GInvFunctionSequenceCalculations.nb

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 6 & 2^1 3^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.500000 & \
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 7 & 7^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.428571 & \
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 11 & 11^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.454545 & \
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 13 & 13^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.384615 & \
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 14 & 2^1 7^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.428571 & \
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 17 & 17^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.470588 & \
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 18 & 2^1 3^2 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.444444 & \
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 19 & 19^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.421053 & \
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 20 & 2^2 5^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.400000 & \
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 21 & 3^1 7^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.428571 & \
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 22 & 2^1 11^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.454545 & \
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 23 & 23^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.434783 & \
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 24 & 2^3 3^1 & \\text{N} & \\text{N} & 9 & 4 & -56 & 1.5555556 & 0.458333 & \
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 25 & 5^2 & \\text{N} & \\text{Y} & 2 & 0 & -3 & 1.5000000 & 0.480000 & \
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 26 & 2^1 13^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.500000 & \
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 27 & 3^3 & \\text{N} & \\text{Y} & -2 & 0 & -14 & 2.0000000 & 0.481481 & \
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 28 & 2^2 7^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.464286 & \
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 29 & 29^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.448276 & \
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 31 & 31^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.419355 & \
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 32 & 2^5 & \\text{N} & \\text{Y} & -2 & 0 & -324 & 3.0000000 & 0.406250 & \
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 33 & 3^1 11^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.424242 & \
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 34 & 2^1 17^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.441176 & \
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 35 & 5^1 7^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.457143 & \
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 77 & 7^1 11^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.454545 & \
0.545455 & -27 & 203 & -230 \\\\
 78 & 2^1 3^1 13^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.448718 & 0.551282 & -43 & 203 & -246 \\\\
 79 & 79^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.443038 & \
0.556962 & -45 & 203 & -248 \\\\
 80 & 2^4 5^1 & \\text{N} & \\text{N} & -11 & 6 & -315 & 1.8181818 & 0.437500 \
& 0.562500 & -56 & 203 & -259 \\\\
 81 & 3^4 & \\text{N} & \\text{Y} & 2 & 0 & -63 & 2.5000000 & 0.444444 & \
0.555556 & -54 & 205 & -259 \\\\
 82 & 2^1 41^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.451220 & \
0.548780 & -49 & 210 & -259 \\\\
 83 & 83^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.445783 & \
0.554217 & -51 & 210 & -261 \\\\
 84 & 2^2 3^1 7^1 & \\text{N} & \\text{N} & 30 & 14 & -35 & 1.1666667 & \
0.452381 & 0.547619 & -21 & 240 & -261 \\\\
 85 & 5^1 17^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.458824 & \
0.541176 & -16 & 245 & -261 \\\\
 86 & 2^1 43^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.465116 & \
0.534884 & -11 & 250 & -261 \\\\
 87 & 3^1 29^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.471264 & \
0.528736 & -6 & 255 & -261 \\\\
 88 & 2^3 11^1 & \\text{N} & \\text{N} & 9 & 4 & -56 & 1.5555556 & 0.477273 & \
0.522727 & 3 & 264 & -261 \\\\
 89 & 89^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.471910 & \
0.528090 & 1 & 264 & -263 \\\\
 90 & 2^1 3^2 5^1 & \\text{N} & \\text{N} & 30 & 14 & -35 & 1.1666667 & \
0.477778 & 0.522222 & 31 & 294 & -263 \\\\
 91 & 7^1 13^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.483516 & \
0.516484 & 36 & 299 & -263 \\\\
 92 & 2^2 23^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.478261 & \
0.521739 & 29 & 299 & -270 \\\\
 93 & 3^1 31^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.483871 & \
0.516129 & 34 & 304 & -270 \\\\
 94 & 2^1 47^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.489362 & \
0.510638 & 39 & 309 & -270 \\\\
 95 & 5^1 19^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.494737 & \
0.505263 & 44 & 314 & -270 \\\\
 96 & 2^5 3^1 & \\text{N} & \\text{N} & 13 & 8 & -1944 & 2.0769231 & 0.500000 \
& 0.500000 & 57 & 327 & -270 \\\\
 97 & 97^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.494845 & \
0.505155 & 55 & 327 & -272 \\\\
 98 & 2^1 7^2 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.489796 & \
0.510204 & 48 & 327 & -279 \\\\
 99 & 3^2 11^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.484848 & \
0.515152 & 41 & 327 & -286 \\\\
 100 & 2^2 5^2 & \\text{N} & \\text{N} & 14 & 9 & -51 & 1.3571429 & 0.490000 \
& 0.510000 & 55 & 341 & -286 \\\\
 101 & 101^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.485149 & \
0.514851 & 53 & 341 & -288 \\\\
 102 & 2^1 3^1 17^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.480392 & 0.519608 & 37 & 341 & -304 \\\\
 103 & 103^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.475728 & \
0.524272 & 35 & 341 & -306 \\\\
 104 & 2^3 13^1 & \\text{N} & \\text{N} & 9 & 4 & -56 & 1.5555556 & 0.480769 \
& 0.519231 & 44 & 350 & -306 \\\\
 105 & 3^1 5^1 7^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.476190 & 0.523810 & 28 & 350 & -322 \\\\
 106 & 2^1 53^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.481132 & \
0.518868 & 33 & 355 & -322 \\\\
 107 & 107^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.476636 & \
0.523364 & 31 & 355 & -324 \\\\
 108 & 2^2 3^3 & \\text{N} & \\text{N} & -23 & 18 & -303 & 1.4782609 & \
0.472222 & 0.527778 & 8 & 355 & -347 \\\\
 109 & 109^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.467890 & \
0.532110 & 6 & 355 & -349 \\\\
 110 & 2^1 5^1 11^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.463636 & 0.536364 & -10 & 355 & -365 \\\\
 111 & 3^1 37^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.468468 & \
0.531532 & -5 & 360 & -365 \\\\
 112 & 2^4 7^1 & \\text{N} & \\text{N} & -11 & 6 & -315 & 1.8181818 & \
0.464286 & 0.535714 & -16 & 360 & -376 \\\\
 113 & 113^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.460177 & \
0.539823 & -18 & 360 & -378 \\\\
 114 & 2^1 3^1 19^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.456140 & 0.543860 & -34 & 360 & -394 \\\\
 115 & 5^1 23^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.460870 & \
0.539130 & -29 & 365 & -394 \\\\
 116 & 2^2 29^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.456897 \
& 0.543103 & -36 & 365 & -401 \\\\
 117 & 3^2 13^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.452991 \
& 0.547009 & -43 & 365 & -408 \\\\
 118 & 2^1 59^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.457627 & \
0.542373 & -38 & 370 & -408 \\\\
 119 & 7^1 17^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.462185 & \
0.537815 & -33 & 375 & -408 \\\\
 120 & 2^3 3^1 5^1 & \\text{N} & \\text{N} & -48 & 32 & -278 & 1.3333333 & \
0.458333 & 0.541667 & -81 & 375 & -456 \\\\
 121 & 11^2 & \\text{N} & \\text{Y} & 2 & 0 & -3 & 1.5000000 & 0.462810 & \
0.537190 & -79 & 377 & -456 \\\\
 122 & 2^1 61^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.467213 & \
0.532787 & -74 & 382 & -456 \\\\
 123 & 3^1 41^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.471545 & \
0.528455 & -69 & 387 & -456 \\\\
 124 & 2^2 31^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.467742 \
& 0.532258 & -76 & 387 & -463 \\\\
 125 & 5^3 & \\text{N} & \\text{Y} & -2 & 0 & -14 & 2.0000000 & 0.464000 & \
0.536000 & -78 & 387 & -465 \\\\
 126 & 2^1 3^2 7^1 & \\text{N} & \\text{N} & 30 & 14 & -35 & 1.1666667 & \
0.468254 & 0.531746 & -48 & 417 & -465 \\\\
 127 & 127^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.464567 & \
0.535433 & -50 & 417 & -467 \\\\
 128 & 2^7 & \\text{N} & \\text{Y} & -2 & 0 & -13698 & 4.0000000 & 0.460938 & \
0.539062 & -52 & 417 & -469 \\\\
 129 & 3^1 43^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.465116 & \
0.534884 & -47 & 422 & -469 \\\\
 130 & 2^1 5^1 13^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.461538 & 0.538462 & -63 & 422 & -485 \\\\
 131 & 131^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.458015 & \
0.541985 & -65 & 422 & -487 \\\\
 132 & 2^2 3^1 11^1 & \\text{N} & \\text{N} & 30 & 14 & -35 & 1.1666667 & \
0.462121 & 0.537879 & -35 & 452 & -487 \\\\
 133 & 7^1 19^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.466165 & \
0.533835 & -30 & 457 & -487 \\\\
 134 & 2^1 67^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.470149 & \
0.529851 & -25 & 462 & -487 \\\\
 135 & 3^3 5^1 & \\text{N} & \\text{N} & 9 & 4 & -56 & 1.5555556 & 0.474074 & \
0.525926 & -16 & 471 & -487 \\\\
 136 & 2^3 17^1 & \\text{N} & \\text{N} & 9 & 4 & -56 & 1.5555556 & 0.477941 \
& 0.522059 & -7 & 480 & -487 \\\\
 137 & 137^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.474453 & \
0.525547 & -9 & 480 & -489 \\\\
 138 & 2^1 3^1 23^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.471014 & 0.528986 & -25 & 480 & -505 \\\\
 139 & 139^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.467626 & \
0.532374 & -27 & 480 & -507 \\\\
 140 & 2^2 5^1 7^1 & \\text{N} & \\text{N} & 30 & 14 & -35 & 1.1666667 & \
0.471429 & 0.528571 & 3 & 510 & -507 \\\\
 141 & 3^1 47^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.475177 & \
0.524823 & 8 & 515 & -507 \\\\
 142 & 2^1 71^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.478873 & \
0.521127 & 13 & 520 & -507 \\\\
 143 & 11^1 13^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.482517 & \
0.517483 & 18 & 525 & -507 \\\\
 144 & 2^4 3^2 & \\text{N} & \\text{N} & 34 & 29 & -1923 & 1.6176471 & \
0.486111 & 0.513889 & 52 & 559 & -507 \\\\
 145 & 5^1 29^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.489655 & \
0.510345 & 57 & 564 & -507 \\\\
 146 & 2^1 73^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.493151 & \
0.506849 & 62 & 569 & -507 \\\\
 147 & 3^1 7^2 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.489796 & \
0.510204 & 55 & 569 & -514 \\\\
 148 & 2^2 37^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.486486 \
& 0.513514 & 48 & 569 & -521 \\\\
 149 & 149^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.483221 & \
0.516779 & 46 & 569 & -523 \\\\
 150 & 2^1 3^1 5^2 & \\text{N} & \\text{N} & 30 & 14 & -35 & 1.1666667 & \
0.486667 & 0.513333 & 76 & 599 & -523 \\\\
 151 & 151^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.483444 & \
0.516556 & 74 & 599 & -525 \\\\
 152 & 2^3 19^1 & \\text{N} & \\text{N} & 9 & 4 & -56 & 1.5555556 & 0.486842 \
& 0.513158 & 83 & 608 & -525 \\\\
 153 & 3^2 17^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.483660 \
& 0.516340 & 76 & 608 & -532 \\\\
 154 & 2^1 7^1 11^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.480519 & 0.519481 & 60 & 608 & -548 \\\\
 155 & 5^1 31^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.483871 & \
0.516129 & 65 & 613 & -548 \\\\
 156 & 2^2 3^1 13^1 & \\text{N} & \\text{N} & 30 & 14 & -35 & 1.1666667 & \
0.487179 & 0.512821 & 95 & 643 & -548 \\\\
 157 & 157^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.484076 & \
0.515924 & 93 & 643 & -550 \\\\
 158 & 2^1 79^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.487342 & \
0.512658 & 98 & 648 & -550 \\\\
 159 & 3^1 53^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.490566 & \
0.509434 & 103 & 653 & -550 \\\\
 160 & 2^5 5^1 & \\text{N} & \\text{N} & 13 & 8 & -1944 & 2.0769231 & \
0.493750 & 0.506250 & 116 & 666 & -550 \\\\
 161 & 7^1 23^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.496894 & \
0.503106 & 121 & 671 & -550 \\\\
 162 & 2^1 3^4 & \\text{N} & \\text{N} & -11 & 6 & -315 & 1.8181818 & \
0.493827 & 0.506173 & 110 & 671 & -561 \\\\
 163 & 163^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.490798 & \
0.509202 & 108 & 671 & -563 \\\\
 164 & 2^2 41^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.487805 \
& 0.512195 & 101 & 671 & -570 \\\\
 165 & 3^1 5^1 11^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.484848 & 0.515152 & 85 & 671 & -586 \\\\
 166 & 2^1 83^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.487952 & \
0.512048 & 90 & 676 & -586 \\\\
 167 & 167^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.485030 & \
0.514970 & 88 & 676 & -588 \\\\
 168 & 2^3 3^1 7^1 & \\text{N} & \\text{N} & -48 & 32 & -278 & 1.3333333 & \
0.482143 & 0.517857 & 40 & 676 & -636 \\\\
 169 & 13^2 & \\text{N} & \\text{Y} & 2 & 0 & -3 & 1.5000000 & 0.485207 & \
0.514793 & 42 & 678 & -636 \\\\
 170 & 2^1 5^1 17^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.482353 & 0.517647 & 26 & 678 & -652 \\\\
 171 & 3^2 19^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.479532 \
& 0.520468 & 19 & 678 & -659 \\\\
 172 & 2^2 43^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.476744 \
& 0.523256 & 12 & 678 & -666 \\\\
 173 & 173^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.473988 & \
0.526012 & 10 & 678 & -668 \\\\
 174 & 2^1 3^1 29^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.471264 & 0.528736 & -6 & 678 & -684 \\\\
 175 & 5^2 7^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.468571 & \
0.531429 & -13 & 678 & -691 \\\\
 176 & 2^4 11^1 & \\text{N} & \\text{N} & -11 & 6 & -315 & 1.8181818 & \
0.465909 & 0.534091 & -24 & 678 & -702 \\\\
 177 & 3^1 59^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.468927 & \
0.531073 & -19 & 683 & -702 \\\\
 178 & 2^1 89^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.471910 & \
0.528090 & -14 & 688 & -702 \\\\
 179 & 179^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.469274 & \
0.530726 & -16 & 688 & -704 \\\\
 180 & 2^2 3^2 5^1 & \\text{N} & \\text{N} & -74 & 58 & -252 & 1.2162162 & \
0.466667 & 0.533333 & -90 & 688 & -778 \\\\
 181 & 181^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.464088 & \
0.535912 & -92 & 688 & -780 \\\\
 182 & 2^1 7^1 13^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.461538 & 0.538462 & -108 & 688 & -796 \\\\
 183 & 3^1 61^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.464481 & \
0.535519 & -103 & 693 & -796 \\\\
 184 & 2^3 23^1 & \\text{N} & \\text{N} & 9 & 4 & -56 & 1.5555556 & 0.467391 \
& 0.532609 & -94 & 702 & -796 \\\\
 185 & 5^1 37^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.470270 & \
0.529730 & -89 & 707 & -796 \\\\
 186 & 2^1 3^1 31^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.467742 & 0.532258 & -105 & 707 & -812 \\\\
 187 & 11^1 17^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.470588 & \
0.529412 & -100 & 712 & -812 \\\\
 188 & 2^2 47^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.468085 \
& 0.531915 & -107 & 712 & -819 \\\\
 189 & 3^3 7^1 & \\text{N} & \\text{N} & 9 & 4 & -56 & 1.5555556 & 0.470899 & \
0.529101 & -98 & 721 & -819 \\\\
 190 & 2^1 5^1 19^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.468421 & 0.531579 & -114 & 721 & -835 \\\\
 191 & 191^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.465969 & \
0.534031 & -116 & 721 & -837 \\\\
 192 & 2^6 3^1 & \\text{N} & \\text{N} & -15 & 10 & -13685 & 2.3333333 & \
0.463542 & 0.536458 & -131 & 721 & -852 \\\\
 193 & 193^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.461140 & \
0.538860 & -133 & 721 & -854 \\\\
 194 & 2^1 97^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.463918 & \
0.536082 & -128 & 726 & -854 \\\\
 195 & 3^1 5^1 13^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.461538 & 0.538462 & -144 & 726 & -870 \\\\
 196 & 2^2 7^2 & \\text{N} & \\text{N} & 14 & 9 & -51 & 1.3571429 & 0.464286 \
& 0.535714 & -130 & 740 & -870 \\\\
 197 & 197^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.461929 & \
0.538071 & -132 & 740 & -872 \\\\
 198 & 2^1 3^2 11^1 & \\text{N} & \\text{N} & 30 & 14 & -35 & 1.1666667 & \
0.464646 & 0.535354 & -102 & 770 & -872 \\\\
 199 & 199^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.462312 & \
0.537688 & -104 & 770 & -874 \\\\
 200 & 2^3 5^2 & \\text{N} & \\text{N} & -23 & 18 & -303 & 1.4782609 & \
0.460000 & 0.540000 & -127 & 770 & -897 \\\\
 201 & 3^1 67^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.462687 & \
0.537313 & -122 & 775 & -897 \\\\
 202 & 2^1 101^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.465347 & \
0.534653 & -117 & 780 & -897 \\\\
 203 & 7^1 29^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.467980 & \
0.532020 & -112 & 785 & -897 \\\\
 204 & 2^2 3^1 17^1 & \\text{N} & \\text{N} & 30 & 14 & -35 & 1.1666667 & \
0.470588 & 0.529412 & -82 & 815 & -897 \\\\
 205 & 5^1 41^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.473171 & \
0.526829 & -77 & 820 & -897 \\\\
 206 & 2^1 103^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.475728 & \
0.524272 & -72 & 825 & -897 \\\\
 207 & 3^2 23^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.473430 \
& 0.526570 & -79 & 825 & -904 \\\\
 208 & 2^4 13^1 & \\text{N} & \\text{N} & -11 & 6 & -315 & 1.8181818 & \
0.471154 & 0.528846 & -90 & 825 & -915 \\\\
 209 & 11^1 19^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.473684 & \
0.526316 & -85 & 830 & -915 \\\\
 210 & 2^1 3^1 5^1 7^1 & \\text{Y} & \\text{N} & 65 & 0 & 0 & 1.0000000 & \
0.476190 & 0.523810 & -20 & 895 & -915 \\\\
 211 & 211^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.473934 & \
0.526066 & -22 & 895 & -917 \\\\
 212 & 2^2 53^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.471698 \
& 0.528302 & -29 & 895 & -924 \\\\
 213 & 3^1 71^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.474178 & \
0.525822 & -24 & 900 & -924 \\\\
 214 & 2^1 107^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.476636 & \
0.523364 & -19 & 905 & -924 \\\\
 215 & 5^1 43^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.479070 & \
0.520930 & -14 & 910 & -924 \\\\
 216 & 2^3 3^3 & \\text{N} & \\text{N} & 46 & 41 & -1911 & 1.5000000 & \
0.481481 & 0.518519 & 32 & 956 & -924 \\\\
 217 & 7^1 31^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.483871 & \
0.516129 & 37 & 961 & -924 \\\\
 218 & 2^1 109^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.486239 & \
0.513761 & 42 & 966 & -924 \\\\
 219 & 3^1 73^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.488584 & \
0.511416 & 47 & 971 & -924 \\\\
 220 & 2^2 5^1 11^1 & \\text{N} & \\text{N} & 30 & 14 & -35 & 1.1666667 & \
0.490909 & 0.509091 & 77 & 1001 & -924 \\\\
 221 & 13^1 17^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.493213 & \
0.506787 & 82 & 1006 & -924 \\\\
 222 & 2^1 3^1 37^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.490991 & 0.509009 & 66 & 1006 & -940 \\\\
 223 & 223^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.488789 & \
0.511211 & 64 & 1006 & -942 \\\\
 224 & 2^5 7^1 & \\text{N} & \\text{N} & 13 & 8 & -1944 & 2.0769231 & \
0.491071 & 0.508929 & 77 & 1019 & -942 \\\\
 225 & 3^2 5^2 & \\text{N} & \\text{N} & 14 & 9 & -51 & 1.3571429 & 0.493333 \
& 0.506667 & 91 & 1033 & -942 \\\\
 226 & 2^1 113^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.495575 & \
0.504425 & 96 & 1038 & -942 \\\\
 227 & 227^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.493392 & \
0.506608 & 94 & 1038 & -944 \\\\
 228 & 2^2 3^1 19^1 & \\text{N} & \\text{N} & 30 & 14 & -35 & 1.1666667 & \
0.495614 & 0.504386 & 124 & 1068 & -944 \\\\
 229 & 229^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.493450 & \
0.506550 & 122 & 1068 & -946 \\\\
 230 & 2^1 5^1 23^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.491304 & 0.508696 & 106 & 1068 & -962 \\\\
 231 & 3^1 7^1 11^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.489177 & 0.510823 & 90 & 1068 & -978 \\\\
 232 & 2^3 29^1 & \\text{N} & \\text{N} & 9 & 4 & -56 & 1.5555556 & 0.491379 \
& 0.508621 & 99 & 1077 & -978 \\\\
 233 & 233^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.489270 & \
0.510730 & 97 & 1077 & -980 \\\\
 234 & 2^1 3^2 13^1 & \\text{N} & \\text{N} & 30 & 14 & -35 & 1.1666667 & \
0.491453 & 0.508547 & 127 & 1107 & -980 \\\\
 235 & 5^1 47^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.493617 & \
0.506383 & 132 & 1112 & -980 \\\\
 236 & 2^2 59^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.491525 \
& 0.508475 & 125 & 1112 & -987 \\\\
 237 & 3^1 79^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.493671 & \
0.506329 & 130 & 1117 & -987 \\\\
 238 & 2^1 7^1 17^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.491597 & 0.508403 & 114 & 1117 & -1003 \\\\
 239 & 239^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.489540 & \
0.510460 & 112 & 1117 & -1005 \\\\
 240 & 2^4 3^1 5^1 & \\text{N} & \\text{N} & 70 & 54 & -1887 & 1.5000000 & \
0.491667 & 0.508333 & 182 & 1187 & -1005 \\\\
 241 & 241^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.489627 & \
0.510373 & 180 & 1187 & -1007 \\\\
 242 & 2^1 11^2 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.487603 \
& 0.512397 & 173 & 1187 & -1014 \\\\
 243 & 3^5 & \\text{N} & \\text{Y} & -2 & 0 & -324 & 3.0000000 & 0.485597 & \
0.514403 & 171 & 1187 & -1016 \\\\
 244 & 2^2 61^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.483607 \
& 0.516393 & 164 & 1187 & -1023 \\\\
 245 & 5^1 7^2 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.481633 & \
0.518367 & 157 & 1187 & -1030 \\\\
 246 & 2^1 3^1 41^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.479675 & 0.520325 & 141 & 1187 & -1046 \\\\
 247 & 13^1 19^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.481781 & \
0.518219 & 146 & 1192 & -1046 \\\\
 248 & 2^3 31^1 & \\text{N} & \\text{N} & 9 & 4 & -56 & 1.5555556 & 0.483871 \
& 0.516129 & 155 & 1201 & -1046 \\\\
 249 & 3^1 83^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.485944 & \
0.514056 & 160 & 1206 & -1046 \\\\
 250 & 2^1 5^3 & \\text{N} & \\text{N} & 9 & 4 & -56 & 1.5555556 & 0.488000 & \
0.512000 & 169 & 1215 & -1046 \\\\
 251 & 251^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.486056 & \
0.513944 & 167 & 1215 & -1048 \\\\
 252 & 2^2 3^2 7^1 & \\text{N} & \\text{N} & -74 & 58 & -252 & 1.2162162 & \
0.484127 & 0.515873 & 93 & 1215 & -1122 \\\\
 253 & 11^1 23^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.486166 & \
0.513834 & 98 & 1220 & -1122 \\\\
 254 & 2^1 127^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.488189 & \
0.511811 & 103 & 1225 & -1122 \\\\
 255 & 3^1 5^1 17^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.486275 & 0.513725 & 87 & 1225 & -1138 \\\\
 256 & 2^8 & \\text{N} & \\text{Y} & 2 & 0 & -109599 & 4.5000000 & 0.488281 & \
0.511719 & 89 & 1227 & -1138 \\\\
 257 & 257^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.486381 & \
0.513619 & 87 & 1227 & -1140 \\\\
 258 & 2^1 3^1 43^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.484496 & 0.515504 & 71 & 1227 & -1156 \\\\
 259 & 7^1 37^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.486486 & \
0.513514 & 76 & 1232 & -1156 \\\\
 260 & 2^2 5^1 13^1 & \\text{N} & \\text{N} & 30 & 14 & -35 & 1.1666667 & \
0.488462 & 0.511538 & 106 & 1262 & -1156 \\\\
 261 & 3^2 29^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.486590 \
& 0.513410 & 99 & 1262 & -1163 \\\\
 262 & 2^1 131^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.488550 & \
0.511450 & 104 & 1267 & -1163 \\\\
 263 & 263^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.486692 & \
0.513308 & 102 & 1267 & -1165 \\\\
 264 & 2^3 3^1 11^1 & \\text{N} & \\text{N} & -48 & 32 & -278 & 1.3333333 & \
0.484848 & 0.515152 & 54 & 1267 & -1213 \\\\
 265 & 5^1 53^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.486792 & \
0.513208 & 59 & 1272 & -1213 \\\\
 266 & 2^1 7^1 19^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.484962 & 0.515038 & 43 & 1272 & -1229 \\\\
 267 & 3^1 89^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.486891 & \
0.513109 & 48 & 1277 & -1229 \\\\
 268 & 2^2 67^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.485075 \
& 0.514925 & 41 & 1277 & -1236 \\\\
 269 & 269^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.483271 & \
0.516729 & 39 & 1277 & -1238 \\\\
 270 & 2^1 3^3 5^1 & \\text{N} & \\text{N} & -48 & 32 & -278 & 1.3333333 & \
0.481481 & 0.518519 & -9 & 1277 & -1286 \\\\
 271 & 271^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.479705 & \
0.520295 & -11 & 1277 & -1288 \\\\
 272 & 2^4 17^1 & \\text{N} & \\text{N} & -11 & 6 & -315 & 1.8181818 & \
0.477941 & 0.522059 & -22 & 1277 & -1299 \\\\
 273 & 3^1 7^1 13^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.476190 & 0.523810 & -38 & 1277 & -1315 \\\\
 274 & 2^1 137^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.478102 & \
0.521898 & -33 & 1282 & -1315 \\\\
 275 & 5^2 11^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.476364 \
& 0.523636 & -40 & 1282 & -1322 \\\\
 276 & 2^2 3^1 23^1 & \\text{N} & \\text{N} & 30 & 14 & -35 & 1.1666667 & \
0.478261 & 0.521739 & -10 & 1312 & -1322 \\\\
 277 & 277^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.476534 & \
0.523466 & -12 & 1312 & -1324 \\\\
 278 & 2^1 139^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.478417 & \
0.521583 & -7 & 1317 & -1324 \\\\
 279 & 3^2 31^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.476703 \
& 0.523297 & -14 & 1317 & -1331 \\\\
 280 & 2^3 5^1 7^1 & \\text{N} & \\text{N} & -48 & 32 & -278 & 1.3333333 & \
0.475000 & 0.525000 & -62 & 1317 & -1379 \\\\
 281 & 281^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.473310 & \
0.526690 & -64 & 1317 & -1381 \\\\
 282 & 2^1 3^1 47^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.471631 & 0.528369 & -80 & 1317 & -1397 \\\\
 283 & 283^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.469965 & \
0.530035 & -82 & 1317 & -1399 \\\\
 284 & 2^2 71^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.468310 \
& 0.531690 & -89 & 1317 & -1406 \\\\
 285 & 3^1 5^1 19^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.466667 & 0.533333 & -105 & 1317 & -1422 \\\\
 286 & 2^1 11^1 13^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.465035 & 0.534965 & -121 & 1317 & -1438 \\\\
 287 & 7^1 41^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.466899 & \
0.533101 & -116 & 1322 & -1438 \\\\
 288 & 2^5 3^2 & \\text{N} & \\text{N} & -47 & 42 & -13653 & 1.7659574 & \
0.465278 & 0.534722 & -163 & 1322 & -1485 \\\\
 289 & 17^2 & \\text{N} & \\text{Y} & 2 & 0 & -3 & 1.5000000 & 0.467128 & \
0.532872 & -161 & 1324 & -1485 \\\\
 290 & 2^1 5^1 29^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.465517 & 0.534483 & -177 & 1324 & -1501 \\\\
 291 & 3^1 97^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.467354 & \
0.532646 & -172 & 1329 & -1501 \\\\
 292 & 2^2 73^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.465753 \
& 0.534247 & -179 & 1329 & -1508 \\\\
 293 & 293^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.464164 & \
0.535836 & -181 & 1329 & -1510 \\\\
 294 & 2^1 3^1 7^2 & \\text{N} & \\text{N} & 30 & 14 & -35 & 1.1666667 & \
0.465986 & 0.534014 & -151 & 1359 & -1510 \\\\
 295 & 5^1 59^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.467797 & \
0.532203 & -146 & 1364 & -1510 \\\\
 296 & 2^3 37^1 & \\text{N} & \\text{N} & 9 & 4 & -56 & 1.5555556 & 0.469595 \
& 0.530405 & -137 & 1373 & -1510 \\\\
 297 & 3^3 11^1 & \\text{N} & \\text{N} & 9 & 4 & -56 & 1.5555556 & 0.471380 \
& 0.528620 & -128 & 1382 & -1510 \\\\
 298 & 2^1 149^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.473154 & \
0.526846 & -123 & 1387 & -1510 \\\\
 299 & 13^1 23^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.474916 & \
0.525084 & -118 & 1392 & -1510 \\\\
 300 & 2^2 3^1 5^2 & \\text{N} & \\text{N} & -74 & 58 & -252 & 1.2162162 & \
0.473333 & 0.526667 & -192 & 1392 & -1584 \\\\
 301 & 7^1 43^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.475083 & \
0.524917 & -187 & 1397 & -1584 \\\\
 302 & 2^1 151^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.476821 & \
0.523179 & -182 & 1402 & -1584 \\\\
 303 & 3^1 101^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.478548 & \
0.521452 & -177 & 1407 & -1584 \\\\
 304 & 2^4 19^1 & \\text{N} & \\text{N} & -11 & 6 & -315 & 1.8181818 & \
0.476974 & 0.523026 & -188 & 1407 & -1595 \\\\
 305 & 5^1 61^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.478689 & \
0.521311 & -183 & 1412 & -1595 \\\\
 306 & 2^1 3^2 17^1 & \\text{N} & \\text{N} & 30 & 14 & -35 & 1.1666667 & \
0.480392 & 0.519608 & -153 & 1442 & -1595 \\\\
 307 & 307^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.478827 & \
0.521173 & -155 & 1442 & -1597 \\\\
 308 & 2^2 7^1 11^1 & \\text{N} & \\text{N} & 30 & 14 & -35 & 1.1666667 & \
0.480519 & 0.519481 & -125 & 1472 & -1597 \\\\
 309 & 3^1 103^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.482201 & \
0.517799 & -120 & 1477 & -1597 \\\\
 310 & 2^1 5^1 31^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.480645 & 0.519355 & -136 & 1477 & -1613 \\\\
 311 & 311^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.479100 & \
0.520900 & -138 & 1477 & -1615 \\\\
 312 & 2^3 3^1 13^1 & \\text{N} & \\text{N} & -48 & 32 & -278 & 1.3333333 & \
0.477564 & 0.522436 & -186 & 1477 & -1663 \\\\
 313 & 313^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.476038 & \
0.523962 & -188 & 1477 & -1665 \\\\
 314 & 2^1 157^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.477707 & \
0.522293 & -183 & 1482 & -1665 \\\\
 315 & 3^2 5^1 7^1 & \\text{N} & \\text{N} & 30 & 14 & -35 & 1.1666667 & \
0.479365 & 0.520635 & -153 & 1512 & -1665 \\\\
 316 & 2^2 79^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.477848 \
& 0.522152 & -160 & 1512 & -1672 \\\\
 317 & 317^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.476341 & \
0.523659 & -162 & 1512 & -1674 \\\\
 318 & 2^1 3^1 53^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.474843 & 0.525157 & -178 & 1512 & -1690 \\\\
 319 & 11^1 29^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.476489 & \
0.523511 & -173 & 1517 & -1690 \\\\
 320 & 2^6 5^1 & \\text{N} & \\text{N} & -15 & 10 & -13685 & 2.3333333 & \
0.475000 & 0.525000 & -188 & 1517 & -1705 \\\\
 321 & 3^1 107^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.476636 & \
0.523364 & -183 & 1522 & -1705 \\\\
 322 & 2^1 7^1 23^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.475155 & 0.524845 & -199 & 1522 & -1721 \\\\
 323 & 17^1 19^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.476780 & \
0.523220 & -194 & 1527 & -1721 \\\\
 324 & 2^2 3^4 & \\text{N} & \\text{N} & 34 & 29 & -1923 & 1.6176471 & \
0.478395 & 0.521605 & -160 & 1561 & -1721 \\\\
 325 & 5^2 13^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.476923 \
& 0.523077 & -167 & 1561 & -1728 \\\\
 326 & 2^1 163^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.478528 & \
0.521472 & -162 & 1566 & -1728 \\\\
 327 & 3^1 109^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.480122 & \
0.519878 & -157 & 1571 & -1728 \\\\
 328 & 2^3 41^1 & \\text{N} & \\text{N} & 9 & 4 & -56 & 1.5555556 & 0.481707 \
& 0.518293 & -148 & 1580 & -1728 \\\\
 329 & 7^1 47^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.483283 & \
0.516717 & -143 & 1585 & -1728 \\\\
 330 & 2^1 3^1 5^1 11^1 & \\text{Y} & \\text{N} & 65 & 0 & 0 & 1.0000000 & \
0.484848 & 0.515152 & -78 & 1650 & -1728 \\\\
 331 & 331^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.483384 & \
0.516616 & -80 & 1650 & -1730 \\\\
 332 & 2^2 83^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.481928 \
& 0.518072 & -87 & 1650 & -1737 \\\\
 333 & 3^2 37^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.480480 \
& 0.519520 & -94 & 1650 & -1744 \\\\
 334 & 2^1 167^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.482036 & \
0.517964 & -89 & 1655 & -1744 \\\\
 335 & 5^1 67^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.483582 & \
0.516418 & -84 & 1660 & -1744 \\\\
 336 & 2^4 3^1 7^1 & \\text{N} & \\text{N} & 70 & 54 & -1887 & 1.5000000 & \
0.485119 & 0.514881 & -14 & 1730 & -1744 \\\\
 337 & 337^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.483680 & \
0.516320 & -16 & 1730 & -1746 \\\\
 338 & 2^1 13^2 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.482249 \
& 0.517751 & -23 & 1730 & -1753 \\\\
 339 & 3^1 113^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.483776 & \
0.516224 & -18 & 1735 & -1753 \\\\
 340 & 2^2 5^1 17^1 & \\text{N} & \\text{N} & 30 & 14 & -35 & 1.1666667 & \
0.485294 & 0.514706 & 12 & 1765 & -1753 \\\\
 341 & 11^1 31^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.486804 & \
0.513196 & 17 & 1770 & -1753 \\\\
 342 & 2^1 3^2 19^1 & \\text{N} & \\text{N} & 30 & 14 & -35 & 1.1666667 & \
0.488304 & 0.511696 & 47 & 1800 & -1753 \\\\
 343 & 7^3 & \\text{N} & \\text{Y} & -2 & 0 & -14 & 2.0000000 & 0.486880 & \
0.513120 & 45 & 1800 & -1755 \\\\
 344 & 2^3 43^1 & \\text{N} & \\text{N} & 9 & 4 & -56 & 1.5555556 & 0.488372 \
& 0.511628 & 54 & 1809 & -1755 \\\\
 345 & 3^1 5^1 23^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.486957 & 0.513043 & 38 & 1809 & -1771 \\\\
 346 & 2^1 173^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.488439 & \
0.511561 & 43 & 1814 & -1771 \\\\
 347 & 347^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.487032 & \
0.512968 & 41 & 1814 & -1773 \\\\
 348 & 2^2 3^1 29^1 & \\text{N} & \\text{N} & 30 & 14 & -35 & 1.1666667 & \
0.488506 & 0.511494 & 71 & 1844 & -1773 \\\\
 349 & 349^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.487106 & \
0.512894 & 69 & 1844 & -1775 \\\\
 350 & 2^1 5^2 7^1 & \\text{N} & \\text{N} & 30 & 14 & -35 & 1.1666667 & \
0.488571 & 0.511429 & 99 & 1874 & -1775 \\\\
 351 & 3^3 13^1 & \\text{N} & \\text{N} & 9 & 4 & -56 & 1.5555556 & 0.490028 \
& 0.509972 & 108 & 1883 & -1775 \\\\
 352 & 2^5 11^1 & \\text{N} & \\text{N} & 13 & 8 & -1944 & 2.0769231 & \
0.491477 & 0.508523 & 121 & 1896 & -1775 \\\\
 353 & 353^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.490085 & \
0.509915 & 119 & 1896 & -1777 \\\\
 354 & 2^1 3^1 59^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.488701 & 0.511299 & 103 & 1896 & -1793 \\\\
 355 & 5^1 71^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.490141 & \
0.509859 & 108 & 1901 & -1793 \\\\
 356 & 2^2 89^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.488764 \
& 0.511236 & 101 & 1901 & -1800 \\\\
 357 & 3^1 7^1 17^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.487395 & 0.512605 & 85 & 1901 & -1816 \\\\
 358 & 2^1 179^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.488827 & \
0.511173 & 90 & 1906 & -1816 \\\\
 359 & 359^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.487465 & \
0.512535 & 88 & 1906 & -1818 \\\\
 360 & 2^3 3^2 5^1 & \\text{N} & \\text{N} & 145 & 129 & -1812 & 1.3034483 & \
0.488889 & 0.511111 & 233 & 2051 & -1818 \\\\
 361 & 19^2 & \\text{N} & \\text{Y} & 2 & 0 & -3 & 1.5000000 & 0.490305 & \
0.509695 & 235 & 2053 & -1818 \\\\
 362 & 2^1 181^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.491713 & \
0.508287 & 240 & 2058 & -1818 \\\\
 363 & 3^1 11^2 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.490358 \
& 0.509642 & 233 & 2058 & -1825 \\\\
 364 & 2^2 7^1 13^1 & \\text{N} & \\text{N} & 30 & 14 & -35 & 1.1666667 & \
0.491758 & 0.508242 & 263 & 2088 & -1825 \\\\
 365 & 5^1 73^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.493151 & \
0.506849 & 268 & 2093 & -1825 \\\\
 366 & 2^1 3^1 61^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.491803 & 0.508197 & 252 & 2093 & -1841 \\\\
 367 & 367^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.490463 & \
0.509537 & 250 & 2093 & -1843 \\\\
 368 & 2^4 23^1 & \\text{N} & \\text{N} & -11 & 6 & -315 & 1.8181818 & \
0.489130 & 0.510870 & 239 & 2093 & -1854 \\\\
 369 & 3^2 41^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.487805 \
& 0.512195 & 232 & 2093 & -1861 \\\\
 370 & 2^1 5^1 37^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.486486 & 0.513514 & 216 & 2093 & -1877 \\\\
 371 & 7^1 53^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.487871 & \
0.512129 & 221 & 2098 & -1877 \\\\
 372 & 2^2 3^1 31^1 & \\text{N} & \\text{N} & 30 & 14 & -35 & 1.1666667 & \
0.489247 & 0.510753 & 251 & 2128 & -1877 \\\\
 373 & 373^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.487936 & \
0.512064 & 249 & 2128 & -1879 \\\\
 374 & 2^1 11^1 17^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.486631 & 0.513369 & 233 & 2128 & -1895 \\\\
 375 & 3^1 5^3 & \\text{N} & \\text{N} & 9 & 4 & -56 & 1.5555556 & 0.488000 & \
0.512000 & 242 & 2137 & -1895 \\\\
 376 & 2^3 47^1 & \\text{N} & \\text{N} & 9 & 4 & -56 & 1.5555556 & 0.489362 \
& 0.510638 & 251 & 2146 & -1895 \\\\
 377 & 13^1 29^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.490716 & \
0.509284 & 256 & 2151 & -1895 \\\\
 378 & 2^1 3^3 7^1 & \\text{N} & \\text{N} & -48 & 32 & -278 & 1.3333333 & \
0.489418 & 0.510582 & 208 & 2151 & -1943 \\\\
 379 & 379^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.488127 & \
0.511873 & 206 & 2151 & -1945 \\\\
 380 & 2^2 5^1 19^1 & \\text{N} & \\text{N} & 30 & 14 & -35 & 1.1666667 & \
0.489474 & 0.510526 & 236 & 2181 & -1945 \\\\
 381 & 3^1 127^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.490814 & \
0.509186 & 241 & 2186 & -1945 \\\\
 382 & 2^1 191^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.492147 & \
0.507853 & 246 & 2191 & -1945 \\\\
 383 & 383^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.490862 & \
0.509138 & 244 & 2191 & -1947 \\\\
 384 & 2^7 3^1 & \\text{N} & \\text{N} & 17 & 12 & -109584 & 2.5882353 & \
0.492188 & 0.507812 & 261 & 2208 & -1947 \\\\
 385 & 5^1 7^1 11^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.490909 & 0.509091 & 245 & 2208 & -1963 \\\\
 386 & 2^1 193^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.492228 & \
0.507772 & 250 & 2213 & -1963 \\\\
 387 & 3^2 43^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.490956 \
& 0.509044 & 243 & 2213 & -1970 \\\\
 388 & 2^2 97^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.489691 \
& 0.510309 & 236 & 2213 & -1977 \\\\
 389 & 389^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.488432 & \
0.511568 & 234 & 2213 & -1979 \\\\
 390 & 2^1 3^1 5^1 13^1 & \\text{Y} & \\text{N} & 65 & 0 & 0 & 1.0000000 & \
0.489744 & 0.510256 & 299 & 2278 & -1979 \\\\
 391 & 17^1 23^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.491049 & \
0.508951 & 304 & 2283 & -1979 \\\\
 392 & 2^3 7^2 & \\text{N} & \\text{N} & -23 & 18 & -303 & 1.4782609 & \
0.489796 & 0.510204 & 281 & 2283 & -2002 \\\\
 393 & 3^1 131^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.491094 & \
0.508906 & 286 & 2288 & -2002 \\\\
 394 & 2^1 197^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.492386 & \
0.507614 & 291 & 2293 & -2002 \\\\
 395 & 5^1 79^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.493671 & \
0.506329 & 296 & 2298 & -2002 \\\\
 396 & 2^2 3^2 11^1 & \\text{N} & \\text{N} & -74 & 58 & -252 & 1.2162162 & \
0.492424 & 0.507576 & 222 & 2298 & -2076 \\\\
 397 & 397^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.491184 & \
0.508816 & 220 & 2298 & -2078 \\\\
 398 & 2^1 199^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.492462 & \
0.507538 & 225 & 2303 & -2078 \\\\
 399 & 3^1 7^1 19^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.491228 & 0.508772 & 209 & 2303 & -2094 \\\\
 400 & 2^4 5^2 & \\text{N} & \\text{N} & 34 & 29 & -1923 & 1.6176471 & \
0.492500 & 0.507500 & 243 & 2337 & -2094 \\\\
 401 & 401^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.491272 & \
0.508728 & 241 & 2337 & -2096 \\\\
 402 & 2^1 3^1 67^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.490050 & 0.509950 & 225 & 2337 & -2112 \\\\
 403 & 13^1 31^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.491315 & \
0.508685 & 230 & 2342 & -2112 \\\\
 404 & 2^2 101^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.490099 \
& 0.509901 & 223 & 2342 & -2119 \\\\
 405 & 3^4 5^1 & \\text{N} & \\text{N} & -11 & 6 & -315 & 1.8181818 & \
0.488889 & 0.511111 & 212 & 2342 & -2130 \\\\
 406 & 2^1 7^1 29^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.487685 & 0.512315 & 196 & 2342 & -2146 \\\\
 407 & 11^1 37^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.488943 & \
0.511057 & 201 & 2347 & -2146 \\\\
 408 & 2^3 3^1 17^1 & \\text{N} & \\text{N} & -48 & 32 & -278 & 1.3333333 & \
0.487745 & 0.512255 & 153 & 2347 & -2194 \\\\
 409 & 409^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.486553 & \
0.513447 & 151 & 2347 & -2196 \\\\
 410 & 2^1 5^1 41^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.485366 & 0.514634 & 135 & 2347 & -2212 \\\\
 411 & 3^1 137^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.486618 & \
0.513382 & 140 & 2352 & -2212 \\\\
 412 & 2^2 103^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.485437 \
& 0.514563 & 133 & 2352 & -2219 \\\\
 413 & 7^1 59^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.486683 & \
0.513317 & 138 & 2357 & -2219 \\\\
 414 & 2^1 3^2 23^1 & \\text{N} & \\text{N} & 30 & 14 & -35 & 1.1666667 & \
0.487923 & 0.512077 & 168 & 2387 & -2219 \\\\
 415 & 5^1 83^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.489157 & \
0.510843 & 173 & 2392 & -2219 \\\\
 416 & 2^5 13^1 & \\text{N} & \\text{N} & 13 & 8 & -1944 & 2.0769231 & \
0.490385 & 0.509615 & 186 & 2405 & -2219 \\\\
 417 & 3^1 139^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.491607 & \
0.508393 & 191 & 2410 & -2219 \\\\
 418 & 2^1 11^1 19^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.490431 & 0.509569 & 175 & 2410 & -2235 \\\\
 419 & 419^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.489260 & \
0.510740 & 173 & 2410 & -2237 \\\\
 420 & 2^2 3^1 5^1 7^1 & \\text{N} & \\text{N} & -155 & 90 & -171 & 1.1032258 \
& 0.488095 & 0.511905 & 18 & 2410 & -2392 \\\\
 421 & 421^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.486936 & \
0.513064 & 16 & 2410 & -2394 \\\\
 422 & 2^1 211^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.488152 & \
0.511848 & 21 & 2415 & -2394 \\\\
 423 & 3^2 47^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.486998 \
& 0.513002 & 14 & 2415 & -2401 \\\\
 424 & 2^3 53^1 & \\text{N} & \\text{N} & 9 & 4 & -56 & 1.5555556 & 0.488208 \
& 0.511792 & 23 & 2424 & -2401 \\\\
 425 & 5^2 17^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.487059 \
& 0.512941 & 16 & 2424 & -2408 \\\\
 426 & 2^1 3^1 71^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.485915 & 0.514085 & 0 & 2424 & -2424 \\\\
 427 & 7^1 61^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.487119 & \
0.512881 & 5 & 2429 & -2424 \\\\
 428 & 2^2 107^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.485981 \
& 0.514019 & -2 & 2429 & -2431 \\\\
 429 & 3^1 11^1 13^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.484848 & 0.515152 & -18 & 2429 & -2447 \\\\
 430 & 2^1 5^1 43^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.483721 & 0.516279 & -34 & 2429 & -2463 \\\\
 431 & 431^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.482599 & \
0.517401 & -36 & 2429 & -2465 \\\\
 432 & 2^4 3^3 & \\text{N} & \\text{N} & -80 & 75 & -13620 & 1.5625000 & \
0.481481 & 0.518519 & -116 & 2429 & -2545 \\\\
 433 & 433^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.480370 & \
0.519630 & -118 & 2429 & -2547 \\\\
 434 & 2^1 7^1 31^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.479263 & 0.520737 & -134 & 2429 & -2563 \\\\
 435 & 3^1 5^1 29^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.478161 & 0.521839 & -150 & 2429 & -2579 \\\\
 436 & 2^2 109^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.477064 \
& 0.522936 & -157 & 2429 & -2586 \\\\
 437 & 19^1 23^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.478261 & \
0.521739 & -152 & 2434 & -2586 \\\\
 438 & 2^1 3^1 73^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.477169 & 0.522831 & -168 & 2434 & -2602 \\\\
 439 & 439^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.476082 & \
0.523918 & -170 & 2434 & -2604 \\\\
 440 & 2^3 5^1 11^1 & \\text{N} & \\text{N} & -48 & 32 & -278 & 1.3333333 & \
0.475000 & 0.525000 & -218 & 2434 & -2652 \\\\
 441 & 3^2 7^2 & \\text{N} & \\text{N} & 14 & 9 & -51 & 1.3571429 & 0.476190 \
& 0.523810 & -204 & 2448 & -2652 \\\\
 442 & 2^1 13^1 17^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.475113 & 0.524887 & -220 & 2448 & -2668 \\\\
 443 & 443^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.474041 & \
0.525959 & -222 & 2448 & -2670 \\\\
 444 & 2^2 3^1 37^1 & \\text{N} & \\text{N} & 30 & 14 & -35 & 1.1666667 & \
0.475225 & 0.524775 & -192 & 2478 & -2670 \\\\
 445 & 5^1 89^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.476404 & \
0.523596 & -187 & 2483 & -2670 \\\\
 446 & 2^1 223^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.477578 & \
0.522422 & -182 & 2488 & -2670 \\\\
 447 & 3^1 149^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.478747 & \
0.521253 & -177 & 2493 & -2670 \\\\
 448 & 2^6 7^1 & \\text{N} & \\text{N} & -15 & 10 & -13685 & 2.3333333 & \
0.477679 & 0.522321 & -192 & 2493 & -2685 \\\\
 449 & 449^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.476615 & \
0.523385 & -194 & 2493 & -2687 \\\\
 450 & 2^1 3^2 5^2 & \\text{N} & \\text{N} & -74 & 58 & -252 & 1.2162162 & \
0.475556 & 0.524444 & -268 & 2493 & -2761 \\\\
 451 & 11^1 41^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.476718 & \
0.523282 & -263 & 2498 & -2761 \\\\
 452 & 2^2 113^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.475664 \
& 0.524336 & -270 & 2498 & -2768 \\\\
 453 & 3^1 151^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.476821 & \
0.523179 & -265 & 2503 & -2768 \\\\
 454 & 2^1 227^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.477974 & \
0.522026 & -260 & 2508 & -2768 \\\\
 455 & 5^1 7^1 13^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.476923 & 0.523077 & -276 & 2508 & -2784 \\\\
 456 & 2^3 3^1 19^1 & \\text{N} & \\text{N} & -48 & 32 & -278 & 1.3333333 & \
0.475877 & 0.524123 & -324 & 2508 & -2832 \\\\
 457 & 457^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.474836 & \
0.525164 & -326 & 2508 & -2834 \\\\
 458 & 2^1 229^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.475983 & \
0.524017 & -321 & 2513 & -2834 \\\\
 459 & 3^3 17^1 & \\text{N} & \\text{N} & 9 & 4 & -56 & 1.5555556 & 0.477124 \
& 0.522876 & -312 & 2522 & -2834 \\\\
 460 & 2^2 5^1 23^1 & \\text{N} & \\text{N} & 30 & 14 & -35 & 1.1666667 & \
0.478261 & 0.521739 & -282 & 2552 & -2834 \\\\
 461 & 461^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.477223 & \
0.522777 & -284 & 2552 & -2836 \\\\
 462 & 2^1 3^1 7^1 11^1 & \\text{Y} & \\text{N} & 65 & 0 & 0 & 1.0000000 & \
0.478355 & 0.521645 & -219 & 2617 & -2836 \\\\
 463 & 463^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.477322 & \
0.522678 & -221 & 2617 & -2838 \\\\
 464 & 2^4 29^1 & \\text{N} & \\text{N} & -11 & 6 & -315 & 1.8181818 & \
0.476293 & 0.523707 & -232 & 2617 & -2849 \\\\
 465 & 3^1 5^1 31^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.475269 & 0.524731 & -248 & 2617 & -2865 \\\\
 466 & 2^1 233^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.476395 & \
0.523605 & -243 & 2622 & -2865 \\\\
 467 & 467^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.475375 & \
0.524625 & -245 & 2622 & -2867 \\\\
 468 & 2^2 3^2 13^1 & \\text{N} & \\text{N} & -74 & 58 & -252 & 1.2162162 & \
0.474359 & 0.525641 & -319 & 2622 & -2941 \\\\
 469 & 7^1 67^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.475480 & \
0.524520 & -314 & 2627 & -2941 \\\\
 470 & 2^1 5^1 47^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.474468 & 0.525532 & -330 & 2627 & -2957 \\\\
 471 & 3^1 157^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.475584 & \
0.524416 & -325 & 2632 & -2957 \\\\
 472 & 2^3 59^1 & \\text{N} & \\text{N} & 9 & 4 & -56 & 1.5555556 & 0.476695 \
& 0.523305 & -316 & 2641 & -2957 \\\\
 473 & 11^1 43^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.477801 & \
0.522199 & -311 & 2646 & -2957 \\\\
 474 & 2^1 3^1 79^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.476793 & 0.523207 & -327 & 2646 & -2973 \\\\
 475 & 5^2 19^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.475789 \
& 0.524211 & -334 & 2646 & -2980 \\\\
 476 & 2^2 7^1 17^1 & \\text{N} & \\text{N} & 30 & 14 & -35 & 1.1666667 & \
0.476891 & 0.523109 & -304 & 2676 & -2980 \\\\
 477 & 3^2 53^1 & \\text{N} & \\text{N} & -7 & 2 & -9 & 1.2857143 & 0.475891 \
& 0.524109 & -311 & 2676 & -2987 \\\\
 478 & 2^1 239^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.476987 & \
0.523013 & -306 & 2681 & -2987 \\\\
 479 & 479^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.475992 & \
0.524008 & -308 & 2681 & -2989 \\\\
 480 & 2^5 3^1 5^1 & \\text{N} & \\text{N} & -96 & 80 & -13604 & 1.6666667 & \
0.475000 & 0.525000 & -404 & 2681 & -3085 \\\\
 481 & 13^1 37^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.476091 & \
0.523909 & -399 & 2686 & -3085 \\\\
 482 & 2^1 241^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.477178 & \
0.522822 & -394 & 2691 & -3085 \\\\
 483 & 3^1 7^1 23^1 & \\text{Y} & \\text{N} & -16 & 0 & 0 & 1.0000000 & \
0.476190 & 0.523810 & -410 & 2691 & -3101 \\\\
 484 & 2^2 11^2 & \\text{N} & \\text{N} & 14 & 9 & -51 & 1.3571429 & 0.477273 \
& 0.522727 & -396 & 2705 & -3101 \\\\
 485 & 5^1 97^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.478351 & \
0.521649 & -391 & 2710 & -3101 \\\\
 486 & 2^1 3^5 & \\text{N} & \\text{N} & 13 & 8 & -1944 & 2.0769231 & \
0.479424 & 0.520576 & -378 & 2723 & -3101 \\\\
 487 & 487^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.478439 & \
0.521561 & -380 & 2723 & -3103 \\\\
 488 & 2^3 61^1 & \\text{N} & \\text{N} & 9 & 4 & -56 & 1.5555556 & 0.479508 \
& 0.520492 & -371 & 2732 & -3103 \\\\
 489 & 3^1 163^1 & \\text{Y} & \\text{N} & 5 & 0 & 0 & 1.0000000 & 0.480573 & \
0.519427 & -366 & 2737 & -3103 \\\\
 490 & 2^1 5^1 7^2 & \\text{N} & \\text{N} & 30 & 14 & -35 & 1.1666667 & \
0.481633 & 0.518367 & -336 & 2767 & -3103 \\\\
 491 & 491^1 & \\text{Y} & \\text{Y} & -2 & 0 & 0 & 1.0000000 & 0.480652 & \
0.519348 & -338 & 2767 & -3105 \\\\
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      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["2",
      StripOnInput->False,
      LineColor->RGBColor[0, 1, 0],
      FrontFaceColor->RGBColor[0, 1, 0],
      BackFaceColor->RGBColor[0, 1, 0],
      GraphicsColor->RGBColor[0, 1, 0],
      FontWeight->Bold,
      FontColor->RGBColor[0, 1, 0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]]},
    {"7", 
     StyleBox["1",
      StripOnInput->False,
      LineColor->RGBColor[0, 1, 0],
      FrontFaceColor->RGBColor[0, 1, 0],
      BackFaceColor->RGBColor[0, 1, 0],
      GraphicsColor->RGBColor[0, 1, 0],
      FontWeight->Bold,
      FontColor->RGBColor[0, 1, 0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]]},
    {"8", 
     StyleBox["1",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["2",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["1",
      StripOnInput->False,
      LineColor->RGBColor[0, 1, 0],
      FrontFaceColor->RGBColor[0, 1, 0],
      BackFaceColor->RGBColor[0, 1, 0],
      GraphicsColor->RGBColor[0, 1, 0],
      FontWeight->Bold,
      FontColor->RGBColor[0, 1, 0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]]},
    {"9", 
     StyleBox["1",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["1",
      StripOnInput->False,
      LineColor->RGBColor[0, 1, 0],
      FrontFaceColor->RGBColor[0, 1, 0],
      BackFaceColor->RGBColor[0, 1, 0],
      GraphicsColor->RGBColor[0, 1, 0],
      FontWeight->Bold,
      FontColor->RGBColor[0, 1, 0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]]},
    {"10", 
     StyleBox["2",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["2",
      StripOnInput->False,
      LineColor->RGBColor[0, 1, 0],
      FrontFaceColor->RGBColor[0, 1, 0],
      BackFaceColor->RGBColor[0, 1, 0],
      GraphicsColor->RGBColor[0, 1, 0],
      FontWeight->Bold,
      FontColor->RGBColor[0, 1, 0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]]},
    {"11", 
     StyleBox["1",
      StripOnInput->False,
      LineColor->RGBColor[0, 1, 0],
      FrontFaceColor->RGBColor[0, 1, 0],
      BackFaceColor->RGBColor[0, 1, 0],
      GraphicsColor->RGBColor[0, 1, 0],
      FontWeight->Bold,
      FontColor->RGBColor[0, 1, 0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]]},
    {"12", 
     StyleBox["2",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["6",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["3",
      StripOnInput->False,
      LineColor->RGBColor[0, 1, 0],
      FrontFaceColor->RGBColor[0, 1, 0],
      BackFaceColor->RGBColor[0, 1, 0],
      GraphicsColor->RGBColor[0, 1, 0],
      FontWeight->Bold,
      FontColor->RGBColor[0, 1, 0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]]},
    {"13", 
     StyleBox["1",
      StripOnInput->False,
      LineColor->RGBColor[0, 1, 0],
      FrontFaceColor->RGBColor[0, 1, 0],
      BackFaceColor->RGBColor[0, 1, 0],
      GraphicsColor->RGBColor[0, 1, 0],
      FontWeight->Bold,
      FontColor->RGBColor[0, 1, 0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]]},
    {"14", 
     StyleBox["2",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["2",
      StripOnInput->False,
      LineColor->RGBColor[0, 1, 0],
      FrontFaceColor->RGBColor[0, 1, 0],
      BackFaceColor->RGBColor[0, 1, 0],
      GraphicsColor->RGBColor[0, 1, 0],
      FontWeight->Bold,
      FontColor->RGBColor[0, 1, 0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]]},
    {"15", 
     StyleBox["2",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["2",
      StripOnInput->False,
      LineColor->RGBColor[0, 1, 0],
      FrontFaceColor->RGBColor[0, 1, 0],
      BackFaceColor->RGBColor[0, 1, 0],
      GraphicsColor->RGBColor[0, 1, 0],
      FontWeight->Bold,
      FontColor->RGBColor[0, 1, 0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]]},
    {"16", 
     StyleBox["1",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["3",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["3",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["1",
      StripOnInput->False,
      LineColor->RGBColor[0, 1, 0],
      FrontFaceColor->RGBColor[0, 1, 0],
      BackFaceColor->RGBColor[0, 1, 0],
      GraphicsColor->RGBColor[0, 1, 0],
      FontWeight->Bold,
      FontColor->RGBColor[0, 1, 0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]]},
    {"17", 
     StyleBox["1",
      StripOnInput->False,
      LineColor->RGBColor[0, 1, 0],
      FrontFaceColor->RGBColor[0, 1, 0],
      BackFaceColor->RGBColor[0, 1, 0],
      GraphicsColor->RGBColor[0, 1, 0],
      FontWeight->Bold,
      FontColor->RGBColor[0, 1, 0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]]},
    {"18", 
     StyleBox["2",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["6",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["3",
      StripOnInput->False,
      LineColor->RGBColor[0, 1, 0],
      FrontFaceColor->RGBColor[0, 1, 0],
      BackFaceColor->RGBColor[0, 1, 0],
      GraphicsColor->RGBColor[0, 1, 0],
      FontWeight->Bold,
      FontColor->RGBColor[0, 1, 0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]]},
    {"19", 
     StyleBox["1",
      StripOnInput->False,
      LineColor->RGBColor[0, 1, 0],
      FrontFaceColor->RGBColor[0, 1, 0],
      BackFaceColor->RGBColor[0, 1, 0],
      GraphicsColor->RGBColor[0, 1, 0],
      FontWeight->Bold,
      FontColor->RGBColor[0, 1, 0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]]},
    {"20", 
     StyleBox["2",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["6",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["3",
      StripOnInput->False,
      LineColor->RGBColor[0, 1, 0],
      FrontFaceColor->RGBColor[0, 1, 0],
      BackFaceColor->RGBColor[0, 1, 0],
      GraphicsColor->RGBColor[0, 1, 0],
      FontWeight->Bold,
      FontColor->RGBColor[0, 1, 0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]]},
    {"21", 
     StyleBox["2",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["2",
      StripOnInput->False,
      LineColor->RGBColor[0, 1, 0],
      FrontFaceColor->RGBColor[0, 1, 0],
      BackFaceColor->RGBColor[0, 1, 0],
      GraphicsColor->RGBColor[0, 1, 0],
      FontWeight->Bold,
      FontColor->RGBColor[0, 1, 0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]]},
    {"22", 
     StyleBox["2",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["2",
      StripOnInput->False,
      LineColor->RGBColor[0, 1, 0],
      FrontFaceColor->RGBColor[0, 1, 0],
      BackFaceColor->RGBColor[0, 1, 0],
      GraphicsColor->RGBColor[0, 1, 0],
      FontWeight->Bold,
      FontColor->RGBColor[0, 1, 0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
      FrontFaceColor->GrayLevel[0],
      BackFaceColor->GrayLevel[0],
      GraphicsColor->GrayLevel[0],
      FontColor->GrayLevel[0]], 
     StyleBox["0",
      StripOnInput->False,
      LineColor->GrayLevel[0],
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    {"49", 
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    {"51", 
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    {"52", 
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