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<HTML>
<HEAD>
<TITLE>Elliptic Curves</TITLE>
</HEAD>

<table border=1>
<tr><th>N<th>id<th>#<th ALIGN=LEFT>[a1,a2,a3,a4,a6]<td>rank<td>#torsion
<tr><td>11<td> A <td>1 <td>[0,-1,1,-10,-20]     <td>0   <td>5
<tr><td>14<td> A <td>1 <td>[1,0,1,4,-6] <td>0   <td>6
<tr><td>15<td> A <td>1 <td>[1,1,1,-10,-10]      <td>0   <td>8
<tr><td>17<td> A <td>1 <td>[1,-1,1,-1,-14]      <td>0   <td>4
<tr><td>19<td> A <td>1 <td>[0,1,1,-9,-15]       <td>0   <td>3
<tr><td>20<td> A <td>1 <td>[0,1,0,4,4]  <td>0   <td>6
<tr><td>21<td> A <td>1 <td>[1,0,0,-4,-1]        <td>0   <td>8
<tr><td>24<td> A <td>1 <td>[0,-1,0,-4,4]        <td>0   <td>8
<tr><td>26<td> A <td>1 <td>[1,0,1,-5,-8]        <td>0   <td>3
<tr><td>26<td> B <td>1 <td>[1,-1,1,-3,3]        <td>0   <td>7
<tr><td>27<td> A <td>1 <td>[0,0,1,0,-7] <td>0   <td>3
<tr><td>30<td> A <td>1 <td>[1,0,1,1,2]  <td>0   <td>6
<tr><td>32<td> A <td>1 <td>[0,0,0,4,0]  <td>0   <td>4
<tr><td>33<td> A <td>1 <td>[1,1,0,-11,0]        <td>0   <td>4
<tr><td>34<td> A <td>1 <td>[1,0,0,-3,1] <td>0   <td>6
<tr><td>35<td> A <td>1 <td>[0,1,1,9,1]  <td>0   <td>3
<tr><td>36<td> A <td>1 <td>[0,0,0,0,1]  <td>0   <td>6
<tr><td>37<td> A <td>1 <td>[0,0,1,-1,0] <td>1   <td>1
<tr><td>37<td> B <td>1 <td>[0,1,1,-23,-50]      <td>0   <td>3
<tr><td>38<td> A <td>1 <td>[1,0,1,9,90] <td>0   <td>3
<tr><td>38<td> B <td>1 <td>[1,1,1,0,1]  <td>0   <td>5
<tr><td>39<td> A <td>1 <td>[1,1,0,-4,-5]        <td>0   <td>4
<tr><td>40<td> A <td>1 <td>[0,0,0,-7,-6]        <td>0   <td>4
<tr><td>42<td> A <td>1 <td>[1,1,1,-4,5] <td>0   <td>8
<tr><td>43<td> A <td>1 <td>[0,1,1,0,0]  <td>1   <td>1
<tr><td>44<td> A <td>1 <td>[0,1,0,3,-1] <td>0   <td>3
<tr><td>45<td> A <td>1 <td>[1,-1,0,0,-5]        <td>0   <td>2
<tr><td>46<td> A <td>1 <td>[1,-1,0,-10,-12]     <td>0   <td>2
<tr><td>48<td> A <td>1 <td>[0,1,0,-4,-4]        <td>0   <td>4
<tr><td>49<td> A <td>1 <td>[1,-1,0,-2,-1]       <td>0   <td>2
<tr><td>50<td> A <td>1 <td>[1,0,1,-1,-2]        <td>0   <td>3
<tr><td>50<td> B <td>1 <td>[1,1,1,-3,1] <td>0   <td>5
<tr><td>51<td> A <td>1 <td>[0,1,1,1,-1] <td>0   <td>3
<tr><td>52<td> A <td>1 <td>[0,0,0,1,-10]        <td>0   <td>2
<tr><td>53<td> A <td>1 <td>[1,-1,1,0,0] <td>1   <td>1
<tr><td>54<td> A <td>1 <td>[1,-1,0,12,8]        <td>0   <td>3
<tr><td>54<td> B <td>1 <td>[1,-1,1,1,-1]        <td>0   <td>3
<tr><td>55<td> A <td>1 <td>[1,-1,0,-4,3]        <td>0   <td>4
<tr><td>56<td> A <td>1 <td>[0,0,0,1,2]  <td>0   <td>4
<tr><td>56<td> B <td>1 <td>[0,-1,0,0,-4]        <td>0   <td>2
<tr><td>57<td> A <td>1 <td>[0,-1,1,-2,2]        <td>1   <td>1
<tr><td>57<td> B <td>1 <td>[1,0,1,-7,5] <td>0   <td>4
<tr><td>57<td> C <td>1 <td>[0,1,1,20,-32]       <td>0   <td>5
<tr><td>58<td> A <td>1 <td>[1,-1,0,-1,1]        <td>1   <td>1
<tr><td>58<td> B <td>1 <td>[1,1,1,5,9]  <td>0   <td>5
<tr><td>61<td> A <td>1 <td>[1,0,0,-2,1] <td>1   <td>1
<tr><td>62<td> A <td>1 <td>[1,-1,1,-1,1]        <td>0   <td>4
<tr><td>63<td> A <td>1 <td>[1,-1,0,9,0] <td>0   <td>2
<tr><td>64<td> A <td>1 <td>[0,0,0,-4,0] <td>0   <td>4
<tr><td>65<td> A <td>1 <td>[1,0,0,-1,0] <td>1   <td>2
<tr><td>66<td> A <td>1 <td>[1,0,1,-6,4] <td>0   <td>6
<tr><td>66<td> B <td>1 <td>[1,1,1,-2,-1]        <td>0   <td>4
<tr><td>66<td> C <td>1 <td>[1,0,0,-45,81]       <td>0   1<td>0
<tr><td>67<td> A <td>1 <td>[0,1,1,-12,-21]      <td>0   <td>1
<tr><td>69<td> A <td>1 <td>[1,0,1,-1,-1]        <td>0   <td>2
<tr><td>70<td> A <td>1 <td>[1,-1,1,2,-3]        <td>0   <td>4
<tr><td>72<td> A <td>1 <td>[0,0,0,6,-7] <td>0   <td>4
<tr><td>73<td> A <td>1 <td>[1,-1,0,4,-3]        <td>0   <td>2
<tr><td>75<td> A <td>1 <td>[0,-1,1,-8,-7]       <td>0   <td>1
<tr><td>75<td> B <td>1 <td>[1,0,1,-1,23]        <td>0   <td>2
<tr><td>75<td> C <td>1 <td>[0,1,1,2,4]  <td>0   <td>5
<tr><td>76<td> A <td>1 <td>[0,-1,0,-21,-31]     <td>0   <td>1
<tr><td>77<td> A <td>1 <td>[0,0,1,2,0]  <td>1   <td>1
<tr><td>77<td> B <td>1 <td>[0,1,1,-49,600]      <td>0   <td>3
<tr><td>77<td> C <td>1 <td>[1,1,0,4,11] <td>0   <td>2
<tr><td>78<td> A <td>1 <td>[1,1,0,-19,685]      <td>0   <td>2
<tr><td>79<td> A <td>1 <td>[1,1,1,-2,0] <td>1   <td>1
<tr><td>80<td> A <td>1 <td>[0,0,0,-7,6] <td>0   <td>4
<tr><td>80<td> B <td>1 <td>[0,-1,0,4,-4]        <td>0   <td>2
<tr><td>82<td> A <td>1 <td>[1,0,1,-2,0] <td>1   <td>2
<tr><td>83<td> A <td>1 <td>[1,1,1,1,0]  <td>1   <td>1
<tr><td>84<td> A <td>1 <td>[0,1,0,7,0]  <td>0   <td>6
<tr><td>84<td> B <td>1 <td>[0,-1,0,-1,-2]       <td>0   <td>2
<tr><td>85<td> A <td>1 <td>[1,1,0,-8,-13]       <td>0   <td>2
<tr><td>88<td> A <td>1 <td>[0,0,0,-4,4] <td>1   <td>1
<tr><td>89<td> A <td>1 <td>[1,1,1,-1,0] <td>1   <td>1
<tr><td>89<td> B <td>1 <td>[1,1,0,4,5]  <td>0   <td>2
<tr><td>90<td> A <td>1 <td>[1,-1,0,6,0] <td>0   <td>6
<tr><td>90<td> B <td>1 <td>[1,-1,1,-8,11]       <td>0   <td>6
<tr><td>90<td> C <td>1 <td>[1,-1,1,13,-61]      <td>0   <td>4
<tr><td>91<td> A <td>1 <td>[0,0,1,1,0]  <td>1   <td>1
<tr><td>91<td> B <td>1 <td>[0,1,1,-7,5] <td>1   <td>3
<tr><td>92<td> A <td>1 <td>[0,1,0,2,1]  <td>0   <td>3
<tr><td>92<td> B <td>1 <td>[0,0,0,-1,1] <td>1   <td>1
<tr><td>94<td> A <td>1 <td>[1,-1,1,0,-1]        <td>0   <td>2
<tr><td>96<td> A <td>1 <td>[0,1,0,-2,0] <td>0   <td>4
<tr><td>96<td> B <td>1 <td>[0,-1,0,-2,0]        <td>0   <td>4
<tr><td>98<td> A <td>1 <td>[1,1,0,-25,-111]     <td>0   <td>2
<tr><td>99<td> A <td>1 <td>[1,-1,1,-2,0]        <td>1   <td>2
<tr><td>99<td> B <td>1 <td>[1,-1,1,-59,186]     <td>0   <td>4
<tr><td>99<td> C <td>1 <td>[1,-1,0,-15,8]       <td>0   <td>2
<tr><td>99<td> D <td>1 <td>[0,0,1,-3,-5]        <td>0   <td>1
<tr><td>100<td> A <td>1 <td>[0,-1,0,-33,62]     <td>0   <td>2
<tr><td>101<td> A <td>1 <td>[0,1,1,-1,-1]       <td>1   <td>1
<tr><td>102<td> A <td>1 <td>[1,1,0,-2,0]        <td>1   <td>2
<tr><td>102<td> B <td>1 <td>[1,0,0,-34,68]      <td>0   <td>8
<tr><td>102<td> C <td>1 <td>[1,0,1,-256,1550]   <td>0   <td>6
<tr><td>104<td> A <td>1 <td>[0,1,0,-16,-32]     <td>0   <td>1
<tr><td>105<td> A <td>1 <td>[1,0,1,-3,1]        <td>0   <td>2
<tr><td>106<td> A <td>1 <td>[1,0,0,1,1] <td>0   <td>3
<tr><td>106<td> B <td>1 <td>[1,1,0,-7,5]        <td>1   <td>1
<tr><td>106<td> C <td>1 <td>[1,0,0,-283,-2351]  <td>0   <td>3
<tr><td>106<td> D <td>1 <td>[1,1,0,-27,-67]     <td>0   <td>1
<tr><td>108<td> A <td>1 <td>[0,0,0,0,4] <td>0   <td>3
<tr><td>109<td> A <td>1 <td>[1,-1,0,-8,-7]      <td>0   <td>1
<tr><td>110<td> A <td>1 <td>[1,1,1,10,-45]      <td>0   <td>5
<tr><td>110<td> B <td>1 <td>[1,0,0,-1,1]        <td>0   <td>3
<tr><td>110<td> C <td>1 <td>[1,0,1,-89,316]     <td>0   <td>3
<tr><td>112<td> A <td>1 <td>[0,1,0,0,4] <td>1   <td>2
<tr><td>112<td> B <td>1 <td>[0,0,0,1,-2]        <td>0   <td>2
<tr><td>112<td> C <td>1 <td>[0,-1,0,-8,-16]     <td>0   <td>2
<tr><td>113<td> A <td>1 <td>[1,1,1,3,-4]        <td>0   <td>2
<tr><td>114<td> A <td>1 <td>[1,0,0,-8,0]        <td>0   <td>6
<tr><td>114<td> B <td>1 <td>[1,1,0,-95,-399]    <td>0   <td>2
<tr><td>114<td> C <td>1 <td>[1,1,1,-352,-2431]  <td>0   <td>4
<tr><td>115<td> A <td>1 <td>[0,0,1,7,-11]       <td>0   <td>1
<tr><td>116<td> A <td>1 <td>[0,0,0,-4831,-129242]       <td>0   <td>1
<tr><td>116<td> B <td>1 <td>[0,1,0,-4,4]        <td>0   <td>3
<tr><td>116<td> C <td>1 <td>[0,-1,0,-4,24]      <td>0   <td>2
<tr><td>117<td> A <td>1 <td>[1,-1,1,4,6]        <td>1   <td>4
<tr><td>118<td> A <td>1 <td>[1,1,0,1,1] <td>1   <td>1
<tr><td>118<td> B <td>1 <td>[1,1,1,-25,39]      <td>0   <td>5
<tr><td>118<td> C <td>1 <td>[1,1,1,-4,-5]       <td>0   <td>1
<tr><td>118<td> D <td>1 <td>[1,1,0,56,-192]     <td>0   <td>1
<tr><td>120<td> A <td>1 <td>[0,1,0,-15,18]      <td>0   <td>4
<tr><td>120<td> B <td>1 <td>[0,1,0,4,0] <td>0   <td>2
<tr><td>121<td> A <td>1 <td>[1,1,1,-30,-76]     <td>0   <td>1
<tr><td>121<td> B <td>1 <td>[0,-1,1,-7,10]      <td>1   <td>1
<tr><td>121<td> C <td>1 <td>[1,1,0,-2,-7]       <td>0   <td>1
<tr><td>121<td> D <td>1 <td>[0,-1,1,-40,-221]   <td>0   <td>1
<tr><td>122<td> A <td>1 <td>[1,0,1,2,0] <td>1   <td>1
<tr><td>123<td> A <td>1 <td>[0,1,1,-10,10]      <td>1   <td>5
<tr><td>123<td> B <td>1 <td>[0,-1,1,1,-1]       <td>1   <td>1
<tr><td>124<td> A <td>1 <td>[0,1,0,-2,1]        <td>1   <td>3
<tr><td>124<td> B <td>1 <td>[0,0,0,-17,-27]     <td>0   <td>1
<tr><td>126<td> A <td>1 <td>[1,-1,1,-5,-7]      <td>0   <td>2
<tr><td>126<td> B <td>1 <td>[1,-1,0,-36,-176]   <td>0   <td>2
<tr><td>128<td> A <td>1 <td>[0,1,0,1,1] <td>1   <td>2
<tr><td>128<td> B <td>1 <td>[0,1,0,3,-5]        <td>0   <td>2
<tr><td>128<td> C <td>1 <td>[0,-1,0,1,-1]       <td>0   <td>2
<tr><td>128<td> D <td>1 <td>[0,-1,0,3,5]        <td>0   <td>2
<tr><td>129<td> A <td>1 <td>[0,-1,1,-19,39]     <td>1   <td>1
<tr><td>129<td> B <td>1 <td>[1,0,1,-30,-29]     <td>0   <td>4
<tr><td>130<td> A <td>1 <td>[1,0,1,-33,68]      <td>1   <td>6
<tr><td>130<td> B <td>1 <td>[1,-1,1,-7,-1]      <td>0   <td>4
<tr><td>130<td> C <td>1 <td>[1,1,1,-841,-9737]  <td>0   <td>2
<tr><td>131<td> A <td>1 <td>[0,-1,1,1,0]        <td>1   <td>1
<tr><td>132<td> A <td>1 <td>[0,1,0,3,0] <td>0   <td>2
<tr><td>132<td> B <td>1 <td>[0,-1,0,-77,330]    <td>0   <td>2
<tr><td>135<td> A <td>1 <td>[0,0,1,-3,4]        <td>1   <td>1
<tr><td>135<td> B <td>1 <td>[0,0,1,-27,-115]    <td>0   <td>1
<tr><td>136<td> A <td>1 <td>[0,1,0,-4,0]        <td>1   <td>2
<tr><td>136<td> B <td>1 <td>[0,-1,0,-8,-4]      <td>0   <td>2
<tr><td>138<td> A <td>1 <td>[1,1,0,-1,1]        <td>1   <td>2
<tr><td>138<td> B <td>1 <td>[1,0,1,-36,82]      <td>0   <td>6
<tr><td>138<td> C <td>1 <td>[1,1,1,3,3] <td>0   <td>4
<tr><td>139<td> A <td>1 <td>[1,1,0,-3,-4]       <td>0   <td>1
<tr><td>140<td> A <td>1 <td>[0,1,0,-5,-25]      <td>0   <td>3
<tr><td>140<td> B <td>1 <td>[0,0,0,32,212]      <td>0   <td>1
<tr><td>141<td> A <td>1 <td>[0,1,1,-12,2]       <td>1   <td>1
<tr><td>141<td> B <td>1 <td>[1,1,1,-8,-16]      <td>0   <td>2
<tr><td>141<td> C <td>1 <td>[1,0,0,-2,3]        <td>0   <td>4
<tr><td>141<td> D <td>1 <td>[0,-1,1,-1,0]       <td>1   <td>1
<tr><td>141<td> E <td>1 <td>[0,1,1,-26,-61]     <td>0   <td>1
<tr><td>142<td> A <td>1 <td>[1,-1,1,-12,15]     <td>1   <td>1
<tr><td>142<td> B <td>1 <td>[1,1,0,-1,-1]       <td>1   <td>1
<tr><td>142<td> C <td>1 <td>[1,-1,0,-1,-3]      <td>0   <td>2
<tr><td>142<td> D <td>1 <td>[1,0,0,-8,8]        <td>0   <td>3
<tr><td>142<td> E <td>1 <td>[1,-1,0,-2626,52244]        <td>0   <td>1
<tr><td>143<td> A <td>1 <td>[0,-1,1,-1,-2]      <td>1   <td>1
<tr><td>144<td> A <td>1 <td>[0,0,0,0,-1]        <td>0   <td>2
<tr><td>144<td> B <td>1 <td>[0,0,0,6,7] <td>0   <td>2
<tr><td>145<td> A <td>1 <td>[1,-1,1,-3,2]       <td>1   <td>2
<tr><td>147<td> A <td>1 <td>[1,1,1,48,48]       <td>0   <td>4
<tr><td>147<td> B <td>1 <td>[0,1,1,-114,473]    <td>0   <td>1
<tr><td>147<td> C <td>1 <td>[0,-1,1,-2,-1]      <td>0   <td>1
<tr><td>148<td> A <td>1 <td>[0,-1,0,-5,1]       <td>1   <td>1
<tr><td>150<td> A <td>1 <td>[1,0,0,-3,-3]       <td>0   <td>2
<tr><td>150<td> B <td>1 <td>[1,1,0,-75,-375]    <td>0   <td>2
<tr><td>150<td> C <td>1 <td>[1,1,1,37,281]      <td>0   <td>4
<tr><td>152<td> A <td>1 <td>[0,1,0,-1,3]        <td>1   <td>1
<tr><td>152<td> B <td>1 <td>[0,1,0,-8,-16]      <td>0   <td>1
<tr><td>153<td> A <td>1 <td>[0,0,1,-3,2]        <td>1   <td>1
<tr><td>153<td> B <td>1 <td>[0,0,1,6,27]        <td>1   <td>1
<tr><td>153<td> C <td>1 <td>[1,-1,0,-6,-1]      <td>0   <td>2
<tr><td>153<td> D <td>1 <td>[0,0,1,-27,-61]     <td>0   <td>1
<tr><td>154<td> A <td>1 <td>[1,-1,0,-29,69]     <td>1   <td>2
<tr><td>154<td> B <td>1 <td>[1,-1,1,-4,-89]     <td>0   <td>4
<tr><td>154<td> C <td>1 <td>[1,1,0,-14,-28]     <td>0   <td>2
<tr><td>155<td> A <td>1 <td>[0,-1,1,10,6]       <td>1   <td>5
<tr><td>155<td> B <td>1 <td>[1,1,1,-1,-2]       <td>0   <td>2
<tr><td>155<td> C <td>1 <td>[0,-1,1,-1,1]       <td>1   <td>1
<tr><td>156<td> A <td>1 <td>[0,-1,0,-5,6]       <td>1   <td>2
<tr><td>156<td> B <td>1 <td>[0,1,0,-13,-4]      <td>0   <td>6
<tr><td>158<td> A <td>1 <td>[1,-1,1,-9,9]       <td>1   <td>1
<tr><td>158<td> B <td>1 <td>[1,1,0,-3,1]        <td>1   <td>1
<tr><td>158<td> C <td>1 <td>[1,1,1,-420,3109]   <td>0   <td>5
<tr><td>158<td> D <td>1 <td>[1,0,1,-82,-92]     <td>0   <td>3
<tr><td>158<td> E <td>1 <td>[1,1,1,1,1] <td>0   <td>2
<tr><td>160<td> A <td>1 <td>[0,1,0,-6,4]        <td>1   <td>2
<tr><td>160<td> B <td>1 <td>[0,-1,0,-6,-4]      <td>0   <td>2
<tr><td>161<td> A <td>1 <td>[1,-1,1,-9,8]       <td>0   <td>4
<tr><td>162<td> A <td>1 <td>[1,-1,0,-6,8]       <td>1   <td>3
<tr><td>162<td> B <td>1 <td>[1,-1,1,-5,5]       <td>0   <td>3
<tr><td>162<td> C <td>1 <td>[1,-1,0,3,-1]       <td>0   <td>3
<tr><td>162<td> D <td>1 <td>[1,-1,1,4,-1]       <td>0   <td>3
<tr><td>163<td> A <td>1 <td>[0,0,1,-2,1]        <td>1   <td>1
<tr><td>166<td> A <td>1 <td>[1,1,0,-6,4]        <td>1   <td>1
<tr><td>168<td> A <td>1 <td>[0,1,0,-7,-10]      <td>0   <td>2
<tr><td>168<td> B <td>1 <td>[0,-1,0,-7,52]      <td>0   <td>4
<tr><td>170<td> A <td>1 <td>[1,0,1,-8,6]        <td>1   <td>2
<tr><td>170<td> B <td>1 <td>[1,0,1,-2554,49452] <td>0   <td>6
<tr><td>170<td> C <td>1 <td>[1,0,0,399,-919]    <td>0   <td>3
<tr><td>170<td> D <td>1 <td>[1,0,1,-3,6]        <td>0   <td>3
<tr><td>170<td> E <td>1 <td>[1,-1,0,-10,-10]    <td>0   <td>1
<tr><td>171<td> A <td>1 <td>[1,-1,1,-14,20]     <td>0   <td>4
<tr><td>171<td> B <td>1 <td>[0,0,1,6,0] <td>1   <td>1
<tr><td>171<td> C <td>1 <td>[0,0,1,177,1035]    <td>0   <td>1
<tr><td>171<td> D <td>1 <td>[0,0,1,-21,-41]     <td>0   <td>1
<tr><td>172<td> A <td>1 <td>[0,1,0,-13,15]      <td>1   <td>3
<tr><td>174<td> A <td>1 <td>[1,0,1,-7705,1226492]       <td>0   <td>3
<tr><td>174<td> B <td>1 <td>[1,0,0,-1,137]      <td>0   <td>7
<tr><td>174<td> C <td>1 <td>[1,1,1,-5,-7]       <td>0   <td>1
<tr><td>174<td> D <td>1 <td>[1,0,1,0,-2]        <td>0   <td>2
<tr><td>174<td> E <td>1 <td>[1,1,0,-56,-192]    <td>0   <td>1
<tr><td>175<td> A <td>1 <td>[0,-1,1,2,-2]       <td>1   <td>1
<tr><td>175<td> B <td>1 <td>[0,-1,1,-33,93]     <td>1   <td>1
<tr><td>175<td> C <td>1 <td>[0,1,1,42,-131]     <td>0   <td>1
<tr><td>176<td> A <td>1 <td>[0,0,0,-4,-4]       <td>0   <td>1
<tr><td>176<td> B <td>1 <td>[0,1,0,-5,-13]      <td>0   <td>1
<tr><td>176<td> C <td>1 <td>[0,-1,0,3,1]        <td>1   <td>1
<tr><td>178<td> A <td>1 <td>[1,0,0,6,-28]       <td>0   <td>3
<tr><td>178<td> B <td>1 <td>[1,1,0,-44,80]      <td>0   <td>2
<tr><td>179<td> A <td>1 <td>[0,0,1,-1,-1]       <td>0   <td>1
<tr><td>180<td> A <td>1 <td>[0,0,0,-12,-11]     <td>0   <td>2
<tr><td>182<td> A <td>1 <td>[1,-1,1,866,6445]   <td>0   <td>4
<tr><td>182<td> B <td>1 <td>[1,0,0,7,-7]        <td>0   <td>3
<tr><td>182<td> C <td>1 <td>[1,0,1,-4609,120244]        <td>0   <td>1
<tr><td>182<td> D <td>1 <td>[1,-1,1,3,-5]       <td>0   <td>1
<tr><td>182<td> E <td>1 <td>[1,-1,0,-22,884]    <td>0   <td>1
<tr><td>184<td> A <td>1 <td>[0,-1,0,0,1]        <td>1   <td>1
<tr><td>184<td> B <td>1 <td>[0,-1,0,-4,5]       <td>1   <td>1
<tr><td>184<td> C <td>1 <td>[0,0,0,5,6] <td>0   <td>2
<tr><td>184<td> D <td>1 <td>[0,0,0,-55,-157]    <td>0   <td>1
<tr><td>185<td> A <td>1 <td>[0,1,1,-156,700]    <td>1   <td>1
<tr><td>185<td> B <td>1 <td>[0,-1,1,-5,6]       <td>1   <td>1
<tr><td>185<td> C <td>1 <td>[1,0,1,-4,-3]       <td>1   <td>2
<tr><td>186<td> A <td>1 <td>[1,1,0,-83,-369]    <td>0   <td>1
<tr><td>186<td> B <td>1 <td>[1,0,0,15,9]        <td>0   <td>5
<tr><td>186<td> C <td>1 <td>[1,0,1,-17,-28]     <td>0   <td>1
<tr><td>187<td> A <td>1 <td>[0,1,1,11,30]       <td>0   <td>3
<tr><td>187<td> B <td>1 <td>[0,0,1,7,1] <td>0   <td>1
<tr><td>189<td> A <td>1 <td>[0,0,1,-3,0]        <td>1   <td>1
<tr><td>189<td> B <td>1 <td>[0,0,1,-24,45]      <td>1   <td>3
<tr><td>189<td> C <td>1 <td>[0,0,1,-6,3]        <td>0   <td>3
<tr><td>189<td> D <td>1 <td>[0,0,1,-27,-7]      <td>0   <td>1
<tr><td>190<td> A <td>1 <td>[1,-1,1,-48,147]    <td>1   <td>1
<tr><td>190<td> B <td>1 <td>[1,1,0,2,2] <td>1   <td>1
<tr><td>190<td> C <td>1 <td>[1,0,0,-30,-100]    <td>0   <td>3
<tr><td>192<td> A <td>1 <td>[0,-1,0,-4,-2]      <td>1   <td>2
<tr><td>192<td> B <td>1 <td>[0,1,0,-4,2]        <td>0   <td>2
<tr><td>192<td> C <td>1 <td>[0,1,0,3,3] <td>0   <td>2
<tr><td>192<td> D <td>1 <td>[0,-1,0,3,-3]       <td>0   <td>2
<tr><td>194<td> A <td>1 <td>[1,-1,1,-3,-1]      <td>0   <td>2
<tr><td>195<td> A <td>1 <td>[1,0,0,-110,435]    <td>0   <td>4
<tr><td>195<td> B <td>1 <td>[0,1,1,0,-1]        <td>0   <td>1
<tr><td>195<td> C <td>1 <td>[0,1,1,-66,-349]    <td>0   <td>1
<tr><td>195<td> D <td>1 <td>[0,-1,1,-190,1101]  <td>0   <td>1
<tr><td>196<td> A <td>1 <td>[0,-1,0,-2,1]       <td>1   <td>1
<tr><td>196<td> B <td>1 <td>[0,1,0,-114,-127]   <td>0   <td>3
<tr><td>197<td> A <td>1 <td>[0,0,1,-5,4]        <td>1   <td>1
<tr><td>198<td> A <td>1 <td>[1,-1,0,-18,4]      <td>1   <td>2
<tr><td>198<td> B <td>1 <td>[1,-1,1,-50,-115]   <td>0   <td>2
<tr><td>198<td> C <td>1 <td>[1,-1,1,-65,209]    <td>0   <td>6
<tr><td>198<td> D <td>1 <td>[1,-1,0,-87,333]    <td>0   <td>6
<tr><td>198<td> E <td>1 <td>[1,-1,0,-405,-2187] <td>0   <td>2
<tr><td>200<td> A <td>1 <td>[0,0,0,125,-1250]   <td>0   <td>1
<tr><td>200<td> B <td>1 <td>[0,1,0,-3,-2]       <td>1   <td>2
<tr><td>200<td> C <td>1 <td>[0,0,0,-50,125]     <td>0   <td>4
<tr><td>200<td> D <td>1 <td>[0,-1,0,-83,-88]    <td>0   <td>2
<tr><td>200<td> E <td>1 <td>[0,0,0,5,-10]       <td>0   <td>1
<tr><td>201<td> A <td>1 <td>[0,-1,1,2,0]        <td>1   <td>1
<tr><td>201<td> B <td>1 <td>[1,0,0,-1,2]        <td>1   <td>1
<tr><td>201<td> C <td>1 <td>[1,1,0,-794,8289]   <td>1   <td>1
<tr><td>202<td> A <td>1 <td>[1,-1,0,4,-176]     <td>0   <td>1
<tr><td>203<td> A <td>1 <td>[0,-1,1,20,-8]      <td>0   <td>5
<tr><td>203<td> B <td>1 <td>[1,1,1,0,-2]        <td>1   <td>1
<tr><td>203<td> C <td>1 <td>[1,1,0,-9,8]        <td>0   <td>2
<tr><td>204<td> A <td>1 <td>[0,-1,0,-1621,-24623]       <td>0   <td>1
<tr><td>204<td> B <td>1 <td>[0,1,0,-5,-9]       <td>0   <td>1
<tr><td>205<td> A <td>1 <td>[1,-1,1,-22,44]     <td>1   <td>4
<tr><td>205<td> B <td>1 <td>[1,1,1,-21,-46]     <td>0   <td>2
<tr><td>205<td> C <td>1 <td>[1,1,0,-2,-1]       <td>0   <td>2
<tr><td>206<td> A <td>1 <td>[1,1,0,2,0] <td>0   <td>2
<tr><td>207<td> A <td>1 <td>[1,-1,1,-5,20]      <td>1   <td>2
<tr><td>208<td> A <td>1 <td>[0,-1,0,8,-16]      <td>1   <td>1
<tr><td>208<td> B <td>1 <td>[0,-1,0,-16,32]     <td>1   <td>1
<tr><td>208<td> C <td>1 <td>[0,0,0,1,10]        <td>0   <td>2
<tr><td>208<td> D <td>1 <td>[0,0,0,-43,-166]    <td>0   <td>1
<tr><td>209<td> A <td>1 <td>[0,1,1,-27,55]      <td>1   <td>3
<tr><td>210<td> A <td>1 <td>[1,0,0,-41,-39]     <td>0   <td>6
<tr><td>210<td> B <td>1 <td>[1,0,1,-498,4228]   <td>0   <td>6
<tr><td>210<td> C <td>1 <td>[1,1,1,10,-13]      <td>0   <td>4
<tr><td>210<td> D <td>1 <td>[1,1,0,-3,-3]       <td>1   <td>2
<tr><td>210<td> E <td>1 <td>[1,0,0,210,900]     <td>0   <td>8
<tr><td>212<td> A <td>1 <td>[0,-1,0,-4,8]       <td>1   <td>1
<tr><td>212<td> B <td>1 <td>[0,-1,0,-12,-40]    <td>0   <td>2
<tr><td>213<td> A <td>1 <td>[1,0,1,0,1] <td>0   <td>2
<tr><td>214<td> A <td>1 <td>[1,0,0,-12,16]      <td>1   <td>1
<tr><td>214<td> B <td>1 <td>[1,0,1,1,0] <td>1   <td>1
<tr><td>214<td> C <td>1 <td>[1,0,1,-193,1012]   <td>1   <td>1
<tr><td>214<td> D <td>1 <td>[1,0,0,2,4] <td>0   <td>3
<tr><td>215<td> A <td>1 <td>[0,0,1,-8,-12]      <td>1   <td>1
<tr><td>216<td> A <td>1 <td>[0,0,0,-12,20]      <td>1   <td>1
<tr><td>216<td> B <td>1 <td>[0,0,0,-3,-34]      <td>0   <td>1
<tr><td>216<td> C <td>1 <td>[0,0,0,-27,918]     <td>0   <td>1
<tr><td>216<td> D <td>1 <td>[0,0,0,-108,-540]   <td>0   <td>1
<tr><td>218<td> A <td>1 <td>[1,0,0,-2,4]        <td>1   <td>3
<tr><td>219<td> A <td>1 <td>[0,-1,1,-6,8]       <td>1   <td>1
<tr><td>219<td> B <td>1 <td>[0,1,1,3,2] <td>1   <td>3
<tr><td>219<td> C <td>1 <td>[1,1,0,-82,-305]    <td>1   <td>2
<tr><td>220<td> A <td>1 <td>[0,1,0,-45,100]     <td>1   <td>6
<tr><td>220<td> B <td>1 <td>[0,-1,0,-5,2]       <td>0   <td>2
<tr><td>221<td> A <td>1 <td>[1,-1,1,-733,7804]  <td>0   <td>2
<tr><td>221<td> B <td>1 <td>[1,1,0,-59,152]     <td>0   <td>2
<tr><td>222<td> A <td>1 <td>[1,0,0,2,-4]        <td>0   <td>3
<tr><td>222<td> B <td>1 <td>[1,1,1,17,179]      <td>0   <td>1
<tr><td>222<td> C <td>1 <td>[1,1,0,16,0]        <td>0   <td>2
<tr><td>222<td> D <td>1 <td>[1,0,1,1,-46]       <td>0   <td>1
<tr><td>222<td> E <td>1 <td>[1,1,0,-182317,29887645]    <td>0   <td>1
<tr><td>224<td> A <td>1 <td>[0,1,0,2,0] <td>1   <td>2
<tr><td>224<td> B <td>1 <td>[0,-1,0,2,0]        <td>0   <td>2
<tr><td>225<td> A <td>1 <td>[0,0,1,0,1] <td>1   <td>1
<tr><td>225<td> B <td>1 <td>[0,0,1,0,156]       <td>0   <td>3
<tr><td>225<td> C <td>1 <td>[1,-1,1,-5,-628]    <td>0   <td>4
<tr><td>225<td> D <td>1 <td>[0,0,1,15,-99]      <td>0   <td>1
<tr><td>225<td> E <td>1 <td>[0,0,1,-75,256]     <td>1   <td>1
<tr><td>226<td> A <td>1 <td>[1,0,0,-5,1]        <td>1   <td>2
<tr><td>228<td> A <td>1 <td>[0,-1,0,3,18]       <td>0   <td>2
<tr><td>228<td> B <td>1 <td>[0,-1,0,3,9]        <td>1   <td>1
<tr><td>229<td> A <td>1 <td>[1,0,0,-2,-1]       <td>1   <td>1
<tr><td>231<td> A <td>1 <td>[1,1,1,-34,62]      <td>0   <td>4
<tr><td>232<td> A <td>1 <td>[0,-1,0,8,-4]       <td>1   <td>1
<tr><td>232<td> B <td>1 <td>[0,1,0,-80,-304]    <td>0   <td>1
<tr><td>233<td> A <td>1 <td>[1,0,1,0,11]        <td>0   <td>2
<tr><td>234<td> A <td>1 <td>[1,-1,0,-24,-64]    <td>0   <td>1
<tr><td>234<td> B <td>1 <td>[1,-1,1,-29,-107]   <td>0   <td>2
<tr><td>234<td> C <td>1 <td>[1,-1,0,-3,5]       <td>1   <td>2
<tr><td>234<td> D <td>1 <td>[1,-1,1,-176,-18669]        <td>0   <td>4
<tr><td>234<td> E <td>1 <td>[1,-1,1,4,-7]       <td>0   <td>1
<tr><td>235<td> A <td>1 <td>[1,1,1,-5,0]        <td>1   <td>1
<tr><td>235<td> B <td>1 <td>[1,1,1,-3551,-82926]        <td>0   <td>1
<tr><td>235<td> C <td>1 <td>[0,-1,1,4,1]        <td>0   <td>1
<tr><td>236<td> A <td>1 <td>[0,-1,0,-1,2]       <td>1   <td>1
<tr><td>236<td> B <td>1 <td>[0,1,0,-9,8]        <td>0   <td>3
<tr><td>238<td> A <td>1 <td>[1,0,0,-60,16]      <td>1   <td>2
<tr><td>238<td> B <td>1 <td>[1,-1,0,2,0]        <td>1   <td>2
<tr><td>238<td> C <td>1 <td>[1,-1,1,-19,35]     <td>0   <td>4
<tr><td>238<td> D <td>1 <td>[1,1,1,-18,-37]     <td>0   <td>2
<tr><td>238<td> E <td>1 <td>[1,1,0,32,0]        <td>0   <td>2
<tr><td>240<td> A <td>1 <td>[0,-1,0,-15,-18]    <td>0   <td>2
<tr><td>240<td> B <td>1 <td>[0,-1,0,24,-144]    <td>0   <td>2
<tr><td>240<td> C <td>1 <td>[0,-1,0,4,0]        <td>1   <td>2
<tr><td>240<td> D <td>1 <td>[0,1,0,0,-12]       <td>0   <td>2
<tr><td>242<td> A <td>1 <td>[1,0,0,3,1] <td>1   <td>1
<tr><td>242<td> B <td>1 <td>[1,0,1,360,-970]    <td>0   <td>3
<tr><td>243<td> A <td>1 <td>[0,0,1,0,-1]        <td>1   <td>1
<tr><td>243<td> B <td>1 <td>[0,0,1,0,2] <td>0   <td>3
<tr><td>244<td> A <td>1 <td>[0,0,0,1,6] <td>1   <td>1
<tr><td>245<td> A <td>1 <td>[0,0,1,-7,12]       <td>1   <td>1
<tr><td>245<td> B <td>1 <td>[0,0,1,-343,-4202]  <td>0   <td>1
<tr><td>245<td> C <td>1 <td>[0,-1,1,-65,-204]   <td>1   <td>1
<tr><td>246<td> A <td>1 <td>[1,1,1,-270,-1821]  <td>0   <td>1
<tr><td>246<td> B <td>1 <td>[1,0,0,-175,-27847] <td>0   <td>5
<tr><td>246<td> C <td>1 <td>[1,0,1,-453897,-117739700]  <td>0   <td>2
<tr><td>246<td> D <td>1 <td>[1,1,0,-66,180]     <td>1   <td>2
<tr><td>246<td> E <td>1 <td>[1,0,0,-9,9]        <td>0   <td>4
<tr><td>246<td> F <td>1 <td>[1,0,1,-2,2]        <td>0   <td>3
<tr><td>246<td> G <td>1 <td>[1,1,0,-41,-123]    <td>0   <td>1
<tr><td>248<td> A <td>1 <td>[0,1,0,0,1] <td>1   <td>1
<tr><td>248<td> B <td>1 <td>[0,1,0,8,0] <td>0   <td>2
<tr><td>248<td> C <td>1 <td>[0,0,0,1,-1]        <td>1   <td>1
<tr><td>249<td> A <td>1 <td>[1,1,1,-55,134]     <td>1   <td>1
<tr><td>249<td> B <td>1 <td>[1,1,0,2,1] <td>1   <td>1
<tr><td>252<td> A <td>1 <td>[0,0,0,60,61]       <td>0   <td>2
<tr><td>252<td> B <td>1 <td>[0,0,0,-12,65]      <td>1   <td>2
<tr><td>254<td> A <td>1 <td>[1,0,0,-22,36]      <td>1   <td>3
<tr><td>254<td> B <td>1 <td>[1,0,0,2,0] <td>0   <td>2
<tr><td>254<td> C <td>1 <td>[1,-1,0,-5,-3]      <td>1   <td>1
<tr><td>254<td> D <td>1 <td>[1,-1,1,-19,51]     <td>0   <td>4
<tr><td>256<td> A <td>1 <td>[0,1,0,-3,1]        <td>1   <td>2
<tr><td>256<td> B <td>1 <td>[0,0,0,-2,0]        <td>1   <td>2
<tr><td>256<td> C <td>1 <td>[0,0,0,2,0] <td>0   <td>2
<tr><td>256<td> D <td>1 <td>[0,-1,0,-3,-1]      <td>0   <td>2
<tr><td>258<td> A <td>1 <td>[1,1,0,3,-3]        <td>1   <td>1
<tr><td>258<td> B <td>1 <td>[1,1,0,-1916,31440] <td>0   <td>2
<tr><td>258<td> C <td>1 <td>[1,0,1,-15,22]      <td>1   <td>1
<tr><td>258<td> D <td>1 <td>[1,1,1,-24,-39]     <td>0   <td>4
<tr><td>258<td> E <td>1 <td>[1,1,1,-44124,3549153]      <td>0   <td>1
<tr><td>258<td> F <td>1 <td>[1,0,0,159,1737]    <td>0   <td>7
<tr><td>258<td> G <td>1 <td>[1,0,0,-2,0]        <td>0   <td>2
<tr><td>259<td> A <td>1 <td>[1,-1,0,-5,-32]     <td>0   <td>2
<tr><td>260<td> A <td>1 <td>[0,-1,0,-281,1910]  <td>0   <td>2
<tr><td>262<td> A <td>1 <td>[1,0,0,1,25]        <td>1   <td>1
<tr><td>262<td> B <td>1 <td>[1,-1,0,-2,2]       <td>1   <td>1
<tr><td>264<td> A <td>1 <td>[0,1,0,-8,0]        <td>0   <td>2
<tr><td>264<td> B <td>1 <td>[0,-1,0,-12,-12]    <td>0   <td>2
<tr><td>264<td> C <td>1 <td>[0,1,0,1,6] <td>0   <td>4
<tr><td>264<td> D <td>1 <td>[0,1,0,-8016,-278928]       <td>0   <td>2
<tr><td>265<td> A <td>1 <td>[1,-1,1,-138,656]   <td>1   <td>2
<tr><td>267<td> A <td>1 <td>[0,1,1,-3,2]        <td>0   <td>3
<tr><td>267<td> B <td>1 <td>[0,-1,1,-441,6419]  <td>0   <td>1
<tr><td>268<td> A <td>1 <td>[0,-1,0,3,-7]       <td>0   <td>1
<tr><td>269<td> A <td>1 <td>[0,0,1,-2,-1]       <td>1   <td>1
<tr><td>270<td> A <td>1 <td>[1,-1,0,-15,35]     <td>0   <td>3
<tr><td>270<td> B <td>1 <td>[1,-1,1,7,-103]     <td>0   <td>3
<tr><td>270<td> C <td>1 <td>[1,-1,1,-2,-1]      <td>0   <td>1
<tr><td>270<td> D <td>1 <td>[1,-1,0,-159,813]   <td>0   <td>3
<tr><td>272<td> A <td>1 <td>[0,1,0,-8,4]        <td>1   <td>2
<tr><td>272<td> B <td>1 <td>[0,0,0,-11,-6]      <td>1   <td>2
<tr><td>272<td> C <td>1 <td>[0,-1,0,-4,0]       <td>0   <td>2
<tr><td>272<td> D <td>1 <td>[0,-1,0,-48,-64]    <td>0   <td>2
<tr><td>273<td> A <td>1 <td>[0,-1,1,-26,68]     <td>1   <td>1
<tr><td>273<td> B <td>1 <td>[0,1,1,2540,-157433]        <td>0   <td>1
<tr><td>274<td> A <td>1 <td>[1,0,0,-7,9]        <td>1   <td>1
<tr><td>274<td> B <td>1 <td>[1,-1,0,-2846,59156]        <td>1   <td>1
<tr><td>274<td> C <td>1 <td>[1,-1,0,-2,0]       <td>1   <td>2
<tr><td>275<td> A <td>1 <td>[1,-1,1,20,22]      <td>1   <td>4
<tr><td>275<td> B <td>1 <td>[0,1,1,-8,19]       <td>0   <td>1
<tr><td>277<td> A <td>1 <td>[1,0,1,0,-1]        <td>1   <td>1
<tr><td>278<td> A <td>1 <td>[1,0,0,-1,9]        <td>1   <td>1
<tr><td>278<td> B <td>1 <td>[1,0,1,-537,6908]   <td>0   <td>3
<tr><td>280<td> A <td>1 <td>[0,-1,0,-1,5]       <td>1   <td>1
<tr><td>280<td> B <td>1 <td>[0,0,0,-412,3316]   <td>1   <td>1
<tr><td>282<td> A <td>1 <td>[1,1,1,58,-61]      <td>0   <td>4
<tr><td>282<td> B <td>1 <td>[1,1,1,-15,21]      <td>1   <td>2
<tr><td>285<td> A <td>1 <td>[1,0,0,19,0]        <td>1   <td>2
<tr><td>285<td> B <td>1 <td>[1,1,0,2,-17]       <td>1   <td>2
<tr><td>285<td> C <td>1 <td>[1,1,0,23,-176]     <td>0   <td>2
<tr><td>286<td> A <td>1 <td>[1,0,1,-7,42]       <td>0   <td>3
<tr><td>286<td> B <td>1 <td>[1,1,1,13,177]      <td>1   <td>1
<tr><td>286<td> C <td>1 <td>[1,1,0,-33,61]      <td>1   <td>1
<tr><td>286<td> D <td>1 <td>[1,1,1,280,393]     <td>0   <td>5
<tr><td>286<td> E <td>1 <td>[1,1,1,-66,-313]    <td>0   <td>1
<tr><td>286<td> F <td>1 <td>[1,1,1,0,-1]        <td>0   <td>1
<tr><td>288<td> A <td>1 <td>[0,0,0,3,0] <td>1   <td>2
<tr><td>288<td> B <td>1 <td>[0,0,0,-21,-20]     <td>1   <td>4
<tr><td>288<td> C <td>1 <td>[0,0,0,-21,20]      <td>0   <td>4
<tr><td>288<td> D <td>1 <td>[0,0,0,-9,0]        <td>0   <td>4
<tr><td>288<td> E <td>1 <td>[0,0,0,27,0]        <td>0   <td>2
<tr><td>289<td> A <td>1 <td>[1,-1,1,-199,510]   <td>1   <td>4
<tr><td>290<td> A <td>1 <td>[1,-1,0,-70,-204]   <td>1   <td>2
<tr><td>291<td> A <td>1 <td>[0,-1,1,-2174,151262]       <td>0   <td>1
<tr><td>291<td> B <td>1 <td>[1,1,1,-169,686]    <td>0   <td>4
<tr><td>291<td> C <td>1 <td>[1,1,1,-3,0]        <td>1   <td>2
<tr><td>291<td> D <td>1 <td>[0,-1,1,0,-1]       <td>0   <td>1
<tr><td>294<td> A <td>1 <td>[1,1,1,-50,293]     <td>0   <td>1
<tr><td>294<td> B <td>1 <td>[1,0,0,-1,-1]       <td>0   <td>1
<tr><td>294<td> C <td>1 <td>[1,0,0,-197,-2367]  <td>0   <td>4
<tr><td>294<td> D <td>1 <td>[1,0,1,23,-52]      <td>0   <td>3
<tr><td>294<td> E <td>1 <td>[1,1,0,1151,18901]  <td>0   <td>1
<tr><td>294<td> F <td>1 <td>[1,1,0,122,-10940]  <td>0   <td>2
<tr><td>294<td> G <td>1 <td>[1,0,1,2,32]        <td>1   <td>2
<tr><td>296<td> A <td>1 <td>[0,-1,0,-9,13]      <td>1   <td>1
<tr><td>296<td> B <td>1 <td>[0,-1,0,-33,85]     <td>1   <td>1
<tr><td>297<td> A <td>1 <td>[0,0,1,-81,290]     <td>1   <td>1
<tr><td>297<td> B <td>1 <td>[1,-1,1,1,0]        <td>1   <td>1
<tr><td>297<td> C <td>1 <td>[1,-1,0,12,-19]     <td>1   <td>1
<tr><td>297<td> D <td>1 <td>[0,0,1,-9,-11]      <td>0   <td>1
<tr><td>298<td> A <td>1 <td>[1,0,0,-19,33]      <td>1   <td>1
<tr><td>298<td> B <td>1 <td>[1,-1,0,1,-1]       <td>1   <td>1
<tr><td>300<td> A <td>1 <td>[0,-1,0,-13,-23]    <td>0   <td>1
<tr><td>300<td> B <td>1 <td>[0,1,0,-333,-3537]  <td>0   <td>3
<tr><td>300<td> C <td>1 <td>[0,1,0,-333,2088]   <td>0   <td>2
<tr><td>300<td> D <td>1 <td>[0,-1,0,-13,22]     <td>1   <td>2
<tr><td>302<td> A <td>1 <td>[1,1,1,-230,1251]   <td>1   <td>5
<tr><td>302<td> B <td>1 <td>[1,1,0,1,5] <td>0   <td>2
<tr><td>302<td> C <td>1 <td>[1,-1,1,0,3]        <td>1   <td>1
<tr><td>303<td> A <td>1 <td>[0,1,1,-197,-208]   <td>1   <td>1
<tr><td>303<td> B <td>1 <td>[0,1,1,-6,2]        <td>1   <td>1
<tr><td>304<td> A <td>1 <td>[0,1,0,0,-76]       <td>1   <td>1
<tr><td>304<td> B <td>1 <td>[0,-1,0,-248,-1424] <td>0   <td>1
<tr><td>304<td> C <td>1 <td>[0,-1,0,-8,16]      <td>1   <td>1
<tr><td>304<td> D <td>1 <td>[0,-1,0,-1,-3]      <td>0   <td>1
<tr><td>304<td> E <td>1 <td>[0,-1,0,11,-3]      <td>0   <td>1
<tr><td>304<td> F <td>1 <td>[0,1,0,-21,31]      <td>1   <td>1
<tr><td>306<td> A <td>1 <td>[1,-1,1,-2300,-41857]       <td>0   <td>2
<tr><td>306<td> B <td>1 <td>[1,-1,0,-27,-27]    <td>1   <td>2
<tr><td>306<td> C <td>1 <td>[1,-1,0,-306,-1836] <td>0   <td>2
<tr><td>306<td> D <td>1 <td>[1,-1,1,-23,-21]    <td>0   <td>2
<tr><td>307<td> A <td>1 <td>[0,0,1,-8,-9]       <td>0   <td>1
<tr><td>307<td> B <td>1 <td>[1,1,0,0,-1]        <td>0   <td>1
<tr><td>307<td> C <td>1 <td>[0,0,1,1,-1]        <td>0   <td>1
<tr><td>307<td> D <td>1 <td>[0,-1,1,2,-1]       <td>0   <td>1
<tr><td>308<td> A <td>1 <td>[0,-1,0,-21,49]     <td>1   <td>1
<tr><td>309<td> A <td>1 <td>[1,0,0,-6,9]        <td>1   <td>1
<tr><td>310<td> A <td>1 <td>[1,1,1,-66,-241]    <td>0   <td>2
<tr><td>310<td> B <td>1 <td>[1,0,0,-106,420]    <td>1   <td>6
<tr><td>312<td> A <td>1 <td>[0,1,0,-3,-6]       <td>0   <td>2
<tr><td>312<td> B <td>1 <td>[0,-1,0,-3,0]       <td>1   <td>2
<tr><td>312<td> C <td>1 <td>[0,1,0,-7,2]        <td>0   <td>4
<tr><td>312<td> D <td>1 <td>[0,-1,0,-39,108]    <td>0   <td>4
<tr><td>312<td> E <td>1 <td>[0,-1,0,-651,6228]  <td>0   <td>2
<tr><td>312<td> F <td>1 <td>[0,1,0,5,14]        <td>1   <td>2
<tr><td>314<td> A <td>1 <td>[1,-1,0,13,-11]     <td>1   <td>1
<tr><td>315<td> A <td>1 <td>[0,0,1,-12,-18]     <td>0   <td>1
<tr><td>315<td> B <td>1 <td>[1,-1,1,-23,-34]    <td>1   <td>2
<tr><td>316<td> A <td>1 <td>[0,-1,0,-180,-872]  <td>0   <td>1
<tr><td>316<td> B <td>1 <td>[0,0,0,-7,-2]       <td>1   <td>1
<tr><td>318<td> A <td>1 <td>[1,1,1,2,-7]        <td>0   <td>1
<tr><td>318<td> B <td>1 <td>[1,0,1,-61,176]     <td>0   <td>3
<tr><td>318<td> C <td>1 <td>[1,1,0,7,-9]        <td>1   <td>1
<tr><td>318<td> D <td>1 <td>[1,1,1,-12,45]      <td>1   <td>1
<tr><td>318<td> E <td>1 <td>[1,1,0,142,180]     <td>0   <td>1
<tr><td>319<td> A <td>1 <td>[0,0,1,-37,-87]     <td>0   <td>1
<tr><td>320<td> A <td>1 <td>[0,0,0,-8,-8]       <td>0   <td>2
<tr><td>320<td> B <td>1 <td>[0,0,0,-8,8]        <td>1   <td>2
<tr><td>320<td> C <td>1 <td>[0,-1,0,-5,5]       <td>0   <td>2
<tr><td>320<td> D <td>1 <td>[0,-1,0,0,2]        <td>0   <td>2
<tr><td>320<td> E <td>1 <td>[0,1,0,0,-2]        <td>0   <td>2
<tr><td>320<td> F <td>1 <td>[0,1,0,-5,-5]       <td>1   <td>2
<tr><td>322<td> A <td>1 <td>[1,-1,0,-8,44]      <td>1   <td>2
<tr><td>322<td> B <td>1 <td>[1,1,0,35,381]      <td>0   <td>2
<tr><td>322<td> C <td>1 <td>[1,1,1,-4,1]        <td>0   <td>2
<tr><td>322<td> D <td>1 <td>[1,0,0,-14,4]       <td>1   <td>2
<tr><td>323<td> A <td>1 <td>[0,0,1,-46,277]     <td>0   <td>1
<tr><td>324<td> A <td>1 <td>[0,0,0,-21,37]      <td>0   <td>3
<tr><td>324<td> B <td>1 <td>[0,0,0,9,-18]       <td>0   <td>3
<tr><td>324<td> C <td>1 <td>[0,0,0,-9,9]        <td>1   <td>3
<tr><td>324<td> D <td>1 <td>[0,0,0,-39,94]      <td>0   <td>3
<tr><td>325<td> A <td>1 <td>[0,1,1,-83,244]     <td>1   <td>3
<tr><td>325<td> B <td>1 <td>[0,-1,1,-3,3]       <td>1   <td>1
<tr><td>325<td> C <td>1 <td>[1,1,0,-25,0]       <td>0   <td>2
<tr><td>325<td> D <td>1 <td>[0,1,1,-508,-4581]  <td>0   <td>1
<tr><td>325<td> E <td>1 <td>[0,-1,1,-98,378]    <td>0   <td>5
<tr><td>326<td> A <td>1 <td>[1,-1,0,-80,-256]   <td>1   <td>1
<tr><td>326<td> B <td>1 <td>[1,0,0,-6,4]        <td>1   <td>1
<tr><td>326<td> C <td>1 <td>[1,0,1,-355,1182]   <td>0   <td>3
<tr><td>327<td> A <td>1 <td>[1,0,0,4,-3]        <td>1   <td>1
<tr><td>328<td> A <td>1 <td>[0,0,0,-11,-10]     <td>1   <td>2
<tr><td>328<td> B <td>1 <td>[0,-1,0,-12,20]     <td>0   <td>2
<tr><td>329<td> A <td>1 <td>[1,1,1,246,-1376]   <td>0   <td>1
<tr><td>330<td> A <td>1 <td>[1,1,0,-1393,-20603]        <td>0   <td>2
<tr><td>330<td> B <td>1 <td>[1,0,0,5,17]        <td>0   <td>4
<tr><td>330<td> C <td>1 <td>[1,1,1,255,255]     <td>0   <td>4
<tr><td>330<td> D <td>1 <td>[1,1,1,-40266,2921559]      <td>0   <td>4
<tr><td>330<td> E <td>1 <td>[1,1,0,-22,-44]     <td>1   <td>2
<tr><td>331<td> A <td>1 <td>[1,0,0,-5,4]        <td>1   <td>1
<tr><td>333<td> A <td>1 <td>[0,0,1,-30,-63]     <td>1   <td>1
<tr><td>333<td> B <td>1 <td>[1,-1,0,12,35]      <td>1   <td>2
<tr><td>333<td> C <td>1 <td>[1,-1,1,1,-2]       <td>1   <td>2
<tr><td>333<td> D <td>1 <td>[0,0,1,-9,-7]       <td>0   <td>1
<tr><td>334<td> A <td>1 <td>[1,-1,1,-1,-1]      <td>0   <td>1
<tr><td>335<td> A <td>1 <td>[0,0,1,-2,2]        <td>1   <td>1
<tr><td>336<td> A <td>1 <td>[0,-1,0,7,0]        <td>0   <td>2
<tr><td>336<td> B <td>1 <td>[0,-1,0,-7,10]      <td>0   <td>2
<tr><td>336<td> C <td>1 <td>[0,1,0,-7,-52]      <td>0   <td>2
<tr><td>336<td> D <td>1 <td>[0,1,0,-64,-460]    <td>0   <td>2
<tr><td>336<td> E <td>1 <td>[0,-1,0,16,0]       <td>1   <td>2
<tr><td>336<td> F <td>1 <td>[0,1,0,-1,2]        <td>0   <td>2
<tr><td>338<td> A <td>1 <td>[1,-1,0,1,1]        <td>1   <td>1
<tr><td>338<td> B <td>1 <td>[1,-1,1,137,2643]   <td>0   <td>1
<tr><td>338<td> C <td>1 <td>[1,0,0,81,467]      <td>0   <td>1
<tr><td>338<td> D <td>1 <td>[1,1,0,504,-13112]  <td>0   <td>1
<tr><td>338<td> E <td>1 <td>[1,1,1,3,-5]        <td>1   <td>1
<tr><td>338<td> F <td>1 <td>[1,-1,0,-454,5812]  <td>1   <td>1
<tr><td>339<td> A <td>1 <td>[0,1,1,-441,3422]   <td>1   <td>1
<tr><td>339<td> B <td>1 <td>[0,-1,1,-112,501]   <td>0   <td>1
<tr><td>339<td> C <td>1 <td>[0,1,1,-2,2]        <td>1   <td>1
<tr><td>340<td> A <td>1 <td>[0,0,0,-28,57]      <td>1   <td>2
<tr><td>342<td> A <td>1 <td>[1,-1,1,-140,-601]  <td>0   <td>1
<tr><td>342<td> B <td>1 <td>[1,-1,1,-860,9915]  <td>0   <td>2
<tr><td>342<td> C <td>1 <td>[1,-1,0,-72,0]      <td>1   <td>2
<tr><td>342<td> D <td>1 <td>[1,-1,1,-29,1]      <td>0   <td>2
<tr><td>342<td> E <td>1 <td>[1,-1,0,-3,1]       <td>1   <td>2
<tr><td>342<td> F <td>1 <td>[1,-1,0,-3168,62464]        <td>0   <td>2
<tr><td>342<td> G <td>1 <td>[1,-1,0,0,-32]      <td>0   <td>1
<tr><td>344<td> A <td>1 <td>[0,0,0,4,4] <td>1   <td>1
<tr><td>345<td> A <td>1 <td>[0,-1,1,-731,-7369] <td>0   <td>1
<tr><td>345<td> B <td>1 <td>[0,1,1,-1,1]        <td>1   <td>1
<tr><td>345<td> C <td>1 <td>[1,0,1,456,2401]    <td>0   <td>2
<tr><td>345<td> D <td>1 <td>[1,0,0,9,0] <td>0   <td>4
<tr><td>345<td> E <td>1 <td>[0,-1,1,30,-97]     <td>0   <td>1
<tr><td>345<td> F <td>1 <td>[0,1,1,-100,406]    <td>1   <td>1
<tr><td>346<td> A <td>1 <td>[1,0,0,-16,-26]     <td>0   <td>1
<tr><td>346<td> B <td>1 <td>[1,1,1,-7,-3]       <td>1   <td>1
<tr><td>347<td> A <td>1 <td>[0,1,1,2,0] <td>1   <td>1
<tr><td>348<td> A <td>1 <td>[0,-1,0,2,1]        <td>1   <td>1
<tr><td>348<td> B <td>1 <td>[0,1,0,-2,-3]       <td>0   <td>1
<tr><td>348<td> C <td>1 <td>[0,-1,0,-94,3973]   <td>0   <td>1
<tr><td>348<td> D <td>1 <td>[0,1,0,-50,129]     <td>1   <td>1
<tr><td>350<td> A <td>1 <td>[1,-1,0,58,-284]    <td>0   <td>2
<tr><td>350<td> B <td>1 <td>[1,0,0,112,392]     <td>0   <td>3
<tr><td>350<td> C <td>1 <td>[1,1,0,5,5] <td>1   <td>1
<tr><td>350<td> D <td>1 <td>[1,1,1,-13,31]      <td>0   <td>2
<tr><td>350<td> E <td>1 <td>[1,-1,0,-4492,126416]       <td>0   <td>1
<tr><td>350<td> F <td>1 <td>[1,-1,1,-180,1047]  <td>1   <td>1
<tr><td>352<td> A <td>1 <td>[0,1,0,-45,-133]    <td>0   <td>1
<tr><td>352<td> B <td>1 <td>[0,1,0,3,11]        <td>1   <td>1
<tr><td>352<td> C <td>1 <td>[0,-1,0,-45,133]    <td>1   <td>1
<tr><td>352<td> D <td>1 <td>[0,-1,0,3,-11]      <td>1   <td>1
<tr><td>352<td> E <td>1 <td>[0,0,0,8,-112]      <td>0   <td>1
<tr><td>352<td> F <td>1 <td>[0,0,0,8,112]       <td>1   <td>1
<tr><td>353<td> A <td>1 <td>[1,1,1,-2,16]       <td>0   <td>2
<tr><td>354<td> A <td>1 <td>[1,1,1,-3,-3]       <td>0   <td>2
<tr><td>354<td> B <td>1 <td>[1,0,1,9,-8]        <td>0   <td>3
<tr><td>354<td> C <td>1 <td>[1,1,0,-715,7069]   <td>1   <td>1
<tr><td>354<td> D <td>1 <td>[1,1,0,-34,-92]     <td>0   <td>2
<tr><td>354<td> E <td>1 <td>[1,1,1,-23511,-1393299]     <td>0   <td>2
<tr><td>354<td> F <td>1 <td>[1,1,1,-5,11]       <td>1   <td>1
<tr><td>355<td> A <td>1 <td>[0,1,1,5,-1]        <td>0   <td>3
<tr><td>356<td> A <td>1 <td>[0,-1,0,4,-8]       <td>1   <td>1
<tr><td>357<td> A <td>1 <td>[0,-1,1,3565,72914] <td>0   <td>1
<tr><td>357<td> B <td>1 <td>[0,-1,1,-5,-16]     <td>1   <td>1
<tr><td>357<td> C <td>1 <td>[0,1,1,20,-17]      <td>0   <td>1
<tr><td>357<td> D <td>1 <td>[0,1,1,-42,110]     <td>1   <td>1
<tr><td>358<td> A <td>1 <td>[1,1,0,55,197]      <td>0   <td>1
<tr><td>358<td> B <td>1 <td>[1,0,0,-18,28]      <td>0   <td>3
<tr><td>359<td> A <td>1 <td>[1,0,1,-23,39]      <td>1   <td>1
<tr><td>359<td> B <td>1 <td>[1,-1,1,-7,8]       <td>1   <td>1
<tr><td>360<td> A <td>1 <td>[0,0,0,-138,-623]   <td>0   <td>2
<tr><td>360<td> B <td>1 <td>[0,0,0,-3,-18]      <td>0   <td>2
<tr><td>360<td> C <td>1 <td>[0,0,0,-27,486]     <td>0   <td>2
<tr><td>360<td> D <td>1 <td>[0,0,0,33,34]       <td>0   <td>4
<tr><td>360<td> E <td>1 <td>[0,0,0,-18,-27]     <td>1   <td>2
<tr><td>361<td> A <td>1 <td>[0,0,1,-38,90]      <td>1   <td>1
<tr><td>361<td> B <td>1 <td>[0,-1,1,241,-17]    <td>0   <td>1
<tr><td>362<td> A <td>1 <td>[1,1,0,-4,2]        <td>1   <td>1
<tr><td>362<td> B <td>1 <td>[1,1,1,6,7] <td>1   <td>1
<tr><td>363<td> A <td>1 <td>[1,1,1,-789,8130]   <td>0   <td>4
<tr><td>363<td> B <td>1 <td>[0,-1,1,4,-1]       <td>0   <td>1
<tr><td>363<td> C <td>1 <td>[0,-1,1,444,-826]   <td>0   <td>1
<tr><td>364<td> A <td>1 <td>[0,0,0,-584,5444]   <td>1   <td>1
<tr><td>364<td> B <td>1 <td>[0,1,0,-5,7]        <td>1   <td>1
<tr><td>366<td> A <td>1 <td>[1,0,0,-205,-1147]  <td>0   <td>1
<tr><td>366<td> B <td>1 <td>[1,0,0,-5,33]       <td>0   <td>5
<tr><td>366<td> C <td>1 <td>[1,0,1,-913,-10780] <td>0   <td>1
<tr><td>366<td> D <td>1 <td>[1,1,1,-7096,-233095]       <td>0   <td>1
<tr><td>366<td> E <td>1 <td>[1,1,0,-1,-11]      <td>0   <td>2
<tr><td>366<td> F <td>1 <td>[1,0,1,-5,20]       <td>1   <td>3
<tr><td>366<td> G <td>1 <td>[1,1,1,-32,65]      <td>1   <td>1
<tr><td>368<td> A <td>1 <td>[0,0,0,5,-6]        <td>1   <td>2
<tr><td>368<td> B <td>1 <td>[0,0,0,-163,930]    <td>0   <td>2
<tr><td>368<td> C <td>1 <td>[0,1,0,-4,-5]       <td>0   <td>1
<tr><td>368<td> D <td>1 <td>[0,1,0,0,-1]        <td>1   <td>1
<tr><td>368<td> E <td>1 <td>[0,-1,0,2,-1]       <td>1   <td>1
<tr><td>368<td> F <td>1 <td>[0,0,0,-1,-1]       <td>0   <td>1
<tr><td>368<td> G <td>1 <td>[0,0,0,-55,157]     <td>1   <td>1
<tr><td>369<td> A <td>1 <td>[0,0,1,6,13]        <td>1   <td>1
<tr><td>369<td> B <td>1 <td>[0,0,1,-93,-369]    <td>0   <td>1
<tr><td>370<td> A <td>1 <td>[1,-1,0,-5,5]       <td>1   <td>2
<tr><td>370<td> B <td>1 <td>[1,1,0,13,-19]      <td>0   <td>1
<tr><td>370<td> C <td>1 <td>[1,0,1,-19,342]     <td>0   <td>3
<tr><td>370<td> D <td>1 <td>[1,0,0,-75,-143]    <td>0   <td>6
<tr><td>371<td> A <td>1 <td>[1,1,0,-35,-98]     <td>1   <td>1
<tr><td>371<td> B <td>1 <td>[0,0,1,-31,-67]     <td>0   <td>1
<tr><td>372<td> A <td>1 <td>[0,-1,0,-6,9]       <td>1   <td>1
<tr><td>372<td> B <td>1 <td>[0,1,0,-9,12]       <td>0   <td>2
<tr><td>372<td> C <td>1 <td>[0,1,0,-3054,-69327]        <td>0   <td>3
<tr><td>372<td> D <td>1 <td>[0,1,0,-2,9]        <td>1   <td>1
<tr><td>373<td> A <td>1 <td>[0,1,1,-2,-2]       <td>1   <td>1
<tr><td>374<td> A <td>1 <td>[1,-1,0,-32,0]      <td>1   <td>2
<tr><td>377<td> A <td>1 <td>[1,-1,0,-8,11]      <td>1   <td>2
<tr><td>378<td> A <td>1 <td>[1,-1,1,10,5]       <td>0   <td>3
<tr><td>378<td> B <td>1 <td>[1,-1,0,-12,24]     <td>0   <td>3
<tr><td>378<td> C <td>1 <td>[1,-1,1,-2,-107]    <td>0   <td>1
<tr><td>378<td> D <td>1 <td>[1,-1,0,0,4]        <td>1   <td>1
<tr><td>378<td> E <td>1 <td>[1,-1,1,-11,-37]    <td>0   <td>3
<tr><td>378<td> F <td>1 <td>[1,-1,0,-141,681]   <td>1   <td>3
<tr><td>378<td> G <td>1 <td>[1,-1,1,3967,38449] <td>0   <td>1
<tr><td>378<td> H <td>1 <td>[1,-1,0,441,-1571]  <td>0   <td>1
<tr><td>380<td> A <td>1 <td>[0,0,0,-8,-3]       <td>1   <td>2
<tr><td>380<td> B <td>1 <td>[0,-1,0,-921,10346] <td>0   <td>2
<tr><td>381<td> A <td>1 <td>[0,1,1,-11,-16]     <td>1   <td>1
<tr><td>381<td> B <td>1 <td>[0,1,1,-4,-5]       <td>0   <td>1
<tr><td>384<td> A <td>1 <td>[0,1,0,-3,-3]       <td>0   <td>2
<tr><td>384<td> B <td>1 <td>[0,-1,0,2,-2]       <td>0   <td>2
<tr><td>384<td> C <td>1 <td>[0,1,0,2,2] <td>0   <td>2
<tr><td>384<td> D <td>1 <td>[0,-1,0,-3,3]       <td>1   <td>2
<tr><td>384<td> E <td>1 <td>[0,1,0,-6,-18]      <td>0   <td>2
<tr><td>384<td> F <td>1 <td>[0,-1,0,-6,18]      <td>0   <td>2
<tr><td>384<td> G <td>1 <td>[0,-1,0,-35,-69]    <td>0   <td>2
<tr><td>384<td> H <td>1 <td>[0,1,0,-35,69]      <td>1   <td>2
<tr><td>385<td> A <td>1 <td>[1,-1,1,-37,124]    <td>1   <td>4
<tr><td>385<td> B <td>1 <td>[1,0,0,0,7] <td>1   <td>2
<tr><td>387<td> A <td>1 <td>[0,0,1,-174,-887]   <td>0   <td>1
<tr><td>387<td> B <td>1 <td>[1,-1,0,-15,-46]    <td>1   <td>1
<tr><td>387<td> C <td>1 <td>[1,-1,1,-2,2]       <td>1   <td>1
<tr><td>387<td> D <td>1 <td>[1,-1,1,-221,1316]  <td>0   <td>4
<tr><td>387<td> E <td>1 <td>[0,0,1,-3,-9]       <td>0   <td>1
<tr><td>389<td> A <td>1 <td>[0,1,1,-2,0]        <td>2   <td>1
<tr><td>390<td> A <td>1 <td>[1,1,0,-13,13]      <td>1   <td>2
<tr><td>390<td> B <td>1 <td>[1,1,1,15,15]       <td>0   <td>4
<tr><td>390<td> C <td>1 <td>[1,0,0,-6,36]       <td>0   <td>6
<tr><td>390<td> D <td>1 <td>[1,0,1,3997,3998]   <td>0   <td>6
<tr><td>390<td> E <td>1 <td>[1,1,1,4,-7]        <td>0   <td>2
<tr><td>390<td> F <td>1 <td>[1,1,0,-52,-176]    <td>0   <td>2
<tr><td>390<td> G <td>1 <td>[1,0,1,-289,3092]   <td>0   <td>2
<tr><td>392<td> A <td>1 <td>[0,0,0,49,-686]     <td>1   <td>4
<tr><td>392<td> B <td>1 <td>[0,1,0,-800,-8359]  <td>0   <td>1
<tr><td>392<td> C <td>1 <td>[0,-1,0,-16,29]     <td>1   <td>1
<tr><td>392<td> D <td>1 <td>[0,1,0,-16,1392]    <td>0   <td>2
<tr><td>392<td> E <td>1 <td>[0,0,0,-343,-2401]  <td>0   <td>1
<tr><td>392<td> F <td>1 <td>[0,0,0,-7,7]        <td>1   <td>1
<tr><td>395<td> A <td>1 <td>[1,-1,1,-7,14]      <td>0   <td>4
<tr><td>395<td> B <td>1 <td>[1,1,1,-40,-128]    <td>0   <td>2
<tr><td>395<td> C <td>1 <td>[0,-1,1,-50,156]    <td>0   <td>5
<tr><td>396<td> A <td>1 <td>[0,0,0,-696,-8215]  <td>0   <td>2
<tr><td>396<td> B <td>1 <td>[0,0,0,24,25]       <td>1   <td>2
<tr><td>396<td> C <td>1 <td>[0,0,0,24,52]       <td>0   <td>1
<tr><td>398<td> A <td>1 <td>[1,1,0,-6,20]       <td>0   <td>2
<tr><td>399<td> A <td>1 <td>[1,1,0,-210,-441]   <td>1   <td>2
<tr><td>399<td> B <td>1 <td>[1,1,1,-13,-22]     <td>1   <td>2
<tr><td>399<td> C <td>1 <td>[1,0,0,-431,3408]   <td>0   <td>2
<tr><td>400<td> A <td>1 <td>[0,0,0,-50,-125]    <td>1   <td>2
<tr><td>400<td> B <td>1 <td>[0,1,0,-48,-172]    <td>0   <td>1
<tr><td>400<td> C <td>1 <td>[0,-1,0,-8,112]     <td>1   <td>1
<tr><td>400<td> D <td>1 <td>[0,-1,0,-3,2]       <td>0   <td>2
<tr><td>400<td> E <td>1 <td>[0,1,0,-33,-62]     <td>0   <td>2
<tr><td>400<td> F <td>1 <td>[0,1,0,-83,88]      <td>0   <td>2
<tr><td>400<td> G <td>1 <td>[0,0,0,125,1250]    <td>0   <td>1
<tr><td>400<td> H <td>1 <td>[0,0,0,5,10]        <td>1   <td>1
<tr><td>402<td> A <td>1 <td>[1,1,0,-2,-12]      <td>1   <td>1
<tr><td>402<td> B <td>1 <td>[1,0,1,-10,-4]      <td>0   <td>2
<tr><td>402<td> C <td>1 <td>[1,1,1,-37,71]      <td>0   <td>2
<tr><td>402<td> D <td>1 <td>[1,0,1,-145,692]    <td>1   <td>3
<tr><td>404<td> A <td>1 <td>[0,0,0,-8,4]        <td>1   <td>1
<tr><td>404<td> B <td>1 <td>[0,1,0,-69,199]     <td>0   <td>3
<tr><td>405<td> A <td>1 <td>[0,0,1,-12,15]      <td>0   <td>3
<tr><td>405<td> B <td>1 <td>[0,0,1,-18,29]      <td>1   <td>3
<tr><td>405<td> C <td>1 <td>[1,-1,0,0,1]        <td>1   <td>1
<tr><td>405<td> D <td>1 <td>[1,-1,1,-2,-26]     <td>1   <td>1
<tr><td>405<td> E <td>1 <td>[0,0,1,-27,47]      <td>0   <td>1
<tr><td>405<td> F <td>1 <td>[0,0,1,-3,-2]       <td>1   <td>1
<tr><td>406<td> A <td>1 <td>[1,-1,0,-302,2260]  <td>1   <td>2
<tr><td>406<td> B <td>1 <td>[1,0,1,-15,210]     <td>1   <td>3
<tr><td>406<td> C <td>1 <td>[1,1,1,-102,355]    <td>1   <td>1
<tr><td>406<td> D <td>1 <td>[1,1,0,-2124,-60592]        <td>0   <td>2
<tr><td>408<td> A <td>1 <td>[0,1,0,-48,-144]    <td>0   <td>2
<tr><td>408<td> B <td>1 <td>[0,1,0,-52,128]     <td>0   <td>4
<tr><td>408<td> C <td>1 <td>[0,-1,0,511,-1899]  <td>0   <td>1
<tr><td>408<td> D <td>1 <td>[0,1,0,-17,51]      <td>1   <td>1
<tr><td>410<td> A <td>1 <td>[1,-1,0,-14,20]     <td>1   <td>2
<tr><td>410<td> B <td>1 <td>[1,-1,1,-1387,-18501]       <td>0   <td>4
<tr><td>410<td> C <td>1 <td>[1,0,1,-168,806]    <td>0   <td>6
<tr><td>410<td> D <td>1 <td>[1,0,0,-16,0]       <td>1   <td>2
<tr><td>414<td> A <td>1 <td>[1,-1,1,-320,-2221] <td>0   <td>2
<tr><td>414<td> B <td>1 <td>[1,-1,1,-14,-39]    <td>0   <td>2
<tr><td>414<td> C <td>1 <td>[1,-1,0,27,-59]     <td>1   <td>2
<tr><td>414<td> D <td>1 <td>[1,-1,1,-92,415]    <td>1   <td>2
<tr><td>415<td> A <td>1 <td>[1,-1,0,-109,-412]  <td>0   <td>1
<tr><td>416<td> A <td>1 <td>[0,1,0,0,-4]        <td>0   <td>1
<tr><td>416<td> B <td>1 <td>[0,-1,0,0,4]        <td>1   <td>1
<tr><td>417<td> A <td>1 <td>[1,1,0,26,73]       <td>0   <td>1
<tr><td>418<td> A <td>1 <td>[1,-1,1,-4,3]       <td>0   <td>2
<tr><td>418<td> B <td>1 <td>[1,1,1,66,-5]       <td>1   <td>1
<tr><td>418<td> C <td>1 <td>[1,-1,1,-6,-5]      <td>0   <td>1
<tr><td>420<td> A <td>1 <td>[0,-1,0,-4061,67590]        <td>0   <td>2
<tr><td>420<td> B <td>1 <td>[0,-1,0,-565,5362]  <td>0   <td>2
<tr><td>420<td> C <td>1 <td>[0,1,0,-61,164]     <td>0   <td>6
<tr><td>420<td> D <td>1 <td>[0,1,0,-5,0]        <td>0   <td>2
<tr><td>422<td> A <td>1 <td>[1,-1,0,1,-3]       <td>1   <td>1
<tr><td>423<td> A <td>1 <td>[0,0,1,-12,4]       <td>1   <td>1
<tr><td>423<td> B <td>1 <td>[1,-1,0,-72,355]    <td>0   <td>2
<tr><td>423<td> C <td>1 <td>[1,-1,0,-18,-81]    <td>1   <td>2
<tr><td>423<td> D <td>1 <td>[0,0,1,-81,-277]    <td>0   <td>1
<tr><td>423<td> E <td>1 <td>[0,0,1,-111,-171]   <td>0   <td>1
<tr><td>423<td> F <td>1 <td>[0,0,1,-237,1404]   <td>1   <td>1
<tr><td>423<td> G <td>1 <td>[0,0,1,-9,10]       <td>1   <td>1
<tr><td>425<td> A <td>1 <td>[1,-1,0,-17,16]     <td>1   <td>2
<tr><td>425<td> B <td>1 <td>[1,1,0,-75,250]     <td>1   <td>1
<tr><td>425<td> C <td>1 <td>[1,0,0,-3,2]        <td>1   <td>1
<tr><td>425<td> D <td>1 <td>[1,0,0,-213,-1208]  <td>1   <td>2
<tr><td>426<td> A <td>1 <td>[1,0,0,-20,48]      <td>0   <td>5
<tr><td>426<td> B <td>1 <td>[1,1,0,-286,1780]   <td>1   <td>2
<tr><td>426<td> C <td>1 <td>[1,0,1,-23007,1341682]      <td>0   <td>3
<tr><td>427<td> A <td>1 <td>[0,-1,1,-1,-1]      <td>0   <td>1
<tr><td>427<td> B <td>1 <td>[1,0,1,-8,7]        <td>1   <td>1
<tr><td>427<td> C <td>1 <td>[1,0,0,-28,-59]     <td>1   <td>1
<tr><td>428<td> A <td>1 <td>[0,1,0,-157,-812]   <td>0   <td>1
<tr><td>428<td> B <td>1 <td>[0,-1,0,3,-2]       <td>1   <td>1
<tr><td>429<td> A <td>1 <td>[1,1,1,2,2] <td>1   <td>2
<tr><td>429<td> B <td>1 <td>[1,0,0,-24,63]      <td>1   <td>4
<tr><td>430<td> A <td>1 <td>[1,-1,0,-20,40]     <td>1   <td>1
<tr><td>430<td> B <td>1 <td>[1,-1,0,16,-10]     <td>1   <td>1
<tr><td>430<td> C <td>1 <td>[1,0,0,4,16]        <td>1   <td>3
<tr><td>430<td> D <td>1 <td>[1,0,0,-1415,20617] <td>1   <td>1
<tr><td>431<td> A <td>1 <td>[1,0,0,0,-1]        <td>1   <td>1
<tr><td>431<td> B <td>1 <td>[1,-1,1,-9,-8]      <td>0   <td>1
<tr><td>432<td> A <td>1 <td>[0,0,0,0,-16]       <td>0   <td>1
<tr><td>432<td> B <td>1 <td>[0,0,0,0,-4]        <td>1   <td>1
<tr><td>432<td> C <td>1 <td>[0,0,0,-27,-918]    <td>0   <td>1
<tr><td>432<td> D <td>1 <td>[0,0,0,-3,34]       <td>1   <td>1
<tr><td>432<td> E <td>1 <td>[0,0,0,-51,-142]    <td>0   <td>1
<tr><td>432<td> F <td>1 <td>[0,0,0,21,26]       <td>1   <td>1
<tr><td>432<td> G <td>1 <td>[0,0,0,-108,540]    <td>0   <td>1
<tr><td>432<td> H <td>1 <td>[0,0,0,-12,-20]     <td>0   <td>1
<tr><td>433<td> A <td>1 <td>[1,0,0,0,1] <td>2   <td>1
<tr><td>434<td> A <td>1 <td>[1,-1,0,-7,-3]      <td>1   <td>2
<tr><td>434<td> B <td>1 <td>[1,0,0,-4,16]       <td>0   <td>3
<tr><td>434<td> C <td>1 <td>[1,1,1,-32,61]      <td>0   <td>2
<tr><td>434<td> D <td>1 <td>[1,0,0,21,49]       <td>1   <td>2
<tr><td>434<td> E <td>1 <td>[1,-1,1,-2364,-43641]       <td>0   <td>1
<tr><td>435<td> A <td>1 <td>[0,1,1,-11,11]      <td>0   <td>3
<tr><td>435<td> B <td>1 <td>[0,-1,1,79,-1123]   <td>0   <td>1
<tr><td>435<td> C <td>1 <td>[1,0,1,-28,53]      <td>0   <td>2
<tr><td>435<td> D <td>1 <td>[1,0,0,-30,-45]     <td>0   <td>4
<tr><td>437<td> A <td>1 <td>[0,-1,1,19,100]     <td>1   <td>1
<tr><td>437<td> B <td>1 <td>[0,-1,1,0,-5]       <td>0   <td>1
<tr><td>438<td> A <td>1 <td>[1,0,0,-938,-9564]  <td>0   <td>6
<tr><td>438<td> B <td>1 <td>[1,0,0,-13,-19]     <td>0   <td>2
<tr><td>438<td> C <td>1 <td>[1,1,0,-5,-3]       <td>1   <td>2
<tr><td>438<td> D <td>1 <td>[1,0,1,-1946,32780] <td>1   <td>6
<tr><td>438<td> E <td>1 <td>[1,0,1,-130,-556]   <td>0   <td>2
<tr><td>438<td> F <td>1 <td>[1,1,1,-19,17]      <td>1   <td>4
<tr><td>438<td> G <td>1 <td>[1,0,1,-8,2]        <td>1   <td>2
<tr><td>440<td> A <td>1 <td>[0,0,0,-38,-87]     <td>1   <td>2
<tr><td>440<td> B <td>1 <td>[0,0,0,2,-3]        <td>1   <td>2
<tr><td>440<td> C <td>1 <td>[0,0,0,-5042,137801]        <td>0   <td>4
<tr><td>440<td> D <td>1 <td>[0,0,0,-67,-226]    <td>0   <td>1
<tr><td>441<td> A <td>1 <td>[0,0,1,0,-4202]     <td>0   <td>1
<tr><td>441<td> B <td>1 <td>[0,0,1,0,12]        <td>1   <td>3
<tr><td>441<td> C <td>1 <td>[1,-1,0,432,-869]   <td>1   <td>2
<tr><td>441<td> D <td>1 <td>[1,-1,1,-20,46]     <td>1   <td>2
<tr><td>441<td> E <td>1 <td>[0,0,1,-1029,-13806]        <td>0   <td>1
<tr><td>441<td> F <td>1 <td>[0,0,1,-21,40]      <td>1   <td>1
<tr><td>442<td> A <td>1 <td>[1,-1,1,-94,361]    <td>0   <td>2
<tr><td>442<td> B <td>1 <td>[1,-1,1,-172,-465]  <td>1   <td>2
<tr><td>442<td> C <td>1 <td>[1,1,0,-54,-172]    <td>0   <td>2
<tr><td>442<td> D <td>1 <td>[1,1,1,-9,-13]      <td>0   <td>2
<tr><td>442<td> E <td>1 <td>[1,1,1,-144951,7520141]     <td>0   <td>2
<tr><td>443<td> A <td>1 <td>[0,1,1,1,1] <td>1   <td>1
<tr><td>443<td> B <td>1 <td>[1,0,0,-3,-2]       <td>1   <td>1
<tr><td>443<td> C <td>1 <td>[1,0,1,-84,-301]    <td>0   <td>1
<tr><td>444<td> A <td>1 <td>[0,-1,0,-13,-14]    <td>0   <td>2
<tr><td>444<td> B <td>1 <td>[0,1,0,-9,0]        <td>1   <td>2
<tr><td>446<td> A <td>1 <td>[1,1,0,-30,52]      <td>1   <td>1
<tr><td>446<td> B <td>1 <td>[1,1,1,-39,-35]     <td>1   <td>1
<tr><td>446<td> C <td>1 <td>[1,1,1,2,-5]        <td>0   <td>2
<tr><td>446<td> D <td>1 <td>[1,-1,0,-4,4]       <td>2   <td>1
<tr><td>448<td> A <td>1 <td>[0,0,0,4,16]        <td>1   <td>2
<tr><td>448<td> B <td>1 <td>[0,0,0,4,-16]       <td>1   <td>2
<tr><td>448<td> C <td>1 <td>[0,-1,0,-33,161]    <td>0   <td>2
<tr><td>448<td> D <td>1 <td>[0,-1,0,7,-7]       <td>0   <td>2
<tr><td>448<td> E <td>1 <td>[0,-1,0,-1,33]      <td>0   <td>2
<tr><td>448<td> F <td>1 <td>[0,1,0,-33,-161]    <td>0   <td>2
<tr><td>448<td> G <td>1 <td>[0,1,0,7,7] <td>1   <td>2
<tr><td>448<td> H <td>1 <td>[0,1,0,-1,-33]      <td>0   <td>2
<tr><td>450<td> A <td>1 <td>[1,-1,1,-680,9447]  <td>0   <td>2
<tr><td>450<td> B <td>1 <td>[1,-1,1,-5,47]      <td>0   <td>1
<tr><td>450<td> C <td>1 <td>[1,-1,0,-27,81]     <td>1   <td>2
<tr><td>450<td> D <td>1 <td>[1,-1,0,-27,-59]    <td>0   <td>1
<tr><td>450<td> E <td>1 <td>[1,-1,1,145,147]    <td>0   <td>2
<tr><td>450<td> F <td>1 <td>[1,-1,0,-192,1216]  <td>1   <td>2
<tr><td>450<td> G <td>1 <td>[1,-1,0,333,-7259]  <td>0   <td>2
<tr><td>451<td> A <td>1 <td>[0,1,1,3,7] <td>1   <td>1
<tr><td>455<td> A <td>1 <td>[1,-1,0,-50,111]    <td>1   <td>2
<tr><td>455<td> B <td>1 <td>[1,-1,1,-67,226]    <td>1   <td>4
<tr><td>456<td> A <td>1 <td>[0,-1,0,-16,28]     <td>0   <td>2
<tr><td>456<td> B <td>1 <td>[0,1,0,-172,-928]   <td>0   <td>2
<tr><td>456<td> C <td>1 <td>[0,1,0,-57,171]     <td>1   <td>1
<tr><td>456<td> D <td>1 <td>[0,-1,0,55,93]      <td>1   <td>1
<tr><td>458<td> A <td>1 <td>[1,-1,0,-19,37]     <td>1   <td>1
<tr><td>458<td> B <td>1 <td>[1,1,1,-16,-15]     <td>1   <td>1
<tr><td>459<td> A <td>1 <td>[1,-1,0,0,-1]       <td>1   <td>1
<tr><td>459<td> B <td>1 <td>[0,0,1,3,-4]        <td>1   <td>1
<tr><td>459<td> C <td>1 <td>[0,0,1,-6,-6]       <td>0   <td>1
<tr><td>459<td> D <td>1 <td>[0,0,1,-351,2531]   <td>0   <td>1
<tr><td>459<td> E <td>1 <td>[0,0,1,27,101]      <td>0   <td>1
<tr><td>459<td> F <td>1 <td>[0,0,1,-54,155]     <td>0   <td>3
<tr><td>459<td> G <td>1 <td>[0,0,1,-39,-94]     <td>0   <td>1
<tr><td>459<td> H <td>1 <td>[1,-1,1,-2,28]      <td>1   <td>1
<tr><td>460<td> A <td>1 <td>[0,0,0,-8,-12]      <td>0   <td>1
<tr><td>460<td> B <td>1 <td>[0,0,0,-73,2453]    <td>0   <td>1
<tr><td>460<td> C <td>1 <td>[0,1,0,-46,529]     <td>1   <td>3
<tr><td>460<td> D <td>1 <td>[0,-1,0,-10,17]     <td>1   <td>1
<tr><td>462<td> A <td>1 <td>[1,1,0,5,-23]       <td>1   <td>2
<tr><td>462<td> B <td>1 <td>[1,1,0,-644,-2352]  <td>0   <td>2
<tr><td>462<td> C <td>1 <td>[1,1,0,4,0] <td>1   <td>2
<tr><td>462<td> D <td>1 <td>[1,0,1,-1676,5058506]       <td>0   <td>2
<tr><td>462<td> E <td>1 <td>[1,1,1,-405,4731]   <td>1   <td>2
<tr><td>462<td> F <td>1 <td>[1,0,0,-97,1337]    <td>0   <td>4
<tr><td>462<td> G <td>1 <td>[1,0,0,77,161]      <td>0   <td>6
<tr><td>464<td> A <td>1 <td>[0,1,0,8,4] <td>1   <td>1
<tr><td>464<td> B <td>1 <td>[0,-1,0,-80,304]    <td>1   <td>1
<tr><td>464<td> C <td>1 <td>[0,1,0,80,-428]     <td>0   <td>1
<tr><td>464<td> D <td>1 <td>[0,-1,0,-4,-4]      <td>0   <td>1
<tr><td>464<td> E <td>1 <td>[0,1,0,-4,-24]      <td>0   <td>2
<tr><td>464<td> F <td>1 <td>[0,0,0,-4831,129242]        <td>0   <td>1
<tr><td>464<td> G <td>1 <td>[0,0,0,-19,-46]     <td>0   <td>1
<tr><td>465<td> A <td>1 <td>[1,1,0,-7,16]       <td>1   <td>2
<tr><td>465<td> B <td>1 <td>[1,0,0,-10,-13]     <td>1   <td>2
<tr><td>466<td> A <td>1 <td>[1,1,0,-5,-7]       <td>0   <td>2
<tr><td>466<td> B <td>1 <td>[1,0,0,-23,41]      <td>0   <td>3
<tr><td>467<td> A <td>1 <td>[0,0,1,-4,3]        <td>1   <td>1
<tr><td>468<td> A <td>1 <td>[0,0,0,-168,-855]   <td>0   <td>2
<tr><td>468<td> B <td>1 <td>[0,0,0,-1512,23085] <td>0   <td>2
<tr><td>468<td> C <td>1 <td>[0,0,0,-36,81]      <td>1   <td>2
<tr><td>468<td> D <td>1 <td>[0,0,0,-120,-11]    <td>0   <td>2
<tr><td>468<td> E <td>1 <td>[0,0,0,-48,-115]    <td>0   <td>2
<tr><td>469<td> A <td>1 <td>[1,0,1,-80,-275]    <td>1   <td>1
<tr><td>469<td> B <td>1 <td>[1,-1,1,-12,18]     <td>1   <td>1
<tr><td>470<td> A <td>1 <td>[1,0,1,-44,106]     <td>1   <td>1
<tr><td>470<td> B <td>1 <td>[1,0,1,-5773,168328]        <td>0   <td>3
<tr><td>470<td> C <td>1 <td>[1,1,0,-97,281]     <td>1   <td>1
<tr><td>470<td> D <td>1 <td>[1,0,0,-36,80]      <td>0   <td>3
<tr><td>470<td> E <td>1 <td>[1,1,1,-11,9]       <td>1   <td>1
<tr><td>470<td> F <td>1 <td>[1,-1,1,-117,141]   <td>1   <td>1
<tr><td>471<td> A <td>1 <td>[1,1,1,1,2] <td>1   <td>1
<tr><td>472<td> A <td>1 <td>[0,0,0,2,1] <td>1   <td>1
<tr><td>472<td> B <td>1 <td>[0,-1,0,-276,-1676] <td>0   <td>1
<tr><td>472<td> C <td>1 <td>[0,-1,0,8,12]       <td>0   <td>1
<tr><td>472<td> D <td>1 <td>[0,0,0,-19,-34]     <td>0   <td>1
<tr><td>472<td> E <td>1 <td>[0,-1,0,4,4]        <td>1   <td>1
<tr><td>473<td> A <td>1 <td>[0,1,1,-1006,11952] <td>1   <td>1
<tr><td>474<td> A <td>1 <td>[1,1,0,81,-27]      <td>1   <td>1
<tr><td>474<td> B <td>1 <td>[1,0,1,-7,14]       <td>1   <td>1
<tr><td>475<td> A <td>1 <td>[0,-1,1,17,-7]      <td>0   <td>1
<tr><td>475<td> B <td>1 <td>[1,-1,0,8,291]      <td>1   <td>2
<tr><td>475<td> C <td>1 <td>[1,-1,1,0,2]        <td>1   <td>2
<tr><td>477<td> A <td>1 <td>[1,-1,0,3,-10]      <td>1   <td>1
<tr><td>480<td> A <td>1 <td>[0,-1,0,-6,0]       <td>1   <td>4
<tr><td>480<td> B <td>1 <td>[0,-1,0,-10,-8]     <td>0   <td>4
<tr><td>480<td> C <td>1 <td>[0,1,0,-6,0]        <td>0   <td>4
<tr><td>480<td> D <td>1 <td>[0,1,0,-226,-1360]  <td>0   <td>4
<tr><td>480<td> E <td>1 <td>[0,-1,0,-226,1360]  <td>0   <td>4
<tr><td>480<td> F <td>1 <td>[0,-1,0,-30,72]     <td>1   <td>4
<tr><td>480<td> G <td>1 <td>[0,1,0,-10,8]       <td>0   <td>4
<tr><td>480<td> H <td>1 <td>[0,1,0,-30,-72]     <td>0   <td>4
<tr><td>481<td> A <td>1 <td>[1,-1,0,-1693,27240]        <td>1   <td>2
<tr><td>482<td> A <td>1 <td>[1,0,1,-44,-150]    <td>1   <td>1
<tr><td>483<td> A <td>1 <td>[0,1,1,-96,-457]    <td>0   <td>1
<tr><td>483<td> B <td>1 <td>[0,1,1,2,1] <td>0   <td>1
<tr><td>484<td> A <td>1 <td>[0,1,0,323,2671]    <td>1   <td>1
<tr><td>485<td> A <td>1 <td>[0,1,1,-121,-64]    <td>0   <td>3
<tr><td>485<td> B <td>1 <td>[0,0,1,-2,0]        <td>1   <td>1
<tr><td>486<td> A <td>1 <td>[1,-1,0,3,5]        <td>1   <td>1
<tr><td>486<td> B <td>1 <td>[1,-1,0,-6,-4]      <td>1   <td>1
<tr><td>486<td> C <td>1 <td>[1,-1,0,-123,557]   <td>0   <td>3
<tr><td>486<td> D <td>1 <td>[1,-1,1,-20,-29]    <td>0   <td>1
<tr><td>486<td> E <td>1 <td>[1,-1,1,-11,-11]    <td>0   <td>1
<tr><td>486<td> F <td>1 <td>[1,-1,1,-29,37]     <td>1   <td>3
<tr><td>490<td> A <td>1 <td>[1,0,1,121,46]      <td>1   <td>3
<tr><td>490<td> B <td>1 <td>[1,1,0,17,-27]      <td>0   <td>1
<tr><td>490<td> C <td>1 <td>[1,0,1,807,11708]   <td>0   <td>3
<tr><td>490<td> D <td>1 <td>[1,1,0,3,1] <td>1   <td>1
<tr><td>490<td> E <td>1 <td>[1,0,0,-1,-15]      <td>0   <td>3
<tr><td>490<td> F <td>1 <td>[1,-1,1,-6453,201121]       <td>0   <td>1
<tr><td>490<td> G <td>1 <td>[1,0,0,-71,265]     <td>1   <td>2
<tr><td>490<td> H <td>1 <td>[1,-1,1,113,711]    <td>0   <td>4
<tr><td>490<td> I <td>1 <td>[1,1,1,-50,5095]    <td>0   <td>1
<tr><td>490<td> J <td>1 <td>[1,1,1,-3480,-94375]        <td>0   <td>2
<tr><td>490<td> K <td>1 <td>[1,-1,1,-132,-549]  <td>0   <td>1
<tr><td>492<td> A <td>1 <td>[0,-1,0,-13,25]     <td>1   <td>1
<tr><td>492<td> B <td>1 <td>[0,1,0,11,695]      <td>1   <td>1
<tr><td>493<td> A <td>1 <td>[1,-1,1,-7741,801682]       <td>0   <td>1
<tr><td>493<td> B <td>1 <td>[1,-1,1,-57,222]    <td>1   <td>1
<tr><td>494<td> A <td>1 <td>[1,1,0,13,13]       <td>1   <td>1
<tr><td>494<td> B <td>1 <td>[1,-1,0,4,0]        <td>0   <td>2
<tr><td>494<td> C <td>1 <td>[1,-1,0,-61,-169]   <td>0   <td>1
<tr><td>494<td> D <td>1 <td>[1,1,1,-1001,12375] <td>1   <td>1
<tr><td>495<td> A <td>1 <td>[1,-1,1,7,-8]       <td>1   <td>2
<tr><td>496<td> A <td>1 <td>[0,0,0,1,1] <td>1   <td>1
<tr><td>496<td> B <td>1 <td>[0,-1,0,0,-1]       <td>0   <td>1
<tr><td>496<td> C <td>1 <td>[0,-1,0,8,0]        <td>0   <td>2
<tr><td>496<td> D <td>1 <td>[0,-1,0,-2,-1]      <td>0   <td>1
<tr><td>496<td> E <td>1 <td>[0,0,0,-17,27]      <td>1   <td>1
<tr><td>496<td> F <td>1 <td>[0,0,0,-11,-70]     <td>1   <td>2
<tr><td>497<td> A <td>1 <td>[1,1,0,25,-14]      <td>1   <td>1
<tr><td>498<td> A <td>1 <td>[1,0,1,-5,-4]       <td>0   <td>2
<tr><td>498<td> B <td>1 <td>[1,0,1,-9,28]       <td>1   <td>1
<tr><td>501<td> A <td>1 <td>[1,1,0,3,0] <td>0   <td>2
<tr><td>503<td> A <td>1 <td>[1,0,1,-32,-71]     <td>1   <td>1
<tr><td>503<td> B <td>1 <td>[1,-1,0,2,-1]       <td>0   <td>1
<tr><td>503<td> C <td>1 <td>[1,0,0,-210,-1189]  <td>0   <td>1
<tr><td>504<td> A <td>1 <td>[0,0,0,-6,9]        <td>1   <td>2
<tr><td>504<td> B <td>1 <td>[0,0,0,-54,-135]    <td>0   <td>2
<tr><td>504<td> C <td>1 <td>[0,0,0,9,-54]       <td>0   <td>2
<tr><td>504<td> D <td>1 <td>[0,0,0,-54,-243]    <td>0   <td>2
<tr><td>504<td> E <td>1 <td>[0,0,0,-6,5]        <td>1   <td>2
<tr><td>504<td> F <td>1 <td>[0,0,0,-66,205]     <td>1   <td>4
<tr><td>504<td> G <td>1 <td>[0,0,0,-66,-1339]   <td>0   <td>4
<tr><td>504<td> H <td>1 <td>[0,0,0,-3,110]      <td>0   <td>2
<tr><td>505<td> A <td>1 <td>[1,-1,0,-10,15]     <td>1   <td>2
<tr><td>506<td> A <td>1 <td>[1,0,1,-48,-130]    <td>1   <td>1
<tr><td>506<td> B <td>1 <td>[1,-1,0,-290561,60356981]   <td>0   <td>1
<tr><td>506<td> C <td>1 <td>[1,0,1,-12,8]       <td>0   <td>3
<tr><td>506<td> D <td>1 <td>[1,-1,0,-935,11229] <td>1   <td>1
<tr><td>506<td> E <td>1 <td>[1,-1,1,-4,-1]      <td>1   <td>1
<tr><td>506<td> F <td>1 <td>[1,0,0,-86,292]     <td>1   <td>1
<tr><td>507<td> A <td>1 <td>[1,1,0,-1693,26434] <td>1   <td>1
<tr><td>507<td> B <td>1 <td>[1,1,1,-10,8]       <td>1   <td>1
<tr><td>507<td> C <td>1 <td>[1,1,1,81,-564]     <td>1   <td>4
<tr><td>510<td> A <td>1 <td>[1,1,0,-2673,67797] <td>0   <td>2
<tr><td>510<td> B <td>1 <td>[1,0,1,-723,-7634]  <td>0   <td>2
<tr><td>510<td> C <td>1 <td>[1,1,1,14,59]       <td>0   <td>2
<tr><td>510<td> D <td>1 <td>[1,1,1,-101,299]    <td>1   <td>4
<tr><td>510<td> E <td>1 <td>[1,1,1,-80,305]     <td>0   <td>4
<tr><td>510<td> F <td>1 <td>[1,0,0,4,0] <td>0   <td>2
<tr><td>510<td> G <td>1 <td>[1,0,0,25,-375]     <td>0   <td>6
<tr><td>513<td> A <td>1 <td>[1,-1,0,-42,-127]   <td>1   <td>1
<tr><td>513<td> B <td>1 <td>[1,-1,1,-5,6]       <td>1   <td>1
<tr><td>514<td> A <td>1 <td>[1,-1,1,-91,-245]   <td>1   <td>4
<tr><td>514<td> B <td>1 <td>[1,0,0,-4,0]        <td>1   <td>2
<tr><td>516<td> A <td>1 <td>[0,-1,0,-4,-8]      <td>0   <td>1
<tr><td>516<td> B <td>1 <td>[0,-1,0,11,-47]     <td>1   <td>1
<tr><td>516<td> C <td>1 <td>[0,1,0,-13,-28]     <td>0   <td>2
<tr><td>516<td> D <td>1 <td>[0,1,0,-44,-732]    <td>0   <td>3
<tr><td>517<td> A <td>1 <td>[0,-1,1,36,-3]      <td>0   <td>1
<tr><td>517<td> B <td>1 <td>[0,0,1,-16,-26]     <td>0   <td>1
<tr><td>517<td> C <td>1 <td>[0,-1,1,-52,-3863]  <td>1   <td>1
<tr><td>520<td> A <td>1 <td>[0,0,0,-23,42]      <td>1   <td>2
<tr><td>520<td> B <td>1 <td>[0,-1,0,-20,-28]    <td>0   <td>2
<tr><td>522<td> A <td>1 <td>[1,-1,0,12,-208]    <td>1   <td>1
<tr><td>522<td> B <td>1 <td>[1,-1,0,-2046,36244]        <td>0   <td>2
<tr><td>522<td> C <td>1 <td>[1,-1,0,-6,-54]     <td>0   <td>3
<tr><td>522<td> D <td>1 <td>[1,-1,0,-9,-3699]   <td>0   <td>1
<tr><td>522<td> E <td>1 <td>[1,-1,0,-45,139]    <td>1   <td>1
<tr><td>522<td> F <td>1 <td>[1,-1,0,45,-203]    <td>1   <td>1
<tr><td>522<td> G <td>1 <td>[1,-1,1,-18416,-960173]     <td>0   <td>2
<tr><td>522<td> H <td>1 <td>[1,-1,1,-146,713]   <td>0   <td>3
<tr><td>522<td> I <td>1 <td>[1,-1,1,1,7]        <td>1   <td>1
<tr><td>522<td> J <td>1 <td>[1,-1,1,-509,4677]  <td>1   <td>1
<tr><td>522<td> K <td>1 <td>[1,-1,1,4,47]       <td>0   <td>4
<tr><td>522<td> L <td>1 <td>[1,-1,1,-11,-17]    <td>0   <td>1
<tr><td>522<td> M <td>1 <td>[1,-1,1,-69341,-33115291]   <td>0   <td>1
<tr><td>524<td> A <td>1 <td>[0,1,0,-309,1991]   <td>1   <td>1
<tr><td>525<td> A <td>1 <td>[1,1,1,-63,156]     <td>1   <td>4
<tr><td>525<td> B <td>1 <td>[1,1,0,25,0]        <td>0   <td>2
<tr><td>525<td> C <td>1 <td>[1,1,0,-450,3375]   <td>1   <td>2
<tr><td>525<td> D <td>1 <td>[1,0,0,-18,27]      <td>1   <td>2
<tr><td>528<td> A <td>1 <td>[0,-1,0,-8,0]       <td>1   <td>2
<tr><td>528<td> B <td>1 <td>[0,-1,0,1,-6]       <td>0   <td>2
<tr><td>528<td> C <td>1 <td>[0,-1,0,-8016,278928]       <td>0   <td>2
<tr><td>528<td> D <td>1 <td>[0,1,0,-12,12]      <td>0   <td>2
<tr><td>528<td> E <td>1 <td>[0,-1,0,3,0]        <td>0   <td>2
<tr><td>528<td> F <td>1 <td>[0,-1,0,-720,-5184] <td>0   <td>2
<tr><td>528<td> G <td>1 <td>[0,-1,0,-88,-272]   <td>1   <td>2
<tr><td>528<td> H <td>1 <td>[0,1,0,-104,372]    <td>1   <td>2
<tr><td>528<td> I <td>1 <td>[0,1,0,-77,-330]    <td>0   <td>2
<tr><td>528<td> J <td>1 <td>[0,1,0,-32,-12]     <td>0   <td>2
<tr><td>530<td> A <td>1 <td>[1,0,1,-14,-188]    <td>0   <td>3
<tr><td>530<td> B <td>1 <td>[1,-1,0,-4,0]       <td>1   <td>2
<tr><td>530<td> C <td>1 <td>[1,-1,0,1226,30580] <td>1   <td>1
<tr><td>530<td> D <td>1 <td>[1,1,1,9,13]        <td>1   <td>1
<tr><td>532<td> A <td>1 <td>[0,0,0,4,5] <td>0   <td>2
<tr><td>534<td> A <td>1 <td>[1,1,1,-14,11]      <td>1   <td>2
<tr><td>537<td> A <td>1 <td>[1,1,0,-120,909]    <td>0   <td>1
<tr><td>537<td> B <td>1 <td>[0,1,1,-75,-277]    <td>0   <td>1
<tr><td>537<td> C <td>1 <td>[0,1,1,13,5]        <td>0   <td>3
<tr><td>537<td> D <td>1 <td>[1,0,1,1,-1]        <td>0   <td>1
<tr><td>537<td> E <td>1 <td>[0,1,1,-340,2308]   <td>0   <td>5
<tr><td>539<td> A <td>1 <td>[0,-1,1,-4377,-110013]      <td>0   <td>1
<tr><td>539<td> B <td>1 <td>[0,0,1,98,-86]      <td>0   <td>1
<tr><td>539<td> C <td>1 <td>[1,0,1,170,-3237]   <td>1   <td>2
<tr><td>539<td> D <td>1 <td>[0,1,1,-16,-66]     <td>1   <td>1
<tr><td>540<td> A <td>1 <td>[0,0,0,-33,73]      <td>0   <td>3
<tr><td>540<td> B <td>1 <td>[0,0,0,3,1] <td>1   <td>1
<tr><td>540<td> C <td>1 <td>[0,0,0,-648,6372]   <td>1   <td>3
<tr><td>540<td> D <td>1 <td>[0,0,0,27,-27]      <td>1   <td>3
<tr><td>540<td> E <td>1 <td>[0,0,0,-72,-236]    <td>0   <td>1
<tr><td>540<td> F <td>1 <td>[0,0,0,3,-11]       <td>0   <td>3
<tr><td>542<td> A <td>1 <td>[1,1,1,-37,-149]    <td>0   <td>2
<tr><td>542<td> B <td>1 <td>[1,1,1,-8,9]        <td>1   <td>1
<tr><td>544<td> A <td>1 <td>[0,0,0,-5,4]        <td>1   <td>2
<tr><td>544<td> B <td>1 <td>[0,-1,0,-22,48]     <td>0   <td>2
<tr><td>544<td> C <td>1 <td>[0,1,0,-22,-48]     <td>0   <td>2
<tr><td>544<td> D <td>1 <td>[0,0,0,-5,-4]       <td>0   <td>2
<tr><td>544<td> E <td>1 <td>[0,-1,0,-6,8]       <td>0   <td>2
<tr><td>544<td> F <td>1 <td>[0,1,0,-6,-8]       <td>0   <td>2
<tr><td>545<td> A <td>1 <td>[1,-1,0,-284,1915]  <td>1   <td>2
<tr><td>546<td> A <td>1 <td>[1,1,0,-108,-486]   <td>0   <td>1
<tr><td>546<td> B <td>1 <td>[1,0,1,-8,-10]      <td>0   <td>1
<tr><td>546<td> C <td>1 <td>[1,0,1,-57,-164]    <td>1   <td>2
<tr><td>546<td> D <td>1 <td>[1,0,1,13,182]      <td>0   <td>3
<tr><td>546<td> E <td>1 <td>[1,1,1,-100484,-12372091]   <td>0   <td>1
<tr><td>546<td> F <td>1 <td>[1,0,0,714,-82908]  <td>0   <td>7
<tr><td>546<td> G <td>1 <td>[1,0,0,-7,-7]       <td>0   <td>2
<tr><td>549<td> A <td>1 <td>[1,-1,0,3,0]        <td>1   <td>2
<tr><td>549<td> B <td>1 <td>[1,-1,1,25,-26]     <td>1   <td>2
<tr><td>549<td> C <td>1 <td>[1,-1,0,-18,-27]    <td>0   <td>1
<tr><td>550<td> A <td>1 <td>[1,1,0,-25,125]     <td>1   <td>1
<tr><td>550<td> B <td>1 <td>[1,0,1,249,-6102]   <td>0   <td>1
<tr><td>550<td> C <td>1 <td>[1,0,1,-206,-1152]  <td>0   <td>1
<tr><td>550<td> D <td>1 <td>[1,0,1,49,48]       <td>0   <td>3
<tr><td>550<td> E <td>1 <td>[1,-1,0,-367,10541] <td>0   <td>1
<tr><td>550<td> F <td>1 <td>[1,0,1,-701,-7202]  <td>1   <td>1
<tr><td>550<td> G <td>1 <td>[1,0,1,-6,8]        <td>1   <td>2
<tr><td>550<td> H <td>1 <td>[1,1,1,2,1] <td>0   <td>1
<tr><td>550<td> I <td>1 <td>[1,1,1,-2213,39531] <td>1   <td>1
<tr><td>550<td> J <td>1 <td>[1,-1,1,-15,87]     <td>1   <td>1
<tr><td>550<td> K <td>1 <td>[1,1,1,-28,-69]     <td>0   <td>1
<tr><td>550<td> L <td>1 <td>[1,1,1,-138,1031]   <td>0   <td>2
<tr><td>550<td> M <td>1 <td>[1,1,1,-5138,-143969]       <td>0   <td>1
<tr><td>551<td> A <td>1 <td>[1,0,1,1,-5]        <td>1   <td>1
<tr><td>551<td> B <td>1 <td>[1,0,0,-11,14]      <td>1   <td>1
<tr><td>551<td> C <td>1 <td>[0,1,1,-2376,-61851]        <td>1   <td>1
<tr><td>551<td> D <td>1 <td>[0,1,1,-116,444]    <td>1   <td>1
<tr><td>552<td> A <td>1 <td>[0,-1,0,-64,-260]   <td>1   <td>2
<tr><td>552<td> B <td>1 <td>[0,-1,0,-2908,61876]        <td>0   <td>2
<tr><td>552<td> C <td>1 <td>[0,-1,0,4,-12]      <td>0   <td>2
<tr><td>552<td> D <td>1 <td>[0,-1,0,-207,-1080] <td>1   <td>2
<tr><td>552<td> E <td>1 <td>[0,1,0,-4,32]       <td>1   <td>4
<tr><td>555<td> A <td>1 <td>[0,1,1,-1,-29]      <td>0   <td>1
<tr><td>555<td> B <td>1 <td>[0,1,1,-2405,-47869]        <td>0   <td>3
<tr><td>556<td> A <td>1 <td>[0,0,0,-8,9]        <td>1   <td>1
<tr><td>557<td> A <td>1 <td>[1,1,0,0,1] <td>1   <td>1
<tr><td>557<td> B <td>1 <td>[0,-1,1,-268,1781]  <td>0   <td>1
<tr><td>558<td> A <td>1 <td>[1,-1,0,0,2]        <td>1   <td>1
<tr><td>558<td> B <td>1 <td>[1,-1,0,-48,288]    <td>0   <td>3
<tr><td>558<td> C <td>1 <td>[1,-1,0,-6,-28]     <td>0   <td>2
<tr><td>558<td> D <td>1 <td>[1,-1,0,135,-243]   <td>1   <td>1
<tr><td>558<td> E <td>1 <td>[1,-1,1,-2,-53]     <td>0   <td>1
<tr><td>558<td> F <td>1 <td>[1,-1,1,46,209]     <td>1   <td>3
<tr><td>558<td> G <td>1 <td>[1,-1,1,-149,749]   <td>1   <td>1
<tr><td>558<td> H <td>1 <td>[1,-1,1,-752,9213]  <td>0   <td>1
<tr><td>560<td> A <td>1 <td>[0,1,0,-1,-5]       <td>0   <td>1
<tr><td>560<td> B <td>1 <td>[0,0,0,-412,-3316]  <td>0   <td>1
<tr><td>560<td> C <td>1 <td>[0,-1,0,-21,-35]    <td>0   <td>1
<tr><td>560<td> D <td>1 <td>[0,0,0,37,138]      <td>1   <td>2
<tr><td>560<td> E <td>1 <td>[0,0,0,32,-212]     <td>1   <td>1
<tr><td>560<td> F <td>1 <td>[0,-1,0,-5,25]      <td>1   <td>1
<tr><td>561<td> A <td>1 <td>[0,-1,1,-3729,-86416]       <td>0   <td>1
<tr><td>561<td> B <td>1 <td>[0,1,1,-269,1628]   <td>1   <td>1
<tr><td>561<td> C <td>1 <td>[0,1,1,-8,8]        <td>1   <td>1
<tr><td>561<td> D <td>1 <td>[1,0,0,-12,15]      <td>0   <td>2
<tr><td>562<td> A <td>1 <td>[1,1,0,-4,0]        <td>0   <td>2
<tr><td>563<td> A <td>1 <td>[1,1,1,-15,16]      <td>2   <td>1
<tr><td>564<td> A <td>1 <td>[0,-1,0,-221,-1191] <td>1   <td>1
<tr><td>564<td> B <td>1 <td>[0,1,0,-37,71]      <td>1   <td>3
<tr><td>565<td> A <td>1 <td>[1,0,1,-19,-33]     <td>0   <td>1
<tr><td>566<td> A <td>1 <td>[1,-1,0,-2,4]       <td>1   <td>1
<tr><td>566<td> B <td>1 <td>[1,0,0,1,-1]        <td>0   <td>1
<tr><td>567<td> A <td>1 <td>[1,-1,0,0,-3]       <td>1   <td>1
<tr><td>567<td> B <td>1 <td>[1,-1,1,-2,82]      <td>1   <td>1
<tr><td>568<td> A <td>1 <td>[0,-1,0,-72,-212]   <td>0   <td>1
<tr><td>570<td> A <td>1 <td>[1,1,0,-98,372]     <td>1   <td>2
<tr><td>570<td> B <td>1 <td>[1,1,0,-78,-972]    <td>0   <td>2
<tr><td>570<td> C <td>1 <td>[1,1,0,-17,69]      <td>1   <td>2
<tr><td>570<td> D <td>1 <td>[1,0,1,3676,-514654]        <td>0   <td>2
<tr><td>570<td> E <td>1 <td>[1,0,1,12,-14]      <td>1   <td>2
<tr><td>570<td> F <td>1 <td>[1,0,1,-23,506]     <td>0   <td>6
<tr><td>570<td> G <td>1 <td>[1,1,1,-31,53]      <td>0   <td>4
<tr><td>570<td> H <td>1 <td>[1,1,1,0,-3]        <td>0   <td>2
<tr><td>570<td> I <td>1 <td>[1,1,1,-1900,32525] <td>0   <td>4
<tr><td>570<td> J <td>1 <td>[1,0,0,-1456,-21604]        <td>0   <td>2
<tr><td>570<td> K <td>1 <td>[1,0,0,-25871,1614201]      <td>0   <td>6
<tr><td>570<td> L <td>1 <td>[1,0,0,9335,-737383]        <td>0   1<td>0
<tr><td>570<td> M <td>1 <td>[1,0,0,-10,20]      <td>0   <td>4
<tr><td>571<td> A <td>1 <td>[0,-1,1,-929,-10595]        <td>0   <td>1
<tr><td>571<td> B <td>1 <td>[0,1,1,-4,2]        <td>2   <td>1
<tr><td>572<td> A <td>1 <td>[0,1,0,91,-121]     <td>0   <td>3
<tr><td>573<td> A <td>1 <td>[1,0,0,3,0] <td>0   <td>2
<tr><td>573<td> B <td>1 <td>[0,1,1,-1422,-21121]        <td>0   <td>1
<tr><td>573<td> C <td>1 <td>[0,1,1,-4,-2]       <td>1   <td>1
<tr><td>574<td> A <td>1 <td>[1,1,0,-2,-2]       <td>1   <td>1
<tr><td>574<td> B <td>1 <td>[1,1,0,-2061,35165] <td>1   <td>2
<tr><td>574<td> C <td>1 <td>[1,1,0,-84,80]      <td>0   <td>2
<tr><td>574<td> D <td>1 <td>[1,0,1,-31679,5254674]      <td>0   <td>2
<tr><td>574<td> E <td>1 <td>[1,-1,0,-40,-88]    <td>0   <td>1
<tr><td>574<td> F <td>1 <td>[1,0,1,-80,190]     <td>1   <td>3
<tr><td>574<td> G <td>1 <td>[1,1,1,-21,-5]      <td>1   <td>1
<tr><td>574<td> H <td>1 <td>[1,-1,1,3,5]        <td>1   <td>2
<tr><td>574<td> I <td>1 <td>[1,-1,1,-19353,958713]      <td>1   <td>7
<tr><td>574<td> J <td>1 <td>[1,1,1,-175,789]    <td>0   <td>5
<tr><td>575<td> A <td>1 <td>[1,-1,0,-2,1]       <td>1   <td>1
<tr><td>575<td> B <td>1 <td>[0,0,1,175,-1344]   <td>1   <td>1
<tr><td>575<td> C <td>1 <td>[0,-1,1,-458,3943]  <td>0   <td>1
<tr><td>575<td> D <td>1 <td>[1,-1,1,-55,72]     <td>1   <td>1
<tr><td>575<td> E <td>1 <td>[0,1,1,-18,24]      <td>1   <td>1
<tr><td>576<td> A <td>1 <td>[0,0,0,0,8] <td>1   <td>2
<tr><td>576<td> B <td>1 <td>[0,0,0,-39,-92]     <td>0   <td>2
<tr><td>576<td> C <td>1 <td>[0,0,0,-39,92]      <td>0   <td>2
<tr><td>576<td> D <td>1 <td>[0,0,0,24,-56]      <td>0   <td>2
<tr><td>576<td> E <td>1 <td>[0,0,0,0,-8]        <td>0   <td>2
<tr><td>576<td> F <td>1 <td>[0,0,0,-3,0]        <td>0   <td>2
<tr><td>576<td> G <td>1 <td>[0,0,0,-27,0]       <td>0   <td>2
<tr><td>576<td> H <td>1 <td>[0,0,0,9,0] <td>1   <td>2
<tr><td>576<td> I <td>1 <td>[0,0,0,24,56]       <td>1   <td>2
<tr><td>578<td> A <td>1 <td>[1,1,1,-873,5783]   <td>0   <td>2
<tr><td>579<td> A <td>1 <td>[0,-1,1,-2,11]      <td>0   <td>1
<tr><td>579<td> B <td>1 <td>[1,0,0,-3,0]        <td>1   <td>2
<tr><td>580<td> A <td>1 <td>[0,0,0,-8,-7]       <td>1   <td>2
<tr><td>580<td> B <td>1 <td>[0,0,0,-32,-31]     <td>1   <td>2
<tr><td>582<td> A <td>1 <td>[1,1,0,-15,-27]     <td>1   <td>2
<tr><td>582<td> B <td>1 <td>[1,1,1,-46658,-3898033]     <td>0   <td>2
<tr><td>582<td> C <td>1 <td>[1,1,1,-34,47]      <td>1   <td>2
<tr><td>582<td> D <td>1 <td>[1,0,0,-14,-12]     <td>0   <td>4
<tr><td>583<td> A <td>1 <td>[0,1,1,6,-5]        <td>0   <td>1
<tr><td>583<td> B <td>1 <td>[1,1,0,-358,-3595]  <td>0   <td>1
<tr><td>583<td> C <td>1 <td>[0,0,1,491,-2603]   <td>0   <td>1
<tr><td>585<td> A <td>1 <td>[1,-1,1,-218,1432]  <td>1   <td>2
<tr><td>585<td> B <td>1 <td>[0,0,1,12,-21]      <td>0   <td>3
<tr><td>585<td> C <td>1 <td>[1,-1,0,-24,-45]    <td>0   <td>2
<tr><td>585<td> D <td>1 <td>[0,0,1,-42,105]     <td>1   <td>3
<tr><td>585<td> E <td>1 <td>[0,0,1,-1713,-28022]        <td>0   <td>1
<tr><td>585<td> F <td>1 <td>[1,-1,0,-990,-11745]        <td>1   <td>2
<tr><td>585<td> G <td>1 <td>[0,0,1,-3,18]       <td>1   <td>1
<tr><td>585<td> H <td>1 <td>[1,-1,0,-9,0]       <td>1   <td>2
<tr><td>585<td> I <td>1 <td>[0,0,1,-597,8820]   <td>1   <td>1
<tr><td>586<td> A <td>1 <td>[1,1,0,-1,-3]       <td>0   <td>1
<tr><td>586<td> B <td>1 <td>[1,1,1,-18,415]     <td>1   <td>1
<tr><td>586<td> C <td>1 <td>[1,1,1,-9,7]        <td>1   <td>1
<tr><td>588<td> A <td>1 <td>[0,-1,0,131,-167]   <td>0   <td>1
<tr><td>588<td> B <td>1 <td>[0,-1,0,327,666]    <td>1   <td>2
<tr><td>588<td> C <td>1 <td>[0,-1,0,-9,-6]      <td>1   <td>2
<tr><td>588<td> D <td>1 <td>[0,1,0,6403,44463]  <td>0   <td>1
<tr><td>588<td> E <td>1 <td>[0,1,0,-457,2960]   <td>0   <td>2
<tr><td>588<td> F <td>1 <td>[0,1,0,-65,804]     <td>0   <td>2
<tr><td>590<td> A <td>1 <td>[1,0,1,156,176]     <td>0   <td>3
<tr><td>590<td> B <td>1 <td>[1,-1,0,1,13]       <td>0   <td>2
<tr><td>590<td> C <td>1 <td>[1,-1,0,1,5]        <td>1   <td>1
<tr><td>590<td> D <td>1 <td>[1,0,0,-350,2500]   <td>1   <td>1
<tr><td>591<td> A <td>1 <td>[0,-1,1,-3,2]       <td>1   <td>1
<tr><td>592<td> A <td>1 <td>[0,1,0,-9,-13]      <td>1   <td>1
<tr><td>592<td> B <td>1 <td>[0,1,0,-33,-85]     <td>0   <td>1
<tr><td>592<td> C <td>1 <td>[0,0,0,-16,-16]     <td>0   <td>1
<tr><td>592<td> D <td>1 <td>[0,1,0,-5,-1]       <td>1   <td>1
<tr><td>592<td> E <td>1 <td>[0,-1,0,-53,-131]   <td>1   <td>1
<tr><td>593<td> A <td>1 <td>[1,0,1,-2,1]        <td>1   <td>1
<tr><td>593<td> B <td>1 <td>[1,0,0,-7,-30]      <td>0   <td>2
<tr><td>594<td> A <td>1 <td>[1,-1,0,-18,36]     <td>1   <td>1
<tr><td>594<td> B <td>1 <td>[1,-1,0,-9,-9]      <td>0   <td>1
<tr><td>594<td> C <td>1 <td>[1,-1,0,-4146,103796]       <td>0   <td>3
<tr><td>594<td> D <td>1 <td>[1,-1,0,-153,4909]  <td>1   <td>1
<tr><td>594<td> E <td>1 <td>[1,-1,1,-1379,-131165]      <td>0   <td>1
<tr><td>594<td> F <td>1 <td>[1,-1,1,-83,325]    <td>0   <td>1
<tr><td>594<td> G <td>1 <td>[1,-1,1,-164,-809]  <td>0   <td>1
<tr><td>594<td> H <td>1 <td>[1,-1,1,-461,-3691] <td>0   <td>1
<tr><td>595<td> A <td>1 <td>[0,-1,1,-9996,388876]       <td>0   <td>1
<tr><td>595<td> B <td>1 <td>[0,-1,1,434,-9589]  <td>0   <td>1
<tr><td>595<td> C <td>1 <td>[0,-1,1,0,1]        <td>0   <td>1
<tr><td>598<td> A <td>1 <td>[1,-1,0,-112,492]   <td>1   <td>2
<tr><td>598<td> B <td>1 <td>[1,-1,0,44,496]     <td>1   <td>1
<tr><td>598<td> C <td>1 <td>[1,1,1,-14,-27]     <td>0   <td>1
<tr><td>598<td> D <td>1 <td>[1,1,1,4,-1443]     <td>1   <td>1
<tr><td>600<td> A <td>1 <td>[0,-1,0,-383,3012]  <td>1   <td>4
<tr><td>600<td> B <td>1 <td>[0,-1,0,7,-3]       <td>1   <td>1
<tr><td>600<td> C <td>1 <td>[0,-1,0,32,-68]     <td>0   <td>2
<tr><td>600<td> D <td>1 <td>[0,1,0,17,38]       <td>0   <td>2
<tr><td>600<td> E <td>1 <td>[0,1,0,-233,1563]   <td>1   <td>1
<tr><td>600<td> F <td>1 <td>[0,-1,0,92,-188]    <td>0   <td>4
<tr><td>600<td> G <td>1 <td>[0,-1,0,-5833,207037]       <td>0   <td>1
<tr><td>600<td> H <td>1 <td>[0,1,0,792,-6912]   <td>0   <td>2
<tr><td>600<td> I <td>1 <td>[0,1,0,167,-37]     <td>0   <td>1
<tr><td>602<td> A <td>1 <td>[1,-1,0,121,-4291]  <td>0   <td>2
<tr><td>602<td> B <td>1 <td>[1,1,0,-22564,1295312]      <td>0   <td>1
<tr><td>602<td> C <td>1 <td>[1,-1,0,-1,-1]      <td>0   <td>1
<tr><td>603<td> A <td>1 <td>[1,-1,0,-3,0]       <td>0   <td>2
<tr><td>603<td> B <td>1 <td>[1,-1,1,-29,28]     <td>0   <td>2
<tr><td>603<td> C <td>1 <td>[1,-1,1,-7151,-230952]      <td>0   <td>1
<tr><td>603<td> D <td>1 <td>[0,0,1,15,-23]      <td>0   <td>1
<tr><td>603<td> E <td>1 <td>[1,-1,0,-9,-54]     <td>1   <td>1
<tr><td>603<td> F <td>1 <td>[0,0,1,-111,450]    <td>1   <td>1
<tr><td>605<td> A <td>1 <td>[1,-1,0,-1414,-44027]       <td>1   <td>1
<tr><td>605<td> B <td>1 <td>[1,-1,1,98,-316]    <td>1   <td>4
<tr><td>605<td> C <td>1 <td>[1,-1,1,-12,36]     <td>1   <td>1
<tr><td>606<td> A <td>1 <td>[1,0,1,35,-136]     <td>0   <td>2
<tr><td>606<td> B <td>1 <td>[1,0,1,4,2] <td>1   <td>1
<tr><td>606<td> C <td>1 <td>[1,1,1,-33,-87]     <td>0   <td>1
<tr><td>606<td> D <td>1 <td>[1,1,1,-1314,-65361]        <td>0   <td>1
<tr><td>606<td> E <td>1 <td>[1,0,0,-120,576]    <td>1   <td>1
<tr><td>606<td> F <td>1 <td>[1,0,0,-90,324]     <td>0   <td>5
<tr><td>608<td> A <td>1 <td>[0,0,0,-8,-16]      <td>1   <td>1
<tr><td>608<td> B <td>1 <td>[0,0,0,-56,4848]    <td>0   <td>1
<tr><td>608<td> C <td>1 <td>[0,0,0,5,2] <td>0   <td>1
<tr><td>608<td> D <td>1 <td>[0,0,0,-8,16]       <td>1   <td>1
<tr><td>608<td> E <td>1 <td>[0,0,0,-56,-4848]   <td>1   <td>1
<tr><td>608<td> F <td>1 <td>[0,0,0,5,-2]        <td>1   <td>1
<tr><td>609<td> A <td>1 <td>[1,1,0,0,3] <td>1   <td>2
<tr><td>609<td> B <td>1 <td>[1,1,1,-784,8720]   <td>1   <td>4
<tr><td>610<td> A <td>1 <td>[1,-1,0,-35,-75]    <td>0   <td>1
<tr><td>610<td> B <td>1 <td>[1,-1,0,-164,848]   <td>1   <td>2
<tr><td>610<td> C <td>1 <td>[1,1,1,-5,-5]       <td>0   <td>2
<tr><td>611<td> A <td>1 <td>[0,0,1,-1,1]        <td>0   <td>1
<tr><td>612<td> A <td>1 <td>[0,0,0,-456,3748]   <td>0   <td>3
<tr><td>612<td> B <td>1 <td>[0,0,0,-24,-284]    <td>1   <td>3
<tr><td>612<td> C <td>1 <td>[0,0,0,-48,196]     <td>1   <td>1
<tr><td>612<td> D <td>1 <td>[0,0,0,-14592,679412]       <td>0   <td>1
<tr><td>614<td> A <td>1 <td>[1,-1,1,-61,197]    <td>1   <td>1
<tr><td>614<td> B <td>1 <td>[1,0,0,27,1]        <td>1   <td>3
<tr><td>615<td> A <td>1 <td>[1,1,1,-6,-6]       <td>1   <td>2
<tr><td>615<td> B <td>1 <td>[0,1,1,79,-214]     <td>1   <td>1
<tr><td>616<td> A <td>1 <td>[0,0,0,85,86]       <td>1   <td>2
<tr><td>616<td> B <td>1 <td>[0,-1,0,3828,95348] <td>0   <td>2
<tr><td>616<td> C <td>1 <td>[0,1,0,-12,-32]     <td>0   <td>2
<tr><td>616<td> D <td>1 <td>[0,-1,0,-1,197]     <td>1   <td>1
<tr><td>616<td> E <td>1 <td>[0,0,0,-26,-51]     <td>1   <td>2
<tr><td>618<td> A <td>1 <td>[1,1,0,2,4] <td>1   <td>1
<tr><td>618<td> B <td>1 <td>[1,1,0,-2819,-58803]        <td>1   <td>1
<tr><td>618<td> C <td>1 <td>[1,0,1,-21,34]      <td>1   <td>3
<tr><td>618<td> D <td>1 <td>[1,0,1,325,-7018]   <td>1   <td>3
<tr><td>618<td> E <td>1 <td>[1,1,1,1,5] <td>1   <td>1
<tr><td>618<td> F <td>1 <td>[1,0,0,-185,1401]   <td>1   <td>1
<tr><td>618<td> G <td>1 <td>[1,0,0,-1484,-22128]        <td>0   <td>1
<tr><td>620<td> A <td>1 <td>[0,1,0,-101,359]    <td>1   <td>3
<tr><td>620<td> B <td>1 <td>[0,0,0,-1052,13129] <td>1   <td>2
<tr><td>620<td> C <td>1 <td>[0,0,0,8,4] <td>1   <td>1
<tr><td>621<td> A <td>1 <td>[1,-1,0,-123,548]   <td>0   <td>1
<tr><td>621<td> B <td>1 <td>[1,-1,1,-14,-16]    <td>1   <td>1
<tr><td>622<td> A <td>1 <td>[1,-1,1,8,-5]       <td>1   <td>1
<tr><td>623<td> A <td>1 <td>[1,1,0,28,157]      <td>1   <td>1
<tr><td>624<td> A <td>1 <td>[0,-1,0,-3,6]       <td>1   <td>2
<tr><td>624<td> B <td>1 <td>[0,-1,0,5,-14]      <td>1   <td>2
<tr><td>624<td> C <td>1 <td>[0,-1,0,-7,-2]      <td>0   <td>2
<tr><td>624<td> D <td>1 <td>[0,1,0,-3,0]        <td>0   <td>2
<tr><td>624<td> E <td>1 <td>[0,1,0,-651,-6228]  <td>0   <td>2
<tr><td>624<td> F <td>1 <td>[0,1,0,-39,-108]    <td>1   <td>2
<tr><td>624<td> G <td>1 <td>[0,-1,0,-13,4]      <td>1   <td>2
<tr><td>624<td> H <td>1 <td>[0,1,0,8,20]        <td>0   <td>2
<tr><td>624<td> I <td>1 <td>[0,1,0,-312,-44460] <td>0   <td>2
<tr><td>624<td> J <td>1 <td>[0,1,0,-5,-6]       <td>0   <td>2
<tr><td>626<td> A <td>1 <td>[1,-1,0,-7,9]       <td>1   <td>2
<tr><td>626<td> B <td>1 <td>[1,0,1,-2210,39796] <td>0   <td>1
<tr><td>627<td> A <td>1 <td>[0,1,1,-1,-2]       <td>0   <td>1
<tr><td>627<td> B <td>1 <td>[0,1,1,-363,-2995]  <td>0   <td>3
<tr><td>628<td> A <td>1 <td>[0,-1,0,4,8]        <td>0   <td>1
<tr><td>629<td> A <td>1 <td>[1,-1,0,11,-18]     <td>1   <td>1
<tr><td>629<td> B <td>1 <td>[0,0,1,-211,1165]   <td>0   <td>1
<tr><td>629<td> C <td>1 <td>[0,0,1,-40,48]      <td>1   <td>1
<tr><td>629<td> D <td>1 <td>[1,-1,1,-171,1904]  <td>1   <td>1
<tr><td>630<td> A <td>1 <td>[1,-1,0,-105,441]   <td>0   <td>6
<tr><td>630<td> B <td>1 <td>[1,-1,0,-5124,142160]       <td>0   <td>2
<tr><td>630<td> C <td>1 <td>[1,-1,0,1890,-24300]        <td>0   <td>2
<tr><td>630<td> D <td>1 <td>[1,-1,0,90,436]     <td>1   <td>2
<tr><td>630<td> E <td>1 <td>[1,-1,0,21,53]      <td>1   <td>2
<tr><td>630<td> F <td>1 <td>[1,-1,0,-369,1053]  <td>0   <td>2
<tr><td>630<td> G <td>1 <td>[1,-1,1,-46118,-3792203]    <td>0   <td>2
<tr><td>630<td> H <td>1 <td>[1,-1,1,-47,119]    <td>0   <td>6
<tr><td>630<td> I <td>1 <td>[1,-1,1,-4478,-114163]      <td>0   <td>2
<tr><td>630<td> J <td>1 <td>[1,-1,1,-32,51]     <td>0   <td>4
<tr><td>632<td> A <td>1 <td>[0,1,0,-16,16]      <td>1   <td>1
<tr><td>633<td> A <td>1 <td>[1,1,1,-17,-70]     <td>1   <td>1
<tr><td>635<td> A <td>1 <td>[0,1,1,5,6] <td>1   <td>3
<tr><td>635<td> B <td>1 <td>[0,-1,1,-10,16]     <td>1   <td>1
<tr><td>637<td> A <td>1 <td>[1,-1,0,-107,454]   <td>1   <td>1
<tr><td>637<td> B <td>1 <td>[0,-1,1,-359,-2507] <td>0   <td>1
<tr><td>637<td> C <td>1 <td>[1,-1,0,-5252,-145223]      <td>1   <td>1
<tr><td>637<td> D <td>1 <td>[0,0,1,49,-86]      <td>1   <td>1
<tr><td>639<td> A <td>1 <td>[1,-1,1,4,-34]      <td>1   <td>2
<tr><td>640<td> A <td>1 <td>[0,0,0,-13,-18]     <td>1   <td>2
<tr><td>640<td> B <td>1 <td>[0,0,0,-13,18]      <td>1   <td>2
<tr><td>640<td> C <td>1 <td>[0,0,0,-2,-4]       <td>0   <td>2
<tr><td>640<td> D <td>1 <td>[0,-1,0,-15,-25]    <td>0   <td>2
<tr><td>640<td> E <td>1 <td>[0,-1,0,-66,230]    <td>0   <td>2
<tr><td>640<td> F <td>1 <td>[0,1,0,-66,-230]    <td>0   <td>2
<tr><td>640<td> G <td>1 <td>[0,0,0,-2,4]        <td>1   <td>2
<tr><td>640<td> H <td>1 <td>[0,1,0,-15,25]      <td>1   <td>2
<tr><td>642<td> A <td>1 <td>[1,1,0,-49,85]      <td>0   <td>2
<tr><td>642<td> B <td>1 <td>[1,0,1,140,-790]    <td>0   <td>3
<tr><td>642<td> C <td>1 <td>[1,1,1,79,335]      <td>1   <td>1
<tr><td>643<td> A <td>1 <td>[1,0,0,-4,3]        <td>2   <td>1
<tr><td>644<td> A <td>1 <td>[0,1,0,6,-43]       <td>1   <td>1
<tr><td>644<td> B <td>1 <td>[0,-1,0,2,-7]       <td>1   <td>1
<tr><td>645<td> A <td>1 <td>[1,1,0,2,7] <td>0   <td>2
<tr><td>645<td> B <td>1 <td>[1,1,0,-22,31]      <td>0   <td>2
<tr><td>645<td> C <td>1 <td>[0,-1,1,-16780,855303]      <td>0   <td>1
<tr><td>645<td> D <td>1 <td>[0,-1,1,-18000,-923542]     <td>0   <td>1
<tr><td>645<td> E <td>1 <td>[0,1,1,1815,141239] <td>1   <td>1
<tr><td>645<td> F <td>1 <td>[0,1,1,10,44]       <td>1   <td>1
<tr><td>646<td> A <td>1 <td>[1,-1,0,-125,-507]  <td>0   <td>2
<tr><td>646<td> B <td>1 <td>[1,1,1,-77,-77]     <td>0   <td>2
<tr><td>646<td> C <td>1 <td>[1,0,0,-241,1413]   <td>0   <td>2
<tr><td>646<td> D <td>1 <td>[1,-1,1,-406,3237]  <td>1   <td>2
<tr><td>646<td> E <td>1 <td>[1,0,0,-153,505]    <td>0   <td>6
<tr><td>648<td> A <td>1 <td>[0,0,0,-3,14]       <td>1   <td>1
<tr><td>648<td> B <td>1 <td>[0,0,0,-3,-1]       <td>1   <td>1
<tr><td>648<td> C <td>1 <td>[0,0,0,-27,-378]    <td>0   <td>1
<tr><td>648<td> D <td>1 <td>[0,0,0,-27,27]      <td>1   <td>1
<tr><td>649<td> A <td>1 <td>[1,0,0,-1,4]        <td>1   <td>1
<tr><td>650<td> A <td>1 <td>[1,-1,0,-167,-259]  <td>1   <td>2
<tr><td>650<td> B <td>1 <td>[1,1,0,-130,-780]   <td>1   <td>1
<tr><td>650<td> C <td>1 <td>[1,-1,0,-22,46]     <td>1   <td>1
<tr><td>650<td> D <td>1 <td>[1,0,1,299,22048]   <td>0   <td>1
<tr><td>650<td> E <td>1 <td>[1,0,1,-21026,-1175052]     <td>0   <td>2
<tr><td>650<td> F <td>1 <td>[1,-1,0,-67,341]    <td>0   <td>1
<tr><td>650<td> G <td>1 <td>[1,0,1,-26,48]      <td>1   <td>3
<tr><td>650<td> H <td>1 <td>[1,1,1,12,31]       <td>0   <td>1
<tr><td>650<td> I <td>1 <td>[1,1,1,-638,6031]   <td>0   <td>1
<tr><td>650<td> J <td>1 <td>[1,1,1,-813,8531]   <td>0   <td>2
<tr><td>650<td> K <td>1 <td>[1,1,1,12,181]      <td>1   <td>1
<tr><td>650<td> L <td>1 <td>[1,0,0,-3263,-90983]        <td>0   <td>3
<tr><td>650<td> M <td>1 <td>[1,-1,1,-555,5197]  <td>0   <td>1
<tr><td>651<td> A <td>1 <td>[1,1,0,-5596,-164045]       <td>0   <td>2
<tr><td>651<td> B <td>1 <td>[1,1,0,-3,0]        <td>0   <td>2
<tr><td>651<td> C <td>1 <td>[1,0,1,3,-5]        <td>1   <td>2
<tr><td>651<td> D <td>1 <td>[1,0,0,36,-81]      <td>1   <td>4
<tr><td>651<td> E <td>1 <td>[0,1,1,23,-83]      <td>0   <td>3
<tr><td>654<td> A <td>1 <td>[1,0,1,-174,880]    <td>1   <td>1
<tr><td>654<td> B <td>1 <td>[1,1,1,-56,1145]    <td>1   <td>1
<tr><td>655<td> A <td>1 <td>[0,0,1,-13,18]      <td>2   <td>1
<tr><td>656<td> A <td>1 <td>[0,0,0,-11,10]      <td>1   <td>2
<tr><td>656<td> B <td>1 <td>[0,1,0,-12,-20]     <td>0   <td>2
<tr><td>656<td> C <td>1 <td>[0,-1,0,-24,-16]    <td>0   <td>2
<tr><td>657<td> A <td>1 <td>[1,-1,1,-743,7494]  <td>0   <td>2
<tr><td>657<td> B <td>1 <td>[0,0,1,-57,-167]    <td>0   <td>1
<tr><td>657<td> C <td>1 <td>[0,0,1,24,-36]      <td>1   <td>1
<tr><td>657<td> D <td>1 <td>[1,-1,1,-11,10]     <td>1   <td>2
<tr><td>658<td> A <td>1 <td>[1,1,0,-117008,18214144]    <td>0   <td>1
<tr><td>658<td> B <td>1 <td>[1,1,0,-9,5]        <td>0   <td>2
<tr><td>658<td> C <td>1 <td>[1,0,1,3,12]        <td>0   <td>3
<tr><td>658<td> D <td>1 <td>[1,1,1,24,-23]      <td>1   <td>1
<tr><td>658<td> E <td>1 <td>[1,-1,1,1668,19775] <td>1   <td>2
<tr><td>658<td> F <td>1 <td>[1,-1,1,-18,33]     <td>1   <td>1
<tr><td>659<td> A <td>1 <td>[1,1,0,-79,-306]    <td>1   <td>1
<tr><td>659<td> B <td>1 <td>[0,1,1,-372,2641]   <td>0   <td>1
<tr><td>660<td> A <td>1 <td>[0,-1,0,-21,-54]    <td>0   <td>2
<tr><td>660<td> B <td>1 <td>[0,-1,0,-1,10]      <td>1   <td>2
<tr><td>660<td> C <td>1 <td>[0,1,0,-41,120]     <td>1   <td>6
<tr><td>660<td> D <td>1 <td>[0,1,0,219,-4500]   <td>0   <td>6
<tr><td>662<td> A <td>1 <td>[1,0,1,32,-210]     <td>1   <td>1
<tr><td>663<td> A <td>1 <td>[1,1,0,-262,-1745]  <td>0   <td>2
<tr><td>663<td> B <td>1 <td>[1,1,1,-539,4592]   <td>1   <td>4
<tr><td>663<td> C <td>1 <td>[1,0,0,-33,-72]     <td>1   <td>2
<tr><td>664<td> A <td>1 <td>[0,0,0,-7,10]       <td>2   <td>1
<tr><td>664<td> B <td>1 <td>[0,1,0,1,2] <td>1   <td>1
<tr><td>664<td> C <td>1 <td>[0,-1,0,-3,4]       <td>1   <td>1
<tr><td>665<td> A <td>1 <td>[1,1,1,64,258]      <td>1   <td>1
<tr><td>665<td> B <td>1 <td>[1,-1,0,-14,-17]    <td>1   <td>2
<tr><td>665<td> C <td>1 <td>[1,1,0,-2,1]        <td>1   <td>1
<tr><td>665<td> D <td>1 <td>[0,-1,1,-210,6798]  <td>1   <td>5
<tr><td>665<td> E <td>1 <td>[0,0,1,-97,-368]    <td>0   <td>1
<tr><td>666<td> A <td>1 <td>[1,-1,0,-231,-1315] <td>0   <td>1
<tr><td>666<td> B <td>1 <td>[1,-1,0,153,-4685]  <td>0   <td>1
<tr><td>666<td> C <td>1 <td>[1,-1,0,18,108]     <td>1   <td>1
<tr><td>666<td> D <td>1 <td>[1,-1,1,-26,57]     <td>1   <td>1
<tr><td>666<td> E <td>1 <td>[1,-1,1,13,1235]    <td>1   <td>1
<tr><td>666<td> F <td>1 <td>[1,-1,1,139,141]    <td>0   <td>4
<tr><td>666<td> G <td>1 <td>[1,-1,1,-1640858,-808607271]        <td>0   <td>1
<tr><td>669<td> A <td>1 <td>[1,1,0,-1,-2]       <td>1   <td>1
<tr><td>670<td> A <td>1 <td>[1,-1,0,-524,-8920] <td>1   <td>1
<tr><td>670<td> B <td>1 <td>[1,0,1,2,6] <td>1   <td>3
<tr><td>670<td> C <td>1 <td>[1,-1,1,-13,21]     <td>1   <td>1
<tr><td>670<td> D <td>1 <td>[1,0,0,44,-624]     <td>1   <td>1
<tr><td>672<td> A <td>1 <td>[0,-1,0,2,4]        <td>1   <td>2
<tr><td>672<td> B <td>1 <td>[0,1,0,210,1764]    <td>1   <td>2
<tr><td>672<td> C <td>1 <td>[0,-1,0,-22,40]     <td>0   <td>4
<tr><td>672<td> D <td>1 <td>[0,-1,0,210,-1764]  <td>0   <td>2
<tr><td>672<td> E <td>1 <td>[0,-1,0,-14,24]     <td>1   <td>4
<tr><td>672<td> F <td>1 <td>[0,1,0,-14,-24]     <td>1   <td>4
<tr><td>672<td> G <td>1 <td>[0,1,0,2,-4]        <td>0   <td>2
<tr><td>672<td> H <td>1 <td>[0,1,0,-22,-40]     <td>0   <td>4
<tr><td>674<td> A <td>1 <td>[1,0,1,3,0] <td>1   <td>1
<tr><td>674<td> B <td>1 <td>[1,-1,1,-6,5]       <td>1   <td>2
<tr><td>674<td> C <td>1 <td>[1,-1,1,2064,18771] <td>1   <td>1
<tr><td>675<td> A <td>1 <td>[0,0,1,0,31]        <td>1   <td>1
<tr><td>675<td> B <td>1 <td>[1,-1,1,-5,2]       <td>1   <td>1
<tr><td>675<td> C <td>1 <td>[0,0,1,0,6] <td>0   <td>3
<tr><td>675<td> D <td>1 <td>[1,-1,1,-1055,-3428]        <td>0   <td>1
<tr><td>675<td> E <td>1 <td>[0,0,1,0,781]       <td>0   <td>1
<tr><td>675<td> F <td>1 <td>[1,-1,0,-42,-19]    <td>0   <td>1
<tr><td>675<td> G <td>1 <td>[0,0,1,-75,531]     <td>0   <td>1
<tr><td>675<td> H <td>1 <td>[0,0,1,-675,-14344] <td>0   <td>1
<tr><td>675<td> I <td>1 <td>[1,-1,0,-117,166]   <td>1   <td>1
<tr><td>676<td> A <td>1 <td>[0,0,0,-676,-6591]  <td>0   <td>2
<tr><td>676<td> B <td>1 <td>[0,1,0,-4,-12]      <td>0   <td>1
<tr><td>676<td> C <td>1 <td>[0,1,0,-732,-23516] <td>0   <td>3
<tr><td>676<td> D <td>1 <td>[0,0,0,-169,845]    <td>0   <td>1
<tr><td>676<td> E <td>1 <td>[0,0,0,-28561,1856465]      <td>0   <td>1
<tr><td>677<td> A <td>1 <td>[1,1,1,2,0] <td>1   <td>1
<tr><td>678<td> A <td>1 <td>[1,1,0,-12,12]      <td>1   <td>1
<tr><td>678<td> B <td>1 <td>[1,0,1,6,-20]       <td>1   <td>1
<tr><td>678<td> C <td>1 <td>[1,1,1,-148,-427]   <td>1   <td>2
<tr><td>678<td> D <td>1 <td>[1,0,0,-1661,26097] <td>0   <td>7
<tr><td>678<td> E <td>1 <td>[1,0,0,-192,1008]   <td>0   <td>4
<tr><td>678<td> F <td>1 <td>[1,0,0,-190,-1024]  <td>0   <td>2
<tr><td>680<td> A <td>1 <td>[0,0,0,-143,658]    <td>1   <td>4
<tr><td>680<td> B <td>1 <td>[0,-1,0,0,-20]      <td>0   <td>1
<tr><td>680<td> C <td>1 <td>[0,-1,0,-3540,-79900]       <td>0   <td>2
<tr><td>681<td> A <td>1 <td>[0,-1,1,-13,24]     <td>1   <td>1
<tr><td>681<td> B <td>1 <td>[1,1,0,-1154,-15345]        <td>0   <td>4
<tr><td>681<td> C <td>1 <td>[0,-1,1,0,2]        <td>2   <td>1
<tr><td>681<td> D <td>1 <td>[0,1,1,-431,-3592]  <td>0   <td>1
<tr><td>681<td> E <td>1 <td>[0,1,1,-179,881]    <td>1   <td>1
<tr><td>682<td> A <td>1 <td>[1,0,0,-33,73]      <td>1   <td>3
<tr><td>682<td> B <td>1 <td>[1,-1,1,359,-6663]  <td>1   <td>1
<tr><td>684<td> A <td>1 <td>[0,0,0,-192,1028]   <td>1   <td>1
<tr><td>684<td> B <td>1 <td>[0,0,0,24,-511]     <td>1   <td>2
<tr><td>684<td> C <td>1 <td>[0,0,0,24,-268]     <td>0   <td>1
<tr><td>685<td> A <td>1 <td>[1,-1,0,-5,6]       <td>1   <td>1
<tr><td>688<td> A <td>1 <td>[0,0,0,4,-4]        <td>1   <td>1
<tr><td>688<td> B <td>1 <td>[0,-1,0,-13,-15]    <td>0   <td>1
<tr><td>688<td> C <td>1 <td>[0,-1,0,-5,-19]     <td>1   <td>1
<tr><td>689<td> A <td>1 <td>[1,0,0,-14,19]      <td>1   <td>2
<tr><td>690<td> A <td>1 <td>[1,1,0,172,-1968]   <td>1   <td>2
<tr><td>690<td> B <td>1 <td>[1,1,0,167,-347]    <td>0   <td>2
<tr><td>690<td> C <td>1 <td>[1,1,0,-22777,-90852059]    <td>0   <td>2
<tr><td>690<td> D <td>1 <td>[1,1,0,-12,-36]     <td>0   <td>2
<tr><td>690<td> E <td>1 <td>[1,0,1,-604,-5734]  <td>1   <td>2
<tr><td>690<td> F <td>1 <td>[1,0,1,-13,8]       <td>0   <td>2
<tr><td>690<td> G <td>1 <td>[1,1,1,-4491,-207687]       <td>0   <td>4
<tr><td>690<td> H <td>1 <td>[1,1,1,4,29]        <td>1   <td>2
<tr><td>690<td> I <td>1 <td>[1,0,0,134,-604]    <td>0   <td>2
<tr><td>690<td> J <td>1 <td>[1,0,0,-245,-1503]  <td>0   <td>2
<tr><td>690<td> K <td>1 <td>[1,0,0,-420,3600]   <td>0   <td>8
<tr><td>692<td> A <td>1 <td>[0,1,0,-52,180]     <td>0   <td>2
<tr><td>693<td> A <td>1 <td>[1,-1,1,31,-264]    <td>0   <td>2
<tr><td>693<td> B <td>1 <td>[0,0,1,18,-7]       <td>1   <td>1
<tr><td>693<td> C <td>1 <td>[0,0,1,-804,-8775]  <td>0   <td>1
<tr><td>693<td> D <td>1 <td>[1,-1,0,-306,-1985] <td>0   <td>2
<tr><td>696<td> A <td>1 <td>[0,-1,0,-88,349]    <td>1   <td>1
<tr><td>696<td> B <td>1 <td>[0,1,0,8,-16]       <td>0   <td>1
<tr><td>696<td> C <td>1 <td>[0,1,0,12,9]        <td>1   <td>1
<tr><td>696<td> D <td>1 <td>[0,-1,0,-5920,177388]       <td>0   <td>1
<tr><td>696<td> E <td>1 <td>[0,-1,0,-36,-87]    <td>0   <td>1
<tr><td>696<td> F <td>1 <td>[0,-1,0,56,-1415]   <td>1   <td>1
<tr><td>696<td> G <td>1 <td>[0,1,0,-4,5]        <td>1   <td>1
<tr><td>699<td> A <td>1 <td>[0,1,1,-10,-17]     <td>0   <td>1
<tr><td>700<td> A <td>1 <td>[0,-1,0,-133,-2863] <td>0   <td>1
<tr><td>700<td> B <td>1 <td>[0,-1,0,2,-3]       <td>0   <td>1
<tr><td>700<td> C <td>1 <td>[0,0,0,-5,5]        <td>1   <td>1
<tr><td>700<td> D <td>1 <td>[0,0,0,800,26500]   <td>1   <td>1
<tr><td>700<td> E <td>1 <td>[0,0,0,-2000,-34375]        <td>1   <td>2
<tr><td>700<td> F <td>1 <td>[0,0,0,-125,625]    <td>1   <td>1
<tr><td>700<td> G <td>1 <td>[0,0,0,-40,100]     <td>1   <td>1
<tr><td>700<td> H <td>1 <td>[0,0,0,-80,-275]    <td>0   <td>2
<tr><td>700<td> I <td>1 <td>[0,1,0,42,-287]     <td>0   <td>3
<tr><td>700<td> J <td>1 <td>[0,0,0,-1000,12500] <td>0   <td>1
<tr><td>701<td> A <td>1 <td>[0,-1,1,-2,1]       <td>0   <td>1
<tr><td>702<td> A <td>1 <td>[1,-1,0,-9,-19]     <td>1   <td>1
<tr><td>702<td> B <td>1 <td>[1,-1,0,-3,-1]      <td>1   <td>1
<tr><td>702<td> C <td>1 <td>[1,-1,0,39,35]      <td>0   <td>1
<tr><td>702<td> D <td>1 <td>[1,-1,0,-366,-2476] <td>0   <td>1
<tr><td>702<td> E <td>1 <td>[1,-1,0,-5826,173076]       <td>0   <td>3
<tr><td>702<td> F <td>1 <td>[1,-1,0,-648,9536]  <td>0   <td>1
<tr><td>702<td> G <td>1 <td>[1,-1,0,-165,533]   <td>0   <td>1
<tr><td>702<td> H <td>1 <td>[1,-1,0,-132,618]   <td>1   <td>3
<tr><td>702<td> I <td>1 <td>[1,-1,1,-29,55]     <td>0   <td>1
<tr><td>702<td> J <td>1 <td>[1,-1,1,-5834,-251639]      <td>0   <td>1
<tr><td>702<td> K <td>1 <td>[1,-1,1,-41,105]    <td>1   <td>1
<tr><td>702<td> L <td>1 <td>[1,-1,1,-83,595]    <td>1   <td>1
<tr><td>702<td> M <td>1 <td>[1,-1,1,-1487,-12905]       <td>1   <td>1
<tr><td>702<td> N <td>1 <td>[1,-1,1,-20,-1]     <td>0   <td>3
<tr><td>702<td> O <td>1 <td>[1,-1,1,4,-3]       <td>0   <td>1
<tr><td>702<td> P <td>1 <td>[1,-1,1,1324,-33097]        <td>0   <td>3
<tr><td>703<td> A <td>1 <td>[0,0,1,-736,1057]   <td>0   <td>1
<tr><td>703<td> B <td>1 <td>[0,0,1,1,-8]        <td>1   <td>1
<tr><td>704<td> A <td>1 <td>[0,1,0,-1,1]        <td>1   <td>1
<tr><td>704<td> B <td>1 <td>[0,-1,0,1,1]        <td>1   <td>1
<tr><td>704<td> C <td>1 <td>[0,1,0,1,-1]        <td>0   <td>1
<tr><td>704<td> D <td>1 <td>[0,-1,0,11,-19]     <td>0   <td>1
<tr><td>704<td> E <td>1 <td>[0,0,0,-16,32]      <td>0   <td>1
<tr><td>704<td> F <td>1 <td>[0,1,0,11,19]       <td>0   <td>1
<tr><td>704<td> G <td>1 <td>[0,-1,0,-11,-11]    <td>0   <td>1
<tr><td>704<td> H <td>1 <td>[0,0,0,2,14]        <td>0   <td>1
<tr><td>704<td> I <td>1 <td>[0,0,0,-16,-32]     <td>0   <td>1
<tr><td>704<td> J <td>1 <td>[0,1,0,-11,11]      <td>1   <td>1
<tr><td>704<td> K <td>1 <td>[0,-1,0,-1,-1]      <td>1   <td>1
<tr><td>704<td> L <td>1 <td>[0,0,0,2,-14]       <td>1   <td>1
<tr><td>705<td> A <td>1 <td>[0,-1,1,-5781,175862]       <td>1   <td>1
<tr><td>705<td> B <td>1 <td>[1,1,1,-120,42282]  <td>1   <td>1
<tr><td>705<td> C <td>1 <td>[0,1,1,9,20]        <td>0   <td>3
<tr><td>705<td> D <td>1 <td>[1,0,1,6,1] <td>1   <td>1
<tr><td>705<td> E <td>1 <td>[1,0,0,-36,81]      <td>1   <td>1
<tr><td>705<td> F <td>1 <td>[1,0,1,-368,2681]   <td>0   <td>2
<tr><td>706<td> A <td>1 <td>[1,1,0,1,-1]        <td>1   <td>1
<tr><td>706<td> B <td>1 <td>[1,-1,1,-118,2693]  <td>1   <td>1
<tr><td>706<td> C <td>1 <td>[1,-1,1,-7,-5]      <td>1   <td>2
<tr><td>706<td> D <td>1 <td>[1,0,0,-18,4]       <td>1   <td>2
<tr><td>707<td> A <td>1 <td>[0,1,1,-12,12]      <td>2   <td>1
<tr><td>708<td> A <td>1 <td>[0,-1,0,11,34]      <td>0   <td>2
<tr><td>709<td> A <td>1 <td>[0,-1,1,-2,0]       <td>2   <td>1
<tr><td>710<td> A <td>1 <td>[1,1,0,-27,-59]     <td>1   <td>1
<tr><td>710<td> B <td>1 <td>[1,1,1,-416,3009]   <td>1   <td>1
<tr><td>710<td> C <td>1 <td>[1,1,1,-70,195]     <td>1   <td>1
<tr><td>710<td> D <td>1 <td>[1,1,1,-1105,11727] <td>0   <td>5
<tr><td>711<td> A <td>1 <td>[1,-1,0,3,-2]       <td>1   <td>1
<tr><td>711<td> B <td>1 <td>[1,-1,1,25,28]      <td>1   <td>1
<tr><td>711<td> C <td>1 <td>[1,-1,0,-18,-23]    <td>0   <td>1
<tr><td>712<td> A <td>1 <td>[0,1,0,-32,-80]     <td>0   <td>2
<tr><td>713<td> A <td>1 <td>[1,0,1,-1,1]        <td>1   <td>1
<tr><td>714<td> A <td>1 <td>[1,1,0,-3334,81940] <td>1   <td>2
<tr><td>714<td> B <td>1 <td>[1,1,0,-37,-107]    <td>0   <td>1
<tr><td>714<td> C <td>1 <td>[1,1,0,-14597,-686643]      <td>0   <td>1
<tr><td>714<td> D <td>1 <td>[1,1,0,-21,45]      <td>1   <td>2
<tr><td>714<td> E <td>1 <td>[1,1,1,-2204,-41731]        <td>0   <td>1
<tr><td>714<td> F <td>1 <td>[1,1,1,1,101]       <td>1   <td>4
<tr><td>714<td> G <td>1 <td>[1,1,1,-70244,7127525]      <td>0   <td>8
<tr><td>714<td> H <td>1 <td>[1,1,1,1,-1]        <td>0   <td>1
<tr><td>714<td> I <td>1 <td>[1,0,0,108,11664]   <td>0   <td>9
<tr><td>715<td> A <td>1 <td>[0,1,1,-5,6]        <td>1   <td>3
<tr><td>715<td> B <td>1 <td>[0,0,1,43,-2088]    <td>1   <td>1
<tr><td>718<td> A <td>1 <td>[1,-1,0,-17,-163]   <td>0   <td>1
<tr><td>718<td> B <td>1 <td>[1,0,1,-5,0]        <td>2   <td>1
<tr><td>718<td> C <td>1 <td>[1,-1,1,-514,4609]  <td>1   <td>1
<tr><td>720<td> A <td>1 <td>[0,0,0,-3,18]       <td>1   <td>2
<tr><td>720<td> B <td>1 <td>[0,0,0,-27,-486]    <td>0   <td>2
<tr><td>720<td> C <td>1 <td>[0,0,0,-138,623]    <td>0   <td>2
<tr><td>720<td> D <td>1 <td>[0,0,0,-18,27]      <td>0   <td>2
<tr><td>720<td> E <td>1 <td>[0,0,0,33,-34]      <td>1   <td>2
<tr><td>720<td> F <td>1 <td>[0,0,0,-123,-598]   <td>0   <td>2
<tr><td>720<td> G <td>1 <td>[0,0,0,93,-94]      <td>1   <td>2
<tr><td>720<td> H <td>1 <td>[0,0,0,-3,322]      <td>1   <td>2
<tr><td>720<td> I <td>1 <td>[0,0,0,-12,11]      <td>0   <td>2
<tr><td>720<td> J <td>1 <td>[0,0,0,213,3674]    <td>0   <td>2
<tr><td>722<td> A <td>1 <td>[1,0,1,714,-16080]  <td>1   <td>3
<tr><td>722<td> B <td>1 <td>[1,-1,0,-1,-11]     <td>1   <td>1
<tr><td>722<td> C <td>1 <td>[1,0,1,-8,-8138]    <td>0   <td>1
<tr><td>722<td> D <td>1 <td>[1,-1,1,-429,77485] <td>0   <td>1
<tr><td>722<td> E <td>1 <td>[1,1,1,-5603,-163815]       <td>1   <td>1
<tr><td>722<td> F <td>1 <td>[1,1,1,2,3] <td>1   <td>1
<tr><td>723<td> A <td>1 <td>[1,1,1,-4,-4]       <td>1   <td>2
<tr><td>723<td> B <td>1 <td>[0,1,1,-3,-4]       <td>1   <td>1
<tr><td>725<td> A <td>1 <td>[1,-1,0,-67,216]    <td>1   <td>2
<tr><td>726<td> A <td>1 <td>[1,1,0,-35,-51]     <td>1   <td>2
<tr><td>726<td> B <td>1 <td>[1,1,0,21657,-1855179]      <td>0   <td>1
<tr><td>726<td> C <td>1 <td>[1,1,0,-244,-128]   <td>0   <td>2
<tr><td>726<td> D <td>1 <td>[1,0,1,-14,20]      <td>1   <td>1
<tr><td>726<td> E <td>1 <td>[1,0,1,-5448,-113258]       <td>1   <td>2
<tr><td>726<td> F <td>1 <td>[1,1,1,-4298,46487] <td>0   <td>2
<tr><td>726<td> G <td>1 <td>[1,1,1,179,1475]    <td>1   <td>1
<tr><td>726<td> H <td>1 <td>[1,0,0,-668,-6324]  <td>0   <td>2
<tr><td>726<td> I <td>1 <td>[1,0,0,-1636,-28588]        <td>0   <td>1
<tr><td>728<td> A <td>1 <td>[0,-1,0,-8,-20]     <td>0   <td>1
<tr><td>728<td> B <td>1 <td>[0,-1,0,1071,8501]  <td>0   <td>1
<tr><td>728<td> C <td>1 <td>[0,0,0,-68,-236]    <td>1   <td>1
<tr><td>728<td> D <td>1 <td>[0,1,0,-1,51]       <td>1   <td>1
<tr><td>730<td> A <td>1 <td>[1,-1,0,-865,-9219] <td>0   <td>2
<tr><td>730<td> B <td>1 <td>[1,0,1,96,-658]     <td>0   <td>3
<tr><td>730<td> C <td>1 <td>[1,-1,0,-2440,47006]        <td>0   <td>1
<tr><td>730<td> D <td>1 <td>[1,1,0,-1897,29189] <td>0   <td>1
<tr><td>730<td> E <td>1 <td>[1,1,0,-2,-4]       <td>0   <td>1
<tr><td>730<td> F <td>1 <td>[1,-1,0,-949,11493] <td>1   <td>2
<tr><td>730<td> G <td>1 <td>[1,-1,0,-4,-2]      <td>1   <td>1
<tr><td>730<td> H <td>1 <td>[1,0,0,19,-5]       <td>0   <td>1
<tr><td>730<td> I <td>1 <td>[1,1,1,-26,39]      <td>1   <td>1
<tr><td>730<td> J <td>1 <td>[1,1,1,-405,-1925]  <td>1   <td>1
<tr><td>730<td> K <td>1 <td>[1,0,0,-15,17]      <td>0   <td>3
<tr><td>731<td> A <td>1 <td>[1,0,1,-539,4765]   <td>1   <td>1
<tr><td>732<td> A <td>1 <td>[0,-1,0,-17,30]     <td>0   <td>2
<tr><td>732<td> B <td>1 <td>[0,-1,0,-100,424]   <td>1   <td>1
<tr><td>732<td> C <td>1 <td>[0,1,0,-29,36]      <td>1   <td>2
<tr><td>733<td> A <td>1 <td>[1,1,0,-75,-284]    <td>0   <td>1
<tr><td>734<td> A <td>1 <td>[1,1,1,-3,-31]      <td>0   <td>2
<tr><td>735<td> A <td>1 <td>[1,1,0,-123,-552]   <td>0   <td>2
<tr><td>735<td> B <td>1 <td>[0,-1,1,-15206,-1184338]    <td>0   <td>1
<tr><td>735<td> C <td>1 <td>[0,-1,1,5,6]        <td>1   <td>1
<tr><td>735<td> D <td>1 <td>[0,1,1,229,-2614]   <td>0   <td>3
<tr><td>735<td> E <td>1 <td>[1,0,0,-1,-64]      <td>1   <td>2
<tr><td>735<td> F <td>1 <td>[0,1,1,-310,3364]   <td>1   <td>1
<tr><td>737<td> A <td>1 <td>[0,-1,1,406,-686]   <td>1   <td>1
<tr><td>738<td> A <td>1 <td>[1,-1,0,66,116]     <td>1   <td>1
<tr><td>738<td> B <td>1 <td>[1,-1,0,-1575,751869]       <td>0   <td>1
<tr><td>738<td> C <td>1 <td>[1,-1,0,-81,-243]   <td>0   <td>2
<tr><td>738<td> D <td>1 <td>[1,-1,0,-2430,46732]        <td>1   <td>1
<tr><td>738<td> E <td>1 <td>[1,-1,1,7,-7]       <td>1   <td>1
<tr><td>738<td> F <td>1 <td>[1,-1,1,-374,2949]  <td>1   <td>1
<tr><td>738<td> G <td>1 <td>[1,-1,1,-599,-5457] <td>0   <td>2
<tr><td>738<td> H <td>1 <td>[1,-1,1,-4085069,3178971893]        <td>0   <td>2
<tr><td>738<td> I <td>1 <td>[1,-1,1,-14,-7]     <td>0   <td>2
<tr><td>738<td> J <td>1 <td>[1,-1,1,-14,-61]    <td>0   <td>1
<tr><td>739<td> A <td>1 <td>[0,0,1,1,1] <td>0   <td>1
<tr><td>740<td> A <td>1 <td>[0,0,0,-219448,39364772]    <td>0   <td>1
<tr><td>740<td> B <td>1 <td>[0,1,0,-181,-425]   <td>1   <td>3
<tr><td>740<td> C <td>1 <td>[0,-1,0,-45,25]     <td>1   <td>1
<tr><td>741<td> A <td>1 <td>[1,1,0,-2,-3]       <td>0   <td>1
<tr><td>741<td> B <td>1 <td>[1,1,0,5571,-41634] <td>0   <td>1
<tr><td>741<td> C <td>1 <td>[1,0,1,-5227,-155497]       <td>0   <td>1
<tr><td>741<td> D <td>1 <td>[0,1,1,101470,57781877]     <td>0   <td>1
<tr><td>741<td> E <td>1 <td>[0,1,1,-5,23]       <td>1   <td>1
<tr><td>742<td> A <td>1 <td>[1,-1,0,-5,7]       <td>1   <td>1
<tr><td>742<td> B <td>1 <td>[1,1,0,-63,245]     <td>0   <td>2
<tr><td>742<td> C <td>1 <td>[1,-1,0,727,11853]  <td>0   <td>1
<tr><td>742<td> D <td>1 <td>[1,-1,0,3668,-767536]       <td>0   <td>1
<tr><td>742<td> E <td>1 <td>[1,1,0,-29612,2027600]      <td>1   <td>2
<tr><td>742<td> F <td>1 <td>[1,-1,1,-81,11797]  <td>0   <td>1
<tr><td>742<td> G <td>1 <td>[1,1,1,-14,75]      <td>1   <td>1
<tr><td>744<td> A <td>1 <td>[0,-1,0,4,-3]       <td>1   <td>1
<tr><td>744<td> B <td>1 <td>[0,1,0,-279,-1890]  <td>0   <td>2
<tr><td>744<td> C <td>1 <td>[0,1,0,8,89]        <td>1   <td>1
<tr><td>744<td> D <td>1 <td>[0,-1,0,936,-25839] <td>0   <td>1
<tr><td>744<td> E <td>1 <td>[0,-1,0,-32,-84]    <td>0   <td>1
<tr><td>744<td> F <td>1 <td>[0,-1,0,-140,753]   <td>1   <td>1
<tr><td>744<td> G <td>1 <td>[0,1,0,-96,333]     <td>1   <td>1
<tr><td>747<td> A <td>1 <td>[1,-1,1,-56,-134]   <td>1   <td>2
<tr><td>747<td> B <td>1 <td>[1,-1,0,-6,7]       <td>0   <td>2
<tr><td>747<td> C <td>1 <td>[1,-1,0,-495,-4118] <td>1   <td>1
<tr><td>747<td> D <td>1 <td>[1,-1,0,9,4]        <td>1   <td>1
<tr><td>747<td> E <td>1 <td>[1,-1,1,13,-12]     <td>1   <td>1
<tr><td>748<td> A <td>1 <td>[0,0,0,-496,-4252]  <td>0   <td>1
<tr><td>749<td> A <td>1 <td>[1,0,0,-4,-5]       <td>1   <td>1
<tr><td>752<td> A <td>1 <td>[0,0,0,5,42]        <td>1   <td>2
<tr><td>753<td> A <td>1 <td>[0,-1,1,-4,-3]      <td>0   <td>1
<tr><td>753<td> B <td>1 <td>[0,1,1,-9,20]       <td>0   <td>3
<tr><td>753<td> C <td>1 <td>[0,1,1,5,7] <td>1   <td>1
<tr><td>754<td> A <td>1 <td>[1,0,1,-377,2782]   <td>0   <td>3
<tr><td>754<td> B <td>1 <td>[1,0,1,-10758,428760]       <td>1   <td>1
<tr><td>754<td> C <td>1 <td>[1,0,1,-7,-6]       <td>1   <td>2
<tr><td>754<td> D <td>1 <td>[1,0,0,43,-31]      <td>1   <td>1
<tr><td>755<td> A <td>1 <td>[0,0,1,2,-1]        <td>1   <td>1
<tr><td>755<td> B <td>1 <td>[1,0,1,1,1] <td>1   <td>1
<tr><td>755<td> C <td>1 <td>[1,0,1,1,-3]        <td>0   <td>2
<tr><td>755<td> D <td>1 <td>[0,1,1,0,1] <td>0   <td>1
<tr><td>755<td> E <td>1 <td>[0,0,1,-7,7]        <td>0   <td>1
<tr><td>755<td> F <td>1 <td>[0,0,1,-56917,-5226543]     <td>0   <td>1
<tr><td>756<td> A <td>1 <td>[0,0,0,-432,3348]   <td>0   <td>1
<tr><td>756<td> B <td>1 <td>[0,0,0,-24,-44]     <td>1   <td>1
<tr><td>756<td> C <td>1 <td>[0,0,0,-48,-124]    <td>1   <td>1
<tr><td>756<td> D <td>1 <td>[0,0,0,-216,1188]   <td>0   <td>3
<tr><td>756<td> E <td>1 <td>[0,0,0,9,-2]        <td>0   <td>1
<tr><td>756<td> F <td>1 <td>[0,0,0,81,54]       <td>0   <td>3
<tr><td>758<td> A <td>1 <td>[1,0,1,11,0]        <td>1   <td>1
<tr><td>758<td> B <td>1 <td>[1,1,1,-44,-131]    <td>0   <td>1
<tr><td>759<td> A <td>1 <td>[1,1,1,-23,-628]    <td>1   <td>2
<tr><td>759<td> B <td>1 <td>[1,0,0,31,-192]     <td>1   <td>4
<tr><td>760<td> A <td>1 <td>[0,-1,0,5,0]        <td>0   <td>2
<tr><td>760<td> B <td>1 <td>[0,1,0,-26035,-1626942]     <td>0   <td>2
<tr><td>760<td> C <td>1 <td>[0,0,0,-67,926]     <td>0   <td>1
<tr><td>760<td> D <td>1 <td>[0,1,0,-35,58]      <td>1   <td>2
<tr><td>760<td> E <td>1 <td>[0,0,0,-2,21]       <td>1   <td>4
<tr><td>762<td> A <td>1 <td>[1,0,1,-6,-8]       <td>0   <td>1
<tr><td>762<td> B <td>1 <td>[1,0,1,-17677,-9208]        <td>0   <td>1
<tr><td>762<td> C <td>1 <td>[1,0,1,-10,-10]     <td>1   <td>1
<tr><td>762<td> D <td>1 <td>[1,1,1,-21,27]      <td>1   <td>1
<tr><td>762<td> E <td>1 <td>[1,0,0,-267,1521]   <td>1   <td>1
<tr><td>762<td> F <td>1 <td>[1,0,0,-8,-216]     <td>0   <td>3
<tr><td>762<td> G <td>1 <td>[1,0,0,-101946,12401892]    <td>0   <td>7
<tr><td>763<td> A <td>1 <td>[0,0,1,-5,10]       <td>1   <td>1
<tr><td>765<td> A <td>1 <td>[1,-1,0,-150,791]   <td>0   <td>2
<tr><td>765<td> B <td>1 <td>[1,-1,1,-17,-24]    <td>0   <td>2
<tr><td>765<td> C <td>1 <td>[1,-1,1,-77,276]    <td>1   <td>2
<tr><td>766<td> A <td>1 <td>[1,1,0,11,45]       <td>0   <td>1
<tr><td>768<td> A <td>1 <td>[0,-1,0,-23,51]     <td>1   <td>2
<tr><td>768<td> B <td>1 <td>[0,-1,0,1,3]        <td>1   <td>2
<tr><td>768<td> C <td>1 <td>[0,1,0,-23,-51]     <td>0   <td>2
<tr><td>768<td> D <td>1 <td>[0,1,0,-7,5]        <td>0   <td>2
<tr><td>768<td> E <td>1 <td>[0,-1,0,-3,-9]      <td>0   <td>2
<tr><td>768<td> F <td>1 <td>[0,-1,0,-7,-5]      <td>0   <td>2
<tr><td>768<td> G <td>1 <td>[0,1,0,-3,9]        <td>1   <td>2
<tr><td>768<td> H <td>1 <td>[0,1,0,1,-3]        <td>1   <td>2
<tr><td>770<td> A <td>1 <td>[1,1,0,-3,-7]       <td>0   <td>2
<tr><td>770<td> B <td>1 <td>[1,0,1,-914,10596]  <td>0   <td>6
<tr><td>770<td> C <td>1 <td>[1,-1,0,-12089,-612755]     <td>0   <td>2
<tr><td>770<td> D <td>1 <td>[1,0,1,32,558]      <td>1   <td>2
<tr><td>770<td> E <td>1 <td>[1,-1,0,-29,-635]   <td>1   <td>2
<tr><td>770<td> F <td>1 <td>[1,0,0,-56,3136]    <td>1   <td>6
<tr><td>770<td> G <td>1 <td>[1,0,0,10,100]      <td>0   <td>6
<tr><td>774<td> A <td>1 <td>[1,-1,0,57,-243]    <td>0   <td>3
<tr><td>774<td> B <td>1 <td>[1,-1,0,-216,832]   <td>0   <td>2
<tr><td>774<td> C <td>1 <td>[1,-1,0,-397116,-96224252]  <td>0   <td>1
<tr><td>774<td> D <td>1 <td>[1,-1,0,1431,-46899]        <td>1   <td>1
<tr><td>774<td> E <td>1 <td>[1,-1,0,-18,0]      <td>1   <td>2
<tr><td>774<td> F <td>1 <td>[1,-1,1,-209,1217]  <td>1   <td>3
<tr><td>774<td> G <td>1 <td>[1,-1,1,22,105]     <td>1   <td>1
<tr><td>774<td> H <td>1 <td>[1,-1,1,-17249,-866127]     <td>0   <td>2
<tr><td>774<td> I <td>1 <td>[1,-1,1,-131,-601]  <td>0   <td>1
<tr><td>775<td> A <td>1 <td>[0,1,1,-33,94]      <td>1   <td>1
<tr><td>775<td> B <td>1 <td>[1,0,1,-26,-177]    <td>0   <td>2
<tr><td>775<td> C <td>1 <td>[0,1,1,242,1269]    <td>0   <td>1
<tr><td>776<td> A <td>1 <td>[0,0,0,-31,66]      <td>1   <td>2
<tr><td>777<td> A <td>1 <td>[1,1,0,-16,19]      <td>0   <td>2
<tr><td>777<td> B <td>1 <td>[0,-1,1,-2531950,1551713040]        <td>0   <td>1
<tr><td>777<td> C <td>1 <td>[0,-1,1,-169,-792]  <td>0   <td>1
<tr><td>777<td> D <td>1 <td>[1,1,1,-14,26]      <td>1   <td>4
<tr><td>777<td> E <td>1 <td>[1,0,1,-1312,-18391]        <td>1   <td>2
<tr><td>777<td> F <td>1 <td>[0,1,1,0,2] <td>1   <td>1
<tr><td>777<td> G <td>1 <td>[0,1,1,9,344]       <td>1   <td>1
<tr><td>780<td> A <td>1 <td>[0,-1,0,-105,450]   <td>1   <td>2
<tr><td>780<td> B <td>1 <td>[0,-1,0,195,-195975]        <td>0   <td>1
<tr><td>780<td> C <td>1 <td>[0,1,0,-81,0]       <td>1   <td>2
<tr><td>780<td> D <td>1 <td>[0,1,0,19,15]       <td>0   <td>3
<tr><td>781<td> A <td>1 <td>[0,0,1,-1378,347]   <td>0   <td>1
<tr><td>781<td> B <td>1 <td>[0,0,1,-808,8840]   <td>1   <td>1
<tr><td>782<td> A <td>1 <td>[1,0,1,5,6] <td>1   <td>2
<tr><td>782<td> B <td>1 <td>[1,0,0,-60,-184]    <td>0   <td>1
<tr><td>782<td> C <td>1 <td>[1,0,0,-99153,-12025559]    <td>0   <td>2
<tr><td>782<td> D <td>1 <td>[1,-1,1,0,1]        <td>0   <td>1
<tr><td>782<td> E <td>1 <td>[1,-1,1,-529,385]   <td>0   <td>4
<tr><td>784<td> A <td>1 <td>[0,1,0,-16,-29]     <td>1   <td>1
<tr><td>784<td> B <td>1 <td>[0,0,0,-343,2401]   <td>1   <td>1
<tr><td>784<td> C <td>1 <td>[0,0,0,49,686]      <td>0   <td>2
<tr><td>784<td> D <td>1 <td>[0,-1,0,-800,8359]  <td>0   <td>1
<tr><td>784<td> E <td>1 <td>[0,-1,0,-16,-1392]  <td>0   <td>2
<tr><td>784<td> F <td>1 <td>[0,0,0,-7,-7]       <td>0   <td>1
<tr><td>784<td> G <td>1 <td>[0,-1,0,-114,127]   <td>0   <td>1
<tr><td>784<td> H <td>1 <td>[0,0,0,-35,98]      <td>1   <td>2
<tr><td>784<td> I <td>1 <td>[0,1,0,-2,-1]       <td>1   <td>1
<tr><td>784<td> J <td>1 <td>[0,1,0,-408,6292]   <td>1   <td>2
<tr><td>786<td> A <td>1 <td>[1,1,0,-8,6]        <td>1   <td>1
<tr><td>786<td> B <td>1 <td>[1,1,0,-281,1701]   <td>1   <td>1
<tr><td>786<td> C <td>1 <td>[1,1,0,1217,6622405]        <td>1   <td>1
<tr><td>786<td> D <td>1 <td>[1,1,0,-3418,-78356]        <td>0   <td>1
<tr><td>786<td> E <td>1 <td>[1,1,0,-29,-3]      <td>0   <td>2
<tr><td>786<td> F <td>1 <td>[1,0,1,-40,92]      <td>0   <td>3
<tr><td>786<td> G <td>1 <td>[1,0,1,-103,-406]   <td>1   <td>1
<tr><td>786<td> H <td>1 <td>[1,0,1,-17,56]      <td>1   <td>1
<tr><td>786<td> I <td>1 <td>[1,1,1,-71,-259]    <td>0   <td>2
<tr><td>786<td> J <td>1 <td>[1,1,1,-861,9267]   <td>1   <td>1
<tr><td>786<td> K <td>1 <td>[1,1,1,10,11]       <td>1   <td>1
<tr><td>786<td> L <td>1 <td>[1,0,0,-42,36]      <td>1   <td>1
<tr><td>786<td> M <td>1 <td>[1,0,0,-2135,35913] <td>0   <td>5
<tr><td>790<td> A <td>1 <td>[1,0,0,-25,57]      <td>1   <td>2
<tr><td>791<td> A <td>1 <td>[1,0,1,-31,117]     <td>0   <td>2
<tr><td>791<td> B <td>1 <td>[1,0,1,-38,-93]     <td>0   <td>2
<tr><td>791<td> C <td>1 <td>[1,-1,1,-19,-14]    <td>1   <td>4
<tr><td>792<td> A <td>1 <td>[0,0,0,-135,-486]   <td>1   <td>2
<tr><td>792<td> B <td>1 <td>[0,0,0,-75,-74]     <td>0   <td>2
<tr><td>792<td> C <td>1 <td>[0,0,0,-15,18]      <td>1   <td>2
<tr><td>792<td> D <td>1 <td>[0,0,0,-111,434]    <td>1   <td>4
<tr><td>792<td> E <td>1 <td>[0,0,0,6,-155]      <td>0   <td>2
<tr><td>792<td> F <td>1 <td>[0,0,0,-36,-108]    <td>0   <td>1
<tr><td>792<td> G <td>1 <td>[0,0,0,-72147,7458910]      <td>0   <td>2
<tr><td>793<td> A <td>1 <td>[1,-1,0,-16,-21]    <td>1   <td>2
<tr><td>794<td> A <td>1 <td>[1,0,1,-3,2]        <td>2   <td>1
<tr><td>794<td> B <td>1 <td>[1,0,0,-57,161]     <td>1   <td>3
<tr><td>794<td> C <td>1 <td>[1,1,1,4,-3]        <td>1   <td>1
<tr><td>794<td> D <td>1 <td>[1,0,0,47,-471]     <td>1   <td>3
<tr><td>795<td> A <td>1 <td>[1,1,0,-8,3]        <td>1   <td>2
<tr><td>795<td> B <td>1 <td>[0,-1,1,-221,-1198] <td>0   <td>1
<tr><td>795<td> C <td>1 <td>[0,1,1,-491,15251]  <td>0   <td>3
<tr><td>795<td> D <td>1 <td>[1,0,1,21,-23]      <td>0   <td>2
<tr><td>797<td> A <td>1 <td>[1,0,0,2,1] <td>1   <td>1
<tr><td>798<td> A <td>1 <td>[1,1,0,-10,4]       <td>1   <td>2
<tr><td>798<td> B <td>1 <td>[1,0,1,-80,-226]    <td>0   <td>2
<tr><td>798<td> C <td>1 <td>[1,0,1,-92,326]     <td>1   <td>2
<tr><td>798<td> D <td>1 <td>[1,0,1,-162,-476]   <td>1   <td>2
<tr><td>798<td> E <td>1 <td>[1,0,1,-7801,264524]        <td>0   <td>6
<tr><td>798<td> F <td>1 <td>[1,0,1,-39,-86]     <td>0   <td>2
<tr><td>798<td> G <td>1 <td>[1,1,1,-354,-2193]  <td>1   <td>2
<tr><td>798<td> H <td>1 <td>[1,0,0,-1015,11561] <td>1   <td>2
<tr><td>798<td> I <td>1 <td>[1,0,0,3,-15]       <td>0   <td>2
<tr><td>799<td> A <td>1 <td>[1,1,1,-16,16]      <td>0   <td>2
<tr><td>799<td> B <td>1 <td>[1,1,1,-118,418]    <td>1   <td>2
<tr><td>800<td> A <td>1 <td>[0,0,0,-25,0]       <td>1   <td>4
<tr><td>800<td> B <td>1 <td>[0,1,0,-8,8]        <td>1   <td>1
<tr><td>800<td> C <td>1 <td>[0,1,0,-158,-812]   <td>1   <td>2
<tr><td>800<td> D <td>1 <td>[0,0,0,-125,0]      <td>0   <td>2
<tr><td>800<td> E <td>1 <td>[0,1,0,-208,-1412]  <td>0   <td>1
<tr><td>800<td> F <td>1 <td>[0,-1,0,-8,-8]      <td>0   <td>1
<tr><td>800<td> G <td>1 <td>[0,-1,0,-158,812]   <td>0   <td>2
<tr><td>800<td> H <td>1 <td>[0,0,0,-5,0]        <td>1   <td>2
<tr><td>800<td> I <td>1 <td>[0,-1,0,-208,1412]  <td>1   <td>1
<tr><td>801<td> A <td>1 <td>[0,0,1,-3972,-169349]       <td>0   <td>1
<tr><td>801<td> B <td>1 <td>[1,-1,1,-14,-12]    <td>0   <td>2
<tr><td>801<td> C <td>1 <td>[0,0,1,-30,-90]     <td>1   <td>1
<tr><td>801<td> D <td>1 <td>[1,-1,0,-9,-14]     <td>1   <td>1
<tr><td>802<td> A <td>1 <td>[1,-1,1,2,-1]       <td>0   <td>1
<tr><td>802<td> B <td>1 <td>[1,0,0,-9,-11]      <td>0   <td>2
<tr><td>804<td> A <td>1 <td>[0,-1,0,59,-122]    <td>0   <td>2
<tr><td>804<td> B <td>1 <td>[0,-1,0,-1373,-19191]       <td>1   <td>1
<tr><td>804<td> C <td>1 <td>[0,-1,0,-12,24]     <td>1   <td>1
<tr><td>804<td> D <td>1 <td>[0,1,0,84,36]       <td>1   <td>1
<tr><td>805<td> A <td>1 <td>[0,-1,1,23004,2393001]      <td>1   <td>1
<tr><td>805<td> B <td>1 <td>[1,-1,1,-163,-758]  <td>0   <td>2
<tr><td>805<td> C <td>1 <td>[1,-1,1,2,2356]     <td>0   <td>4
<tr><td>805<td> D <td>1 <td>[0,0,1,-13,49]      <td>0   <td>1
<tr><td>806<td> A <td>1 <td>[1,0,1,-3,30]       <td>1   <td>1
<tr><td>806<td> B <td>1 <td>[1,1,0,52,-176]     <td>1   <td>1
<tr><td>806<td> C <td>1 <td>[1,0,0,-97,361]     <td>1   <td>1
<tr><td>806<td> D <td>1 <td>[1,-1,1,318,-2367]  <td>1   <td>1
<tr><td>806<td> E <td>1 <td>[1,0,0,2511,39401]  <td>0   <td>3
<tr><td>806<td> F <td>1 <td>[1,1,1,-14105,638919]       <td>0   <td>5
<tr><td>807<td> A <td>1 <td>[0,1,1,-49,115]     <td>0   <td>3
<tr><td>808<td> A <td>1 <td>[0,0,0,-11,-26]     <td>0   <td>1
<tr><td>808<td> B <td>1 <td>[0,-1,0,-129,-523]  <td>0   <td>1
<tr><td>810<td> A <td>1 <td>[1,-1,0,-9,15]      <td>0   <td>3
<tr><td>810<td> B <td>1 <td>[1,-1,0,36,120]     <td>0   <td>3
<tr><td>810<td> C <td>1 <td>[1,-1,0,-114,-10252]        <td>0   <td>3
<tr><td>810<td> D <td>1 <td>[1,-1,0,-24,80]     <td>1   <td>3
<tr><td>810<td> E <td>1 <td>[1,-1,1,7,1]        <td>0   <td>3
<tr><td>810<td> F <td>1 <td>[1,-1,1,22,41]      <td>0   <td>3
<tr><td>810<td> G <td>1 <td>[1,-1,1,-4388,112967]       <td>0   <td>3
<tr><td>810<td> H <td>1 <td>[1,-1,1,-38,181]    <td>1   <td>3
<tr><td>811<td> A <td>1 <td>[0,0,1,-2,-2]       <td>1   <td>1
<tr><td>812<td> A <td>1 <td>[0,0,0,-40,-124]    <td>0   <td>1
<tr><td>812<td> B <td>1 <td>[0,-1,0,-36,232]    <td>1   <td>1
<tr><td>813<td> A <td>1 <td>[0,1,1,-2,-1]       <td>0   <td>1
<tr><td>813<td> B <td>1 <td>[0,1,1,-73,190]     <td>1   <td>3
<tr><td>814<td> A <td>1 <td>[1,0,1,5,30]        <td>1   <td>3
<tr><td>814<td> B <td>1 <td>[1,-1,1,-28,63]     <td>1   <td>1
<tr><td>815<td> A <td>1 <td>[0,1,1,15,-69]      <td>1   <td>3
<tr><td>816<td> A <td>1 <td>[0,-1,0,-48,144]    <td>1   <td>2
<tr><td>816<td> B <td>1 <td>[0,-1,0,-52,-128]   <td>0   <td>2
<tr><td>816<td> C <td>1 <td>[0,-1,0,-17,-51]    <td>0   <td>1
<tr><td>816<td> D <td>1 <td>[0,1,0,511,1899]    <td>0   <td>1
<tr><td>816<td> E <td>1 <td>[0,-1,0,-4088,-99216]       <td>0   <td>2
<tr><td>816<td> F <td>1 <td>[0,-1,0,11,61]      <td>0   <td>1
<tr><td>816<td> G <td>1 <td>[0,-1,0,-5,9]       <td>1   <td>1
<tr><td>816<td> H <td>1 <td>[0,-1,0,-544,-4352] <td>1   <td>2
<tr><td>816<td> I <td>1 <td>[0,1,0,-1621,24623] <td>1   <td>1
<tr><td>816<td> J <td>1 <td>[0,1,0,-40,-76]     <td>1   <td>2
<tr><td>817<td> A <td>1 <td>[0,1,1,1,6] <td>2   <td>1
<tr><td>817<td> B <td>1 <td>[0,1,1,-16649,821406]       <td>1   <td>1
<tr><td>819<td> A <td>1 <td>[1,-1,0,-42,-73]    <td>1   <td>2
<tr><td>819<td> B <td>1 <td>[1,-1,1,-5,4]       <td>1   <td>2
<tr><td>819<td> C <td>1 <td>[0,0,1,9,-7]        <td>0   <td>1
<tr><td>819<td> D <td>1 <td>[0,0,1,22857,4273542]       <td>0   <td>1
<tr><td>819<td> E <td>1 <td>[0,0,1,-66,-207]    <td>0   <td>1
<tr><td>819<td> F <td>1 <td>[0,0,1,-237,-1607]  <td>0   <td>1
<tr><td>822<td> A <td>1 <td>[1,1,0,-3,-9]       <td>1   <td>1
<tr><td>822<td> B <td>1 <td>[1,0,1,-18716,-987046]      <td>0   <td>2
<tr><td>822<td> C <td>1 <td>[1,0,1,-1122,14548] <td>0   <td>3
<tr><td>822<td> D <td>1 <td>[1,0,1,31,20]       <td>1   <td>1
<tr><td>822<td> E <td>1 <td>[1,0,0,-47,57]      <td>0   <td>4
<tr><td>822<td> F <td>1 <td>[1,0,0,-4,-4]       <td>0   <td>1
<tr><td>825<td> A <td>1 <td>[0,-1,1,-23,53]     <td>1   <td>1
<tr><td>825<td> B <td>1 <td>[1,0,0,-163,-808]   <td>1   <td>2
<tr><td>825<td> C <td>1 <td>[0,1,1,-583,5494]   <td>1   <td>3
<tr><td>826<td> A <td>1 <td>[1,1,0,21,-49]      <td>0   <td>1
<tr><td>826<td> B <td>1 <td>[1,1,0,-136,-672]   <td>0   <td>1
<tr><td>827<td> A <td>1 <td>[0,0,1,-10,12]      <td>1   <td>1
<tr><td>828<td> A <td>1 <td>[0,0,0,-24,45]      <td>0   <td>2
<tr><td>828<td> B <td>1 <td>[0,0,0,-216,-1215]  <td>1   <td>2
<tr><td>828<td> C <td>1 <td>[0,0,0,-9,-27]      <td>1   <td>1
<tr><td>828<td> D <td>1 <td>[0,0,0,15,-11]      <td>0   <td>1
<tr><td>829<td> A <td>1 <td>[0,0,1,-4,-3]       <td>1   <td>1
<tr><td>830<td> A <td>1 <td>[1,0,1,37,-62]      <td>0   <td>3
<tr><td>830<td> B <td>1 <td>[1,1,1,-11185,456015]       <td>1   <td>1
<tr><td>830<td> C <td>1 <td>[1,-1,1,3,69]       <td>1   <td>1
<tr><td>831<td> A <td>1 <td>[1,0,0,-68,285]     <td>1   <td>1
<tr><td>832<td> A <td>1 <td>[0,1,0,-1,31]       <td>1   <td>1
<tr><td>832<td> B <td>1 <td>[0,-1,0,-1,-31]     <td>1   <td>1
<tr><td>832<td> C <td>1 <td>[0,-1,0,31,97]      <td>1   <td>1
<tr><td>832<td> D <td>1 <td>[0,0,0,-16,-24]     <td>0   <td>2
<tr><td>832<td> E <td>1 <td>[0,-1,0,-65,-191]   <td>0   <td>1
<tr><td>832<td> F <td>1 <td>[0,0,0,-172,1328]   <td>0   <td>1
<tr><td>832<td> G <td>1 <td>[0,1,0,31,-97]      <td>0   <td>1
<tr><td>832<td> H <td>1 <td>[0,0,0,-16,24]      <td>1   <td>2
<tr><td>832<td> I <td>1 <td>[0,1,0,-65,191]     <td>1   <td>1
<tr><td>832<td> J <td>1 <td>[0,0,0,-172,-1328]  <td>1   <td>1
<tr><td>833<td> A <td>1 <td>[1,-1,1,-34,-24]    <td>0   <td>2
<tr><td>834<td> A <td>1 <td>[1,0,1,-11795,-233746]      <td>0   <td>2
<tr><td>834<td> B <td>1 <td>[1,0,1,-60,-182]    <td>0   <td>1
<tr><td>834<td> C <td>1 <td>[1,0,1,0,10]        <td>1   <td>1
<tr><td>834<td> D <td>1 <td>[1,1,1,-8,5]        <td>0   <td>2
<tr><td>834<td> E <td>1 <td>[1,1,1,2,-1]        <td>1   <td>1
<tr><td>834<td> F <td>1 <td>[1,1,1,-1027,12257] <td>1   <td>1
<tr><td>834<td> G <td>1 <td>[1,0,0,-70,356]     <td>1   <td>5
<tr><td>836<td> A <td>1 <td>[0,-1,0,-5,-47]     <td>1   <td>1
<tr><td>836<td> B <td>1 <td>[0,-1,0,3,-10]      <td>0   <td>2
<tr><td>840<td> A <td>1 <td>[0,-1,0,-316,-2060] <td>1   <td>2
<tr><td>840<td> B <td>1 <td>[0,-1,0,9,-84]      <td>0   <td>4
<tr><td>840<td> C <td>1 <td>[0,-1,0,-15,12]     <td>0   <td>4
<tr><td>840<td> D <td>1 <td>[0,1,0,-27991,-1811530]     <td>0   <td>2
<tr><td>840<td> E <td>1 <td>[0,-1,0,9,0]        <td>1   <td>2
<tr><td>840<td> F <td>1 <td>[0,-1,0,-175,952]   <td>1   <td>4
<tr><td>840<td> G <td>1 <td>[0,-1,0,-735,7920]  <td>0   <td>4
<tr><td>840<td> H <td>1 <td>[0,1,0,-71,-246]    <td>1   <td>2
<tr><td>840<td> I <td>1 <td>[0,1,0,-36,-96]     <td>0   <td>2
<tr><td>840<td> J <td>1 <td>[0,1,0,-15,90]      <td>0   <td>4
<tr><td>842<td> A <td>1 <td>[1,0,1,-10,-12]     <td>1   <td>1
<tr><td>842<td> B <td>1 <td>[1,0,0,-59,145]     <td>1   <td>1
<tr><td>843<td> A <td>1 <td>[1,1,0,5,4] <td>1   <td>1
<tr><td>845<td> A <td>1 <td>[1,0,1,-173,171]    <td>0   <td>2
<tr><td>846<td> A <td>1 <td>[1,-1,0,-135,-707]  <td>0   <td>2
<tr><td>846<td> B <td>1 <td>[1,-1,0,3,17]       <td>1   <td>2
<tr><td>846<td> C <td>1 <td>[1,-1,0,522,2164]   <td>1   <td>2
<tr><td>847<td> A <td>1 <td>[0,1,1,-10809,-436166]      <td>0   <td>1
<tr><td>847<td> B <td>1 <td>[0,0,1,242,-333]    <td>1   <td>1
<tr><td>847<td> C <td>1 <td>[1,1,1,421,-12440]  <td>1   <td>2
<tr><td>848<td> A <td>1 <td>[0,1,0,-120,-556]   <td>0   <td>1
<tr><td>848<td> B <td>1 <td>[0,-1,0,-4528,150464]       <td>0   <td>1
<tr><td>848<td> C <td>1 <td>[0,-1,0,16,-64]     <td>0   <td>1
<tr><td>848<td> D <td>1 <td>[0,1,0,-12,40]      <td>0   <td>2
<tr><td>848<td> E <td>1 <td>[0,0,0,5,-22]       <td>0   <td>1
<tr><td>848<td> F <td>1 <td>[0,1,0,-4,-8]       <td>1   <td>1
<tr><td>848<td> G <td>1 <td>[0,1,0,-440,3412]   <td>1   <td>1
<tr><td>849<td> A <td>1 <td>[1,1,1,5,-4]        <td>1   <td>1
<tr><td>850<td> A <td>1 <td>[1,1,0,9975,-114875]        <td>0   <td>1
<tr><td>850<td> B <td>1 <td>[1,1,0,-75,125]     <td>0   <td>2
<tr><td>850<td> C <td>1 <td>[1,0,1,-451,4798]   <td>1   <td>1
<tr><td>850<td> D <td>1 <td>[1,0,1,33924,-387702]       <td>1   <td>1
<tr><td>850<td> E <td>1 <td>[1,-1,0,8,16]       <td>1   <td>1
<tr><td>850<td> F <td>1 <td>[1,1,1,1357,-2559]  <td>0   <td>1
<tr><td>850<td> G <td>1 <td>[1,1,1,-188,781]    <td>0   <td>2
<tr><td>850<td> H <td>1 <td>[1,1,1,-63838,6181531]      <td>0   <td>2
<tr><td>850<td> I <td>1 <td>[1,-1,1,195,2197]   <td>0   <td>1
<tr><td>850<td> J <td>1 <td>[1,-1,1,-255,-1503] <td>0   <td>1
<tr><td>850<td> K <td>1 <td>[1,1,1,-63,781]     <td>1   <td>1
<tr><td>850<td> L <td>1 <td>[1,1,1,-18,31]      <td>1   <td>1
<tr><td>851<td> A <td>1 <td>[0,1,1,-28,48]      <td>1   <td>1
<tr><td>854<td> A <td>1 <td>[1,0,1,-722,7396]   <td>1   <td>1
<tr><td>854<td> B <td>1 <td>[1,0,1,-2706,53940] <td>1   <td>3
<tr><td>854<td> C <td>1 <td>[1,1,1,-13,3]       <td>1   <td>1
<tr><td>854<td> D <td>1 <td>[1,1,1,-399,1237]   <td>1   <td>1
<tr><td>855<td> A <td>1 <td>[1,-1,1,202,4956]   <td>0   <td>2
<tr><td>855<td> B <td>1 <td>[1,-1,1,13,474]     <td>1   <td>2
<tr><td>855<td> C <td>1 <td>[1,-1,0,171,0]      <td>0   <td>2
<tr><td>856<td> A <td>1 <td>[0,1,0,-3,2]        <td>1   <td>1
<tr><td>856<td> B <td>1 <td>[0,1,0,0,-16]       <td>1   <td>1
<tr><td>856<td> C <td>1 <td>[0,-1,0,-28,68]     <td>1   <td>1
<tr><td>856<td> D <td>1 <td>[0,-1,0,-432,-3316] <td>1   <td>1
<tr><td>858<td> A <td>1 <td>[1,1,0,6,-108]      <td>0   <td>2
<tr><td>858<td> B <td>1 <td>[1,0,1,359,1916]    <td>1   <td>6
<tr><td>858<td> C <td>1 <td>[1,0,1,-7,-10]      <td>0   <td>2
<tr><td>858<td> D <td>1 <td>[1,0,1,-103987,12897998]    <td>0   <td>3
<tr><td>858<td> E <td>1 <td>[1,1,1,-1067,12953] <td>0   <td>4
<tr><td>858<td> F <td>1 <td>[1,1,1,-572,118685] <td>1   <td>1
<tr><td>858<td> G <td>1 <td>[1,1,1,-46,107]     <td>1   <td>1
<tr><td>858<td> H <td>1 <td>[1,1,1,-154,791]    <td>0   <td>4
<tr><td>858<td> I <td>1 <td>[1,1,1,-2301,-43629]        <td>0   <td>2
<tr><td>858<td> J <td>1 <td>[1,0,0,13,-39]      <td>0   <td>3
<tr><td>858<td> K <td>1 <td>[1,0,0,-5774401,5346023177] <td>0   <td>7
<tr><td>858<td> L <td>1 <td>[1,0,0,-332,-6000]  <td>0   <td>2
<tr><td>858<td> M <td>1 <td>[1,0,0,-1,-7]       <td>0   <td>2
<tr><td>861<td> A <td>1 <td>[1,1,1,3,-6]        <td>0   <td>2
<tr><td>861<td> B <td>1 <td>[1,0,1,706,-64375]  <td>1   <td>1
<tr><td>861<td> C <td>1 <td>[1,0,0,2941,18606]  <td>1   <td>1
<tr><td>861<td> D <td>1 <td>[1,0,0,-7,14]       <td>1   <td>1
<tr><td>862<td> A <td>1 <td>[1,0,1,1,-2]        <td>1   <td>1
<tr><td>862<td> B <td>1 <td>[1,-1,0,-70,244]    <td>1   <td>1
<tr><td>862<td> C <td>1 <td>[1,-1,1,6,-7]       <td>0   <td>2
<tr><td>862<td> D <td>1 <td>[1,0,0,8,64]        <td>0   <td>3
<tr><td>862<td> E <td>1 <td>[1,1,1,-2460,45949] <td>1   <td>5
<tr><td>862<td> F <td>1 <td>[1,1,1,-2,15]       <td>1   <td>1
<tr><td>864<td> A <td>1 <td>[0,0,0,-3,6]        <td>1   <td>1
<tr><td>864<td> B <td>1 <td>[0,0,0,-24,48]      <td>1   <td>1
<tr><td>864<td> C <td>1 <td>[0,0,0,24,-16]      <td>1   <td>1
<tr><td>864<td> D <td>1 <td>[0,0,0,-3,-6]       <td>0   <td>1
<tr><td>864<td> E <td>1 <td>[0,0,0,216,-432]    <td>0   <td>1
<tr><td>864<td> F <td>1 <td>[0,0,0,-24,-48]     <td>0   <td>1
<tr><td>864<td> G <td>1 <td>[0,0,0,-27,162]     <td>0   <td>1
<tr><td>864<td> H <td>1 <td>[0,0,0,216,432]     <td>0   <td>1
<tr><td>864<td> I <td>1 <td>[0,0,0,-216,-1296]  <td>0   <td>1
<tr><td>864<td> J <td>1 <td>[0,0,0,-27,-162]    <td>1   <td>1
<tr><td>864<td> K <td>1 <td>[0,0,0,24,16]       <td>1   <td>1
<tr><td>864<td> L <td>1 <td>[0,0,0,-216,1296]   <td>1   <td>1
<tr><td>866<td> A <td>1 <td>[1,0,0,-8,64]       <td>1   <td>3
<tr><td>867<td> A <td>1 <td>[0,-1,1,193,-5023]  <td>1   <td>1
<tr><td>867<td> B <td>1 <td>[1,1,1,-23,20]      <td>1   <td>2
<tr><td>867<td> C <td>1 <td>[0,-1,1,1638,-13693]        <td>1   <td>1
<tr><td>867<td> D <td>1 <td>[1,0,0,-6653,145704]        <td>0   <td>2
<tr><td>867<td> E <td>1 <td>[0,1,1,6,-1]        <td>0   <td>1
<tr><td>869<td> A <td>1 <td>[1,0,1,-138,609]    <td>1   <td>1
<tr><td>869<td> B <td>1 <td>[0,1,1,10,-2]       <td>1   <td>1
<tr><td>869<td> C <td>1 <td>[1,0,0,-2,-5]       <td>0   <td>2
<tr><td>869<td> D <td>1 <td>[1,1,0,-512,4237]   <td>1   <td>1
<tr><td>870<td> A <td>1 <td>[1,1,0,-87,261]     <td>1   <td>2
<tr><td>870<td> B <td>1 <td>[1,0,1,-2829,55816] <td>1   <td>6
<tr><td>870<td> C <td>1 <td>[1,0,1,-58,56]      <td>1   <td>6
<tr><td>870<td> D <td>1 <td>[1,0,1,-113,-124]   <td>0   <td>2
<tr><td>870<td> E <td>1 <td>[1,1,1,-11,-7]      <td>1   <td>2
<tr><td>870<td> F <td>1 <td>[1,1,1,-1760,27137] <td>1   <td>2
<tr><td>870<td> G <td>1 <td>[1,1,1,-250,1415]   <td>0   <td>4
<tr><td>870<td> H <td>1 <td>[1,0,0,-5,-3]       <td>0   <td>2
<tr><td>870<td> I <td>1 <td>[1,0,0,-4480,-25600]        <td>0   1<td>0
<tr><td>871<td> A <td>1 <td>[0,-1,1,-42,139]    <td>0   <td>1
<tr><td>872<td> A <td>1 <td>[0,1,0,0,16]        <td>1   <td>1
<tr><td>873<td> A <td>1 <td>[1,-1,0,-27,-32]    <td>0   <td>2
<tr><td>873<td> B <td>1 <td>[1,-1,0,-1476,-21461]       <td>1   <td>2
<tr><td>873<td> C <td>1 <td>[0,0,1,-19569,-4064513]     <td>1   <td>1
<tr><td>873<td> D <td>1 <td>[0,0,1,-3,22]       <td>1   <td>1
<tr><td>874<td> A <td>1 <td>[1,-1,0,-19,-13]    <td>0   <td>1
<tr><td>874<td> B <td>1 <td>[1,-1,0,-13189,575701]      <td>0   <td>1
<tr><td>874<td> C <td>1 <td>[1,1,0,-38,76]      <td>1   <td>1
<tr><td>874<td> D <td>1 <td>[1,0,0,-12,-16]     <td>1   <td>1
<tr><td>874<td> E <td>1 <td>[1,1,1,-410,903]    <td>1   <td>5
<tr><td>874<td> F <td>1 <td>[1,0,0,-7929,-270343]       <td>0   <td>3
<tr><td>876<td> A <td>1 <td>[0,-1,0,-48885,4176513]     <td>1   <td>1
<tr><td>876<td> B <td>1 <td>[0,1,0,-61,191]     <td>1   <td>1
<tr><td>880<td> A <td>1 <td>[0,0,0,2,3] <td>1   <td>2
<tr><td>880<td> B <td>1 <td>[0,0,0,-38,87]      <td>0   <td>2
<tr><td>880<td> C <td>1 <td>[0,0,0,-5042,-137801]       <td>1   <td>2
<tr><td>880<td> D <td>1 <td>[0,0,0,-67,226]     <td>1   <td>1
<tr><td>880<td> E <td>1 <td>[0,-1,0,-1416,-20240]       <td>0   <td>1
<tr><td>880<td> F <td>1 <td>[0,-1,0,-16,-64]    <td>1   <td>1
<tr><td>880<td> G <td>1 <td>[0,1,0,160,3188]    <td>1   <td>1
<tr><td>880<td> H <td>1 <td>[0,1,0,-5,-2]       <td>1   <td>2
<tr><td>880<td> I <td>1 <td>[0,0,0,13,-14]      <td>0   <td>2
<tr><td>880<td> J <td>1 <td>[0,-1,0,-45,-100]   <td>0   <td>2
<tr><td>882<td> A <td>1 <td>[1,-1,0,-4566,119916]       <td>1   <td>3
<tr><td>882<td> B <td>1 <td>[1,-1,0,-93,-323]   <td>0   <td>1
<tr><td>882<td> C <td>1 <td>[1,-1,0,-450,-8366] <td>0   <td>1
<tr><td>882<td> D <td>1 <td>[1,-1,0,-9,27]      <td>1   <td>1
<tr><td>882<td> E <td>1 <td>[1,-1,0,-1773,63909]        <td>1   <td>2
<tr><td>882<td> F <td>1 <td>[1,-1,1,64,-13597]  <td>0   <td>3
<tr><td>882<td> G <td>1 <td>[1,-1,1,1,39]       <td>1   <td>1
<tr><td>882<td> H <td>1 <td>[1,-1,1,211,1397]   <td>1   <td>1
<tr><td>882<td> I <td>1 <td>[1,-1,1,-230,2769]  <td>0   <td>2
<tr><td>882<td> J <td>1 <td>[1,-1,1,10354,-499971]      <td>0   <td>1
<tr><td>882<td> K <td>1 <td>[1,-1,1,22,-871]    <td>0   <td>2
<tr><td>882<td> L <td>1 <td>[1,-1,1,1093,296475]        <td>0   <td>2
<tr><td>885<td> A <td>1 <td>[0,-1,1,-126,587]   <td>0   <td>1
<tr><td>885<td> B <td>1 <td>[1,1,0,-92,-381]    <td>1   <td>2
<tr><td>885<td> C <td>1 <td>[0,1,1,-5,-4]       <td>1   <td>1
<tr><td>885<td> D <td>1 <td>[0,1,1,-280,1684]   <td>1   <td>5
<tr><td>886<td> A <td>1 <td>[1,-1,0,-14,24]     <td>1   <td>1
<tr><td>886<td> B <td>1 <td>[1,0,1,-1203,15950] <td>1   <td>1
<tr><td>886<td> C <td>1 <td>[1,1,0,-283,-1635]  <td>0   <td>1
<tr><td>886<td> D <td>1 <td>[1,-1,1,-241390,45705725]   <td>1   <td>1
<tr><td>886<td> E <td>1 <td>[1,-1,1,-4,7]       <td>1   <td>1
<tr><td>888<td> A <td>1 <td>[0,-1,0,-200,-1044] <td>0   <td>1
<tr><td>888<td> B <td>1 <td>[0,1,0,-39,-18]     <td>1   <td>4
<tr><td>888<td> C <td>1 <td>[0,-1,0,-3,-36]     <td>1   <td>2
<tr><td>888<td> D <td>1 <td>[0,1,0,-11,-18]     <td>0   <td>2
<tr><td>890<td> A <td>1 <td>[1,-1,0,-5,1]       <td>1   <td>2
<tr><td>890<td> B <td>1 <td>[1,0,1,-9,-4]       <td>1   <td>2
<tr><td>890<td> C <td>1 <td>[1,1,0,-418,3072]   <td>0   <td>2
<tr><td>890<td> D <td>1 <td>[1,0,1,-13,16]      <td>1   <td>1
<tr><td>890<td> E <td>1 <td>[1,0,1,-1138,-14844]        <td>1   <td>2
<tr><td>890<td> F <td>1 <td>[1,-1,1,12,87]      <td>1   <td>1
<tr><td>890<td> G <td>1 <td>[1,1,1,10,147]      <td>1   <td>5
<tr><td>890<td> H <td>1 <td>[1,-1,1,-52,151]    <td>0   <td>4
<tr><td>891<td> A <td>1 <td>[1,-1,1,7,10]       <td>1   <td>1
<tr><td>891<td> B <td>1 <td>[0,0,1,6,-15]       <td>0   <td>3
<tr><td>891<td> C <td>1 <td>[1,-1,0,66,-343]    <td>0   <td>1
<tr><td>891<td> D <td>1 <td>[1,-1,0,-339,2492]  <td>0   <td>1
<tr><td>891<td> E <td>1 <td>[0,0,1,-81,-304]    <td>0   <td>1
<tr><td>891<td> F <td>1 <td>[0,0,1,-36,83]      <td>0   <td>3
<tr><td>891<td> G <td>1 <td>[1,-1,1,-38,-80]    <td>0   <td>1
<tr><td>891<td> H <td>1 <td>[0,0,1,-9,11]       <td>0   <td>1
<tr><td>892<td> A <td>1 <td>[0,0,0,-415,3254]   <td>0   <td>1
<tr><td>892<td> B <td>1 <td>[0,1,0,-188,932]    <td>1   <td>3
<tr><td>892<td> C <td>1 <td>[0,-1,0,-12,-8]     <td>1   <td>1
<tr><td>894<td> A <td>1 <td>[1,1,0,-18630,971028]       <td>1   <td>1
<tr><td>894<td> B <td>1 <td>[1,1,0,-59,-201]    <td>1   <td>1
<tr><td>894<td> C <td>1 <td>[1,0,1,-407,-268]   <td>0   <td>3
<tr><td>894<td> D <td>1 <td>[1,0,1,-13,-16]     <td>1   <td>1
<tr><td>894<td> E <td>1 <td>[1,1,1,-38,-15325]  <td>1   <td>1
<tr><td>894<td> F <td>1 <td>[1,1,1,-42,87]      <td>1   <td>1
<tr><td>894<td> G <td>1 <td>[1,0,0,-247,809]    <td>1   <td>1
<tr><td>895<td> A <td>1 <td>[1,0,0,-6,5]        <td>1   <td>1
<tr><td>895<td> B <td>1 <td>[1,-1,1,-183,352]   <td>0   <td>1
<tr><td>896<td> A <td>1 <td>[0,0,0,-10,-12]     <td>1   <td>2
<tr><td>896<td> B <td>1 <td>[0,0,0,-5,2]        <td>1   <td>2
<tr><td>896<td> C <td>1 <td>[0,0,0,-5,-2]       <td>0   <td>2
<tr><td>896<td> D <td>1 <td>[0,0,0,-10,12]      <td>1   <td>2
<tr><td>897<td> A <td>1 <td>[1,1,0,-97,5560]    <td>0   <td>2
<tr><td>897<td> B <td>1 <td>[1,1,1,-52,164]     <td>0   <td>4
<tr><td>897<td> C <td>1 <td>[1,1,1,-19,-40]     <td>1   <td>2
<tr><td>897<td> D <td>1 <td>[1,0,1,130884,-59725523]    <td>1   <td>2
<tr><td>897<td> E <td>1 <td>[1,0,0,-19602,1069443]      <td>1   <td>4
<tr><td>897<td> F <td>1 <td>[1,0,0,0,-9]        <td>1   <td>2
<tr><td>898<td> A <td>1 <td>[1,0,1,-202,1084]   <td>1   <td>1
<tr><td>898<td> B <td>1 <td>[1,1,0,-451,3789]   <td>0   <td>1
<tr><td>898<td> C <td>1 <td>[1,1,1,-12,-19]     <td>0   <td>2
<tr><td>898<td> D <td>1 <td>[1,1,1,-4,-3]       <td>1   <td>1
<tr><td>899<td> A <td>1 <td>[1,0,1,-3,-1]       <td>1   <td>1
<tr><td>899<td> B <td>1 <td>[0,1,1,-2,1]        <td>0   <td>1
<tr><td>900<td> A <td>1 <td>[0,0,0,0,12500]     <td>0   <td>1
<tr><td>900<td> B <td>1 <td>[0,0,0,0,125]       <td>0   <td>2
<tr><td>900<td> C <td>1 <td>[0,0,0,0,100]       <td>1   <td>3
<tr><td>900<td> D <td>1 <td>[0,0,0,-120,740]    <td>1   <td>1
<tr><td>900<td> E <td>1 <td>[0,0,0,-300,-1375]  <td>1   <td>2
<tr><td>900<td> F <td>1 <td>[0,0,0,-3000,92500] <td>0   <td>1
<tr><td>900<td> G <td>1 <td>[0,0,0,-3000,-59375]        <td>0   <td>2
<tr><td>900<td> H <td>1 <td>[0,0,0,-120,-475]   <td>0   <td>2
<tr><td>901<td> A <td>1 <td>[1,-1,1,-85,-220]   <td>1   <td>2
<tr><td>901<td> B <td>1 <td>[1,1,1,-29598,1947602]      <td>1   <td>2
<tr><td>901<td> C <td>1 <td>[0,1,1,-17,7]       <td>0   <td>3
<tr><td>901<td> D <td>1 <td>[1,-1,1,-346,-68922]        <td>0   <td>1
<tr><td>901<td> E <td>1 <td>[0,0,1,-1507,4209]  <td>1   <td>1
<tr><td>901<td> F <td>1 <td>[0,-1,1,-4,-2]      <td>1   <td>1
<tr><td>902<td> A <td>1 <td>[1,0,1,-2382,77312] <td>1   <td>1
<tr><td>902<td> B <td>1 <td>[1,0,0,-64,192]     <td>0   <td>3
<tr><td>903<td> A <td>1 <td>[0,1,1,7,2] <td>1   <td>1
<tr><td>903<td> B <td>1 <td>[0,1,1,-43,-43484]  <td>0   <td>3
<tr><td>904<td> A <td>1 <td>[0,0,0,-35,78]      <td>1   <td>2
<tr><td>905<td> A <td>1 <td>[1,1,0,-18,23]      <td>1   <td>2
<tr><td>905<td> B <td>1 <td>[1,0,1,-388,-2969]  <td>0   <td>1
<tr><td>906<td> A <td>1 <td>[1,1,0,3395,-211907]        <td>1   <td>1
<tr><td>906<td> B <td>1 <td>[1,1,0,-16,-32]     <td>1   <td>1
<tr><td>906<td> C <td>1 <td>[1,0,1,54,64]       <td>1   <td>3
<tr><td>906<td> D <td>1 <td>[1,0,1,-1715,27182] <td>1   <td>3
<tr><td>906<td> E <td>1 <td>[1,1,1,-40466325,99063769563]       <td>0   <td>1
<tr><td>906<td> F <td>1 <td>[1,1,1,-11,-19]     <td>0   <td>1
<tr><td>906<td> G <td>1 <td>[1,1,1,-21,-45]     <td>1   <td>1
<tr><td>906<td> H <td>1 <td>[1,0,0,-152,576]    <td>1   <td>1
<tr><td>906<td> I <td>1 <td>[1,0,0,-6,-6]       <td>0   <td>1
<tr><td>909<td> A <td>1 <td>[0,0,1,-1776,3834]  <td>0   <td>1
<tr><td>909<td> B <td>1 <td>[0,0,1,-57,-117]    <td>0   <td>1
<tr><td>909<td> C <td>1 <td>[0,0,1,-12,9]       <td>1   <td>1
<tr><td>910<td> A <td>1 <td>[1,-1,0,-2000,32000]        <td>0   <td>2
<tr><td>910<td> B <td>1 <td>[1,0,1,6,42]        <td>1   <td>3
<tr><td>910<td> C <td>1 <td>[1,0,1,-234,1352]   <td>1   <td>6
<tr><td>910<td> D <td>1 <td>[1,-1,0,-29,-47]    <td>1   <td>2
<tr><td>910<td> E <td>1 <td>[1,0,1,-578448,183565278]   <td>0   <td>3
<tr><td>910<td> F <td>1 <td>[1,-1,1,-33898,2219177]     <td>1   <td>2
<tr><td>910<td> G <td>1 <td>[1,-1,1,-33,81]     <td>1   <td>1
<tr><td>910<td> H <td>1 <td>[1,1,1,-196,5829]   <td>1   <td>1
<tr><td>910<td> I <td>1 <td>[1,1,1,-6,-1]       <td>0   <td>2
<tr><td>910<td> J <td>1 <td>[1,0,0,-1196,15760] <td>0   <td>6
<tr><td>910<td> K <td>1 <td>[1,0,0,-1145,12025] <td>1   <td>2
<tr><td>912<td> A <td>1 <td>[0,-1,0,-57,-171]   <td>1   <td>1
<tr><td>912<td> B <td>1 <td>[0,-1,0,-172,928]   <td>0   <td>2
<tr><td>912<td> C <td>1 <td>[0,1,0,55,-93]      <td>0   <td>1
<tr><td>912<td> D <td>1 <td>[0,1,0,-16,-28]     <td>0   <td>2
<tr><td>912<td> E <td>1 <td>[0,-1,0,-128,0]     <td>0   <td>2
<tr><td>912<td> F <td>1 <td>[0,-1,0,315,2349]   <td>1   <td>1
<tr><td>912<td> G <td>1 <td>[0,-1,0,-24,48]     <td>1   <td>2
<tr><td>912<td> H <td>1 <td>[0,1,0,-1528,22484] <td>1   <td>2
<tr><td>912<td> I <td>1 <td>[0,1,0,3,-9]        <td>1   <td>1
<tr><td>912<td> J <td>1 <td>[0,1,0,3,-18]       <td>0   <td>2
<tr><td>912<td> K <td>1 <td>[0,1,0,-5632,144308]        <td>0   <td>2
<tr><td>912<td> L <td>1 <td>[0,1,0,-37,-109]    <td>0   <td>1
<tr><td>913<td> A <td>1 <td>[1,-1,1,-115,-476]  <td>0   <td>1
<tr><td>913<td> B <td>1 <td>[0,0,1,-1,13]       <td>0   <td>1
<tr><td>914<td> A <td>1 <td>[1,-1,0,-52,-48]    <td>1   <td>2
<tr><td>914<td> B <td>1 <td>[1,0,1,-2,-2]       <td>0   <td>1
<tr><td>915<td> A <td>1 <td>[0,-1,1,-460,-11577]        <td>0   <td>1
<tr><td>915<td> B <td>1 <td>[1,1,0,-57,144]     <td>1   <td>2
<tr><td>915<td> C <td>1 <td>[0,1,1,-6,-25]      <td>0   <td>1
<tr><td>915<td> D <td>1 <td>[1,0,0,50,107]      <td>1   <td>2
<tr><td>916<td> A <td>1 <td>[0,0,0,-71,-290]    <td>0   <td>2
<tr><td>916<td> B <td>1 <td>[0,0,0,-1013692,392832257]  <td>0   <td>1
<tr><td>916<td> C <td>1 <td>[0,0,0,-4,1]        <td>2   <td>1
<tr><td>916<td> D <td>1 <td>[0,1,0,-77,236]     <td>1   <td>3
<tr><td>916<td> E <td>1 <td>[0,-1,0,-5,-2]      <td>1   <td>1
<tr><td>918<td> A <td>1 <td>[1,-1,0,-24990,1526804]     <td>1   <td>1
<tr><td>918<td> B <td>1 <td>[1,-1,0,0,-18]      <td>1   <td>1
<tr><td>918<td> C <td>1 <td>[1,-1,0,-771,-8875] <td>1   <td>1
<tr><td>918<td> D <td>1 <td>[1,-1,0,-48,-768]   <td>0   <td>1
<tr><td>918<td> E <td>1 <td>[1,-1,0,3,-3]       <td>1   <td>1
<tr><td>918<td> F <td>1 <td>[1,-1,0,24,48]      <td>1   <td>3
<tr><td>918<td> G <td>1 <td>[1,-1,1,-26,89]     <td>0   <td>3
<tr><td>918<td> H <td>1 <td>[1,-1,1,-86,357]    <td>1   <td>1
<tr><td>918<td> I <td>1 <td>[1,-1,1,25,55]      <td>1   <td>3
<tr><td>918<td> J <td>1 <td>[1,-1,1,-434,21169] <td>1   <td>3
<tr><td>918<td> K <td>1 <td>[1,-1,1,-2777,-55623]       <td>0   <td>1
<tr><td>918<td> L <td>1 <td>[1,-1,1,-2,487]     <td>0   <td>1
<tr><td>920<td> A <td>1 <td>[0,0,0,1468,-2844]  <td>1   <td>1
<tr><td>920<td> B <td>1 <td>[0,0,0,-187,991]    <td>1   <td>1
<tr><td>920<td> C <td>1 <td>[0,1,0,4,5] <td>1   <td>1
<tr><td>920<td> D <td>1 <td>[0,-1,0,0,-23]      <td>1   <td>1
<tr><td>921<td> A <td>1 <td>[0,-1,1,-3058,-64080]       <td>0   <td>1
<tr><td>921<td> B <td>1 <td>[0,1,1,-23,41]      <td>1   <td>3
<tr><td>922<td> A <td>1 <td>[1,0,0,-2,-2]       <td>0   <td>1
<tr><td>923<td> A <td>1 <td>[0,0,1,-4,19]       <td>0   <td>1
<tr><td>924<td> A <td>1 <td>[0,-1,0,25158,-775719]      <td>0   <td>1
<tr><td>924<td> B <td>1 <td>[0,-1,0,14,1057]    <td>1   <td>1
<tr><td>924<td> C <td>1 <td>[0,-1,0,14,-11]     <td>1   <td>1
<tr><td>924<td> D <td>1 <td>[0,-1,0,-470,-4311] <td>0   <td>1
<tr><td>924<td> E <td>1 <td>[0,1,0,-22,41]      <td>1   <td>1
<tr><td>924<td> F <td>1 <td>[0,1,0,-1706,-27699]        <td>0   <td>1
<tr><td>924<td> G <td>1 <td>[0,1,0,6,9] <td>0   <td>3
<tr><td>924<td> H <td>1 <td>[0,1,0,-17242,875009]       <td>1   <td>3
<tr><td>925<td> A <td>1 <td>[0,1,1,-133,519]    <td>1   <td>1
<tr><td>925<td> B <td>1 <td>[0,-1,1,-83,318]    <td>1   <td>1
<tr><td>925<td> C <td>1 <td>[1,1,1,-88,-344]    <td>0   <td>2
<tr><td>925<td> D <td>1 <td>[0,-1,1,-3908,95343]        <td>0   <td>1
<tr><td>925<td> E <td>1 <td>[0,0,1,-25,31]      <td>0   <td>1
<tr><td>926<td> A <td>1 <td>[1,1,1,7,7] <td>0   <td>2
<tr><td>927<td> A <td>1 <td>[1,-1,0,-54,-243]   <td>1   <td>1
<tr><td>928<td> A <td>1 <td>[0,1,0,-1,-17]      <td>1   <td>1
<tr><td>928<td> B <td>1 <td>[0,-1,0,-1,17]      <td>1   <td>1
<tr><td>930<td> A <td>1 <td>[1,1,0,-108,-432]   <td>1   <td>2
<tr><td>930<td> B <td>1 <td>[1,1,0,-203,-1347]  <td>0   <td>1
<tr><td>930<td> C <td>1 <td>[1,1,0,98,244]      <td>0   <td>1
<tr><td>930<td> D <td>1 <td>[1,1,0,2238,181236] <td>1   <td>2
<tr><td>930<td> E <td>1 <td>[1,1,0,3,9] <td>1   <td>2
<tr><td>930<td> F <td>1 <td>[1,0,1,-10400749,13377941672]       <td>0   <td>1
<tr><td>930<td> G <td>1 <td>[1,0,1,-244,1442]   <td>0   <td>2
<tr><td>930<td> H <td>1 <td>[1,0,1,467,-1432]   <td>1   <td>2
<tr><td>930<td> I <td>1 <td>[1,0,1,2,-22]       <td>0   <td>3
<tr><td>930<td> J <td>1 <td>[1,0,1,-13648,613406]       <td>0   <td>2
<tr><td>930<td> K <td>1 <td>[1,1,1,-41,-121]    <td>0   <td>2
<tr><td>930<td> L <td>1 <td>[1,1,1,-23051,1344449]      <td>0   <td>1
<tr><td>930<td> M <td>1 <td>[1,1,1,39,39]       <td>1   <td>2
<tr><td>930<td> N <td>1 <td>[1,0,0,1389,-22239] <td>0   <td>6
<tr><td>930<td> O <td>1 <td>[1,0,0,60,-1008]    <td>0   <td>4
<tr><td>931<td> A <td>1 <td>[0,-1,1,-114,727]   <td>0   <td>1
<tr><td>931<td> B <td>1 <td>[0,-1,1,33,-8]      <td>0   <td>1
<tr><td>931<td> C <td>1 <td>[0,1,1,-2,-3]       <td>0   <td>1
<tr><td>933<td> A <td>1 <td>[0,-1,1,-3,-1]      <td>1   <td>1
<tr><td>933<td> B <td>1 <td>[0,1,1,-399,-3184]  <td>1   <td>1
<tr><td>934<td> A <td>1 <td>[1,0,1,-3,0]        <td>1   <td>1
<tr><td>934<td> B <td>1 <td>[1,0,0,-129,521]    <td>0   <td>3
<tr><td>934<td> C <td>1 <td>[1,-1,1,-183,-905]  <td>0   <td>1
<tr><td>935<td> A <td>1 <td>[0,1,1,-1,-4]       <td>1   <td>1
<tr><td>935<td> B <td>1 <td>[0,1,1,-13155,576381]       <td>0   <td>3
<tr><td>936<td> A <td>1 <td>[0,0,0,9,10]        <td>1   <td>2
<tr><td>936<td> B <td>1 <td>[0,0,0,-147,718]    <td>0   <td>1
<tr><td>936<td> C <td>1 <td>[0,0,0,42,-335]     <td>0   <td>2
<tr><td>936<td> D <td>1 <td>[0,0,0,-5862,-162295]       <td>0   <td>2
<tr><td>936<td> E <td>1 <td>[0,0,0,-66,-119]    <td>1   <td>2
<tr><td>936<td> F <td>1 <td>[0,0,0,81,-270]     <td>0   <td>2
<tr><td>936<td> G <td>1 <td>[0,0,0,-30,133]     <td>1   <td>2
<tr><td>936<td> H <td>1 <td>[0,0,0,-30,29]      <td>1   <td>2
<tr><td>936<td> I <td>1 <td>[0,0,0,-354,-2563]  <td>0   <td>2
<tr><td>938<td> A <td>1 <td>[1,0,1,-4,-2]       <td>1   <td>1
<tr><td>938<td> B <td>1 <td>[1,0,1,-365,13608]  <td>1   <td>2
<tr><td>938<td> C <td>1 <td>[1,1,1,-56,-135]    <td>1   <td>1
<tr><td>938<td> D <td>1 <td>[1,0,0,-179,737]    <td>0   <td>3
<tr><td>939<td> A <td>1 <td>[0,-1,1,-321,-9817] <td>1   <td>1
<tr><td>939<td> B <td>1 <td>[1,0,1,-6,-5]       <td>1   <td>2
<tr><td>939<td> C <td>1 <td>[0,1,1,4,14]        <td>1   <td>1
<tr><td>940<td> A <td>1 <td>[0,1,0,21619,-57905]        <td>0   <td>1
<tr><td>940<td> B <td>1 <td>[0,0,0,-103,398]    <td>0   <td>1
<tr><td>940<td> C <td>1 <td>[0,1,0,-7076,226340]        <td>1   <td>3
<tr><td>940<td> D <td>1 <td>[0,-1,0,-20,40]     <td>1   <td>1
<tr><td>940<td> E <td>1 <td>[0,-1,0,-45,-103]   <td>0   <td>1
<tr><td>942<td> A <td>1 <td>[1,0,1,15,4]        <td>0   <td>1
<tr><td>942<td> B <td>1 <td>[1,1,1,-215539,-38605903]   <td>0   <td>1
<tr><td>942<td> C <td>1 <td>[1,0,0,146,37508]   <td>1   <td>1
<tr><td>942<td> D <td>1 <td>[1,0,0,-65,201]     <td>1   <td>1
<tr><td>943<td> A <td>1 <td>[1,-1,0,-13,24]     <td>0   <td>2
<tr><td>944<td> A <td>1 <td>[0,1,0,4,-4]        <td>1   <td>1
<tr><td>944<td> B <td>1 <td>[0,1,0,-276,1676]   <td>1   <td>1
<tr><td>944<td> C <td>1 <td>[0,1,0,8,-12]       <td>1   <td>1
<tr><td>944<td> D <td>1 <td>[0,0,0,2,-1]        <td>0   <td>1
<tr><td>944<td> E <td>1 <td>[0,0,0,-19,34]      <td>2   <td>1
<tr><td>944<td> F <td>1 <td>[0,1,0,-1,-2]       <td>0   <td>1
<tr><td>944<td> G <td>1 <td>[0,1,0,888,14068]   <td>0   <td>1
<tr><td>944<td> H <td>1 <td>[0,1,0,-400,-3308]  <td>1   <td>1
<tr><td>944<td> I <td>1 <td>[0,1,0,8,-44]       <td>1   <td>1
<tr><td>944<td> J <td>1 <td>[0,-1,0,-9,-8]      <td>1   <td>1
<tr><td>944<td> K <td>1 <td>[0,1,0,-64,180]     <td>1   <td>1
<tr><td>946<td> A <td>1 <td>[1,-1,0,-11,-11]    <td>0   <td>2
<tr><td>946<td> B <td>1 <td>[1,0,1,14,-8]       <td>1   <td>3
<tr><td>946<td> C <td>1 <td>[1,0,0,-1806,-29692]        <td>0   <td>1
<tr><td>948<td> A <td>1 <td>[0,-1,0,-17,-78]    <td>0   <td>2
<tr><td>948<td> B <td>1 <td>[0,-1,0,-796,8968]  <td>0   <td>1
<tr><td>948<td> C <td>1 <td>[0,1,0,12,36]       <td>0   <td>3
<tr><td>950<td> A <td>1 <td>[1,0,1,-1,148]      <td>1   <td>1
<tr><td>950<td> B <td>1 <td>[1,1,0,-750,-12500] <td>0   <td>1
<tr><td>950<td> C <td>1 <td>[1,-1,0,-1192,17216]        <td>0   <td>1
<tr><td>950<td> D <td>1 <td>[1,0,0,37,167]      <td>0   <td>1
<tr><td>950<td> E <td>1 <td>[1,1,1,-388,2781]   <td>1   <td>1
<tr><td>954<td> A <td>1 <td>[1,-1,0,-96,-640]   <td>1   <td>1
<tr><td>954<td> B <td>1 <td>[1,-1,0,12,-100]    <td>0   <td>2
<tr><td>954<td> C <td>1 <td>[1,-1,0,-108,-1328] <td>0   <td>1
<tr><td>954<td> D <td>1 <td>[1,-1,0,18,202]     <td>1   <td>1
<tr><td>954<td> E <td>1 <td>[1,-1,0,-2547,63477]        <td>1   <td>1
<tr><td>954<td> F <td>1 <td>[1,-1,0,9,-27]      <td>1   <td>1
<tr><td>954<td> G <td>1 <td>[1,-1,1,1,3]        <td>0   <td>2
<tr><td>954<td> H <td>1 <td>[1,-1,1,-11,27]     <td>1   <td>1
<tr><td>954<td> I <td>1 <td>[1,-1,1,-248,1563]  <td>1   <td>1
<tr><td>954<td> J <td>1 <td>[1,-1,1,1273,-3585] <td>1   <td>1
<tr><td>954<td> K <td>1 <td>[1,-1,1,-545,-4759] <td>0   <td>1
<tr><td>954<td> L <td>1 <td>[1,-1,1,58,303]     <td>0   <td>1
<tr><td>954<td> M <td>1 <td>[1,-1,1,-68,-201]   <td>0   <td>1
<tr><td>955<td> A <td>1 <td>[1,-1,1,-1038,13292]        <td>0   <td>2
<tr><td>956<td> A <td>1 <td>[0,0,0,-1,-3]       <td>0   <td>1
<tr><td>957<td> A <td>1 <td>[1,1,0,-491,3984]   <td>0   <td>2
<tr><td>960<td> A <td>1 <td>[0,-1,0,4,6]        <td>1   <td>2
<tr><td>960<td> B <td>1 <td>[0,-1,0,-61,205]    <td>1   <td>2
<tr><td>960<td> C <td>1 <td>[0,-1,0,15,-15]     <td>0   <td>2
<tr><td>960<td> D <td>1 <td>[0,-1,0,-900,-10098]        <td>0   <td>2
<tr><td>960<td> E <td>1 <td>[0,-1,0,95,1057]    <td>0   <td>2
<tr><td>960<td> F <td>1 <td>[0,1,0,4,-6]        <td>0   <td>2
<tr><td>960<td> G <td>1 <td>[0,1,0,-1,95]       <td>0   <td>2
<tr><td>960<td> H <td>1 <td>[0,1,0,-900,10098]  <td>1   <td>2
<tr><td>960<td> I <td>1 <td>[0,-1,0,-1,-95]     <td>0   <td>2
<tr><td>960<td> J <td>1 <td>[0,-1,0,4,-30]      <td>0   <td>2
<tr><td>960<td> K <td>1 <td>[0,-1,0,-20,42]     <td>1   <td>2
<tr><td>960<td> L <td>1 <td>[0,1,0,-61,-205]    <td>1   <td>2
<tr><td>960<td> M <td>1 <td>[0,1,0,4,30]        <td>1   <td>2
<tr><td>960<td> N <td>1 <td>[0,1,0,-20,-42]     <td>0   <td>2
<tr><td>960<td> O <td>1 <td>[0,1,0,95,-1057]    <td>0   <td>2
<tr><td>960<td> P <td>1 <td>[0,1,0,15,15]       <td>0   <td>2
<tr><td>962<td> A <td>1 <td>[1,-1,1,-9,-7]      <td>0   <td>2
<tr><td>964<td> A <td>1 <td>[0,1,0,-20,-44]     <td>0   <td>1
<tr><td>965<td> A <td>1 <td>[1,-1,0,-100,411]   <td>0   <td>2
<tr><td>966<td> A <td>1 <td>[1,1,0,334,5556]    <td>1   <td>2
<tr><td>966<td> B <td>1 <td>[1,1,0,-5131,-144323]       <td>0   <td>1
<tr><td>966<td> C <td>1 <td>[1,1,0,-14744,836928]       <td>1   <td>2
<tr><td>966<td> D <td>1 <td>[1,1,0,18,0]        <td>1   <td>2
<tr><td>966<td> E <td>1 <td>[1,0,1,-1,116]      <td>1   <td>2
<tr><td>966<td> F <td>1 <td>[1,0,1,4644,858394] <td>0   <td>6
<tr><td>966<td> G <td>1 <td>[1,1,1,126,1167]    <td>1   <td>4
<tr><td>966<td> H <td>1 <td>[1,1,1,-615,-6147]  <td>0   <td>1
<tr><td>966<td> I <td>1 <td>[1,0,0,-599,-9255]  <td>0   <td>4
<tr><td>966<td> J <td>1 <td>[1,0,0,9096,224832] <td>0   <td>1
<tr><td>966<td> K <td>1 <td>[1,0,0,3,9] <td>0   <td>3
<tr><td>968<td> A <td>1 <td>[0,1,0,15,-13]      <td>1   <td>1
<tr><td>968<td> B <td>1 <td>[0,0,0,-1331,-29282]        <td>0   <td>1
<tr><td>968<td> C <td>1 <td>[0,1,0,1775,24451]  <td>0   <td>1
<tr><td>968<td> D <td>1 <td>[0,0,0,-11,22]      <td>1   <td>1
<tr><td>968<td> E <td>1 <td>[0,0,0,-484,-5324]  <td>1   <td>1
<tr><td>969<td> A <td>1 <td>[1,0,1,-10,-1]      <td>0   <td>2
<tr><td>970<td> A <td>1 <td>[1,0,1,-21444,1420226]      <td>0   <td>1
<tr><td>970<td> B <td>1 <td>[1,0,0,-5,-5]       <td>0   <td>1
<tr><td>972<td> A <td>1 <td>[0,0,0,0,-12]       <td>0   <td>1
<tr><td>972<td> B <td>1 <td>[0,0,0,0,-3]        <td>0   <td>1
<tr><td>972<td> C <td>1 <td>[0,0,0,0,9] <td>1   <td>3
<tr><td>972<td> D <td>1 <td>[0,0,0,0,36]        <td>1   <td>3
<tr><td>973<td> A <td>1 <td>[0,1,1,-26,43]      <td>0   <td>1
<tr><td>973<td> B <td>1 <td>[0,1,1,-203,1048]   <td>1   <td>3
<tr><td>974<td> A <td>1 <td>[1,-1,0,-13,-27]    <td>0   <td>1
<tr><td>974<td> B <td>1 <td>[1,1,0,-9421,-355915]       <td>0   <td>1
<tr><td>974<td> C <td>1 <td>[1,1,0,8,0] <td>0   <td>2
<tr><td>974<td> D <td>1 <td>[1,-1,0,-178,980]   <td>0   <td>1
<tr><td>974<td> E <td>1 <td>[1,1,1,-5,3]        <td>1   <td>1
<tr><td>974<td> F <td>1 <td>[1,1,1,-91,297]     <td>1   <td>1
<tr><td>974<td> G <td>1 <td>[1,-1,1,3,-3]       <td>1   <td>1
<tr><td>974<td> H <td>1 <td>[1,-1,1,51,117]     <td>1   <td>1
<tr><td>975<td> A <td>1 <td>[1,1,0,-2750,54375] <td>1   <td>2
<tr><td>975<td> B <td>1 <td>[0,-1,1,-8,-82]     <td>1   <td>1
<tr><td>975<td> C <td>1 <td>[1,1,0,300,14625]   <td>0   <td>1
<tr><td>975<td> D <td>1 <td>[0,-1,1,-1658,-40282]       <td>0   <td>1
<tr><td>975<td> E <td>1 <td>[1,1,1,-1138,-15844]        <td>0   <td>1
<tr><td>975<td> F <td>1 <td>[0,-1,1,-83,3818]   <td>1   <td>1
<tr><td>975<td> G <td>1 <td>[1,0,0,12,-33]      <td>0   <td>2
<tr><td>975<td> H <td>1 <td>[1,0,1,-46,-127]    <td>1   <td>1
<tr><td>975<td> I <td>1 <td>[0,1,1,-4758,128144]        <td>1   <td>1
<tr><td>975<td> J <td>1 <td>[0,1,1,-3,29]       <td>1   <td>1
<tr><td>975<td> K <td>1 <td>[1,0,0,12,117]      <td>1   <td>1
<tr><td>976<td> A <td>1 <td>[0,-1,0,40,-16]     <td>0   <td>1
<tr><td>976<td> B <td>1 <td>[0,-1,0,-32,-64]    <td>0   <td>1
<tr><td>976<td> C <td>1 <td>[0,0,0,1,-6]        <td>1   <td>1
<tr><td>978<td> A <td>1 <td>[1,1,0,-37670,2798484]      <td>0   <td>1
<tr><td>978<td> B <td>1 <td>[1,1,0,-9,-15]      <td>0   <td>2
<tr><td>978<td> C <td>1 <td>[1,1,0,-2188119,-1243572651]        <td>0   <td>1
<tr><td>978<td> D <td>1 <td>[1,1,0,458,-2060]   <td>0   <td>1
<tr><td>978<td> E <td>1 <td>[1,0,1,-5,2]        <td>1   <td>1
<tr><td>978<td> F <td>1 <td>[1,1,1,-121,455]    <td>1   <td>1
<tr><td>978<td> G <td>1 <td>[1,0,0,-132,144]    <td>1   <td>1
<tr><td>978<td> H <td>1 <td>[1,0,0,-3,9]        <td>0   <td>3
<tr><td>979<td> A <td>1 <td>[0,-1,1,1,-2]       <td>0   <td>1
<tr><td>979<td> B <td>1 <td>[1,1,0,-14646,-688345]      <td>1   <td>2
<tr><td>980<td> A <td>1 <td>[0,1,0,-996,11780]  <td>0   <td>3
<tr><td>980<td> B <td>1 <td>[0,0,0,-343,-4802]  <td>0   <td>1
<tr><td>980<td> C <td>1 <td>[0,1,0,19,-1]       <td>1   <td>1
<tr><td>980<td> D <td>1 <td>[0,-1,0,-261,8065]  <td>1   <td>1
<tr><td>980<td> E <td>1 <td>[0,-1,0,915,2185]   <td>0   <td>1
<tr><td>980<td> F <td>1 <td>[0,-1,0,-48820,-4138168]    <td>0   <td>1
<tr><td>980<td> G <td>1 <td>[0,-1,0,-65,-118]   <td>0   <td>2
<tr><td>980<td> H <td>1 <td>[0,0,0,-7,14]       <td>0   <td>1
<tr><td>980<td> I <td>1 <td>[0,0,0,1568,-72716] <td>0   <td>1
<tr><td>981<td> A <td>1 <td>[1,-1,0,36,81]      <td>1   <td>1
<tr><td>981<td> B <td>1 <td>[1,-1,1,-74,262]    <td>1   <td>1
<tr><td>982<td> A <td>1 <td>[1,0,1,-22,40]      <td>1   <td>1
<tr><td>984<td> A <td>1 <td>[0,-1,0,184,1644]   <td>0   <td>1
<tr><td>984<td> B <td>1 <td>[0,-1,0,-577,-5147] <td>0   <td>1
<tr><td>984<td> C <td>1 <td>[0,-1,0,-369,4293]  <td>1   <td>1
<tr><td>984<td> D <td>1 <td>[0,1,0,7,27]        <td>1   <td>1
<tr><td>985<td> A <td>1 <td>[1,-1,0,-89,-302]   <td>0   <td>1
<tr><td>985<td> B <td>1 <td>[0,1,1,-20,24]      <td>1   <td>1
<tr><td>986<td> A <td>1 <td>[1,0,1,9,-34]       <td>0   <td>3
<tr><td>986<td> B <td>1 <td>[1,1,0,-10407,-413003]      <td>1   <td>1
<tr><td>986<td> C <td>1 <td>[1,1,0,-276,1616]   <td>1   <td>2
<tr><td>986<td> D <td>1 <td>[1,0,0,8,16]        <td>1   <td>1
<tr><td>986<td> E <td>1 <td>[1,0,0,3467,-83679] <td>1   <td>1
<tr><td>986<td> F <td>1 <td>[1,-1,1,-1,17]      <td>1   <td>1
<tr><td>987<td> A <td>1 <td>[1,1,0,7,0] <td>0   <td>2
<tr><td>987<td> B <td>1 <td>[1,1,1,-62,-214]    <td>0   <td>2
<tr><td>987<td> C <td>1 <td>[0,-1,1,-208,1227]  <td>0   <td>1
<tr><td>987<td> D <td>1 <td>[0,1,1,-2066,100013]        <td>0   <td>1
<tr><td>987<td> E <td>1 <td>[1,0,0,1596,9783]   <td>1   <td>2
<tr><td>988<td> A <td>1 <td>[0,-1,0,114,-247]   <td>0   <td>1
<tr><td>988<td> B <td>1 <td>[0,0,0,-362249,165197113]   <td>1   <td>1
<tr><td>988<td> C <td>1 <td>[0,0,0,16,36]       <td>1   <td>1
<tr><td>988<td> D <td>1 <td>[0,1,0,-18,-71]     <td>0   <td>3
<tr><td>989<td> A <td>1 <td>[1,-1,0,-241,1502]  <td>0   <td>1
<tr><td>990<td> A <td>1 <td>[1,-1,0,-15,25]     <td>1   <td>2
<tr><td>990<td> B <td>1 <td>[1,-1,0,-10734,430740]      <td>0   <td>6
<tr><td>990<td> C <td>1 <td>[1,-1,0,2295,-4595] <td>0   <td>2
<tr><td>990<td> D <td>1 <td>[1,-1,0,90,1300]    <td>0   <td>1
<tr><td>990<td> E <td>1 <td>[1,-1,0,45,-459]    <td>1   <td>2
<tr><td>990<td> F <td>1 <td>[1,-1,0,-9,-27]     <td>0   <td>1
<tr><td>990<td> G <td>1 <td>[1,-1,0,-362394,-79244492]  <td>0   <td>2
<tr><td>990<td> H <td>3 <td>[1,-1,1,-1568,-4669]        <td>1   <td>6
<tr><td>990<td> I <td>1 <td>[1,-1,1,-137,-539]  <td>0   <td>2
<tr><td>990<td> J <td>1 <td>[1,-1,1,-203,987]   <td>1   <td>4
<tr><td>990<td> K <td>1 <td>[1,-1,1,-12542,543741]      <td>0   <td>4
<tr><td>990<td> L <td>1 <td>[1,-1,1,-797,-8539] <td>0   <td>1
<tr><td>994<td> A <td>1 <td>[1,0,1,-1,4]        <td>1   <td>1
<tr><td>994<td> B <td>1 <td>[1,0,1,255,-796]    <td>0   <td>2
<tr><td>994<td> C <td>1 <td>[1,1,0,-371,-3091]  <td>0   <td>2
<tr><td>994<td> D <td>1 <td>[1,0,1,164,922]     <td>1   <td>3
<tr><td>994<td> E <td>1 <td>[1,0,0,-11,13]      <td>0   <td>2
<tr><td>994<td> F <td>1 <td>[1,-1,1,-16,-13]    <td>1   <td>2
<tr><td>994<td> G <td>1 <td>[1,0,0,-678,-5660]  <td>1   <td>6
<tr><td>995<td> A <td>1 <td>[1,0,1,2,3] <td>0   <td>2
<tr><td>995<td> B <td>1 <td>[0,1,1,-15,19]      <td>1   <td>3
<tr><td>996<td> A <td>1 <td>[0,-1,0,19,-42]     <td>0   <td>2
<tr><td>996<td> B <td>1 <td>[0,1,0,164,-8764]   <td>1   <td>1
<tr><td>996<td> C <td>1 <td>[0,1,0,-12,36]      <td>1   <td>3
<tr><td>997<td> A <td>1 <td>[0,-1,1,-18,36]     <td>1   <td>1
<tr><td>997<td> B <td>1 <td>[0,-1,1,-5,-3]      <td>2   <td>1
<tr><td>997<td> C <td>1 <td>[0,-1,1,-24,54]     <td>2   <td>1
<tr><td>999<td> A <td>1 <td>[1,-1,0,-69,-208]   <td>1   <td>1
<tr><td>999<td> B <td>1 <td>[1,-1,1,-8,10]      <td>1   <td>1</td>
</table>
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