value>45.00</Value></Grade><Grade><Title>6</Title><Description>Level 6</Description><RankOrder>4</RankOrder><Value>39.00</Value></Grade><Grade><Title>5</Title><Description>Level 5</Description><RankOrder>5</RankOrder><Value>33.00</Value></Grade><Grade><Title>4+</Title><Description>End of Key Stage 1 only</Description><RankOrder>6</RankOrder><Value>27.00</Value></Grade><Grade><Title>4</Title><Description>Level 4</Description><RankOrder>7</RankOrder><Value>27.00</Value></Grade><Grade><Title>3</Title><Description>Level 3</Description><RankOrder>8</RankOrder><Value>21.00</Value></Grade><Grade><Title>2a</Title><Description>End of Key Stage 1 only</Description><RankOrder>9</RankOrder><Value>17.00</Value></Grade><Grade><Title>2b</Title><Description>End of Key Stage 1 only</Description><RankOrder>10</RankOrder><Value>15.00</Value></Grade><Grade><Title>2</Title><Description>Level 2</Description><RankOrder>11</RankOrder><Value>15.00</Value></Grade><Grade><Title>2c</Title><Description>End of Key Stage 1 only</Description><RankOrder>12</RankOrder><Value>13.00</Value></Grade><Grade><Title>1</Title><Description>Level 1</Description><RankOrder>13</RankOrder><Value>9.00</Value></Grade><Grade><Title>W</Title><Description>Working towards Level 1</Description><RankOrder>14</RankOrder><Value>3.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>15</RankOrder><Value /></Grade><Grade><Title>A</Title><Description>End of Key Stage only</Description><RankOrder>16</RankOrder><Value /></Grade><Grade><Title>U</Title><Description>End of Key Stage 1 only</Description><RankOrder>17</RankOrder><Value /></Grade><Grade><Title>L</Title><Description>End of Key Stages 2 and 3</Description><RankOrder>18</RankOrder><Value /></Grade></GradesetHistory><GradesetHistory><StartDate>01/09/2005</StartDate><EndDate>31/08/2010</EndDate><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>6</Title><Description>Level 6</Description><RankOrder>1</RankOrder><Value>39.00</Value></Grade><Grade><Title>5</Title><Description>Level 5</Description><RankOrder>2</RankOrder><Value>33.00</Value></Grade><Grade><Title>4+</Title><Description>Level 4 or greater for NDC</Description><RankOrder>3</RankOrder><Value>27.00</Value></Grade><Grade><Title>4</Title><Description>Level 4</Description><RankOrder>4</RankOrder><Value>27.00</Value></Grade><Grade><Title>3</Title><Description>Level 3</Description><RankOrder>5</RankOrder><Value>21.00</Value></Grade><Grade><Title>2</Title><Description>Level 2</Description><RankOrder>6</RankOrder><Value>15.00</Value></Grade><Grade><Title>1</Title><Description>Level 1</Description><RankOrder>7</RankOrder><Value>9.00</Value></Grade><Grade><Title>W</Title><Description>Working towards Level 1</Description><RankOrder>8</RankOrder><Value>3.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>9</RankOrder><Value /></Grade><Grade><Title>A</Title><Description>Absent</Description><RankOrder>10</RankOrder><Value /></Grade></GradesetHistory><GradesetHistory><StartDate>01/09/2010</StartDate><EndDate /><ValuesetAgency>CES Assessment Services</ValuesetAgency><Grade><Title>4</Title><Description>Level 4</Description><RankOrder>1</RankOrder><Value>27.00</Value></Grade><Grade><Title>3</Title><Description>Level 3</Description><RankOrder>2</RankOrder><Value>21.00</Value></Grade><Grade><Title>2</Title><Description>Level 2</Description><RankOrder>3</RankOrder><Value>15.00</Value></Grade><Grade><Title>1</Title><Description>Level 1</Description><RankOrder>4</RankOrder><Value>9.00</Value></Grade><Grade><Title>W</Title><Description>Working towards Level 1</Description><RankOrder>5</RankOrder><Value>3.00</Value></Grade><Grade><Title>D</Title><Description>Disapplied</Description><RankOrder>6</RankOrder><Value /></Grade><Grade><Title>A</Title><Description>Absent</Description><RankOrder>7</RankOrder><Value /></Grade></GradesetHistory></Gradeset></GradesetNode><ResultsetNode><Resultset><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>CES Foundation Stage Profile</ResultsetSupplier><ResultsetExternalId>CESFSP</ResultsetExternalId><Name>Early Years Foundation Stage</Name><CreateDate>18/12/2002</CreateDate><EditDate>01/01/2009</EditDate><StartDate /><EndDate /><KeyStage> </KeyStage></Resultset><Resultset><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>CES Assessment Services</ResultsetSupplier><ResultsetExternalId>EYFSBaseline</ResultsetExternalId><Name>EYFS Baseline</Name><CreateDate>01/09/2015</CreateDate><EditDate>01/09/2015</EditDate><StartDate /><EndDate /><KeyStage> </KeyStage></Resultset><Resultset><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS</ResultsetSupplier><ResultsetExternalId>1</ResultsetExternalId><Name>Key Stage 1 Validated Result</Name><CreateDate>30/05/2002</CreateDate><EditDate>06/06/2003</EditDate><StartDate /><EndDate /><KeyStage>1</KeyStage></Resultset><Resultset><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS</ResultsetSupplier><ResultsetExternalId>2</ResultsetExternalId><Name>Key Stage 2 Validated Result</Name><CreateDate>06/06/2003</CreateDate><EditDate>18/06/2003</EditDate><StartDate /><EndDate /><KeyStage>2</KeyStage></Resultset><Resultset><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M4</ResultsetExternalId><Name>Year 1 End of Year</Name><CreateDate>13/08/2015</CreateDate><EditDate>02/09/2015</EditDate><StartDate /><EndDate /><KeyStage> </KeyStage></Resultset><Resultset><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1KPI</ResultsetExternalId><Name>Year 1 Key Performance Indicator</Name><CreateDate>01/09/2015</CreateDate><EditDate>01/09/2015</EditDate><StartDate /><EndDate /><KeyStage> </KeyStage></Resultset><Resultset><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M1</ResultsetExternalId><Name>Year 1 Milestone 1</Name><CreateDate>13/08/2015</CreateDate><EditDate>13/08/2015</EditDate><StartDate /><EndDate /><KeyStage> </KeyStage></Resultset><Resultset><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M2</ResultsetExternalId><Name>Year 1 Milestone 2</Name><CreateDate>13/08/2015</CreateDate><EditDate>13/08/2015</EditDate><StartDate /><EndDate /><KeyStage> </KeyStage></Resultset><Resultset><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M3</ResultsetExternalId><Name>Year 1 Milestone 3</Name><CreateDate>13/08/2015</CreateDate><EditDate>13/08/2015</EditDate><StartDate /><EndDate /><KeyStage> </KeyStage></Resultset><Resultset><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y2M4</ResultsetExternalId><Name>Year 2 End of Year</Name><CreateDate>13/08/2015</CreateDate><EditDate>22/12/2015</EditDate><StartDate /><EndDate /><KeyStage> </KeyStage></Resultset><Resultset><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y2KPI</ResultsetExternalId><Name>Year 2 Key Performance Indicator</Name><CreateDate>01/09/2015</CreateDate><EditDate>01/09/2015</EditDate><StartDate /><EndDate /><KeyStage> </KeyStage></Resultset><Resultset><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y2M1</ResultsetExternalId><Name>Year 2 Milestone 1</Name><CreateDate>13/08/2015</CreateDate><EditDate>13/08/2015</EditDate><StartDate /><EndDate /><KeyStage> </KeyStage></Resultset><Resultset><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y2M2</ResultsetExternalId><Name>Year 2 Milestone 2</Name><CreateDate>13/08/2015</CreateDate><EditDate>13/08/2015</EditDate><StartDate /><EndDate /><KeyStage> </KeyStage></Resultset><Resultset><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y2M3</ResultsetExternalId><Name>Year 2 Milestone 3</Name><CreateDate>13/08/2015</CreateDate><EditDate>13/08/2015</EditDate><StartDate /><EndDate /><KeyStage> </KeyStage></Resultset><Resultset><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3M4</ResultsetExternalId><Name>Year 3 End of Year</Name><CreateDate>13/08/2015</CreateDate><EditDate>22/12/2015</EditDate><StartDate /><EndDate /><KeyStage> </KeyStage></Resultset><Resultset><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3KPI</ResultsetExternalId><Name>Year 3 Key Performance Indicator</Name><CreateDate>01/09/2015</CreateDate><EditDate>01/09/2015</EditDate><StartDate /><EndDate /><KeyStage> </KeyStage></Resultset><Resultset><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3M1</ResultsetExternalId><Name>Year 3 Milestone 1</Name><CreateDate>13/08/2015</CreateDate><EditDate>13/08/2015</EditDate><StartDate /><EndDate /><KeyStage> </KeyStage></Resultset><Resultset><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3M2</ResultsetExternalId><Name>Year 3 Milestone 2</Name><CreateDate>13/08/2015</CreateDate><EditDate>13/08/2015</EditDate><StartDate /><EndDate /><KeyStage> </KeyStage></Resultset><Resultset><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3M3</ResultsetExternalId><Name>Year 3 Milestone 3</Name><CreateDate>13/08/2015</CreateDate><EditDate>13/08/2015</EditDate><StartDate /><EndDate /><KeyStage> </KeyStage></Resultset><Resultset><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y4M4</ResultsetExternalId><Name>Year 4 End of Year</Name><CreateDate>13/08/2015</CreateDate><EditDate>23/12/2015</EditDate><StartDate /><EndDate /><KeyStage> </KeyStage></Resultset><Resultset><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y4KPI</ResultsetExternalId><Name>Year 4 Key Performance Indicator</Name><CreateDate>01/09/2015</CreateDate><EditDate>01/09/2015</EditDate><StartDate /><EndDate /><KeyStage> </KeyStage></Resultset><Resultset><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y4M1</ResultsetExternalId><Name>Year 4 Milestone 1</Name><CreateDate>13/08/2015</CreateDate><EditDate>13/08/2015</EditDate><StartDate /><EndDate /><KeyStage> </KeyStage></Resultset><Resultset><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y4M2</ResultsetExternalId><Name>Year 4 Milestone 2</Name><CreateDate>13/08/2015</CreateDate><EditDate>13/08/2015</EditDate><StartDate /><EndDate /><KeyStage> </KeyStage></Resultset><Resultset><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y4M3</ResultsetExternalId><Name>Year 4 Milestone 3</Name><CreateDate>13/08/2015</CreateDate><EditDate>13/08/2015</EditDate><StartDate /><EndDate /><KeyStage> </KeyStage></Resultset><Resultset><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y5M4</ResultsetExternalId><Name>Year 5 End of Year</Name><CreateDate>13/08/2015</CreateDate><EditDate>02/09/2015</EditDate><StartDate /><EndDate /><KeyStage> </KeyStage></Resultset><Resultset><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y5KPI</ResultsetExternalId><Name>Year 5 Key Performance Indicator</Name><CreateDate>01/09/2015</CreateDate><EditDate>01/09/2015</EditDate><StartDate /><EndDate /><KeyStage> </KeyStage></Resultset><Resultset><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y5M1</ResultsetExternalId><Name>Year 5 Milestone 1</Name><CreateDate>13/08/2015</CreateDate><EditDate>13/08/2015</EditDate><StartDate /><EndDate /><KeyStage> </KeyStage></Resultset><Resultset><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y5M2</ResultsetExternalId><Name>Year 5 Milestone 2</Name><CreateDate>13/08/2015</CreateDate><EditDate>13/08/2015</EditDate><StartDate /><EndDate /><KeyStage> </KeyStage></Resultset><Resultset><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y5M3</ResultsetExternalId><Name>Year 5 Milestone 3</Name><CreateDate>13/08/2015</CreateDate><EditDate>13/08/2015</EditDate><StartDate /><EndDate /><KeyStage> </KeyStage></Resultset><Resultset><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y6M4</ResultsetExternalId><Name>Year 6 End of Year</Name><CreateDate>13/08/2015</CreateDate><EditDate>02/09/2015</EditDate><StartDate /><EndDate /><KeyStage> </KeyStage></Resultset><Resultset><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y6KPI</ResultsetExternalId><Name>Year 6 Key Performance Indicator</Name><CreateDate>01/09/2015</CreateDate><EditDate>01/09/2015</EditDate><StartDate /><EndDate /><KeyStage> </KeyStage></Resultset><Resultset><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y6M1</ResultsetExternalId><Name>Year 6 Milestone 1</Name><CreateDate>13/08/2015</CreateDate><EditDate>13/08/2015</EditDate><StartDate /><EndDate /><KeyStage> </KeyStage></Resultset><Resultset><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y6M2</ResultsetExternalId><Name>Year 6 Milestone 2</Name><CreateDate>13/08/2015</CreateDate><EditDate>13/08/2015</EditDate><StartDate /><EndDate /><KeyStage> </KeyStage></Resultset><Resultset><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y6M3</ResultsetExternalId><Name>Year 6 Milestone 3</Name><CreateDate>13/08/2015</CreateDate><EditDate>13/08/2015</EditDate><StartDate /><EndDate /><KeyStage> </KeyStage></Resultset></ResultsetNode><AspectNode><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>CES Assessment Services</GradesetSupplier><GradesetExternalId>TA Grade Set KS1S &amp; L</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>ENA1KS1</ExternalId><Name>EN AT1: Speaking and Listening KS1</Name><ColumnHeading>EN AT1 Speak &amp; Listen KS1</ColumnHeading><Description>Speaking and Listening Teacher Assessment</Description><CreateDate>01/01/2006</CreateDate><EditDate>01/01/2006</EditDate><Type>G</Type><KeyStage1>T</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>CES Assessment Services</GradesetSupplier><GradesetExternalId>TA Grade Set KS1 R &amp; W</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>ENA2KS1</ExternalId><Name>EN AT2: Reading KS1</Name><ColumnHeading>EN AT2 Reading KS1</ColumnHeading><Description>Reading Teacher Assessment</Description><CreateDate>01/01/2006</CreateDate><EditDate>01/01/2006</EditDate><Type>G</Type><KeyStage1>T</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>CES Assessment Services</GradesetSupplier><GradesetExternalId>TA Grade Set KS1 R &amp; W</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>ENA3KS1</ExternalId><Name>EN AT3: Writing KS1</Name><ColumnHeading>EN AT3 Writing KS1</ColumnHeading><Description>Writing Teacher Assessment</Description><CreateDate>01/01/2006</CreateDate><EditDate>01/01/2006</EditDate><Type>G</Type><KeyStage1>T</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>CES Assessment Services</GradesetSupplier><GradesetExternalId>KS1-ENG-GPM-TT-NE-Grade</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>KS1-ENG-GPM-TT-NE</ExternalId><Name>EN KS1: GPVS Test Outcome AWL</Name><ColumnHeading>KS1 GPVS Outcome</ColumnHeading><Description>Used to store the Outcome for the KS1 Grammar, Punctuation and Vocabulary and Spelling Tests of the reformed curriculum (Assessment without Levels) tests from 2017 onwards</Description><CreateDate>01/01/2016</CreateDate><EditDate>01/01/2016</EditDate><Type>G</Type><KeyStage1>T</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>CES Assessment Services</GradesetSupplier><GradesetExternalId>KS1-ENG-GSS-TT-NB-Grade</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>KS1-ENG-GSS-TT-NB</ExternalId><Name>EN KS1: GPVS Test Scaled Score AWL</Name><ColumnHeading>KS1 GPVS Scaled Score</ColumnHeading><Description>Used to store the Scaled Score for the KS1 Grammar, Punctuation and Vocabulary and Spelling Tests of the reformed curriculum (Assessment without Levels) tests from 2017 onwards</Description><CreateDate>01/01/2016</CreateDate><EditDate>01/01/2016</EditDate><Type>G</Type><KeyStage1>T</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>CES Assessment Services</GradesetSupplier><GradesetExternalId>KS1-ENG-REA-TA-NC-Grade</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>KS1-ENG-REA-TA-NC</ExternalId><Name>EN KS1: Reading TA AWL</Name><ColumnHeading>KS1 Reading TA</ColumnHeading><Description>Used to store the Outcome for the KS1 Reading Performance Descriptor of the reformed curriculum (Assessment without Levels) Teacher Assessment from 2017 onwards</Description><CreateDate>01/01/2016</CreateDate><EditDate>01/01/2016</EditDate><Type>G</Type><KeyStage1>T</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>CES Assessment Services</GradesetSupplier><GradesetExternalId>KS1-ENG-REM-TT-NE-Grade</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>KS1-ENG-REM-TT-NE</ExternalId><Name>EN KS1: Reading Test Outcome AWL</Name><ColumnHeading>KS1 Reading Outcome</ColumnHeading><Description>Used to store the Outcome for the KS1 Reading (1 and 2) Tests of the reformed curriculum (Assessment without Levels) tests from 2017 onwards</Description><CreateDate>01/01/2016</CreateDate><EditDate>01/01/2016</EditDate><Type>G</Type><KeyStage1>T</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>CES Assessment Services</GradesetSupplier><GradesetExternalId>KS1-ENG-RSS-TT-NB-Grade</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>KS1-ENG-RSS-TT-NB</ExternalId><Name>EN KS1: Reading Test Scaled Score AWL</Name><ColumnHeading>KS1 Reading Scaled Score</ColumnHeading><Description>Used to store the Scaled Score for the KS1 Reading (1 and 2) Tests of the reformed curriculum (Assessment without Levels) tests from 2017 onwards</Description><CreateDate>01/01/2016</CreateDate><EditDate>01/01/2016</EditDate><Type>G</Type><KeyStage1>T</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>CES Assessment Services</GradesetSupplier><GradesetExternalId>KS1-ENG-WRI-TA-NC-Grade</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>KS1-ENG-WRI-TA-NC</ExternalId><Name>EN KS1: Writing TA AWL</Name><ColumnHeading>KS1 Writing TA</ColumnHeading><Description>Used to store the Outcome for the KS1 Writing Performance Descriptor of the reformed curriculum (Assessment without Levels) Teacher Assessment from 2017 onwards</Description><CreateDate>01/01/2016</CreateDate><EditDate>01/01/2016</EditDate><Type>G</Type><KeyStage1>T</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>CES Assessment Services</GradesetSupplier><GradesetExternalId>KS2-ENG-GPM-TT-NE-Grade</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>KS2-ENG-GPM-TT-NE</ExternalId><Name>EN KS2: GPVS Outcome AWL</Name><ColumnHeading>KS2 GPVS Outcome</ColumnHeading><Description>Used to store the Outcome for the KS2 Grammar, Punctuation and Vocabulary and Spelling Test of the reformed curriculum (Assessment without Levels) tests from 2017 onwards</Description><CreateDate>01/01/2016</CreateDate><EditDate>01/01/2016</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>T</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule /><GradesetSupplier /><GradesetExternalId /><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>KS2-ENG-GSS-TT-NB</ExternalId><Name>EN KS2: GPVS Scaled Score AWL</Name><ColumnHeading>KS2 GPVS Scaled Score</ColumnHeading><Description>Used to store the Scaled Score for the KS2 Grammar, Punctuation and Vocabulary and Spelling Test of the reformed curriculum (Assessment without Levels) tests from 2017 onwards</Description><CreateDate>01/01/2016</CreateDate><EditDate>01/01/2016</EditDate><Type>I</Type><KeyStage1>F</KeyStage1><KeyStage2>T</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate>01/09/2015</StartDate><EndDate /><MinValue>0</MinValue><MaxValue>999</MaxValue></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>CES Assessment Services</GradesetSupplier><GradesetExternalId>KS2-ENG-REA-TA-NC-Grade</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>KS2-ENG-REA-TA-NC</ExternalId><Name>EN KS2: Reading TA AWL</Name><ColumnHeading>KS2 Reading TA</ColumnHeading><Description>Used to store the Outcome for the KS2 Reading Performance Descriptor of the reformed curriculum (Assessment without Levels) Teacher Assessment from 2017 onwards</Description><CreateDate>01/01/2016</CreateDate><EditDate>01/01/2016</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>T</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>CES Assessment Services</GradesetSupplier><GradesetExternalId>KS2-ENG-REM-TT-NE-Grade</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>KS2-ENG-REM-TT-NE</ExternalId><Name>EN KS2: Reading Test Outcome AWL</Name><ColumnHeading>KS2 Reading Outcome</ColumnHeading><Description>Used to store the Outcome for the KS2 Reading Test of the reformed curriculum (Assessment without Levels) tests from 2017 onwards</Description><CreateDate>01/01/2016</CreateDate><EditDate>01/01/2016</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>T</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule /><GradesetSupplier /><GradesetExternalId /><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>KS2-ENG-RSS-TT-NB</ExternalId><Name>EN KS2: Reading Test Scaled Score AWL</Name><ColumnHeading>KS2 Reading Scaled Score</ColumnHeading><Description>Used to store the Scaled Score for the KS2 Reading Test of the reformed curriculum (Assessment without Levels) tests from 2017 onwards</Description><CreateDate>01/01/2016</CreateDate><EditDate>01/01/2016</EditDate><Type>I</Type><KeyStage1>F</KeyStage1><KeyStage2>T</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate>01/09/2015</StartDate><EndDate /><MinValue>0</MinValue><MaxValue>999</MaxValue></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>CES Assessment Services</GradesetSupplier><GradesetExternalId>KS2-ENG-WRI-TA-NC-Grade</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>KS2-ENG-WRI-TA-NC</ExternalId><Name>EN KS2: Writing TA AWL</Name><ColumnHeading>KS2 Writing TA</ColumnHeading><Description>Used to store the Outcome for the KS2 Writing Performance Descriptor of the reformed curriculum (Assessment without Levels) Teacher Assessment from 2017 onwards</Description><CreateDate>01/01/2016</CreateDate><EditDate>01/01/2016</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>T</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>CES Foundation Stage Profile</GradesetSupplier><GradesetExternalId>FSP EOY</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>CES Foundation Stage Profile</Supplier><ExternalId>EYFEXPBI</ExternalId><Name>EY: Being imaginative</Name><ColumnHeading>EY: Being imaginative</ColumnHeading><Description /><CreateDate>01/01/2013</CreateDate><EditDate>01/01/2013</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>T</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>CES Foundation Stage Profile</GradesetSupplier><GradesetExternalId>FSP EOY</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>CES Foundation Stage Profile</Supplier><ExternalId>EYFEXPENUM</ExternalId><Name>EY: Exploring &amp; using media &amp; material</Name><ColumnHeading>EY: Media material</ColumnHeading><Description /><CreateDate>01/01/2013</CreateDate><EditDate>01/01/2013</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>T</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>CES Foundation Stage Profile</GradesetSupplier><GradesetExternalId>FSP EOY</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>CES Foundation Stage Profile</Supplier><ExternalId>EYFPHYHNS</ExternalId><Name>EY: Health and self care</Name><ColumnHeading>EY: Health self care</ColumnHeading><Description /><CreateDate>01/01/2013</CreateDate><EditDate>01/01/2013</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>T</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>CES Foundation Stage Profile</GradesetSupplier><GradesetExternalId>FSP EOY</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>CES Foundation Stage Profile</Supplier><ExternalId>EYFCOMLNA</ExternalId><Name>EY: Listening and attention</Name><ColumnHeading>EY: Listening attention</ColumnHeading><Description /><CreateDate>01/01/2013</CreateDate><EditDate>01/01/2013</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>T</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>CES Foundation Stage Profile</GradesetSupplier><GradesetExternalId>FSP EOY</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>CES Foundation Stage Profile</Supplier><ExternalId>EYFPSEMR</ExternalId><Name>EY: Making relationships</Name><ColumnHeading>EY: Making relationship</ColumnHeading><Description /><CreateDate>01/01/2013</CreateDate><EditDate>01/01/2013</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>T</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>CES Foundation Stage Profile</GradesetSupplier><GradesetExternalId>FSP EOY</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>CES Foundation Stage Profile</Supplier><ExternalId>EYFPSEMFNB</ExternalId><Name>EY: Managing feelings and behaviour</Name><ColumnHeading>EY: Feelings behaviour</ColumnHeading><Description /><CreateDate>01/01/2013</CreateDate><EditDate>01/01/2013</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>T</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>CES Foundation Stage Profile</GradesetSupplier><GradesetExternalId>FSP EOY</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>CES Foundation Stage Profile</Supplier><ExternalId>EYFPHYMNH</ExternalId><Name>EY: Moving and handling</Name><ColumnHeading>EY: Moving and handling</ColumnHeading><Description /><CreateDate>01/01/2013</CreateDate><EditDate>01/01/2013</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>T</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>CES Foundation Stage Profile</GradesetSupplier><GradesetExternalId>FSP EOY</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>CES Foundation Stage Profile</Supplier><ExternalId>EYFMATN</ExternalId><Name>EY: Numbers</Name><ColumnHeading>EY: Numbers</ColumnHeading><Description /><CreateDate>01/01/2013</CreateDate><EditDate>01/01/2013</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>T</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>CES Foundation Stage Profile</GradesetSupplier><GradesetExternalId>FSP EOY</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>CES Foundation Stage Profile</Supplier><ExternalId>EYFUTWPNC</ExternalId><Name>EY: People and communities</Name><ColumnHeading>EY: People communities</ColumnHeading><Description /><CreateDate>01/01/2013</CreateDate><EditDate>01/01/2013</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>T</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>CES Foundation Stage Profile</GradesetSupplier><GradesetExternalId>FSP EOY</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>CES Foundation Stage Profile</Supplier><ExternalId>EYFLITR</ExternalId><Name>EY: Reading</Name><ColumnHeading>EY: Reading</ColumnHeading><Description /><CreateDate>01/01/2013</CreateDate><EditDate>01/01/2013</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>T</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>CES Foundation Stage Profile</GradesetSupplier><GradesetExternalId>FSP EOY</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>CES Foundation Stage Profile</Supplier><ExternalId>EYFPHYSNS</ExternalId><Name>EY: Self-confidence and self-awareness</Name><ColumnHeading>EY: Confidence aware</ColumnHeading><Description /><CreateDate>01/01/2013</CreateDate><EditDate>01/01/2013</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>T</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>CES Foundation Stage Profile</GradesetSupplier><GradesetExternalId>FSP EOY</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>CES Foundation Stage Profile</Supplier><ExternalId>EYFMATSSNM</ExternalId><Name>EY: Shape, space and measures</Name><ColumnHeading>EY: Shape space measure</ColumnHeading><Description /><CreateDate>01/01/2013</CreateDate><EditDate>01/01/2013</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>T</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>CES Foundation Stage Profile</GradesetSupplier><GradesetExternalId>FSP EOY</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>CES Foundation Stage Profile</Supplier><ExternalId>EYFCOMSP</ExternalId><Name>EY: Speaking</Name><ColumnHeading>EY: Speaking</ColumnHeading><Description /><CreateDate>01/01/2013</CreateDate><EditDate>01/01/2013</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>T</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>CES Foundation Stage Profile</GradesetSupplier><GradesetExternalId>FSP EOY</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>CES Foundation Stage Profile</Supplier><ExternalId>EYFUTWT</ExternalId><Name>EY: Technology</Name><ColumnHeading>EY: Technology</ColumnHeading><Description /><CreateDate>01/01/2013</CreateDate><EditDate>01/01/2013</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>T</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>CES Foundation Stage Profile</GradesetSupplier><GradesetExternalId>FSP EOY</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>CES Foundation Stage Profile</Supplier><ExternalId>EYFUTWW</ExternalId><Name>EY: The world</Name><ColumnHeading>EY: The world</ColumnHeading><Description /><CreateDate>01/01/2013</CreateDate><EditDate>01/01/2013</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>T</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>CES Foundation Stage Profile</GradesetSupplier><GradesetExternalId>FSP EOY</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>CES Foundation Stage Profile</Supplier><ExternalId>EYFCOMUND</ExternalId><Name>EY: Understanding</Name><ColumnHeading>EY: Understanding</ColumnHeading><Description /><CreateDate>01/01/2013</CreateDate><EditDate>01/01/2013</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>T</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>CES Foundation Stage Profile</GradesetSupplier><GradesetExternalId>FSP EOY</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>CES Foundation Stage Profile</Supplier><ExternalId>EYFLITW</ExternalId><Name>EY: Writing</Name><ColumnHeading>EY: Writing</ColumnHeading><Description /><CreateDate>01/01/2013</CreateDate><EditDate>01/01/2013</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>T</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule /><GradesetSupplier /><GradesetExternalId /><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>RBA-OAL-OAL-TA-RC</ExternalId><Name>EYFSBA CEM DfE Overall ST Score</Name><ColumnHeading>EYFSBA CEM DfE Overall</ColumnHeading><Description>Used to display the CEM Overall standardised score - DfE Version</Description><CreateDate>01/09/2015</CreateDate><EditDate>01/09/2015</EditDate><Type>I</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate>01/09/2015</StartDate><EndDate /><MinValue>0</MinValue><MaxValue>999</MaxValue></Markset></Aspect><Aspect><GradesetModule /><GradesetSupplier /><GradesetExternalId /><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>RBA-OAL-OAL-TA-RA</ExternalId><Name>EYFSBA CEM Overall ST Score</Name><ColumnHeading>EYFSBA CEM Overall</ColumnHeading><Description>Used to display the CEM Overall standardised score  - age corrected</Description><CreateDate>01/09/2015</CreateDate><EditDate>01/09/2015</EditDate><Type>I</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate>01/09/2015</StartDate><EndDate /><MinValue>0</MinValue><MaxValue>999</MaxValue></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>CES Assessment Services</GradesetSupplier><GradesetExternalId>CESEYFSBAEEAoL</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>RBA-OAL-OAL-TA-RX</ExternalId><Name>EYFSBA EE Overall</Name><ColumnHeading>EYFSBA EE Overall</ColumnHeading><Description>Used to display the Early Excellence Overall result</Description><CreateDate>01/09/2015</CreateDate><EditDate>01/09/2015</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule /><GradesetSupplier /><GradesetExternalId /><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>RBA-OAL-OAL-TA-RN</ExternalId><Name>EYFSBA NFER Overall Scaled Score</Name><ColumnHeading>NFER Overall Scaled Score</ColumnHeading><Description>Used to display the NFER Overall Scaled Score</Description><CreateDate>01/09/2015</CreateDate><EditDate>01/09/2015</EditDate><Type>I</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate>01/09/2015</StartDate><EndDate /><MinValue>0</MinValue><MaxValue>999</MaxValue></Markset></Aspect><Aspect><GradesetModule /><GradesetSupplier /><GradesetExternalId /><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMClassComment</ExternalId><Name>HAM Class Teacher Comment</Name><ColumnHeading>Class Teacher Comment</ColumnHeading><Description /><CreateDate>14/08/2015</CreateDate><EditDate>14/08/2015</EditDate><Type>C</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>SIMS Professional Services</GradesetSupplier><GradesetExternalId>HAMCurricObj</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMMaAddSub</ExternalId><Name>HAM Ma Addition Subtraction</Name><ColumnHeading>Addition Subtraction</ColumnHeading><Description>Phase attainment in Additoin and Subtraction (N,C,S,B)</Description><CreateDate>13/08/2015</CreateDate><EditDate>01/10/2015</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule /><GradesetSupplier /><GradesetExternalId /><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMMaDomainB</ExternalId><Name>HAM Ma Domains Beyond</Name><ColumnHeading>% Ma Domains Beyond</ColumnHeading><Description /><CreateDate>26/08/2015</CreateDate><EditDate>01/10/2015</EditDate><Type>I</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate>01/09/1990</StartDate><EndDate /><MinValue>0</MinValue><MaxValue>100</MaxValue></Markset></Aspect><Aspect><GradesetModule /><GradesetSupplier /><GradesetExternalId /><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMMaDomainC</ExternalId><Name>HAM Ma Domains Close</Name><ColumnHeading>% Ma Domains Close</ColumnHeading><Description /><CreateDate>26/08/2015</CreateDate><EditDate>01/10/2015</EditDate><Type>I</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate>01/09/1990</StartDate><EndDate /><MinValue>0</MinValue><MaxValue>100</MaxValue></Markset></Aspect><Aspect><GradesetModule /><GradesetSupplier /><GradesetExternalId /><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMMaDomainS</ExternalId><Name>HAM Ma Domains Close +</Name><ColumnHeading>% Domains Close +</ColumnHeading><Description /><CreateDate>26/08/2015</CreateDate><EditDate>01/10/2015</EditDate><Type>I</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate>01/09/1990</StartDate><EndDate /><MinValue>0</MinValue><MaxValue>100</MaxValue></Markset></Aspect><Aspect><GradesetModule /><GradesetSupplier /><GradesetExternalId /><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMMaDomainN</ExternalId><Name>HAM Ma Domains Not</Name><ColumnHeading>% Ma Domains Not</ColumnHeading><Description /><CreateDate>26/08/2015</CreateDate><EditDate>01/10/2015</EditDate><Type>I</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate>01/09/1990</StartDate><EndDate /><MinValue>0</MinValue><MaxValue>100</MaxValue></Markset></Aspect><Aspect><GradesetModule /><GradesetSupplier /><GradesetExternalId /><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMMaDomainSec</ExternalId><Name>HAM Ma Domains Secure</Name><ColumnHeading>% Ma Domains Secure</ColumnHeading><Description /><CreateDate>26/08/2015</CreateDate><EditDate>01/10/2015</EditDate><Type>I</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate>01/09/1990</StartDate><EndDate /><MinValue>0</MinValue><MaxValue>100</MaxValue></Markset></Aspect><Aspect><GradesetModule /><GradesetSupplier /><GradesetExternalId /><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMMaDomsSecurePlus</ExternalId><Name>HAM Ma Domains Secure +</Name><ColumnHeading>Ma Domains Secure +</ColumnHeading><Description /><CreateDate>19/07/2016</CreateDate><EditDate>19/07/2016</EditDate><Type>I</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate>01/09/1990</StartDate><EndDate /><MinValue>0</MinValue><MaxValue>100</MaxValue></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>SIMS Professional Services</GradesetSupplier><GradesetExternalId>HAMCurricObj</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMMaFract</ExternalId><Name>HAM Ma Fractions</Name><ColumnHeading>Fractions</ColumnHeading><Description>Phase attainment in Fractions (N,C,S,B)</Description><CreateDate>13/08/2015</CreateDate><EditDate>01/10/2015</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>SIMS Professional Services</GradesetSupplier><GradesetExternalId>HAMCurricObj</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMMaGeoPoD</ExternalId><Name>HAM Ma Geometry</Name><ColumnHeading>Geometry</ColumnHeading><Description>Phase attainment in Geometry (N,C,S,B)</Description><CreateDate>13/08/2015</CreateDate><EditDate>01/10/2015</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>SIMS Professional Services</GradesetSupplier><GradesetExternalId>HAMCurricObj</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMMaMeas</ExternalId><Name>HAM Ma Measurement</Name><ColumnHeading>Measurement</ColumnHeading><Description>Phase attainment in Measurement  (N,C,S,B)</Description><CreateDate>13/08/2015</CreateDate><EditDate>01/10/2015</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>SIMS Professional Services</GradesetSupplier><GradesetExternalId>HAMCurricObj</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMMaMultDiv</ExternalId><Name>HAM Ma Multiplication Division</Name><ColumnHeading>Multiply Division</ColumnHeading><Description>Phase attainment in Multiplication and Division(N,C,S,B)</Description><CreateDate>13/08/2015</CreateDate><EditDate>01/10/2015</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule /><GradesetSupplier /><GradesetExternalId /><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMMaNotesforAction</ExternalId><Name>HAM Ma Notes for Action</Name><ColumnHeading>Maths Notes for Action</ColumnHeading><Description /><CreateDate>13/08/2015</CreateDate><EditDate>27/04/2016</EditDate><Type>C</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>SIMS Professional Services</GradesetSupplier><GradesetExternalId>HAMCurricObj</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMMaNPV</ExternalId><Name>HAM Ma Number Place Value</Name><ColumnHeading>Number Place Value</ColumnHeading><Description>Phase attainment in Number and Place Vlaue (N,C,S,B)</Description><CreateDate>13/08/2015</CreateDate><EditDate>01/10/2015</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>SIMS Professional Services</GradesetSupplier><GradesetExternalId>HAMCurricObj</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMMaOnTrack</ExternalId><Name>HAM Ma On Track</Name><ColumnHeading>Maths On Track</ColumnHeading><Description /><CreateDate>13/08/2015</CreateDate><EditDate>01/10/2015</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule /><GradesetSupplier /><GradesetExternalId /><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMMaNextSteps</ExternalId><Name>HAM Maths Next Steps</Name><ColumnHeading>Maths Next Steps</ColumnHeading><Description /><CreateDate>05/04/2016</CreateDate><EditDate>05/04/2016</EditDate><Type>C</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>SIMS Professional Services</GradesetSupplier><GradesetExternalId>HAMPerfStand</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMMathsKPI</ExternalId><Name>HAM Maths Performance Standard Met</Name><ColumnHeading>Maths Standard Met</ColumnHeading><Description>Indicate if Perfomrance Standards for Maths have been met (Y or N)</Description><CreateDate>01/09/2015</CreateDate><EditDate>01/10/2015</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule /><GradesetSupplier /><GradesetExternalId /><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMMaStrengths</ExternalId><Name>HAM Maths Strengths</Name><ColumnHeading>Maths Strengths</ColumnHeading><Description /><CreateDate>05/04/2016</CreateDate><EditDate>05/04/2016</EditDate><Type>C</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>SIMS Professional Services</GradesetSupplier><GradesetExternalId>HAMCurricObj</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMReadCompClarify</ExternalId><Name>HAM Read Comp Clarify</Name><ColumnHeading>Comp Clarify</ColumnHeading><Description /><CreateDate>14/08/2015</CreateDate><EditDate>03/10/2015</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>SIMS Professional Services</GradesetSupplier><GradesetExternalId>HAMCurricObj</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMReadCompMonitor</ExternalId><Name>HAM Read Comp Monitor Summarise</Name><ColumnHeading>Comp Monitor Summar</ColumnHeading><Description /><CreateDate>14/08/2015</CreateDate><EditDate>03/10/2015</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>SIMS Professional Services</GradesetSupplier><GradesetExternalId>HAMCurricObj</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMReadReason</ExternalId><Name>HAM Read Comp Respond &amp; Explain</Name><ColumnHeading>Comp Respond &amp; Explain</ColumnHeading><Description /><CreateDate>14/08/2015</CreateDate><EditDate>03/10/2015</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>SIMS Professional Services</GradesetSupplier><GradesetExternalId>HAMCurricObj</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMReadCompSelect</ExternalId><Name>HAM Read Comp Select Retrieve</Name><ColumnHeading>Comp Select Retrieve</ColumnHeading><Description /><CreateDate>14/08/2015</CreateDate><EditDate>03/10/2015</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule /><GradesetSupplier /><GradesetExternalId /><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMReadDomBey</ExternalId><Name>HAM Read Domains Beyond</Name><ColumnHeading>% Read Domains Beyond</ColumnHeading><Description /><CreateDate>04/09/2015</CreateDate><EditDate>03/10/2015</EditDate><Type>I</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate>01/09/1990</StartDate><EndDate /><MinValue>0</MinValue><MaxValue>100</MaxValue></Markset></Aspect><Aspect><GradesetModule /><GradesetSupplier /><GradesetExternalId /><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMReadDomClos</ExternalId><Name>HAM Read Domains Close</Name><ColumnHeading>% Read Domains Close</ColumnHeading><Description /><CreateDate>04/09/2015</CreateDate><EditDate>03/10/2015</EditDate><Type>I</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate>01/09/1990</StartDate><EndDate /><MinValue>0</MinValue><MaxValue>100</MaxValue></Markset></Aspect><Aspect><GradesetModule /><GradesetSupplier /><GradesetExternalId /><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMReadDomains</ExternalId><Name>HAM Read Domains Close +</Name><ColumnHeading>% Read Domains Close +</ColumnHeading><Description /><CreateDate>14/08/2015</CreateDate><EditDate>03/10/2015</EditDate><Type>I</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate>01/09/1990</StartDate><EndDate /><MinValue>0</MinValue><MaxValue>100</MaxValue></Markset></Aspect><Aspect><GradesetModule /><GradesetSupplier /><GradesetExternalId /><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMReadDomNot</ExternalId><Name>HAM Read Domains Not</Name><ColumnHeading>% Read Domains Not</ColumnHeading><Description /><CreateDate>04/09/2015</CreateDate><EditDate>03/10/2015</EditDate><Type>I</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate>01/09/1990</StartDate><EndDate /><MinValue>0</MinValue><MaxValue>100</MaxValue></Markset></Aspect><Aspect><GradesetModule /><GradesetSupplier /><GradesetExternalId /><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMReadDomSec</ExternalId><Name>HAM Read Domains Secure</Name><ColumnHeading>% Read Domains Secure</ColumnHeading><Description /><CreateDate>04/09/2015</CreateDate><EditDate>03/10/2015</EditDate><Type>I</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate>01/09/1990</StartDate><EndDate /><MinValue>0</MinValue><MaxValue>100</MaxValue></Markset></Aspect><Aspect><GradesetModule /><GradesetSupplier /><GradesetExternalId /><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMReadDomsSecurePlus</ExternalId><Name>HAM Read Domains Secure +</Name><ColumnHeading>Read Domains Secure +</ColumnHeading><Description /><CreateDate>19/07/2016</CreateDate><EditDate>19/07/2016</EditDate><Type>I</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate>01/09/1990</StartDate><EndDate /><MinValue>0</MinValue><MaxValue>100</MaxValue></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>SIMS Professional Services</GradesetSupplier><GradesetExternalId>HAMCurricObj</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMReadInference</ExternalId><Name>HAM Read Inference</Name><ColumnHeading>Inference</ColumnHeading><Description /><CreateDate>14/08/2015</CreateDate><EditDate>03/10/2015</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>SIMS Professional Services</GradesetSupplier><GradesetExternalId>HAMCurricObj</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMReadLanguage</ExternalId><Name>HAM Read Language for Effect</Name><ColumnHeading>Language for Effect</ColumnHeading><Description /><CreateDate>14/08/2015</CreateDate><EditDate>03/10/2015</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule /><GradesetSupplier /><GradesetExternalId /><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMReadNotesforAction</ExternalId><Name>HAM Read Notes for Action</Name><ColumnHeading>Read Notes for Action</ColumnHeading><Description /><CreateDate>14/08/2015</CreateDate><EditDate>27/04/2016</EditDate><Type>C</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>SIMS Professional Services</GradesetSupplier><GradesetExternalId>HAMCurricObj</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMReadOnTrack</ExternalId><Name>HAM Read On Track</Name><ColumnHeading>Read On Track</ColumnHeading><Description /><CreateDate>14/08/2015</CreateDate><EditDate>03/10/2015</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>SIMS Professional Services</GradesetSupplier><GradesetExternalId>HAMCurricObj</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMReadThemes</ExternalId><Name>HAM Read Themes &amp; Convention</Name><ColumnHeading>Themes &amp; Convention</ColumnHeading><Description /><CreateDate>14/08/2015</CreateDate><EditDate>03/10/2015</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>SIMS Professional Services</GradesetSupplier><GradesetExternalId>HAMCurricObj</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMReadWordreading</ExternalId><Name>HAM Read Word Reading</Name><ColumnHeading>Word Reading</ColumnHeading><Description /><CreateDate>14/08/2015</CreateDate><EditDate>03/10/2015</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule /><GradesetSupplier /><GradesetExternalId /><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMReadNextSteps</ExternalId><Name>HAM Reading Next Steps</Name><ColumnHeading>Reading Next  Steps</ColumnHeading><Description /><CreateDate>05/04/2016</CreateDate><EditDate>24/08/2016</EditDate><Type>C</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>SIMS Professional Services</GradesetSupplier><GradesetExternalId>HAMPerfStand</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMReadPerStMeet</ExternalId><Name>HAM Reading Performance Standard Met</Name><ColumnHeading>Read PerformanceStand Met</ColumnHeading><Description>Indicate if Perfomrance Standards for Maths have been met (Y or N)</Description><CreateDate>04/09/2015</CreateDate><EditDate>04/09/2015</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule /><GradesetSupplier /><GradesetExternalId /><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMReadStrengths</ExternalId><Name>HAM Reading Strengths</Name><ColumnHeading>Reading  Strengths</ColumnHeading><Description /><CreateDate>05/04/2016</CreateDate><EditDate>24/08/2016</EditDate><Type>C</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>SIMS Professional Services</GradesetSupplier><GradesetExternalId>HAMVulnGrade</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMVulnPupil</ExternalId><Name>HAM Vulnerable Pupil</Name><ColumnHeading>Vulnerable Pupil</ColumnHeading><Description>To be used as school wishes to identify any general vulnerability not covered by exisitng fields</Description><CreateDate>05/04/2016</CreateDate><EditDate>05/04/2016</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>SIMS Professional Services</GradesetSupplier><GradesetExternalId>HAMCurricObj</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMWriteComposition</ExternalId><Name>HAM Write Composition &amp; Effect</Name><ColumnHeading>Comp &amp; Effect</ColumnHeading><Description /><CreateDate>14/08/2015</CreateDate><EditDate>04/10/2015</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule /><GradesetSupplier /><GradesetExternalId /><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMWriteDomBey</ExternalId><Name>HAM Write Domains Beyond</Name><ColumnHeading>% Write Domains B</ColumnHeading><Description /><CreateDate>04/09/2015</CreateDate><EditDate>04/10/2015</EditDate><Type>I</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate>01/09/1990</StartDate><EndDate /><MinValue>0</MinValue><MaxValue>100</MaxValue></Markset></Aspect><Aspect><GradesetModule /><GradesetSupplier /><GradesetExternalId /><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMWriteDomClos</ExternalId><Name>HAM Write Domains Close</Name><ColumnHeading>% Write Domains C</ColumnHeading><Description /><CreateDate>04/09/2015</CreateDate><EditDate>04/10/2015</EditDate><Type>I</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate>01/09/1990</StartDate><EndDate /><MinValue>0</MinValue><MaxValue>100</MaxValue></Markset></Aspect><Aspect><GradesetModule /><GradesetSupplier /><GradesetExternalId /><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMWriteDomains</ExternalId><Name>HAM Write Domains Close +</Name><ColumnHeading>% Write Domains Close +</ColumnHeading><Description /><CreateDate>14/08/2015</CreateDate><EditDate>04/10/2015</EditDate><Type>I</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate>01/09/1990</StartDate><EndDate /><MinValue>0</MinValue><MaxValue>100</MaxValue></Markset></Aspect><Aspect><GradesetModule /><GradesetSupplier /><GradesetExternalId /><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMWriteDomN</ExternalId><Name>HAM Write Domains Not</Name><ColumnHeading>% Write Domains N</ColumnHeading><Description /><CreateDate>04/09/2015</CreateDate><EditDate>04/10/2015</EditDate><Type>I</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate>01/09/1990</StartDate><EndDate /><MinValue>0</MinValue><MaxValue>100</MaxValue></Markset></Aspect><Aspect><GradesetModule /><GradesetSupplier /><GradesetExternalId /><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMWriteDOmSec</ExternalId><Name>HAM Write Domains Secure</Name><ColumnHeading>% Write Domains S</ColumnHeading><Description /><CreateDate>04/09/2015</CreateDate><EditDate>04/10/2015</EditDate><Type>I</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate>01/09/1990</StartDate><EndDate /><MinValue>0</MinValue><MaxValue>100</MaxValue></Markset></Aspect><Aspect><GradesetModule /><GradesetSupplier /><GradesetExternalId /><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMWriteDomsSecurePlus</ExternalId><Name>HAM Write Domains Secure +</Name><ColumnHeading>Write Domains Secure +</ColumnHeading><Description /><CreateDate>19/07/2016</CreateDate><EditDate>19/07/2016</EditDate><Type>I</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate>01/09/1990</StartDate><EndDate /><MinValue>0</MinValue><MaxValue>100</MaxValue></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>SIMS Professional Services</GradesetSupplier><GradesetExternalId>HAMCurricObj</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMWriteHandwriting</ExternalId><Name>HAM Write Handwriting</Name><ColumnHeading>Handwriting</ColumnHeading><Description /><CreateDate>14/08/2015</CreateDate><EditDate>04/10/2015</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule /><GradesetSupplier /><GradesetExternalId /><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMWriteNotesforAction</ExternalId><Name>HAM Write Notes for Action</Name><ColumnHeading>Write Notes Action</ColumnHeading><Description /><CreateDate>14/08/2015</CreateDate><EditDate>27/04/2016</EditDate><Type>C</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>SIMS Professional Services</GradesetSupplier><GradesetExternalId>HAMCurricObj</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMWriteOnTrack</ExternalId><Name>HAM Write On Track</Name><ColumnHeading>Write On Track</ColumnHeading><Description /><CreateDate>14/08/2015</CreateDate><EditDate>04/10/2015</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>SIMS Professional Services</GradesetSupplier><GradesetExternalId>HAMCurricObj</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMWriteSentStruct</ExternalId><Name>HAM Write Sentence Structure</Name><ColumnHeading>Sentence Structure</ColumnHeading><Description /><CreateDate>04/09/2015</CreateDate><EditDate>04/10/2015</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>SIMS Professional Services</GradesetSupplier><GradesetExternalId>HAMCurricObj</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMWriteTextStruct</ExternalId><Name>HAM Write Text Structure &amp; Organisation</Name><ColumnHeading>Text Structure &amp; Org</ColumnHeading><Description /><CreateDate>04/09/2015</CreateDate><EditDate>04/10/2015</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>SIMS Professional Services</GradesetSupplier><GradesetExternalId>HAMCurricObj</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMWriteTranscription</ExternalId><Name>HAM Write Transcription</Name><ColumnHeading>Transcription</ColumnHeading><Description /><CreateDate>14/08/2015</CreateDate><EditDate>04/10/2015</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>SIMS Professional Services</GradesetSupplier><GradesetExternalId>HAMCurricObj</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMWriteVGP</ExternalId><Name>HAM Write Vocab Grammar Punctuation</Name><ColumnHeading>Vocab Grammar Punct</ColumnHeading><Description /><CreateDate>14/08/2015</CreateDate><EditDate>04/10/2015</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule /><GradesetSupplier /><GradesetExternalId /><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMWriteNextSteps</ExternalId><Name>HAM Writing Next Steps</Name><ColumnHeading>Writing Next  Steps</ColumnHeading><Description /><CreateDate>05/04/2016</CreateDate><EditDate>24/08/2016</EditDate><Type>C</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>SIMS Professional Services</GradesetSupplier><GradesetExternalId>HAMPerfStand</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMWritePerStMeet</ExternalId><Name>HAM Writing Performance Standard Met</Name><ColumnHeading>WritePerformanceStand Met</ColumnHeading><Description>Indicate if Perfomrance Standards for Maths have been met (Y or N)</Description><CreateDate>04/09/2015</CreateDate><EditDate>04/10/2015</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule /><GradesetSupplier /><GradesetExternalId /><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMWriteStrengths</ExternalId><Name>HAM Writing Strengths</Name><ColumnHeading>Writing  Strengths</ColumnHeading><Description /><CreateDate>05/04/2016</CreateDate><EditDate>24/08/2016</EditDate><Type>C</Type><KeyStage1>F</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>CES Assessment Services</GradesetSupplier><GradesetExternalId>KS1-MAT-MAT-TA-NC-Grade</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>KS1-MAT-MAT-TA-NC</ExternalId><Name>MA KS1: Maths TA AWL</Name><ColumnHeading>KS1 Maths TA</ColumnHeading><Description>Used to store the Outcome for the KS1 Mathematics Performance Descriptor of the reformed curriculum (Assessment without Levels) Teacher Assessment from 2017 onwards</Description><CreateDate>01/01/2016</CreateDate><EditDate>01/01/2016</EditDate><Type>G</Type><KeyStage1>T</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>CES Assessment Services</GradesetSupplier><GradesetExternalId>KS1-MAT-MAM-TT-NE-Grade</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>KS1-MAT-MAM-TT-NE</ExternalId><Name>MA KS1: Maths Test Outcome AWL</Name><ColumnHeading>KS1 Maths Outcome</ColumnHeading><Description>Used to store the Outcome for the KS1 Mathematics (Arithmetic and Reasoning) Tests of the reformed curriculum (Assessment without Levels) tests from 2017 onwards</Description><CreateDate>01/01/2016</CreateDate><EditDate>01/01/2016</EditDate><Type>G</Type><KeyStage1>T</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>CES Assessment Services</GradesetSupplier><GradesetExternalId>KS1-MAT-MSS-TT-NB-Grade</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>KS1-MAT-MSS-TT-NB</ExternalId><Name>MA KS1: Maths Test Scaled Score AWL</Name><ColumnHeading>KS1 Maths Scaled Score</ColumnHeading><Description>Used to store the Scaled Score for the KS1 Mathematics (Arithmetic and Reasoning) Tests of the reformed curriculum (Assessment without Levels) tests from 2017 onwards</Description><CreateDate>01/01/2016</CreateDate><EditDate>01/01/2016</EditDate><Type>G</Type><KeyStage1>T</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>CES Assessment Services</GradesetSupplier><GradesetExternalId>KS2-MAT-MAM-TT-NE-Grade</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>KS2-MAT-MAM-TT-NE</ExternalId><Name>MA KS2: Maths Outcome AWL</Name><ColumnHeading>KS2 Maths Outcome</ColumnHeading><Description>Used to store the Outcome for the KS2 Mathematics, Arithmetic and Reasoning Tests (1 and 2) of the reformed curriculum (Assessment without Levels) tests from 2017 onwards</Description><CreateDate>01/01/2016</CreateDate><EditDate>01/01/2016</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>T</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule /><GradesetSupplier /><GradesetExternalId /><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>KS2-MAT-MSS-TT-NB</ExternalId><Name>MA KS2: Maths Scaled Score AWL</Name><ColumnHeading>KS2 Maths Scaled Score</ColumnHeading><Description>Used to store the Scaled Score for the KS2 Mathematics, Arithmetic and Reasoning Tests (1 and 2) of the reformed curriculum (Assessment without Levels) tests from 2017 onwards</Description><CreateDate>01/01/2016</CreateDate><EditDate>01/01/2016</EditDate><Type>I</Type><KeyStage1>F</KeyStage1><KeyStage2>T</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate>01/09/2015</StartDate><EndDate /><MinValue>0</MinValue><MaxValue>999</MaxValue></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>CES Assessment Services</GradesetSupplier><GradesetExternalId>KS2-MAT-MAT-TA-NC-Grade</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>KS2-MAT-MAT-TA-NC</ExternalId><Name>MA KS2: Maths TA AWL</Name><ColumnHeading>KS2 Maths TA</ColumnHeading><Description>Used to store the Outcome for the KS2 Mathematics Performance Descriptor of the reformed curriculum (Assessment without Levels) Teacher Assessment from 2017 onwards</Description><CreateDate>01/01/2016</CreateDate><EditDate>01/01/2016</EditDate><Type>G</Type><KeyStage1>F</KeyStage1><KeyStage2>T</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect><Aspect><GradesetModule>CES Assessment Services</GradesetModule><GradesetSupplier>CES Assessment Services</GradesetSupplier><GradesetExternalId>TA Grade Set KS1 Maths</GradesetExternalId><Module>CES Assessment Services</Module><Supplier>CES Assessment Services</Supplier><ExternalId>MAAKS1</ExternalId><Name>MA TA: Mathematics Subject Level KS1</Name><ColumnHeading>MA TA Maths Subject KS1</ColumnHeading><Description>Mathematics Subject Teacher Assessment</Description><CreateDate>01/01/2006</CreateDate><EditDate>01/01/2006</EditDate><Type>G</Type><KeyStage1>T</KeyStage1><KeyStage2>F</KeyStage2><KeyStage3>F</KeyStage3><Version5>F</Version5><Markset><StartDate /><EndDate /><MinValue /><MaxValue /></Markset></Aspect></AspectNode><TemplateNode><Template><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMMaDomainsY1</ExternalId><Name>HAM Maths Domain Bricks Year 1</Name><Notes>September 2016</Notes><CreateDate>13/08/2015</CreateDate><EditDate>23/08/2016</EditDate><ForceCalculate>True</ForceCalculate><PartnershipType>-</PartnershipType><ColumnNode><Column><ColumnOrder>1</ColumnOrder><ColumnHeading>Vulnerable Pupil</ColumnHeading><Type>DR</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMVulnPupil</AspectExternalId><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter>N</TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>2</ColumnOrder><ColumnHeading>EY: Reading</ColumnHeading><Type>DR</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>CES Foundation Stage Profile</AspectSupplier><AspectExternalId>EYFLITR</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>CES Foundation Stage 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Profile</AspectSupplier><AspectExternalId>EYFMATN</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>CES Foundation Stage Profile</ResultsetSupplier><ResultsetExternalId>CESFSP</ResultsetExternalId><TemplateFilter>R</TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>5</ColumnOrder><ColumnHeading>EY: Shape space measure</ColumnHeading><Type>DR</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>CES Foundation Stage Profile</AspectSupplier><AspectExternalId>EYFMATSSNM</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>CES Foundation Stage Profile</ResultsetSupplier><ResultsetExternalId>CESFSP</ResultsetExternalId><TemplateFilter>R</TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>6</ColumnOrder><ColumnHeading>EY: People communities</ColumnHeading><Type>DR</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>CES Foundation Stage Profile</AspectSupplier><AspectExternalId>EYFUTWPNC</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>CES Foundation Stage Profile</ResultsetSupplier><ResultsetExternalId>CESFSP</ResultsetExternalId><TemplateFilter>R</TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>7</ColumnOrder><ColumnHeading>EY: The world</ColumnHeading><Type>DR</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>CES Foundation Stage Profile</AspectSupplier><AspectExternalId>EYFUTWW</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>CES Foundation Stage Profile</ResultsetSupplier><ResultsetExternalId>CESFSP</ResultsetExternalId><TemplateFilter>R</TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>8</ColumnOrder><ColumnHeading>EY: Technology</ColumnHeading><Type>DR</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>CES Foundation Stage Profile</AspectSupplier><AspectExternalId>EYFUTWT</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>CES Foundation Stage Profile</ResultsetSupplier><ResultsetExternalId>CESFSP</ResultsetExternalId><TemplateFilter>R</TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>9</ColumnOrder><ColumnHeading>EY: Media material</ColumnHeading><Type>DR</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>CES Foundation Stage Profile</AspectSupplier><AspectExternalId>EYFEXPENUM</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>CES Foundation Stage Profile</ResultsetSupplier><ResultsetExternalId>CESFSP</ResultsetExternalId><TemplateFilter>R</TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>10</ColumnOrder><ColumnHeading>EY: Being imaginative</ColumnHeading><Type>DR</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>CES Foundation Stage Profile</AspectSupplier><AspectExternalId>EYFEXPBI</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>CES Foundation Stage Profile</ResultsetSupplier><ResultsetExternalId>CESFSP</ResultsetExternalId><TemplateFilter>R</TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>11</ColumnOrder><ColumnHeading>EY: Making relationship</ColumnHeading><Type>DR</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>CES Foundation Stage Profile</AspectSupplier><AspectExternalId>EYFPSEMR</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>CES Foundation Stage Profile</ResultsetSupplier><ResultsetExternalId>CESFSP</ResultsetExternalId><TemplateFilter>R</TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>12</ColumnOrder><ColumnHeading>EY: Confidence aware</ColumnHeading><Type>DR</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>CES Foundation Stage Profile</AspectSupplier><AspectExternalId>EYFPHYSNS</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>CES Foundation Stage Profile</ResultsetSupplier><ResultsetExternalId>CESFSP</ResultsetExternalId><TemplateFilter>R</TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>13</ColumnOrder><ColumnHeading>EY: Feelings behaviour</ColumnHeading><Type>DR</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>CES Foundation Stage Profile</AspectSupplier><AspectExternalId>EYFPSEMFNB</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>CES Foundation Stage Profile</ResultsetSupplier><ResultsetExternalId>CESFSP</ResultsetExternalId><TemplateFilter>R</TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>14</ColumnOrder><ColumnHeading>EY: Moving and handling</ColumnHeading><Type>DR</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>CES Foundation Stage Profile</AspectSupplier><AspectExternalId>EYFPHYMNH</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>CES Foundation Stage Profile</ResultsetSupplier><ResultsetExternalId>CESFSP</ResultsetExternalId><TemplateFilter>R</TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>15</ColumnOrder><ColumnHeading>EY: Health self care</ColumnHeading><Type>DR</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>CES Foundation Stage Profile</AspectSupplier><AspectExternalId>EYFPHYHNS</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>CES Foundation Stage Profile</ResultsetSupplier><ResultsetExternalId>CESFSP</ResultsetExternalId><TemplateFilter>R</TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>16</ColumnOrder><ColumnHeading>EY: Listening attention</ColumnHeading><Type>DR</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>CES Foundation Stage Profile</AspectSupplier><AspectExternalId>EYFCOMLNA</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>CES Foundation Stage Profile</ResultsetSupplier><ResultsetExternalId>CESFSP</ResultsetExternalId><TemplateFilter>R</TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>17</ColumnOrder><ColumnHeading>EY: Understanding</ColumnHeading><Type>DR</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>CES Foundation Stage Profile</AspectSupplier><AspectExternalId>EYFCOMUND</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>CES Foundation Stage Profile</ResultsetSupplier><ResultsetExternalId>CESFSP</ResultsetExternalId><TemplateFilter>R</TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>18</ColumnOrder><ColumnHeading>EY: Speaking</ColumnHeading><Type>DR</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>CES Foundation Stage Profile</AspectSupplier><AspectExternalId>EYFCOMSP</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>CES Foundation Stage Profile</ResultsetSupplier><ResultsetExternalId>CESFSP</ResultsetExternalId><TemplateFilter>R</TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>19</ColumnOrder><ColumnHeading>EYFSBA CEM Overall</ColumnHeading><Type>DR</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>CES Assessment Services</AspectSupplier><AspectExternalId>RBA-OAL-OAL-TA-RA</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>CES Assessment Services</ResultsetSupplier><ResultsetExternalId>EYFSBaseline</ResultsetExternalId><TemplateFilter>R</TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>20</ColumnOrder><ColumnHeading>EYFSBA EE Overall</ColumnHeading><Type>DR</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>CES Assessment Services</AspectSupplier><AspectExternalId>RBA-OAL-OAL-TA-RX</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>CES Assessment Services</ResultsetSupplier><ResultsetExternalId>EYFSBaseline</ResultsetExternalId><TemplateFilter>R</TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>21</ColumnOrder><ColumnHeading>NFER Overall Scaled Score</ColumnHeading><Type>DR</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>CES Assessment Services</AspectSupplier><AspectExternalId>RBA-OAL-OAL-TA-RN</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>CES Assessment Services</ResultsetSupplier><ResultsetExternalId>EYFSBaseline</ResultsetExternalId><TemplateFilter>R</TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>22</ColumnOrder><ColumnHeading>Number Place Value M1</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaNPV</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M1</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>23</ColumnOrder><ColumnHeading>Addition Subtraction M1</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaAddSub</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M1</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>24</ColumnOrder><ColumnHeading>Multiply Division M1</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaMultDiv</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M1</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>25</ColumnOrder><ColumnHeading>Fractions M1</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaFract</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M1</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>26</ColumnOrder><ColumnHeading>Measurement M1</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaMeas</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M1</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>27</ColumnOrder><ColumnHeading>Geometry M1</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaGeoPoD</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M1</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>28</ColumnOrder><ColumnHeading>M1 Tally N</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>29</ColumnOrder><ColumnHeading>M1Tally C</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>30</ColumnOrder><ColumnHeading>M1 Tally S</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>31</ColumnOrder><ColumnHeading>M1 Tally B</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>32</ColumnOrder><ColumnHeading>M1 Tally N divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>33</ColumnOrder><ColumnHeading>M1 tally C divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>34</ColumnOrder><ColumnHeading>M1 Tally S divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>35</ColumnOrder><ColumnHeading>M1 tally B divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>36</ColumnOrder><ColumnHeading>% Domains Not M1</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainN</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M1</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>37</ColumnOrder><ColumnHeading>% Domains Close M1</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainC</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M1</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>38</ColumnOrder><ColumnHeading>% Domains Secure M1</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainSec</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M1</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>39</ColumnOrder><ColumnHeading>% Domains Beyond M1</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainB</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M1</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>40</ColumnOrder><ColumnHeading>M1 Close +</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>41</ColumnOrder><ColumnHeading>M1 Close+  divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>42</ColumnOrder><ColumnHeading>% Domains Close+ M1</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainS</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M1</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>43</ColumnOrder><ColumnHeading>Maths On Track M1</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaOnTrack</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M1</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>44</ColumnOrder><ColumnHeading>Maths Notes for Action M1</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaNotesforAction</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M1</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>45</ColumnOrder><ColumnHeading>Maths Strengths M1</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaStrengths</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M1</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>46</ColumnOrder><ColumnHeading>Maths Next Steps M1</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaNextSteps</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M1</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>47</ColumnOrder><ColumnHeading>Class Teacher Comment M1</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMClassComment</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M1</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>48</ColumnOrder><ColumnHeading>Number Place Value M2</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaNPV</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M2</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>49</ColumnOrder><ColumnHeading>Addition Subtraction M2</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaAddSub</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M2</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>50</ColumnOrder><ColumnHeading>Multiply Division M2</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaMultDiv</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M2</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>51</ColumnOrder><ColumnHeading>Fractions M2</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaFract</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M2</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>52</ColumnOrder><ColumnHeading>Measurement M2</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaMeas</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M2</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>53</ColumnOrder><ColumnHeading>Geometry M2</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaGeoPoD</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M2</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>54</ColumnOrder><ColumnHeading>M2 Tally N</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>55</ColumnOrder><ColumnHeading>M2 Tally C</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>56</ColumnOrder><ColumnHeading>M2 Tally S</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>57</ColumnOrder><ColumnHeading>M2 Tally B</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>58</ColumnOrder><ColumnHeading>M2 Tally N Divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>59</ColumnOrder><ColumnHeading>M2 Tally C Divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>60</ColumnOrder><ColumnHeading>M2 Tally S Divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>61</ColumnOrder><ColumnHeading>M2 Tally B Divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>62</ColumnOrder><ColumnHeading>% Domains Not M2</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainN</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M2</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>63</ColumnOrder><ColumnHeading>% Domains Close M2</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainC</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M2</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>64</ColumnOrder><ColumnHeading>% Domains Secure M2</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainSec</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M2</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>65</ColumnOrder><ColumnHeading>% Domains Beyond M2</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainB</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M2</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>66</ColumnOrder><ColumnHeading>M2 Close +</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>67</ColumnOrder><ColumnHeading>M2 Close+ Divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>68</ColumnOrder><ColumnHeading>% Domains Close+ M2</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainS</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M2</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>69</ColumnOrder><ColumnHeading>Maths On Track M2</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaOnTrack</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M2</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>70</ColumnOrder><ColumnHeading>Maths Notes for Action M2</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaNotesforAction</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M2</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>71</ColumnOrder><ColumnHeading>Maths Strengths M2</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaStrengths</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M2</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>72</ColumnOrder><ColumnHeading>Maths Next Steps M2</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaNextSteps</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M2</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>73</ColumnOrder><ColumnHeading>Class Teacher Comment M2</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMClassComment</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M2</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>74</ColumnOrder><ColumnHeading>Number Place Value M3</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaNPV</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M3</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>75</ColumnOrder><ColumnHeading>Addition Subtraction M3</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaAddSub</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M3</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>76</ColumnOrder><ColumnHeading>Multiply Division M3</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaMultDiv</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M3</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>77</ColumnOrder><ColumnHeading>Fractions M3</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaFract</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M3</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>78</ColumnOrder><ColumnHeading>Measurement M3</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaMeas</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M3</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>79</ColumnOrder><ColumnHeading>Geometry M3</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional 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/><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>108</ColumnOrder><ColumnHeading>EoY Tally S</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>109</ColumnOrder><ColumnHeading>EoY Tally B</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>110</ColumnOrder><ColumnHeading>EoY Tally N Divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>111</ColumnOrder><ColumnHeading>EoY Tally C Divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>112</ColumnOrder><ColumnHeading>EoY Tally S Divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>113</ColumnOrder><ColumnHeading>EoY Tally B Divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>114</ColumnOrder><ColumnHeading>% Domains Not EoY</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainN</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M4</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>115</ColumnOrder><ColumnHeading>% Domains Close EoY</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainC</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M4</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>116</ColumnOrder><ColumnHeading>% Domains Secure EoY</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainSec</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M4</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>117</ColumnOrder><ColumnHeading>% Domains Beyond EoY</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainB</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M4</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>118</ColumnOrder><ColumnHeading>EoY  Close+</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>119</ColumnOrder><ColumnHeading>EoY  Close + Divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>120</ColumnOrder><ColumnHeading>% Domains Close+ EoY</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainS</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M4</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>121</ColumnOrder><ColumnHeading>EoY Tallu domains s+</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>122</ColumnOrder><ColumnHeading>EoY Tally s+ div 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>123</ColumnOrder><ColumnHeading>EoY Ma Domains Secure +</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional 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</ResultDisplay></Column><Column><ColumnOrder>125</ColumnOrder><ColumnHeading>Notes for Action EoY</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaNotesforAction</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M4</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>126</ColumnOrder><ColumnHeading>Maths Strengths EoY</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaStrengths</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M4</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>127</ColumnOrder><ColumnHeading>Maths Next Steps EoY</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaNextSteps</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1M4</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>128</ColumnOrder><ColumnHeading>Class Teacher Comment EoY</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional 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</ResultDisplay></Column><Column><ColumnOrder>130</ColumnOrder><ColumnHeading>Addition Subtraction KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaAddSub</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>131</ColumnOrder><ColumnHeading>Multiply Division KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaMultDiv</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>132</ColumnOrder><ColumnHeading>Fractions KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaFract</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>133</ColumnOrder><ColumnHeading>Measurement KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional 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</ResultDisplay></Column><Column><ColumnOrder>135</ColumnOrder><ColumnHeading>KPI Tally N</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>136</ColumnOrder><ColumnHeading>KPI Tally C</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>137</ColumnOrder><ColumnHeading>KPI Tally S</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>138</ColumnOrder><ColumnHeading>KPI Tally B</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>139</ColumnOrder><ColumnHeading>KPI Tally N divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>140</ColumnOrder><ColumnHeading>KPI Tally C divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>141</ColumnOrder><ColumnHeading>KPI Tally S divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>142</ColumnOrder><ColumnHeading>KPI Tally B divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>143</ColumnOrder><ColumnHeading>% Domains Not KPI</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainN</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>144</ColumnOrder><ColumnHeading>% Domains Close KPI</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainC</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>145</ColumnOrder><ColumnHeading>% Domains Secure KPI</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainSec</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>146</ColumnOrder><ColumnHeading>% Domains Beyond KPI</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainB</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>147</ColumnOrder><ColumnHeading>KPI Tally Close +</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>148</ColumnOrder><ColumnHeading>KPI Tally CLose+ div 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>149</ColumnOrder><ColumnHeading>% Domains Close + KPI</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainS</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>150</ColumnOrder><ColumnHeading>KPI Tally domains s+</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>151</ColumnOrder><ColumnHeading>KPI Tally s+ div 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>152</ColumnOrder><ColumnHeading>KPI Ma Domains Secure +</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomsSecurePlus</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>153</ColumnOrder><ColumnHeading>Maths On Track KPI</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaOnTrack</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>154</ColumnOrder><ColumnHeading>Maths KPI Met</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMathsKPI</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>155</ColumnOrder><ColumnHeading>Maths Notes Action KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaNotesforAction</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>156</ColumnOrder><ColumnHeading>Maths Strengths KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaStrengths</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>157</ColumnOrder><ColumnHeading>Maths Next Steps KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaNextSteps</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>158</ColumnOrder><ColumnHeading>Class Teacher Comment KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMClassComment</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>159</ColumnOrder><ColumnHeading>M1 NPV Colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>160</ColumnOrder><ColumnHeading>M2 NPV Colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>161</ColumnOrder><ColumnHeading>M3 NPV Colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>162</ColumnOrder><ColumnHeading>EoY NPV Colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>163</ColumnOrder><ColumnHeading>KPI NPV colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>164</ColumnOrder><ColumnHeading>M1 Add subtract colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>165</ColumnOrder><ColumnHeading>M2 Add subtract colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>166</ColumnOrder><ColumnHeading>M3 Add subtract colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>167</ColumnOrder><ColumnHeading>EoY Add subtract colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>168</ColumnOrder><ColumnHeading>KPI AddSub colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>169</ColumnOrder><ColumnHeading>M1 Mult Div colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>170</ColumnOrder><ColumnHeading>M2 Mult divide colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>171</ColumnOrder><ColumnHeading>M3 Mult divide colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>172</ColumnOrder><ColumnHeading>EoY Mult divide colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>173</ColumnOrder><ColumnHeading>KPI MultDiv colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>174</ColumnOrder><ColumnHeading>M1 Fract colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>175</ColumnOrder><ColumnHeading>M2 Fract colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>176</ColumnOrder><ColumnHeading>M3 Fract colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>177</ColumnOrder><ColumnHeading>EoY Fract colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>178</ColumnOrder><ColumnHeading>KPI Fract colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>179</ColumnOrder><ColumnHeading>M1 Meas colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>180</ColumnOrder><ColumnHeading>M2 Meas colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>181</ColumnOrder><ColumnHeading>M3 Meas colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>182</ColumnOrder><ColumnHeading>EoY Meas colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>183</ColumnOrder><ColumnHeading>KPI Meas colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>184</ColumnOrder><ColumnHeading>M1 Geom colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>185</ColumnOrder><ColumnHeading>M2 Geom colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>186</ColumnOrder><ColumnHeading>M3 Geom colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>187</ColumnOrder><ColumnHeading>EoY Geom colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>188</ColumnOrder><ColumnHeading>KPI Geom colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>189</ColumnOrder><ColumnHeading>Maths KPI Colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>190</ColumnOrder><ColumnHeading>M1 + M2 NPV Close</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>191</ColumnOrder><ColumnHeading>M2 + M3 NPV close</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>192</ColumnOrder><ColumnHeading>M3 + EoY NPV close</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>193</ColumnOrder><ColumnHeading>M1 + M2 NPV close colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>194</ColumnOrder><ColumnHeading>M2 + M3 NPV close colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>195</ColumnOrder><ColumnHeading>M3 + EoY NPV close colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>196</ColumnOrder><ColumnHeading>M1 + M2 Addsub close</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>197</ColumnOrder><ColumnHeading>M2 + M3 Addsub close</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>198</ColumnOrder><ColumnHeading>M3 + EoY Addsub close</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>199</ColumnOrder><ColumnHeading>M1 + M2 Addsub close colo</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>200</ColumnOrder><ColumnHeading>M2 + M3 Addsub close colo</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>201</ColumnOrder><ColumnHeading>M3 + EoY Addsub close col</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>202</ColumnOrder><ColumnHeading>M1 + M2 Multdiv close</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>203</ColumnOrder><ColumnHeading>M2 + M3 Multdiv close</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>204</ColumnOrder><ColumnHeading>M3 + EoY Multdiv close</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>205</ColumnOrder><ColumnHeading>M1 + M2 Multdiv close col</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>206</ColumnOrder><ColumnHeading>M2 + M3 Multdiv close col</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>207</ColumnOrder><ColumnHeading>M3 + Eo Multdiv close col</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>208</ColumnOrder><ColumnHeading>M1 + M2 Fract close</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>209</ColumnOrder><ColumnHeading>M2 + M3 Fract close</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>210</ColumnOrder><ColumnHeading>M3 + EoY Fract close</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>211</ColumnOrder><ColumnHeading>M1 + M2 Fract close colou</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>212</ColumnOrder><ColumnHeading>M2 + M3 Fract 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/></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>153</ColumnOrder><ConstantValue>&gt;=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>153</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>153</ColumnOrder><ConstantValue>N</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-16744193</Color></Formula><Formula><Type>21</Type><OperandOrder>5</OperandOrder><ColumnOrder>153</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>135</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>6</OperandOrder><ColumnOrder>153</ColumnOrder><ConstantValue>&gt;=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>7</OperandOrder><ColumnOrder>153</ColumnOrder><ConstantValue>1</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>8</OperandOrder><ColumnOrder>153</ColumnOrder><ConstantValue>N</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-16744193</Color></Formula><Formula><Type>21</Type><OperandOrder>9</OperandOrder><ColumnOrder>153</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>136</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>10</OperandOrder><ColumnOrder>153</ColumnOrder><ConstantValue>&gt;=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>11</OperandOrder><ColumnOrder>153</ColumnOrder><ConstantValue>1</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>21</Type><OperandOrder>14</OperandOrder><ColumnOrder>153</ColumnOrder><ConstantValue>&gt;=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>15</OperandOrder><ColumnOrder>153</ColumnOrder><ConstantValue>3</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>159</ColumnOrder><ConstantValue>1.5</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>159</ColumnOrder><ConstantValue>B</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId 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/></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>194</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>194</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>194</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>74</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>195</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>192</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>195</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>195</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>195</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>195</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>100</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>196</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>49</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>196</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>23</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>196</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>197</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>75</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>197</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>49</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>197</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>198</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>101</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>198</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>75</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>198</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>199</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>196</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>199</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>199</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>199</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>199</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>49</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>200</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>197</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>200</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>200</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>200</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>200</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>75</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>201</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>198</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>201</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>201</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>201</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>201</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>101</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>202</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>50</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>202</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>24</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>202</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>203</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>76</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>203</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>50</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>203</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>204</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>102</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>204</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>76</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>204</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>205</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>202</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>205</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>205</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>205</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>205</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>50</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>206</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>203</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>206</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>206</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>206</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>206</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>76</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>207</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>204</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>207</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>207</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>207</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>207</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>102</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>208</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>51</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>208</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>25</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>208</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>209</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>77</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>209</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>51</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>209</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>210</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>103</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>210</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>77</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>210</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>211</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>208</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>211</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>211</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>211</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>211</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>51</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>212</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>209</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>212</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>212</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>212</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>212</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>77</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>213</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>210</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>213</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>213</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>213</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>213</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>103</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>214</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>52</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>214</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>26</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>214</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>215</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>78</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>215</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>52</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>215</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>216</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>104</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>216</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>78</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>216</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>217</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>214</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>217</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>217</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>217</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>217</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>52</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>218</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>215</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>218</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>218</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>218</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>218</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>78</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>219</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>216</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>219</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>219</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>219</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>219</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>104</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>220</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>53</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>220</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>27</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>220</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>221</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>79</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>221</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>53</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>221</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>105</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>79</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>38</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>34</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>38</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>29</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>38</ColumnOrder><ConstantValue>B</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>1</OperandOrder><ColumnOrder>39</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>35</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>2</OperandOrder><ColumnOrder>39</ColumnOrder><ConstantValue>6</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>1</OperandOrder><ColumnOrder>40</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>36</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>2</OperandOrder><ColumnOrder>40</ColumnOrder><ConstantValue>6</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>1</OperandOrder><ColumnOrder>41</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>37</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>2</OperandOrder><ColumnOrder>41</ColumnOrder><ConstantValue>6</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>1</OperandOrder><ColumnOrder>42</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>38</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>2</OperandOrder><ColumnOrder>42</ColumnOrder><ConstantValue>6</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>1</Type><OperandOrder>1</OperandOrder><ColumnOrder>43</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>39</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>1</Type><OperandOrder>2</OperandOrder><ColumnOrder>43</ColumnOrder><ConstantValue>100</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>1</Type><OperandOrder>1</OperandOrder><ColumnOrder>44</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>40</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>1</Type><OperandOrder>2</OperandOrder><ColumnOrder>44</ColumnOrder><ConstantValue>100</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>1</Type><OperandOrder>1</OperandOrder><ColumnOrder>45</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>41</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>1</Type><OperandOrder>2</OperandOrder><ColumnOrder>45</ColumnOrder><ConstantValue>100</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>1</Type><OperandOrder>1</OperandOrder><ColumnOrder>46</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>42</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>1</Type><OperandOrder>2</OperandOrder><ColumnOrder>46</ColumnOrder><ConstantValue>100</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>47</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>31</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>47</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>33</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>47</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>32</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>47</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>30</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>47</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>29</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>47</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>34</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>47</ColumnOrder><ConstantValue>B,S,C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>1</OperandOrder><ColumnOrder>48</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>47</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>2</OperandOrder><ColumnOrder>48</ColumnOrder><ConstantValue>6</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>1</Type><OperandOrder>1</OperandOrder><ColumnOrder>49</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>48</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>1</Type><OperandOrder>2</OperandOrder><ColumnOrder>49</ColumnOrder><ConstantValue>100</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>50</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>35</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>50</ColumnOrder><ConstantValue>&gt;=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>50</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>50</ColumnOrder><ConstantValue>N</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-16744193</Color></Formula><Formula><Type>21</Type><OperandOrder>5</OperandOrder><ColumnOrder>50</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>35</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>6</OperandOrder><ColumnOrder>50</ColumnOrder><ConstantValue>&gt;=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>105</ColumnOrder><ConstantValue>&gt;=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>105</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>105</ColumnOrder><ConstantValue>N</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-16744193</Color></Formula><Formula><Type>21</Type><OperandOrder>5</OperandOrder><ColumnOrder>105</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>87</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>6</OperandOrder><ColumnOrder>105</ColumnOrder><ConstantValue>&gt;=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>7</OperandOrder><ColumnOrder>105</ColumnOrder><ConstantValue>1</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>8</OperandOrder><ColumnOrder>105</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-32768</Color></Formula><Formula><Type>21</Type><OperandOrder>9</OperandOrder><ColumnOrder>105</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>88</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>119</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>110</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>119</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>112</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>2</Type><OperandOrder>2</OperandOrder><ColumnOrder>120</ColumnOrder><ConstantValue>6</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>1</OperandOrder><ColumnOrder>121</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>117</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>2</Type><OperandOrder>2</OperandOrder><ColumnOrder>123</ColumnOrder><ConstantValue>6</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>1</Type><OperandOrder>1</OperandOrder><ColumnOrder>124</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>120</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>128</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>110</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>128</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>112</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>128</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>114</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>128</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>113</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>128</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>111</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>128</ColumnOrder><ConstantValue>B,S,C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>1</OperandOrder><ColumnOrder>129</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>128</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>2</OperandOrder><ColumnOrder>129</ColumnOrder><ConstantValue>6</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>1</Type><OperandOrder>1</OperandOrder><ColumnOrder>130</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>129</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>1</Type><OperandOrder>2</OperandOrder><ColumnOrder>130</ColumnOrder><ConstantValue>100</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>131</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>113</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>131</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>111</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>131</ColumnOrder><ConstantValue>B,S</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>1</OperandOrder><ColumnOrder>132</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>131</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>201</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>201</ColumnOrder><ConstantValue>1.5</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>201</ColumnOrder><ConstantValue>B</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-8388480</Color></Formula><Formula><Type>21</Type><OperandOrder>5</OperandOrder><ColumnOrder>201</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>144</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>6</OperandOrder><ColumnOrder>201</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>7</OperandOrder><ColumnOrder>201</ColumnOrder><ConstantValue>1</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>8</OperandOrder><ColumnOrder>201</ColumnOrder><ConstantValue>S</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-8323328</Color></Formula><Formula><Type>21</Type><OperandOrder>9</OperandOrder><ColumnOrder>201</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>144</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>10</OperandOrder><ColumnOrder>201</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>11</OperandOrder><ColumnOrder>201</ColumnOrder><ConstantValue>0.8</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>12</OperandOrder><ColumnOrder>201</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-32768</Color></Formula><Formula><Type>21</Type><OperandOrder>13</OperandOrder><ColumnOrder>201</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>144</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>14</OperandOrder><ColumnOrder>201</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>15</OperandOrder><ColumnOrder>201</ColumnOrder><ConstantValue>0</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>16</OperandOrder><ColumnOrder>201</ColumnOrder><ConstantValue>N</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-16744193</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>201</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>144</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>202</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>163</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>202</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>202</ColumnOrder><ConstantValue>1</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>202</ColumnOrder><ConstantValue>Y</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-8323328</Color></Formula><Formula><Type>21</Type><OperandOrder>17</OperandOrder><ColumnOrder>202</ColumnOrder><ConstantValue>N</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-16744193</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>202</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>163</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>203</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>55</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>203</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>29</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>203</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>204</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>81</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>204</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>55</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>204</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>205</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>110</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>205</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>81</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>206</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>206</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>206</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>206</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>55</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>207</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>204</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>207</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>207</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>207</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>207</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>81</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>208</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>205</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>208</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>208</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>208</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>208</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>110</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>209</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>56</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>209</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>30</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>209</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>210</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>82</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>210</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>56</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>210</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>211</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>111</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>211</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>82</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>211</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>212</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>209</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>212</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>212</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>212</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>212</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>56</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>213</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>210</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>213</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>213</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>213</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>213</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>82</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>214</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>211</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>214</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>214</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>214</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>214</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>111</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>215</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>57</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>215</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>31</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>215</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>216</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>83</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>216</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>57</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>216</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>217</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>112</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>217</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>83</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>217</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>218</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>215</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>218</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>218</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>218</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>218</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>57</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>219</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>216</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>219</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>219</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>219</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>219</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>83</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>220</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>217</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>220</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>220</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>220</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>220</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>112</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>221</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>58</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>221</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>32</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>221</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>84</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>58</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>223</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>113</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>223</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>84</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>223</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>224</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>221</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>224</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>224</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>224</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>224</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>58</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>225</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>222</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>225</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>225</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>225</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>225</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>84</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>223</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>113</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>59</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>33</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>85</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>59</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>229</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>114</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>229</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>85</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>229</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>230</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>227</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>230</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>230</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>230</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>230</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>59</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>231</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>228</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>231</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>231</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>231</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>231</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>85</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>229</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>114</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>60</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>34</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>86</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>60</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>235</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>115</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>235</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>86</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>235</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>233</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>60</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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</ResultDisplay></Column><Column><ColumnOrder>130</ColumnOrder><ColumnHeading>EoY Tally N Divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>131</ColumnOrder><ColumnHeading>EoY Tally C Divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>132</ColumnOrder><ColumnHeading>EoY Tally S Divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>133</ColumnOrder><ColumnHeading>EoY Tally B Divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>134</ColumnOrder><ColumnHeading>% Domains Not EoY</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainN</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3M4</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>135</ColumnOrder><ColumnHeading>% Domains Close EoY</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainC</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3M4</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>136</ColumnOrder><ColumnHeading>% Domains Secure EoY</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainSec</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3M4</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>137</ColumnOrder><ColumnHeading>% Domains Beyond EoY</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainB</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3M4</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>138</ColumnOrder><ColumnHeading>EoY  Close+</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId 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Services</ResultsetSupplier><ResultsetExternalId>Y3M4</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>141</ColumnOrder><ColumnHeading>EoY Tally s+</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>142</ColumnOrder><ColumnHeading>EoY Tally s+ div 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>143</ColumnOrder><ColumnHeading>EoY Ma Domains Secure 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/><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>145</ColumnOrder><ColumnHeading>Notes for Action EoY</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaNotesforAction</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3M4</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>146</ColumnOrder><ColumnHeading>Maths Strengths EoY</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaStrengths</AspectExternalId><ResultsetModule>CES Assessment 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Services</ResultsetSupplier><ResultsetExternalId>Y3KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>152</ColumnOrder><ColumnHeading>Fractions KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaFract</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>153</ColumnOrder><ColumnHeading>Measurement KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional 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</ResultDisplay></Column><Column><ColumnOrder>155</ColumnOrder><ColumnHeading>KPI Tally N</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>156</ColumnOrder><ColumnHeading>KPI Tally C</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>157</ColumnOrder><ColumnHeading>KPI Tally S</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>158</ColumnOrder><ColumnHeading>KPI Tally B</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>159</ColumnOrder><ColumnHeading>KPI Tally N divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>160</ColumnOrder><ColumnHeading>KPI Tally C divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>161</ColumnOrder><ColumnHeading>KPI Tally S divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>162</ColumnOrder><ColumnHeading>KPI Tally B divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>163</ColumnOrder><ColumnHeading>% Domains Not KPI</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainN</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>164</ColumnOrder><ColumnHeading>% Domains Close KPI</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainC</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>165</ColumnOrder><ColumnHeading>% Domains Secure KPI</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainSec</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>166</ColumnOrder><ColumnHeading>% Domains Beyond KPI</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainB</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>167</ColumnOrder><ColumnHeading>KPI Tally Close +</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>168</ColumnOrder><ColumnHeading>KPI Tally CLose+ div 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>169</ColumnOrder><ColumnHeading>% Domains Close + KPI</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainS</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>170</ColumnOrder><ColumnHeading>KPI TAlly s+</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>171</ColumnOrder><ColumnHeading>KPI Tally s+ div 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>172</ColumnOrder><ColumnHeading>KPI Ma Domains Secure +</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomsSecurePlus</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>173</ColumnOrder><ColumnHeading>Maths On Track KPI</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaOnTrack</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>174</ColumnOrder><ColumnHeading>Maths KPI Met</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMathsKPI</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>175</ColumnOrder><ColumnHeading>Maths Strengths KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaStrengths</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>176</ColumnOrder><ColumnHeading>Maths Next Steps KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaNextSteps</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>177</ColumnOrder><ColumnHeading>Maths Notes Action KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaNotesforAction</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>178</ColumnOrder><ColumnHeading>Class Teacher Comment KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMClassComment</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>179</ColumnOrder><ColumnHeading>M1 NPV Colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>180</ColumnOrder><ColumnHeading>M2 NPV Colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>181</ColumnOrder><ColumnHeading>M3 NPV Colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>182</ColumnOrder><ColumnHeading>EoY NPV Colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>183</ColumnOrder><ColumnHeading>KPI NPV colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>184</ColumnOrder><ColumnHeading>M1 Add subtract colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>185</ColumnOrder><ColumnHeading>M2 Add subtract colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>186</ColumnOrder><ColumnHeading>M3 Add subtract colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>187</ColumnOrder><ColumnHeading>EoY Add subtract colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>188</ColumnOrder><ColumnHeading>KPI AddSub colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>189</ColumnOrder><ColumnHeading>M1 Mult Div colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>190</ColumnOrder><ColumnHeading>M2 Mult divide colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>191</ColumnOrder><ColumnHeading>M3 Mult divide colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>192</ColumnOrder><ColumnHeading>EoY Mult divide colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>193</ColumnOrder><ColumnHeading>KPI MultDiv colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>194</ColumnOrder><ColumnHeading>M1 Fract colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>195</ColumnOrder><ColumnHeading>M2 Fract colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>196</ColumnOrder><ColumnHeading>M3 Fract colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>197</ColumnOrder><ColumnHeading>EoY Fract colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>198</ColumnOrder><ColumnHeading>KPI Fract colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>199</ColumnOrder><ColumnHeading>M1 Meas colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>200</ColumnOrder><ColumnHeading>M2 Meas colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>201</ColumnOrder><ColumnHeading>M3 Meas colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>202</ColumnOrder><ColumnHeading>EoY Meas colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>203</ColumnOrder><ColumnHeading>KPI Meas colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>204</ColumnOrder><ColumnHeading>M1 Geom colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>205</ColumnOrder><ColumnHeading>M2 Geom colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>206</ColumnOrder><ColumnHeading>M3 Geom colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>207</ColumnOrder><ColumnHeading>EoY Geom colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>208</ColumnOrder><ColumnHeading>KPI Geom colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>209</ColumnOrder><ColumnHeading>Maths KPI Colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>210</ColumnOrder><ColumnHeading>M1 + M2 NPV Close</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>211</ColumnOrder><ColumnHeading>M2 + M3 NPV close</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>212</ColumnOrder><ColumnHeading>M3 + EoY NPV close</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>213</ColumnOrder><ColumnHeading>M1 + M2 NPV close colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>214</ColumnOrder><ColumnHeading>M2 + M3 NPV close colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>215</ColumnOrder><ColumnHeading>M3 + EoY NPV close colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>216</ColumnOrder><ColumnHeading>M1 + M2 Addsub close</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>217</ColumnOrder><ColumnHeading>M2 + M3 Addsub close</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>218</ColumnOrder><ColumnHeading>M3 + EoY Addsub close</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>219</ColumnOrder><ColumnHeading>M1 + M2 Addsub close colo</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>220</ColumnOrder><ColumnHeading>M2 + M3 Addsub close colo</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>221</ColumnOrder><ColumnHeading>M3 + EoY Addsub close col</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>222</ColumnOrder><ColumnHeading>M1 + M2 Multdiv close</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>223</ColumnOrder><ColumnHeading>M2 + M3 Multdiv close</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>224</ColumnOrder><ColumnHeading>M3 + EoY Multdiv close</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>225</ColumnOrder><ColumnHeading>M1 + M2 Multdiv close col</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>226</ColumnOrder><ColumnHeading>M2 + M3 Multdiv close col</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>227</ColumnOrder><ColumnHeading>M3 + Eo Multdiv close col</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>228</ColumnOrder><ColumnHeading>M1 + M2 Fract close</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>229</ColumnOrder><ColumnHeading>M2 + M3 Fract close</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>230</ColumnOrder><ColumnHeading>M3 + EoY Fract close</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>231</ColumnOrder><ColumnHeading>M1 + M2 Fract close colou</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>232</ColumnOrder><ColumnHeading>M2 + M3 Fract 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/></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>115</ColumnOrder><ConstantValue>&gt;=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>115</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>21</Type><OperandOrder>6</OperandOrder><ColumnOrder>115</ColumnOrder><ConstantValue>&gt;=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>7</OperandOrder><ColumnOrder>115</ColumnOrder><ConstantValue>1</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>213</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>213</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>68</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>214</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>211</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>214</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>214</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>214</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>214</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>94</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>215</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>212</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>215</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>215</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>215</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>215</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>120</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>216</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>43</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>216</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>69</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>216</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>217</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>95</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>217</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>69</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>217</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>218</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>121</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>218</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>95</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>218</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>219</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>216</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>219</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>219</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>219</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>219</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>69</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>220</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>217</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>220</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>220</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>220</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>220</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>95</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>221</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>218</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>221</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>221</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>221</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>221</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>121</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>70</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>44</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>223</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>96</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>223</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>70</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>223</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>224</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>122</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>224</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>96</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>224</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>225</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>222</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>225</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>225</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>225</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>225</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>70</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>223</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>96</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>224</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>122</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>71</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>45</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>229</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>97</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>229</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>71</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>229</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>230</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>123</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>230</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>97</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>230</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>231</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>228</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>231</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>231</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>231</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>231</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>71</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>229</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>97</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>230</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>123</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>72</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>46</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>235</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>98</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>235</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>72</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>235</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>124</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>98</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>237</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>234</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>237</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>237</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>237</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>237</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>72</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>238</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>235</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>238</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>238</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>238</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>238</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>98</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>236</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>124</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>73</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>47</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>99</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>73</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>125</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>99</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>57</ColumnOrder><ColumnHeading>M1 Tally S</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>58</ColumnOrder><ColumnHeading>M1 Tally B</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>59</ColumnOrder><ColumnHeading>M1 Tally N divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>60</ColumnOrder><ColumnHeading>M1 tally C divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>61</ColumnOrder><ColumnHeading>M1 Tally S divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>62</ColumnOrder><ColumnHeading>M1 tally B divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier 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Close+  divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>69</ColumnOrder><ColumnHeading>% Domains Close+ M1</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainS</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y4M1</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>70</ColumnOrder><ColumnHeading>Maths On Track M1</ColumnHeading><Type>FE</Type><AspectModule>CES 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Services</ResultsetSupplier><ResultsetExternalId>Y4M2</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>79</ColumnOrder><ColumnHeading>Measurement M2</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaMeas</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y4M2</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>80</ColumnOrder><ColumnHeading>Geometry M2</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional 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/><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>83</ColumnOrder><ColumnHeading>M2 Tally S</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>84</ColumnOrder><ColumnHeading>M2 Tally B</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>85</ColumnOrder><ColumnHeading>M2 Tally N Divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>86</ColumnOrder><ColumnHeading>M2 Tally C Divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>87</ColumnOrder><ColumnHeading>M2 Tally S Divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>88</ColumnOrder><ColumnHeading>M2 Tally B Divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>89</ColumnOrder><ColumnHeading>% Domains Not M2</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainN</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y4M2</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>90</ColumnOrder><ColumnHeading>% Domains Close M2</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional 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Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y4M4</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>154</ColumnOrder><ColumnHeading>Maths Next Steps EoY</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaNextSteps</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y4M4</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>155</ColumnOrder><ColumnHeading>Class Teacher Comment EoY</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMClassComment</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y4M4</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>156</ColumnOrder><ColumnHeading>Number Place Value KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaNPV</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y4KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>157</ColumnOrder><ColumnHeading>Addition Subtraction KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaAddSub</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y4KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>158</ColumnOrder><ColumnHeading>Multiply Division KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaMultDiv</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y4KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>159</ColumnOrder><ColumnHeading>Fractions KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaFract</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y4KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>160</ColumnOrder><ColumnHeading>Measurement KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaMeas</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y4KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>161</ColumnOrder><ColumnHeading>Geometry KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaGeoPoD</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y4KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>162</ColumnOrder><ColumnHeading>KPI Tally N</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>163</ColumnOrder><ColumnHeading>KPI Tally C</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>164</ColumnOrder><ColumnHeading>KPI Tally S</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>165</ColumnOrder><ColumnHeading>KPI Tally B</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>166</ColumnOrder><ColumnHeading>KPI Tally N divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>167</ColumnOrder><ColumnHeading>KPI Tally C divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>168</ColumnOrder><ColumnHeading>KPI Tally S divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>169</ColumnOrder><ColumnHeading>KPI Tally B divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>170</ColumnOrder><ColumnHeading>% Domains Not KPI</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainN</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y4KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>171</ColumnOrder><ColumnHeading>% Domains Close KPI</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainC</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y4KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>172</ColumnOrder><ColumnHeading>% Domains Secure KPI</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainSec</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y4KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>173</ColumnOrder><ColumnHeading>% Domains Beyond KPI</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainB</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y4KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>174</ColumnOrder><ColumnHeading>KPI Tally Close +</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>175</ColumnOrder><ColumnHeading>KPI Tally CLose+ div 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>176</ColumnOrder><ColumnHeading>% Domains Close + KPI</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainS</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y4KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>177</ColumnOrder><ColumnHeading>KPI Tally s+</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>178</ColumnOrder><ColumnHeading>KPI TAlly s+ Div 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>179</ColumnOrder><ColumnHeading>KPI Ma Domains Secure +</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomsSecurePlus</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y4KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>180</ColumnOrder><ColumnHeading>Maths On Track KPI</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaOnTrack</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y4KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>181</ColumnOrder><ColumnHeading>Maths KPI Met</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMathsKPI</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y4KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>182</ColumnOrder><ColumnHeading>Maths Notes Action KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaNotesforAction</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y4KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>183</ColumnOrder><ColumnHeading>Maths Strengths KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaStrengths</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y4KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>184</ColumnOrder><ColumnHeading>Maths Next Steps KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaNextSteps</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y4KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>185</ColumnOrder><ColumnHeading>Class Teacher Comment KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMClassComment</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y4KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>186</ColumnOrder><ColumnHeading>M1 NPV Colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>187</ColumnOrder><ColumnHeading>M2 NPV Colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>188</ColumnOrder><ColumnHeading>M3 NPV Colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>189</ColumnOrder><ColumnHeading>EoY NPV Colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>190</ColumnOrder><ColumnHeading>KPI NPV colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>191</ColumnOrder><ColumnHeading>M1 Add subtract colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>192</ColumnOrder><ColumnHeading>M2 Add subtract colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>193</ColumnOrder><ColumnHeading>M3 Add subtract colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>194</ColumnOrder><ColumnHeading>EoY Add subtract colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>195</ColumnOrder><ColumnHeading>KPI AddSub colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>196</ColumnOrder><ColumnHeading>M1 Mult Div colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>197</ColumnOrder><ColumnHeading>M2 Mult divide colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>198</ColumnOrder><ColumnHeading>M3 Mult divide colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>199</ColumnOrder><ColumnHeading>EoY Mult divide colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>200</ColumnOrder><ColumnHeading>KPI MultDiv colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>201</ColumnOrder><ColumnHeading>M1 Fract colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>202</ColumnOrder><ColumnHeading>M2 Fract colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>203</ColumnOrder><ColumnHeading>M3 Fract colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>204</ColumnOrder><ColumnHeading>EoY Fract colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>205</ColumnOrder><ColumnHeading>KPI Fract colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>206</ColumnOrder><ColumnHeading>M1 Meas colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>207</ColumnOrder><ColumnHeading>M2 Meas colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>208</ColumnOrder><ColumnHeading>M3 Meas colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>209</ColumnOrder><ColumnHeading>EoY Meas colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>210</ColumnOrder><ColumnHeading>KPI Meas colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>211</ColumnOrder><ColumnHeading>M1 Geom colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>212</ColumnOrder><ColumnHeading>M2 Geom colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>213</ColumnOrder><ColumnHeading>M3 Geom colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>214</ColumnOrder><ColumnHeading>EoY Geom colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier 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/></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>217</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>75</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>217</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>49</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>217</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>218</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>101</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>218</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>75</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>218</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>219</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>127</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>219</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>101</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>219</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>220</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>217</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>220</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>220</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>220</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>220</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>75</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>221</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>218</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>221</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>221</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>221</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>221</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>101</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>219</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>127</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>223</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>76</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>223</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>50</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>223</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>224</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>102</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>224</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>76</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>224</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>225</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>128</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>225</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>102</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>225</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>223</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>76</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>224</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>102</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>225</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>128</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>229</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>77</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>229</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>51</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>229</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>230</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>103</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>230</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>77</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>230</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>231</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>129</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>231</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>103</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>231</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>229</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>77</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>230</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>103</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>231</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>129</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>235</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>78</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>235</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>52</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>235</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>104</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>78</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>237</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>130</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>237</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>104</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>237</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>238</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>235</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>238</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>238</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>238</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>238</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>78</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>236</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>104</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>237</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>130</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>79</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>53</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>105</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>79</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>131</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>105</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>244</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>241</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>244</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>244</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>244</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>244</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>79</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>242</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId 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</ResultDisplay></Column><Column><ColumnOrder>31</ColumnOrder><ColumnHeading>Fractions Y1 KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaFract</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y1KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>32</ColumnOrder><ColumnHeading>Measurement Y1 KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaMeas</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional 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</ResultDisplay></Column><Column><ColumnOrder>36</ColumnOrder><ColumnHeading>Addition Subtract Y2 KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaAddSub</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y2KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>37</ColumnOrder><ColumnHeading>Multiply Division Y2 KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaMultDiv</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional 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</ResultDisplay></Column><Column><ColumnOrder>41</ColumnOrder><ColumnHeading>Maths Standard Met Y2</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMathsKPI</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y2KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>42</ColumnOrder><ColumnHeading>Number Place Value Y3 KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaNPV</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>43</ColumnOrder><ColumnHeading>Addition Subtract Y3 KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaAddSub</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>44</ColumnOrder><ColumnHeading>Multiply Division Y3 KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional 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</ResultDisplay></Column><Column><ColumnOrder>46</ColumnOrder><ColumnHeading>Measurement Y3 KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaMeas</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>47</ColumnOrder><ColumnHeading>Geometry Y3 KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaGeoPoD</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>48</ColumnOrder><ColumnHeading>Maths Standard Met Y3</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMathsKPI</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>49</ColumnOrder><ColumnHeading>Number Place Value Y4 KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional 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</ResultDisplay></Column><Column><ColumnOrder>51</ColumnOrder><ColumnHeading>Multiply Division Y4 KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaMultDiv</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y4KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>52</ColumnOrder><ColumnHeading>Fractions Y4 KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaFract</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y4KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>53</ColumnOrder><ColumnHeading>Measurement Y4 KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaMeas</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y4KPI</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>54</ColumnOrder><ColumnHeading>Geometry Y4 KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional 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</ResultDisplay></Column><Column><ColumnOrder>66</ColumnOrder><ColumnHeading>M1 Tally N divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>67</ColumnOrder><ColumnHeading>M1 tally C divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>68</ColumnOrder><ColumnHeading>M1 Tally S divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>69</ColumnOrder><ColumnHeading>M1 tally B divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>70</ColumnOrder><ColumnHeading>% Domains Not M1</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainN</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y5M1</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>71</ColumnOrder><ColumnHeading>% Domains Close M1</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainC</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y5M1</ResultsetExternalId><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>72</ColumnOrder><ColumnHeading>% Domains Secure M1</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMMaDomainSec</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS 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/><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>197</ColumnOrder><ColumnHeading>KPI NPV colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>198</ColumnOrder><ColumnHeading>M1 Add subtract colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>199</ColumnOrder><ColumnHeading>M2 Add subtract colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>200</ColumnOrder><ColumnHeading>M3 Add subtract colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>201</ColumnOrder><ColumnHeading>EoY Add subtract colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>202</ColumnOrder><ColumnHeading>KPI AddSub colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>203</ColumnOrder><ColumnHeading>M1 Mult Div colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>204</ColumnOrder><ColumnHeading>M2 Mult divide colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>205</ColumnOrder><ColumnHeading>M3 Mult divide colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>206</ColumnOrder><ColumnHeading>EoY Mult divide colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>207</ColumnOrder><ColumnHeading>KPI MultDiv colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>208</ColumnOrder><ColumnHeading>M1 Fract colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>209</ColumnOrder><ColumnHeading>M2 Fract colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>210</ColumnOrder><ColumnHeading>M3 Fract colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>211</ColumnOrder><ColumnHeading>EoY Fract colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>212</ColumnOrder><ColumnHeading>KPI Fract colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>213</ColumnOrder><ColumnHeading>M1 Meas colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>214</ColumnOrder><ColumnHeading>M2 Meas colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>215</ColumnOrder><ColumnHeading>M3 Meas colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>216</ColumnOrder><ColumnHeading>EoY Meas colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>217</ColumnOrder><ColumnHeading>KPI Meas colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>218</ColumnOrder><ColumnHeading>M1 Geom colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>219</ColumnOrder><ColumnHeading>M2 Geom colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>220</ColumnOrder><ColumnHeading>M3 Geom colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>221</ColumnOrder><ColumnHeading>EoY Geom colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>222</ColumnOrder><ColumnHeading>KPI Geom colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>223</ColumnOrder><ColumnHeading>Maths KPI Colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>224</ColumnOrder><ColumnHeading>M1 + M2 NPV Close</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>225</ColumnOrder><ColumnHeading>M2 + M3 NPV close</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>226</ColumnOrder><ColumnHeading>M3 + EoY NPV close</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>227</ColumnOrder><ColumnHeading>M1 + M2 NPV close colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>228</ColumnOrder><ColumnHeading>M2 + M3 NPV close colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>229</ColumnOrder><ColumnHeading>M3 + EoY NPV close colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>230</ColumnOrder><ColumnHeading>M1 + M2 Addsub close</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>231</ColumnOrder><ColumnHeading>M2 + M3 Addsub close</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>232</ColumnOrder><ColumnHeading>M3 + EoY Addsub close</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>233</ColumnOrder><ColumnHeading>M1 + M2 Addsub close colo</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>234</ColumnOrder><ColumnHeading>M2 + M3 Addsub close colo</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>235</ColumnOrder><ColumnHeading>M3 + EoY Addsub close col</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>236</ColumnOrder><ColumnHeading>M1 + M2 Multdiv close</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>237</ColumnOrder><ColumnHeading>M2 + M3 Multdiv close</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> 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</TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>241</ColumnOrder><ColumnHeading>M3 + Eo Multdiv close col</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>242</ColumnOrder><ColumnHeading>M1 + M2 Fract close</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter> </TemplateFilter><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay> </ResultDisplay></Column><Column><ColumnOrder>243</ColumnOrder><ColumnHeading>M2 + M3 Fract close</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId 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/></Formula><Formula><Type>21</Type><OperandOrder>6</OperandOrder><ColumnOrder>158</ColumnOrder><ConstantValue>&gt;=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>7</OperandOrder><ColumnOrder>158</ColumnOrder><ConstantValue>1</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue>1.5</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue>B</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-8388480</Color></Formula><Formula><Type>21</Type><OperandOrder>5</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>168</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>6</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>7</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue>1</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>8</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue>S</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-8323328</Color></Formula><Formula><Type>21</Type><OperandOrder>9</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>168</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>10</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>11</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue>0.8</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>12</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-32768</Color></Formula><Formula><Type>21</Type><OperandOrder>13</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>168</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>14</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>15</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue>0</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>16</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue>N</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-16744193</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>168</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>223</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>188</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>223</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>223</ColumnOrder><ConstantValue>1</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>223</ColumnOrder><ConstantValue>Y</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-8323328</Color></Formula><Formula><Type>21</Type><OperandOrder>17</OperandOrder><ColumnOrder>223</ColumnOrder><ConstantValue>N</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-16744193</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>223</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>188</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>224</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>82</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>224</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>56</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>224</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>225</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>108</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>225</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>82</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>225</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>134</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>108</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>224</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>82</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>225</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>108</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>229</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>226</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>229</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>229</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>229</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>229</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>134</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>230</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>57</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>230</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>83</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>230</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>231</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>109</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>231</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>83</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>231</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>135</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>109</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>230</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>83</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>231</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>109</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>235</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>232</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>235</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>235</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>235</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>235</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>135</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>84</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>58</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>237</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>110</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>237</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>84</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>237</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>238</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>136</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>238</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>110</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>238</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>236</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>84</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>237</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>110</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>238</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>136</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>85</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>59</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>111</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>85</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>244</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>137</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>244</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>111</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>244</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>242</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>85</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>243</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>111</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>244</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>137</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>248</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>86</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>248</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>60</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>248</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>249</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>112</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>249</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>86</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>249</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>250</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>138</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>250</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>112</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>250</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>251</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>248</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>251</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>251</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>251</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>251</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>86</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>252</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>249</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>252</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>252</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>252</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>252</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>112</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>253</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>250</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>253</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>253</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>253</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>253</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>138</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>254</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>87</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>254</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>61</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>254</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>255</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>113</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>255</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>87</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>255</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>256</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>139</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>256</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>113</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>256</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>257</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>254</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>257</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>257</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>257</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>257</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>87</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>258</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>255</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>258</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>258</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>258</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>258</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>113</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>259</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>256</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>259</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>259</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>259</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>259</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>139</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula></FormulaNode></Template><Template><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMMaDomainsY6</ExternalId><Name>HAM Maths Domain Bricks Year 6</Name><Notes>September 2016</Notes><CreateDate>03/09/2015</CreateDate><EditDate>20/10/2016</EditDate><ForceCalculate>True</ForceCalculate><ColumnNode><Column><ColumnOrder>1</ColumnOrder><ColumnHeading>Vulnerable Pupil</ColumnHeading><Type>DR</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMVulnPupil</AspectExternalId><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter>N</TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>2</ColumnOrder><ColumnHeading>EY: Reading</ColumnHeading><Type>DR</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>CES Foundation Stage 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/></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>133</ColumnOrder><ConstantValue>B,S,C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>1</OperandOrder><ColumnOrder>134</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>133</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>2</OperandOrder><ColumnOrder>134</ColumnOrder><ConstantValue>6</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>1</Type><OperandOrder>1</OperandOrder><ColumnOrder>135</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>134</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>237</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>63</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>237</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>238</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>115</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>238</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>89</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>238</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>144</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>115</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>237</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>89</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>238</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>115</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>239</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>144</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>90</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>64</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>244</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>116</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>244</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>90</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>244</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>145</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>116</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>243</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>90</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>244</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>116</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>248</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>245</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>248</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>248</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>248</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>248</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>145</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>249</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>91</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>249</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>65</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>249</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>250</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>91</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>250</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>117</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>250</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>251</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>146</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>251</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>117</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>251</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>252</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>249</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>252</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>252</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>252</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>252</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>91</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>253</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>250</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>253</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>253</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>253</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>253</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>117</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>254</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>251</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>254</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>254</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>254</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>254</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>146</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>255</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>92</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>255</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>66</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>255</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>256</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>118</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>256</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>92</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>256</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>257</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>147</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>257</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>118</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>257</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>258</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>255</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>258</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>258</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>258</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>258</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>92</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>259</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>256</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>259</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>259</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>259</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>259</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>118</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>260</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>257</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>260</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>260</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>260</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>260</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>147</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>261</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>93</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>261</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>67</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>261</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>262</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>119</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>262</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>93</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>262</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>263</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>148</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>263</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>119</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>263</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>264</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>261</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>264</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>264</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>264</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>264</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>93</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>265</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>262</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>265</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>265</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>21</Type><OperandOrder>6</OperandOrder><ColumnOrder>209</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>7</OperandOrder><ColumnOrder>209</ColumnOrder><ConstantValue>1</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>21</Type><OperandOrder>10</OperandOrder><ColumnOrder>209</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>11</OperandOrder><ColumnOrder>209</ColumnOrder><ConstantValue>0.8</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>12</OperandOrder><ColumnOrder>209</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-32768</Color></Formula><Formula><Type>21</Type><OperandOrder>13</OperandOrder><ColumnOrder>209</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>144</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>14</OperandOrder><ColumnOrder>209</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>15</OperandOrder><ColumnOrder>209</ColumnOrder><ConstantValue>0</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>16</OperandOrder><ColumnOrder>209</ColumnOrder><ConstantValue>N</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-16744193</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>209</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>144</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>210</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>50</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>210</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>22</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>210</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>211</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>78</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>211</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>50</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>211</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>212</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>78</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>212</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>106</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>212</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>213</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>210</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>213</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>213</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>213</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>213</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>50</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>214</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>211</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>214</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>214</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>214</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>214</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>78</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>215</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>212</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>215</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>215</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>215</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>215</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>106</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>216</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>51</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>216</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>23</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>216</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>217</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>79</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>217</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>51</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>217</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>218</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>79</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>218</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>107</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>218</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>219</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>216</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>219</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>219</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>219</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>219</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>51</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>220</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>217</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>220</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>220</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>220</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>220</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>79</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>221</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>218</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>221</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>221</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>221</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>221</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>107</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>52</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>24</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>223</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>80</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>223</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>52</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>223</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>224</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>80</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>224</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>108</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>224</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>225</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>222</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>225</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>225</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>225</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>225</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>52</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>223</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>80</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>224</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>108</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>53</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>25</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>229</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>81</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>229</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>53</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>229</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>230</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>81</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>230</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>109</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>230</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>231</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>228</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>231</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>231</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>231</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>231</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>53</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>229</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>81</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>230</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>109</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>54</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>26</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>235</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>82</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>235</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>54</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>235</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>82</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>110</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>237</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>234</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>237</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>237</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>237</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>237</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>54</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>238</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>235</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>238</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>238</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>238</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>238</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>82</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>236</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>110</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>55</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>27</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>83</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>55</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>83</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>111</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>240</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>55</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>244</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>241</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>244</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>244</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>244</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>244</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>83</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>242</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>111</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>56</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>28</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>84</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>56</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>248</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>84</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>248</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>112</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>248</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>249</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>246</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>141</ColumnOrder><ColumnHeading>EoY tally s+</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter /><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>142</ColumnOrder><ColumnHeading>EoY tally s+ div 8</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter /><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>143</ColumnOrder><ColumnHeading>EoY Read Domains Secure +</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMReadDomsSecurePlus</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y2M4</ResultsetExternalId><TemplateFilter /><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>144</ColumnOrder><ColumnHeading>Read On Track EoY</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMReadOnTrack</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y2M4</ResultsetExternalId><TemplateFilter /><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>145</ColumnOrder><ColumnHeading>Read Notes for Action 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/><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>147</ColumnOrder><ColumnHeading>Reading Next Steps EoY</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMReadNextSteps</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y2M4</ResultsetExternalId><TemplateFilter /><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>148</ColumnOrder><ColumnHeading>Class Teacher Comment EoY</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMClassComment</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y2M4</ResultsetExternalId><TemplateFilter /><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>149</ColumnOrder><ColumnHeading>Word Reading KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMReadWordreading</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y2KPI</ResultsetExternalId><TemplateFilter /><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>150</ColumnOrder><ColumnHeading>Themes &amp; Convention KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional 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KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMReadCompMonitor</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y2KPI</ResultsetExternalId><TemplateFilter /><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>153</ColumnOrder><ColumnHeading>Comp Select Retrieve KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMReadCompSelect</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y2KPI</ResultsetExternalId><TemplateFilter /><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>154</ColumnOrder><ColumnHeading>Comp Respond &amp; Explain KP</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMReadReason</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y2KPI</ResultsetExternalId><TemplateFilter /><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>155</ColumnOrder><ColumnHeading>Inference KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMReadInference</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional 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/><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>158</ColumnOrder><ColumnHeading>KPI Tally C</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter /><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>159</ColumnOrder><ColumnHeading>KPI TAlly S</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter /><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>160</ColumnOrder><ColumnHeading>KPI Tally B</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter /><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>161</ColumnOrder><ColumnHeading>KPI Sum C S B</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter /><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>162</ColumnOrder><ColumnHeading>KPI TAlly N divide by 8</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter /><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>163</ColumnOrder><ColumnHeading>KPI TAlly C divide by 8</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter /><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>164</ColumnOrder><ColumnHeading>KPI TAlly S divide by 8</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter /><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>165</ColumnOrder><ColumnHeading>KPI TAlly B divide by 8</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter /><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>166</ColumnOrder><ColumnHeading>KPI Sum C S B Divide by 8</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter /><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>167</ColumnOrder><ColumnHeading>% Read Domains Not KPI</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMReadDomNot</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y2KPI</ResultsetExternalId><TemplateFilter /><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>168</ColumnOrder><ColumnHeading>% Read Domains Close KPI</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMReadDomClos</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y2KPI</ResultsetExternalId><TemplateFilter /><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>169</ColumnOrder><ColumnHeading>% Read Domains Secure KPI</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMReadDomSec</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y2KPI</ResultsetExternalId><TemplateFilter /><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>170</ColumnOrder><ColumnHeading>% Read Domains Beyond KPI</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional 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s+</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter /><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>173</ColumnOrder><ColumnHeading>KPI tally s+ div 8</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter /><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>174</ColumnOrder><ColumnHeading>KPI Read Domains Secure +</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMReadDomsSecurePlus</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y2KPI</ResultsetExternalId><TemplateFilter /><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>175</ColumnOrder><ColumnHeading>Read On Track KPI</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMReadOnTrack</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y2KPI</ResultsetExternalId><TemplateFilter /><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>176</ColumnOrder><ColumnHeading>Read KPI Met</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional 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Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y2KPI</ResultsetExternalId><TemplateFilter /><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>179</ColumnOrder><ColumnHeading>Reading Strengths KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMReadStrengths</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y2KPI</ResultsetExternalId><TemplateFilter /><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>180</ColumnOrder><ColumnHeading>Reading Next Steps KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional 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/></Formula><Formula><Type>2</Type><OperandOrder>2</OperandOrder><ColumnOrder>46</ColumnOrder><ConstantValue>8</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>4</Type><OperandOrder>1</OperandOrder><ColumnOrder>47</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>40</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>1</Type><OperandOrder>1</OperandOrder><ColumnOrder>52</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>46</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>1</Type><OperandOrder>2</OperandOrder><ColumnOrder>52</ColumnOrder><ConstantValue>100</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>118</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>225</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>59</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>229</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>226</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>229</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>229</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>229</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>229</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>87</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>230</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>227</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>230</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>230</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>230</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>230</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>118</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>231</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>60</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>231</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>32</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>231</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>88</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>60</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>88</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>119</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>231</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>60</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>235</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>232</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>235</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>235</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>235</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>235</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>88</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>233</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>119</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>237</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>61</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>237</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>33</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>237</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>238</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>89</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>238</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>61</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>238</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>89</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>120</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>237</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>61</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>238</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>89</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>239</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>120</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>62</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>34</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>244</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>90</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>244</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>62</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>244</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>90</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>121</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>243</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>62</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>244</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>90</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>248</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>245</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>248</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>248</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>248</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>248</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>121</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>249</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>63</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>249</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>35</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>249</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>250</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>91</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>250</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>63</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>250</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>251</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>91</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>251</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>122</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>251</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>252</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>249</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>252</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>252</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>252</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>252</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>63</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>253</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>250</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>253</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>253</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>253</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>253</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>91</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>254</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>251</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>254</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>254</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>254</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>254</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>122</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>255</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>64</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>255</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>36</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>255</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>256</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>92</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>256</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>64</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>256</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>257</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>92</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>257</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>123</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>257</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>258</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>255</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>258</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>258</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>258</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>258</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>64</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>259</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>256</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>259</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>259</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>259</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>259</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>92</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>260</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>257</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>260</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>260</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>260</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>260</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>123</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>261</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>65</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>261</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>37</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>261</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>262</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>65</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>262</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>93</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>262</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>263</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>93</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>263</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>124</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>263</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>264</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>261</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>264</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>264</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>264</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>264</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>65</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>265</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>262</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>265</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>265</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>265</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>265</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>93</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>266</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>263</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>266</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>266</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>266</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>266</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>124</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>267</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>66</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>267</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>38</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>267</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>268</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>94</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>268</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>66</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>268</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>269</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>94</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>269</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>125</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>269</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMReadWordreading</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3KPI</ResultsetExternalId><TemplateFilter /><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>162</ColumnOrder><ColumnHeading>Themes &amp; Convention KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMReadThemes</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3KPI</ResultsetExternalId><TemplateFilter /><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>163</ColumnOrder><ColumnHeading>Comp Clarify KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMReadCompClarify</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3KPI</ResultsetExternalId><TemplateFilter /><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>164</ColumnOrder><ColumnHeading>Comp Monitor Summar KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMReadCompMonitor</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3KPI</ResultsetExternalId><TemplateFilter /><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>165</ColumnOrder><ColumnHeading>Comp Select Retrieve KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMReadCompSelect</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3KPI</ResultsetExternalId><TemplateFilter /><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>166</ColumnOrder><ColumnHeading>Comp Respond &amp; Explain KP</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMReadReason</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3KPI</ResultsetExternalId><TemplateFilter /><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>167</ColumnOrder><ColumnHeading>Inference KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMReadInference</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3KPI</ResultsetExternalId><TemplateFilter /><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>168</ColumnOrder><ColumnHeading>Language for Effect KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMReadLanguage</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3KPI</ResultsetExternalId><TemplateFilter /><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>169</ColumnOrder><ColumnHeading>KPI TAlly N</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter /><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>170</ColumnOrder><ColumnHeading>KPI Tally C</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier 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Services</AspectSupplier><AspectExternalId>HAMReadDomNot</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3KPI</ResultsetExternalId><TemplateFilter /><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>180</ColumnOrder><ColumnHeading>% Read Domains Close KPI</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMReadDomClos</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3KPI</ResultsetExternalId><TemplateFilter /><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>181</ColumnOrder><ColumnHeading>% Read Domains Secure KPI</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMReadDomSec</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3KPI</ResultsetExternalId><TemplateFilter /><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>182</ColumnOrder><ColumnHeading>% Read Domains Beyond KPI</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMReadDomBey</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3KPI</ResultsetExternalId><TemplateFilter /><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>183</ColumnOrder><ColumnHeading>% Read Domains Close + KP</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMReadDomains</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3KPI</ResultsetExternalId><TemplateFilter /><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>184</ColumnOrder><ColumnHeading>KPI Tally s+</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter /><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>185</ColumnOrder><ColumnHeading>KPI 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KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMReadNotesforAction</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3KPI</ResultsetExternalId><TemplateFilter /><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>190</ColumnOrder><ColumnHeading>Reading Strengths KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMReadStrengths</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3KPI</ResultsetExternalId><TemplateFilter /><StartDate /><EndDate 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/><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>223</ColumnOrder><ColumnHeading>KPI Respond colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter /><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>224</ColumnOrder><ColumnHeading>M1 Inference colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter /><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>225</ColumnOrder><ColumnHeading>M2  Inference colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter /><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>226</ColumnOrder><ColumnHeading>M3 Inference colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter /><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>227</ColumnOrder><ColumnHeading>EOY  Inference colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter /><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>228</ColumnOrder><ColumnHeading>KPI Inference colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter /><StartDate /><EndDate 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/></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>75</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>103</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>131</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>240</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>75</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>244</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>241</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>244</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>244</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>244</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>244</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>103</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>242</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>131</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>76</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>48</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>104</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>76</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>248</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>104</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>248</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>132</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>248</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>249</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>246</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>249</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>249</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>249</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>249</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>76</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>250</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>247</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>250</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>250</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>250</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>250</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>104</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>251</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>248</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>251</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>251</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>251</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>251</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>132</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>252</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>77</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>252</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>49</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>252</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>253</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>105</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>253</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>77</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>253</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>254</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>105</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>254</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>133</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>254</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>255</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>252</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>255</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>255</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>255</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>255</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>77</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>256</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>253</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>256</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>256</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>256</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>256</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>105</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>257</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>254</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>257</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>257</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>257</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>257</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>133</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>258</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>78</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>258</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>50</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>258</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>259</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>106</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>259</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>78</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>259</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>260</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>106</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>260</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>134</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>260</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>261</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>258</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>261</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>261</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>261</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>261</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>78</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>262</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>259</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>262</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>262</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>262</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>262</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>106</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>263</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>260</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>263</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>263</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>263</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>263</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>134</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>264</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>79</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>264</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>51</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>264</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>265</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>107</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>265</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>79</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>265</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>266</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>107</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>266</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>135</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>266</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>267</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>264</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>267</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>267</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>267</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>267</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>79</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>268</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>265</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>268</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>268</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>268</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>268</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>107</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>269</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>266</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>269</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>269</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>269</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>269</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>135</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>21</Type><OperandOrder>6</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>7</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue>1</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>8</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue>S</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-8323328</Color></Formula><Formula><Type>21</Type><OperandOrder>9</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>177</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>10</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>11</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue>0.8</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>12</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-32768</Color></Formula><Formula><Type>21</Type><OperandOrder>13</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>177</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>14</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>15</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue>0</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>16</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue>N</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-16744193</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>177</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>83</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>55</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>244</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>111</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>244</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>83</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>244</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>111</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>139</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>243</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>83</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>244</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>111</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>248</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>245</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>248</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>248</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>248</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>248</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>139</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>249</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>84</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>249</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>56</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>249</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>250</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>112</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>250</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>84</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>250</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>251</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>112</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>251</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>140</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>251</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>252</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>249</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>252</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>252</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>252</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>252</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>84</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>253</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>250</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>253</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>253</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>253</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>253</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>112</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>254</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>251</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>254</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>254</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>254</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>254</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>140</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>255</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>85</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>255</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>57</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>255</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>256</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>113</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>256</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>85</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>256</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>257</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>113</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>257</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>141</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>257</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>258</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>255</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>258</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>258</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>258</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>258</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>85</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>259</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>256</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>259</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>259</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>259</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>259</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>113</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>260</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>257</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>260</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>260</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>260</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>260</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>141</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>261</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>86</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>261</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>58</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>261</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>262</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>114</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>262</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>86</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>262</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>263</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>114</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>263</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>142</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>263</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>264</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>261</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>264</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>264</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>264</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>264</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>86</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>265</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>262</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>265</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>265</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>265</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>265</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>114</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>266</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>263</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>266</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>266</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>266</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>266</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>142</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>267</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>87</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>267</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>59</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>267</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>268</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>115</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>268</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>87</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>268</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>269</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>115</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>269</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>143</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>269</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>270</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>267</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>270</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>270</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>270</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>270</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>87</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>271</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>268</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>271</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>271</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>271</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>271</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>115</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>272</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>269</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>272</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>272</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>272</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>272</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>143</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>273</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>88</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>273</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>60</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>273</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>274</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>116</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>274</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>88</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>274</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>275</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>116</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>275</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>144</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>275</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>276</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>273</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>276</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>276</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>276</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>276</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>88</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>277</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>274</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>277</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>277</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>277</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>277</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>116</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>278</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>275</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>278</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>278</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>278</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>278</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>144</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>279</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>89</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>279</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>61</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>279</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>280</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>89</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>280</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>117</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>280</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>281</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>117</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>281</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>145</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>281</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>282</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>279</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>282</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>282</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>282</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>282</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>89</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>131</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>120</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>131</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>121</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>131</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>123</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>131</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>122</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>131</ColumnOrder><ConstantValue>B</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>1</OperandOrder><ColumnOrder>132</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>128</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>2</OperandOrder><ColumnOrder>132</ColumnOrder><ConstantValue>8</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>1</OperandOrder><ColumnOrder>133</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>129</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>2</OperandOrder><ColumnOrder>133</ColumnOrder><ConstantValue>8</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>1</OperandOrder><ColumnOrder>134</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>130</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>2</OperandOrder><ColumnOrder>134</ColumnOrder><ConstantValue>8</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>1</OperandOrder><ColumnOrder>135</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>131</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>2</OperandOrder><ColumnOrder>135</ColumnOrder><ConstantValue>8</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>4</Type><OperandOrder>1</OperandOrder><ColumnOrder>136</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>130</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>21</Type><OperandOrder>14</OperandOrder><ColumnOrder>251</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>15</OperandOrder><ColumnOrder>251</ColumnOrder><ConstantValue>0</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>16</OperandOrder><ColumnOrder>251</ColumnOrder><ConstantValue>N</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-16744193</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>251</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>186</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>252</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>92</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>252</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>64</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>252</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>253</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>120</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>253</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>92</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>253</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>254</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>120</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>254</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>148</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>254</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>255</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>252</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>255</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>255</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>255</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>255</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>92</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>256</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>253</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>256</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>256</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>256</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>256</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>120</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>257</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>254</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>257</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>257</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>257</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>257</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>148</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>258</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>93</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>258</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>65</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>258</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>259</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>121</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>259</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>93</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>259</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>260</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>121</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>260</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>149</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>260</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>261</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>258</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>261</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>261</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>261</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>261</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>93</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>262</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>259</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>262</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>262</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>262</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>262</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>121</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>263</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>260</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>263</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>263</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>263</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>263</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>149</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>264</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>94</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>264</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>66</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>264</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>265</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>122</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>265</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>94</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>265</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>266</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>122</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>266</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>150</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>266</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>267</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>264</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>267</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>267</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>267</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>267</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>94</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>268</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>265</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>268</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>268</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>268</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>268</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>122</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>269</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>266</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>269</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>269</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>269</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>269</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>150</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>270</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>95</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>270</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>67</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>270</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>271</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>123</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>271</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>95</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>271</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>272</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>123</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>272</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>151</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>272</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>273</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>270</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>273</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>273</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>273</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>273</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>95</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>274</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>271</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>274</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>274</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>274</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>274</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>123</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>275</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>272</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>275</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>275</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>275</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>275</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>151</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>276</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>96</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>276</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>68</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>276</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>277</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>124</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>277</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>96</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>277</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>278</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>124</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>278</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>152</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>278</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>279</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>276</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>279</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>279</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>279</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>279</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>96</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>280</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>277</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>280</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>280</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>280</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>280</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>124</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>281</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>278</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>281</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>281</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>281</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>281</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>152</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>282</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>97</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>282</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>69</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>282</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>283</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>125</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>283</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>97</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>283</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>284</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>125</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>284</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>153</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>284</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>285</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>282</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>285</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>285</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>285</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>285</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>97</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>286</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>283</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>286</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>286</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>286</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>286</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>125</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>287</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>284</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>287</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>287</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>287</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>287</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>153</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>288</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>98</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>288</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>70</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>288</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>289</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>126</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>289</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>98</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>289</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>290</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>126</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>290</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>154</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>290</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>291</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>288</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>291</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>291</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>291</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>291</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>98</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>292</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>289</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>292</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>292</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>292</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId 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/></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>273</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>74</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>273</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>274</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>130</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>274</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>102</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>274</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>275</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>130</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>275</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>161</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>275</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>276</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>273</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>276</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>276</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>276</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>276</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>102</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>277</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>274</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>277</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>277</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>277</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>277</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>130</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>278</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>275</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>278</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>278</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>278</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>278</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>161</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>279</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>103</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>279</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>75</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>279</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>280</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>131</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>280</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>103</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>280</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>281</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>131</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>281</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>162</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>281</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>282</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>279</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>282</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>282</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>282</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>282</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>103</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>283</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>280</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>283</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>283</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>283</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>283</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>131</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>284</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>281</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>284</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>284</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>284</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>284</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>162</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>285</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>104</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>285</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>76</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>285</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>286</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>132</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>286</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>104</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>286</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>287</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>132</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>287</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>163</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>287</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>288</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>285</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>288</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>288</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>288</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>288</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>104</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>289</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>286</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>289</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>289</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>289</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>289</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>132</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>290</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>287</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>290</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>290</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>290</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>290</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>163</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>291</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>105</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>291</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>77</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>291</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>292</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>133</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>292</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>105</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>292</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>293</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>133</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>293</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>164</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>293</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>294</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>291</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>294</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>294</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>294</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>294</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>105</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>295</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>292</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>295</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>295</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>295</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>295</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>133</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>296</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>293</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>296</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>296</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>296</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>296</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>164</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>297</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>106</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>297</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>78</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>297</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>298</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>134</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>298</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>106</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>298</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>299</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>134</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>299</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>165</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>299</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>300</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>297</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>300</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>300</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>300</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>300</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>106</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>301</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>298</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>301</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>301</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>301</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>301</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>134</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>302</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>299</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>302</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>314</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>314</ColumnOrder><ConstantValue>Not Permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>314</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>167</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula></FormulaNode></Template><Template><Module>CES Assessment Services</Module><Supplier>SIMS Professional Services</Supplier><ExternalId>HAMWritingDomY1</ExternalId><Name>HAM Writing Domain Bricks Year 1</Name><Notes>September 2016</Notes><CreateDate>04/09/2015</CreateDate><EditDate>23/08/2016</EditDate><ForceCalculate>True</ForceCalculate><ColumnNode><Column><ColumnOrder>1</ColumnOrder><ColumnHeading>Vulnerable Pupil</ColumnHeading><Type>DR</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMVulnPupil</AspectExternalId><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter>N</TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>2</ColumnOrder><ColumnHeading>EY: Reading</ColumnHeading><Type>DR</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>CES Foundation Stage Profile</AspectSupplier><AspectExternalId>EYFLITR</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>CES Foundation Stage Profile</ResultsetSupplier><ResultsetExternalId>CESFSP</ResultsetExternalId><TemplateFilter>R</TemplateFilter><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>3</ColumnOrder><ColumnHeading>EY: Writing</ColumnHeading><Type>DR</Type><AspectModule>CES Assessment 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/></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>191</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>192</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>100</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>192</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>74</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>192</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>193</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>190</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>193</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>193</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>193</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>193</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>48</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>194</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>191</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>194</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>194</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>194</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>194</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>74</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>195</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>192</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>195</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>195</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>195</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>195</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>100</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>196</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>49</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>196</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>23</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>196</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>197</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>75</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>197</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>49</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>197</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>198</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>101</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>198</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>75</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>198</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>199</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>196</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>199</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>199</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>199</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>199</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>49</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>200</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>197</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>200</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>200</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>200</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>200</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>75</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>201</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>198</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>201</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>201</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>201</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>201</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>101</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>202</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>50</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>202</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>24</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>202</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>203</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>76</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>203</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>50</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>203</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>204</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>102</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>204</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>76</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>204</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>205</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>202</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>205</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>205</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>205</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>205</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>50</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>206</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>203</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>206</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>206</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>206</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>206</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>76</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>207</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>204</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>207</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>207</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>207</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>207</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>102</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>208</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>51</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>208</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>25</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>208</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>209</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>77</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>209</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>51</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>209</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>210</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>103</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>210</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>77</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>210</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>211</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>208</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>211</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>211</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>211</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>211</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>51</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>212</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>209</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>212</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>212</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>212</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>212</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>77</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>213</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>210</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>213</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>213</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>213</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>213</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>103</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>214</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>52</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>214</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>26</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>214</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>215</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>78</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>215</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>52</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>215</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>216</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>104</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>216</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>78</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>216</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>217</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>214</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>217</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>217</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>217</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>217</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>52</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>218</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>215</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>218</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>218</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>218</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>218</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>78</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>219</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>216</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>219</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>38</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>34</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>38</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>29</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>38</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>32</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>38</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>30</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>38</ColumnOrder><ConstantValue>B</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>1</OperandOrder><ColumnOrder>39</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>35</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>2</OperandOrder><ColumnOrder>39</ColumnOrder><ConstantValue>6</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>1</OperandOrder><ColumnOrder>40</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>36</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>2</OperandOrder><ColumnOrder>40</ColumnOrder><ConstantValue>6</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>1</OperandOrder><ColumnOrder>41</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>37</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>2</OperandOrder><ColumnOrder>41</ColumnOrder><ConstantValue>6</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>1</OperandOrder><ColumnOrder>42</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>38</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>2</OperandOrder><ColumnOrder>42</ColumnOrder><ConstantValue>6</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>1</Type><OperandOrder>1</OperandOrder><ColumnOrder>43</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>39</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>1</Type><OperandOrder>2</OperandOrder><ColumnOrder>43</ColumnOrder><ConstantValue>100</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>1</Type><OperandOrder>1</OperandOrder><ColumnOrder>44</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>40</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>1</Type><OperandOrder>2</OperandOrder><ColumnOrder>44</ColumnOrder><ConstantValue>100</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>1</Type><OperandOrder>1</OperandOrder><ColumnOrder>45</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>41</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>1</Type><OperandOrder>2</OperandOrder><ColumnOrder>45</ColumnOrder><ConstantValue>100</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>1</Type><OperandOrder>1</OperandOrder><ColumnOrder>46</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>42</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>1</Type><OperandOrder>2</OperandOrder><ColumnOrder>46</ColumnOrder><ConstantValue>100</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>47</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>34</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>47</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>29</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>47</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>31</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>47</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>33</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>47</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>32</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>2</Type><OperandOrder>1</OperandOrder><ColumnOrder>100</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>99</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>2</OperandOrder><ColumnOrder>100</ColumnOrder><ConstantValue>6</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>1</Type><OperandOrder>1</OperandOrder><ColumnOrder>101</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>100</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>1</Type><OperandOrder>2</OperandOrder><ColumnOrder>101</ColumnOrder><ConstantValue>100</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>102</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>86</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>102</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>81</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>102</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>84</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>102</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>85</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>102</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>82</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>102</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>83</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>102</ColumnOrder><ConstantValue>B,S</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>1</OperandOrder><ColumnOrder>103</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>102</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>2</OperandOrder><ColumnOrder>103</ColumnOrder><ConstantValue>6</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>1</Type><OperandOrder>1</OperandOrder><ColumnOrder>104</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>103</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>1</Type><OperandOrder>2</OperandOrder><ColumnOrder>104</ColumnOrder><ConstantValue>100</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>105</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>87</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>105</ColumnOrder><ConstantValue>&gt;=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>105</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>105</ColumnOrder><ConstantValue>N</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-16744193</Color></Formula><Formula><Type>21</Type><OperandOrder>5</OperandOrder><ColumnOrder>105</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>87</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>6</OperandOrder><ColumnOrder>105</ColumnOrder><ConstantValue>&gt;=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>7</OperandOrder><ColumnOrder>105</ColumnOrder><ConstantValue>1</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>8</OperandOrder><ColumnOrder>105</ColumnOrder><ConstantValue>N</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-16744193</Color></Formula><Formula><Type>21</Type><OperandOrder>9</OperandOrder><ColumnOrder>105</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>88</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>10</OperandOrder><ColumnOrder>105</ColumnOrder><ConstantValue>&gt;=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>11</OperandOrder><ColumnOrder>105</ColumnOrder><ConstantValue>1</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>21</Type><OperandOrder>6</OperandOrder><ColumnOrder>162</ColumnOrder><ConstantValue>&gt;=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>7</OperandOrder><ColumnOrder>162</ColumnOrder><ConstantValue>1</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>206</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>206</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>206</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>206</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>55</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>207</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>204</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>207</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>207</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>207</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>207</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>81</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>208</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>205</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>208</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>208</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>208</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>208</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>107</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>209</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>56</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>209</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>30</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>209</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>210</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>82</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>210</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>56</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>210</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>211</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>111</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>211</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>82</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>211</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>212</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>209</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>212</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>212</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>212</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>212</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>56</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>213</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>210</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>213</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>213</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>213</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>213</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>82</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>214</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>211</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>214</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>214</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>214</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>214</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>111</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>215</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>57</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>215</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>31</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>215</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>216</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>83</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>216</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>57</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>216</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>217</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>112</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>217</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>83</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>217</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>218</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>215</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>218</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>218</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>218</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>218</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>57</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>219</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>216</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>219</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>219</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>219</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>219</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>83</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>220</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>217</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>220</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>220</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>220</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>220</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>112</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>221</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>58</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>221</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>32</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>221</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>84</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>58</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>223</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>113</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>223</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>84</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>223</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>224</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>221</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>224</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>224</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>224</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>224</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>58</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>225</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>222</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>225</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>225</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>225</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>225</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>84</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>223</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>113</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>59</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>33</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>85</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>59</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>229</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>114</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>229</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>85</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>229</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>230</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>227</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>230</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>230</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>230</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>230</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>59</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>231</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>228</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>231</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>231</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>231</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>231</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>85</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>229</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>114</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>60</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>34</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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KPI</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMWriteDOmSec</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3KPI</ResultsetExternalId><TemplateFilter /><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>167</ColumnOrder><ColumnHeading>% Domains Beyond KPI</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMWriteDomBey</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y3KPI</ResultsetExternalId><TemplateFilter /><StartDate /><EndDate 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/></Formula><Formula><Type>2</Type><OperandOrder>2</OperandOrder><ColumnOrder>53</ColumnOrder><ConstantValue>6</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>1</OperandOrder><ColumnOrder>54</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>50</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>2</Type><OperandOrder>2</OperandOrder><ColumnOrder>55</ColumnOrder><ConstantValue>6</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>1</OperandOrder><ColumnOrder>56</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>52</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>2</OperandOrder><ColumnOrder>56</ColumnOrder><ConstantValue>6</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>1</Type><OperandOrder>1</OperandOrder><ColumnOrder>57</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>53</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>1</Type><OperandOrder>2</OperandOrder><ColumnOrder>57</ColumnOrder><ConstantValue>100</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>1</Type><OperandOrder>1</OperandOrder><ColumnOrder>58</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>54</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>215</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>215</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>95</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>216</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>213</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>216</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>216</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>216</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>216</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>121</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>217</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>70</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>217</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>44</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>217</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>218</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>96</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>218</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>70</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>218</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>219</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>122</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>219</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>96</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>219</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>220</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>217</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>220</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>220</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>220</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>220</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>70</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>221</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>218</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>221</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>221</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>221</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>221</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>96</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>219</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>122</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>223</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>71</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>223</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>45</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>223</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>224</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>97</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>224</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>71</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>224</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>225</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>123</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>225</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>97</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>225</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>223</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>71</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>224</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>97</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>225</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>123</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>229</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>72</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>229</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>46</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>229</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>230</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>98</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>230</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>72</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>230</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>231</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>124</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>231</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>98</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>231</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>229</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>72</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>230</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>98</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>231</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>124</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>235</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>73</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>235</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>47</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>235</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>99</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>73</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>237</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>125</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>237</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>99</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>237</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>238</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>235</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>238</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>238</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>238</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>238</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>73</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>236</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>99</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>237</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>125</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>74</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>48</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>100</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>74</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>126</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>100</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>167</ColumnOrder><ColumnHeading>KPI Tally N divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter /><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>168</ColumnOrder><ColumnHeading>KPI Tally C divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter /><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>169</ColumnOrder><ColumnHeading>KPI Tally S divide by 6</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter /><StartDate /><EndDate 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/><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>181</ColumnOrder><ColumnHeading>Write On Track KPI</ColumnHeading><Type>FE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMWriteOnTrack</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y4KPI</ResultsetExternalId><TemplateFilter /><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>182</ColumnOrder><ColumnHeading>Write KPI Met</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMWritePerStMeet</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional 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KPI</ColumnHeading><Type>DE</Type><AspectModule>CES Assessment Services</AspectModule><AspectSupplier>SIMS Professional Services</AspectSupplier><AspectExternalId>HAMClassComment</AspectExternalId><ResultsetModule>CES Assessment Services</ResultsetModule><ResultsetSupplier>SIMS Professional Services</ResultsetSupplier><ResultsetExternalId>Y4KPI</ResultsetExternalId><TemplateFilter /><StartDate /><EndDate /><Hidden>F</Hidden><ReadOnly>F</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>187</ColumnOrder><ColumnHeading>M1 Transcription Colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule /><ResultsetSupplier /><ResultsetExternalId /><TemplateFilter /><StartDate /><EndDate /><Hidden>T</Hidden><ReadOnly>T</ReadOnly><ResultDisplay /></Column><Column><ColumnOrder>188</ColumnOrder><ColumnHeading>M2 Transcription  Colour</ColumnHeading><Type>FR</Type><AspectModule /><AspectSupplier /><AspectExternalId /><ResultsetModule 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/></Formula><Formula><Type>21</Type><OperandOrder>6</OperandOrder><ColumnOrder>181</ColumnOrder><ConstantValue>&gt;=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>7</OperandOrder><ColumnOrder>181</ColumnOrder><ConstantValue>1</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>8</OperandOrder><ColumnOrder>181</ColumnOrder><ConstantValue>N</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-16744193</Color></Formula><Formula><Type>21</Type><OperandOrder>9</OperandOrder><ColumnOrder>181</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>164</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>221</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>221</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>76</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>219</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>222</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>102</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>223</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>220</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>223</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>223</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>223</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>223</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>128</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>224</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>77</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>224</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>51</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>224</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>225</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>103</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>225</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>77</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>225</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>129</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>103</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>224</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>77</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>225</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>103</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>229</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>226</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>229</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>229</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>229</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>229</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>129</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>230</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>78</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>230</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>52</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>230</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>231</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>104</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>231</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>78</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>231</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>130</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>104</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>230</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>78</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>231</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>104</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>235</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>232</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>235</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>235</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>235</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>235</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>130</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>79</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>53</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>237</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>105</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>237</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>79</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>237</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>238</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>131</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>238</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>105</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>238</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>236</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>79</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>237</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>105</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>238</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>131</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>80</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>54</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>106</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>80</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>244</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>132</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>244</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>106</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>244</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>242</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>80</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>243</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>106</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>244</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>132</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>248</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>81</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>248</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>55</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>248</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>249</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>107</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>249</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>81</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>249</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>118</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>109</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>118</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>111</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>2</Type><OperandOrder>2</OperandOrder><ColumnOrder>121</ColumnOrder><ConstantValue>6</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>1</OperandOrder><ColumnOrder>122</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>118</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>2</OperandOrder><ColumnOrder>122</ColumnOrder><ConstantValue>6</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>1</Type><OperandOrder>1</OperandOrder><ColumnOrder>123</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>119</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>127</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>113</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>127</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>112</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>2</Type><OperandOrder>1</OperandOrder><ColumnOrder>128</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>127</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>2</Type><OperandOrder>2</OperandOrder><ColumnOrder>128</ColumnOrder><ConstantValue>6</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>109</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>83</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>226</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>135</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>109</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>227</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>225</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>228</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>83</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>229</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>226</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>229</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>229</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>229</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>229</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>109</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>230</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>227</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>230</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>230</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>230</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>230</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>135</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>231</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>84</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>231</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>58</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>231</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>110</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>84</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>232</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>136</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>110</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>233</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>231</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>234</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>84</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>235</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>232</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>235</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>235</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>235</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>235</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>110</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>233</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>136</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>237</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>85</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>237</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>59</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>237</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>238</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>111</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>238</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>85</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>238</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>137</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>111</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>237</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>85</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>238</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>111</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>239</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>137</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>86</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>60</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>244</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>112</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>244</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>86</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>244</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>138</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>112</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>243</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>86</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>244</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>112</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>248</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>245</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>248</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>248</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>248</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>248</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>138</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>249</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>87</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>249</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>61</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>249</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>250</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>113</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>250</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>87</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>250</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>251</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>139</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>251</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>113</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>251</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>252</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>249</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>252</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>252</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>252</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>252</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>87</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>253</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>250</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>253</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>253</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>253</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>253</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>113</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>254</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>251</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>254</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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/></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue>1.5</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue>B</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-8388480</Color></Formula><Formula><Type>21</Type><OperandOrder>5</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>179</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>6</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>7</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue>1</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>8</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue>S</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-8323328</Color></Formula><Formula><Type>21</Type><OperandOrder>9</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>179</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>10</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>11</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue>0.8</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>12</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-32768</Color></Formula><Formula><Type>21</Type><OperandOrder>13</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>179</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>14</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>15</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue>0</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>16</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue>N</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-16744193</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>236</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>179</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>237</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>199</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>237</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>237</ColumnOrder><ConstantValue>1</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>237</ColumnOrder><ConstantValue>Y</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-8323328</Color></Formula><Formula><Type>21</Type><OperandOrder>17</OperandOrder><ColumnOrder>237</ColumnOrder><ConstantValue>N</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-16744193</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>237</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>199</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>238</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>90</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>238</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>64</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>238</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>116</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>90</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>239</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>145</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>116</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>240</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>238</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>241</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId 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/></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>242</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>116</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>240</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>243</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>145</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>244</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>91</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>244</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>65</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>244</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>117</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>91</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>245</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>146</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>117</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>246</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>244</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>247</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>91</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>248</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>245</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>248</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>248</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>248</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>248</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>117</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>249</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>246</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>249</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>249</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>249</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>249</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>146</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>250</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>92</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>250</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>66</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>250</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>251</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>118</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>251</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>92</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>251</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>252</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>147</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>252</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>118</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>252</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>253</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>250</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>253</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>253</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>253</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>253</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>92</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>254</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>251</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>254</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>254</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>254</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>254</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>118</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>255</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>252</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>255</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>255</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>255</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>255</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>147</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>256</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>93</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>256</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>67</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>256</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>257</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>119</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>257</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>93</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>257</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>258</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>148</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>258</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>119</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>258</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>259</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>256</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>259</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>259</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>259</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>259</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>93</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>260</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>257</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>260</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>260</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>260</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>260</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>119</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>261</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>258</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>261</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>261</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>261</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>261</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>148</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>262</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>94</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>262</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>68</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>262</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>263</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>120</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>263</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>94</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>263</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>264</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>149</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>264</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>120</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>264</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>265</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>262</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>265</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>265</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>265</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>265</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>94</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>266</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>263</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>266</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>266</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>266</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>266</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>120</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>267</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>264</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>267</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>267</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>267</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>267</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>149</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>268</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>95</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>268</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>69</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>268</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>269</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>121</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>269</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>95</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>269</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>270</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>150</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>1</OperandOrder><ColumnOrder>270</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>121</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>13</Type><OperandOrder>2</OperandOrder><ColumnOrder>270</ColumnOrder><ConstantValue>C</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>271</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>268</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>271</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>271</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>4</OperandOrder><ColumnOrder>271</ColumnOrder><ConstantValue>Not permitted</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color>-65536</Color></Formula><Formula><Type>21</Type><OperandOrder>18</OperandOrder><ColumnOrder>271</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>95</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>1</OperandOrder><ColumnOrder>272</ColumnOrder><ConstantValue /><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder>269</ColumnIdOrder><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>2</OperandOrder><ColumnOrder>272</ColumnOrder><ConstantValue>=</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color /></Formula><Formula><Type>21</Type><OperandOrder>3</OperandOrder><ColumnOrder>272</ColumnOrder><ConstantValue>2</ConstantValue><AspectModule /><AspectSupplier /><AspectExternalId /><GradesetModule /><GradesetSupplier /><GradesetExternalId /><GradesetHistoryStartDate /><ColumnIdOrder /><GradeRankOrder /><RegressionLineExternalId /><RegressionLineSupplier /><RegressionLineName /><MQLineExternalId /><MQLineSupplier /><MQLineName /><LookupSupplier /><LookupExternalId /><Color 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