/*****************************************************************************/
/*									     */
/*  REGENERATE CYCLES							     */
/*  09/25/11 (dkc)							     */
/*									     */
/*  This C program regenerates cycles for the 3n+c sequence given entry      */
/*  points.  The number of even and odd elements in the extended sequences   */
/*  are counted.							     */
/*									     */
/*    "jump=0" indicates a no-jump attachment point                          */
/*    "jump=1" indicates a one-jump attachment point                         */
/*    "jump=2" indicates a multiple-jump attachment point                    */
/*    "jump=3" indicates a jumped-over attachment point                      */
/*									     */
/*  "delta" denotes the number of odd elements in the jump minus j where     */
/*  t=u(mod 2^j) (for one-jump or multiple-jump attachment points).  The     */
/*  domains of the cycles are also computed.				     */
/*									     */
/*****************************************************************************/
#include <stdio.h>
#include <math.h>
unsigned int euclid(unsigned int a, unsigned int b);
unsigned int halbhung(unsigned int l, unsigned int n, unsigned int *M,
		      unsigned int *N, unsigned int *sv, unsigned int *A,
		      unsigned int *B, unsigned int *C, unsigned int *D,
		      unsigned int *L, unsigned int *S, unsigned int m);
int main () {
int sin[2040+2305+1915+2363+2351]={
2908,1756,1432,358,3502,1582,1828,718,1342,1402,3556,1042,766,7282,3106,1540,
664,166,2566,9820,3700,1258,18568,4642,2116,772,520,130,424,106,6256,1564,
1378,892,1510,4960,1240,310,2044,4366,3394,1648,412,1054,1690,1132,2260,1366,
4240,1060,574,934,5698,2512,628,
24398,17156,16622,15812,2882,1478,1772,7874,3788,2006,1928,482,794,674,848,212,
416,104,26,386,9332,2126,3062,63872,15968,3992,998,1502,4958,2636,1682,5606,
4094,12734,25454,23264,5816,1454,3014,
448,112,28,382,520,130,1138,1582,970,2608,652,940,1564,670,628,13462,13678,
5506,3406,1654,3472,868,1186,2752,688,172,1402,7630,3238,1570,2344,586,2284,
3148,1102,790,1588,4066,39706,53314,18058,17026,8266,8764,2020,1510,1084,580,3400,
850,1420,25450,17824,4456,1114,3730,3040,760,190,
4514,4580,31388,4184,1046,770,2444,836,1988,9734,4028,2042,2852,4874,3686,1760,
440,110,692,1232,308,14918,5972,2624,656,164,2714,1916,3038,2366,23048,5762,
6656,1664,416,104,26,5846,2570,2390,1274,14594,14108,3920,980,1220,3542,1706,
1904,476,728,182,446,698,10058,6602,4658,48452,17054,8564,61574,23468,4778,3632,
908,548,3416,854,762740,1566662,587876,8128556,1524482,1288076,241892,234590,
676,946,928,232,58,400,100,11758,27310,85630,104014,134716,58630,25822,23584,5896,
1474,67162,25564,29254,10450,75910,33112,8278,5602,5980,
2540,2534,9812,5546,26606,15914,12512,3128,782,1388,21476,4406,26822,37028,7322,9974,
8042,257348,48632,12158,14942,7394,3152,788,15158,80456,20114,7922,3350,4628,3074,1532,
6572,4574,3020,7868,2750,8138,4808,1202,830,
424,106,16000,4000,1000,250,1090,26290,23986,22042,13348,5956,16372,5554,6490,4600,
1150,988,11026,8710,3646,1690,1900,736,184,46,1396,1342,1042,2392,598,604,
1504,376,94,898,4222,1852,1990,1126,802,12112,3028,4012,1132,592,148,1222,
838,694,640,160,40,10,1096,274,1906,3412,7030,3016,754,2440,610,6166,
2692,19126,7552,1888,472,118,2332,8110,4798,2014,2476,844,538,1252,
890,4220,1172,2108,776,194,3080,770,2510,1322,2924,19286,22364,4574,2096,524,
740,1160,290,71288,17822,7064,1766,4184,1046,4454,1820,722,1358,
754,664,166,3148,7108,1714,1024,256,64,16,4,382,1168,292,436,
1474,934,2848,712,178,448,112,28,1102,1552,388,454,2194,1204,1636,688,
172,5476,1408,352,88,22,28762,13516,6016,1504,376,94,1006,2662,3424,856,
214,5434,3982,2776,694,3976,994,2122,1264,316,1042,772,526,1318,16126,10024,2506,
1372,27934,16666,13102,15856,3964,2068,958,1492,
-747100,-104392,-26098,-110908,-52402,-235948,-43858,-365386,-204574,-47098,-41278,-314680,-78670,-68626,-93262,-210838,
-78682,-51322,-92938,-102010,-139720,-34930,-153490,-142984,-35746,-169096,-42274,-48610,-229006,-47422,-155272,-38818,
-185566,-76900,-67954,-49810,-164182,-61186,-72850,-124030,-56638,-201604,-83236,-40114,-132292,-53410,-87610,-71842,
-72676,-200938,-112072,-28018,-64036,-91606,-33970,-277876,-79186,-97114,-106834,-132106,-73354,-40306,-381424,-95356,
-797926,-298840,-74710,-27634,-129730,-107644,-154948,-105430,-39154,-228856,-57214,-45490,-82570,-48658,-111514,-45946,
-180220,-54562,-482998,-180742,-67396,-32242,-472144,-118036,-141826,-117850,-36082,-194314,-108346,-66532,1400,350,
5378,5864,1466,932,800,200,50,1724,7826,2870,2570,1346,25358,120614,87218,38510,
39266,32108,9986,8780,37508,19556,4802,41198,71666,22712,5678,10292,2312,578,4622,55454,
36836,82706,23930,9356,10238,10454,6836,1664,416,104,26,392,98,5702,112058,42404,
6632,1658,1004,1238,1652,692,512,128,32,8,2,2462,3302,2492,3518,4784,
1196,1292,18032,4508,9320,2330,1256,314,500,476,6056,1514,950,1490,1088,272,
68,
676,3766,2902,1486,940,802,1408,352,88,22,400,100,3280,820,2164,
2206,1210,2512,628,3754,23008,5752,1438,922,2596,1648,412,460,4726,1882,3406,
1660,694,1930,13450,35074,20686,8140,7942,4738,3622,4756,9562,9886,4090,12718,5152,
1288,322,1138,6034,3646,1750,1162,8830,3694,1768,442,2026,5674,35806,13810,14842,
343318,97228,50224,12556,4036,2092,964,1228,5914,6808,1702,8848,2212,1558,1108,2260,
4540,1234,13990,31756,8086,2944,736,184,46,586,6160,1540,1390,904,226,1084,3568,
892,550,2812,910,724,730,2434,2326,1324,856,214,21952,5488,1372,640,
160,40,10,406,784,196,1012,20740,6790,4252,1180,604,496,124,1720,430,544,
136,34,976,244,3118,1552,388,1066,3178,7132,
11522,61562,35588,58646,22376,5594,4106,6176,1544,386,9074,398,13718,5528,1382,902,
722,2432,608,152,38,482,3728,932,2216,554,2966,1496,374,524,3362,9254,
3854,6914,83594,54938,31862,12332,2696,674,668,1532,7886,4718,5456,1364,1454,8588,
1994,12962,15026,23612,3992,998,758,3512,878,3026,4376,1094,794,1406,1184,296,
74,1154,13628,2588,4208,1052,2774,1424,356,2768,692,32078,14924,3182,4484,16484,
16634,10316,2318,20324,12656,3164,26084,10004,5204,
1762,1168,292,2566,2404,1900,4348,14176,3544,886,2602,1360,340,448,112,28,
5776,1444,4780,1780,718,33130,12808,3202,1564,2248,562,1630,3076,1294,2572,1684,
700,3058,4462,5590,6136,1534,28756,55000,13750,16498,12940,4600,1150,11260,171730,167104,
41776,10444,3898,1846,8182,9082,3790,21472,5368,1342,12106,4924,6238,7894,5950,92908,
31438,127474,63028,12202,4960,1240,310,10108,14662,9208,2302,25930,14014,31672,7918,8506,
3574,16444,13528,3382,17830,10990,11098,4546,8350,13690,5518,4318,66238,130816,32704,8176,
2044,17956,18928,4732,12772,8722,9892,7612,
13310,8450,3554,1718,8342,13688,3422,2888,722,656,164,416,104,26,4130,1934,
44954,70550,92420,17714,7028,4202,1856,464,116,1448,362,776,194,458,2774,5366,
61424,15356,5282,2366,2294,17030,34208,8552,2138,3260,1880,470,8768,2192,548,488,
122,
5974,2626,4048,1012,3940,7006,4354,5506,6478,6046,197134,32242,191734,72286,31894,12346,
9862,4084,5398,2410,2320,580,4678,2140,976,244,7432,1858,3400,850,4210,23470,
7276,1750,1042,1708,706,2428,8080,2020,87802,65488,16372,11230,6136,1534,3454,11290,
5872,1468,
3020,1916,746,227768,56942,21740,3734,1682,2726,2552,638,626,1376,344,86,5828,
2606,1364,4274,10310,9014,3212,3506,2330,2816,704,176,44,2768,692,3362,2858,
10526,4334,2012,764,530,2390,12902,13388,4226,3344,836,1202,
1192,298,99742,43192,10798,7042,3028,74254,42736,10684,4756,3676,2002,1138,814,1426,
922,1090,796,3178,4504,1126,11254,13720,3430,21010,8266,29236,8554,7906,3352,838,
6214,31018,173092,32842,24682,18112,4528,1132,1792,448,112,28,976,244,712,178,
454,1246,2812,10606,6934,7690,4648,1162,1894,10468,2350,2290,
992,248,62,2498,1382,1748,716,1172,608,152,38,542,5000,1250,3584,896,
224,56,14,1856,464,116,410,
8902,3184,796,538,6148,15382,28504,7126,7012,2944,736,184,46,406,4528,
1132,1648,412,466,1234,1666,5068,5716,4258,2914,8992,2248,562,1288,322,3124,8092,
1906,2044,772,19756,10528,2632,658,1342,892,556,87796,151786,129916,24748,29314,31312,
7828,16192,4048,1012,3238,1582,982,
6146,7058,14294,5750,2546,8162,8738,9224,2306,5246,3626,3014,1520,380,2654,18668,
3890,8090,7190,3086,1550,1118,9920,2480,620,506,1334,890,1496,374,530,1232,
308,2168,542,2852,5096,1274,1658,1820,938,1502,4574,70298,46556,7220,3656,914,
5546,4094,3140,3176,794,7328,1832,458,
976,244,436,472,118,1042,538,592,148,418,7198,23236,6316,2752,688,172,
1024,256,64,16,4,597676,169072,42268,45268,8878,59848,14962,6478,20308,4198,2560,
640,160,40,10,394,2824,706,13408,3352,838,29446,49138,68422,232864,58216,14554,
5848,1462,1798,4588,2266,1240,310,1150,
5414,14774,14324,4292,1196,5846,8618,5054,2834,1454,1796,728,182,2012,1544,
386,536,134,3014,493844,158774,135824,33956,6758,11732,13838,8762,2456,614,3956,1322,
1976,494,1256,314,
712,178,1900,748,532,3766,1804,730,1390,5494,2452,6682,4738,39028,11956,4342,
2020,33652,10444,2350,8626,7246,6016,1504,376,94,1642,1756,5008,1252,3142,1570,
5170,4186,3334,
1004,2846,1460,3002,87788,18356,11498,9068,10532,3944,986,3722,5006,2270,1244,626,
1334,8570,25112,6278,9392,2348,1832,458,2252,2156,80498,46262,48098,49178,65432,16358,
5288,1322,6896,1724,716,788,2198,
2098,1180,31606,65188,12616,3154,1576,394,1882,4876,2896,724,790,16966,11482,205642,
50806,101638,66112,16528,4132,1168,292,448,112,28,1816,454,7090,3052,15508,2302,
2278,3790,11080,2770,1432,358,2170,9784,2446,2734,2284,7354,4528,1132,3070,2710,
5362,2404,844,2224,556,146836,16396,6982,9712,2428,1666,1018,31654,28576,7144,1786,
4552,1138,820,6796,6310,7192,1798,2932,2044,1558,13102,6658,2890,2692,898,730,
1006,4492,8218,7732,4978,2260,7768,1942,3868,2878,2602,1420,
29864,7466,3194,1592,398,5156,7154,2702,8030,8648,2162,1298,3134,3782,5354,2402,
4058,1916,2198,2222,35774,18722,22868,4682,2150,52064,13016,3254,2816,704,176,44,
998,2726,264932,37946,14624,3656,914,2864,716,
970,19030,4090,5326,2392,598,1174,3598,1744,436,2416,604,508,490,6136,1534,
526,592,148,4738,3652,2014,1150,826,2572,2578,9376,2344,586,5494,2236,814,
700,5974,5542,3118,1564,688,172,1060,6460,1606,52792,13198,5344,1336,334,
520,130,778,4192,1048,262,9916,2254,1240,310,5908,6946,4894,2230,1318,5056,1264,
316,454,
3218,3842,8078,14360,3590,1742,3650,6272,1568,392,98,7070,6404,7268,
4946,57164,11114,10970,7160,1790,1196,620,512,128,32,8,2,4904,1226,3560,890,1490,
11156,3014,1526,968,242,2084,500,1130,4622,30920,7730,8402,14666,9230,13652,
6422,2804,1778,3380,1940,1556,1466,1814,1076,1292,638,872,218,1112,278,
1894,2056,514,838,1462,1756,12082,21964,7168,1792,448,112,28,406,2362,1282,
1054,11236,6106,2686,6724,4648,1162,832,208,52,1612,1444,1702,1948,2704,676,
54976,13744,3436,1864,466,
9572,2192,548,500,8984,2246,3782,5078,17732,3722,1742,5612,36290,14006,20954,10280,
2570,1418,1094,2810,10748,4016,1004,16742,30350,13946,20648,5162,5510,6536,1634,1010,
776,194,470,
9910,4114,41500,6532,6220,1564,916,1252,4024,1006,1132,610,2404,2134,1198,16912,
4228,23032,5758,4708,5056,1264,316,87778,75952,18988,3958,1882,3304,826,1492,1414,
928,232,58,1168,292,13420,2914,4348,1834,2026,808,202,1108,1306,3400,850,
5542,2476,862,3106,4510,36586,21574,8488,2122,2188,
1916,758,1082,2504,626,28394,39176,9794,6506,11474,8306,20486,10088,2522,4022,7562,
132398,50048,12512,3128,782,692,2186,22166,6932,83024,20756,57158,19568,4892,1316,1424,
356,2072,518,1664,416,104,26,746,4184,1046,992,248,62,422,2834,2342,
5552,1388,4016,1004,1028,1286,1988,1556,10502,5876,59588,17756,3728,932,1406,926,
4934,3044,8174,3464,866,1484,26936,6734,2924,5066,14876,3188,2828,2042,1514,5156,
2234,4634,5804,9638,8666,9206,2864,716,648242,412334,155024,38756,26162,18674,21302,8522,
99602,43166,16586,36746,
2164,11068,7324,3058,1546,5722,2308,832,208,52,706,664,166,3454,1006,1564,
1438,4408,1102,1618,8800,2200,550,3940,1138,826,1228,4840,1210,3436,3346,1654,
3292,1924,760,190,4426,10960,2740,1084,2464,616,154,742,5704,1426,934,3820,
3508,1192,298,6088,1522,970,3184,796,1222,556,8638,4792,1198,1672,418,

2402,1376,344,86,2336,584,146,1040,260,8960,2240,560,140,
496,124,424,106,3244,3406,1678,1030,1144,286,508,
3548,1202,7580,7742,11630,3974,1892,7094,3062,1550,1256,314,32366,9806,4898,21578,
13142,5330,10010,5378,6446,2516,1712,428,482,2138,5468,1472,368,92,716,536,
134,452,1976,494,842,1478,956,1658,57152,14288,3572,12926,10766,3200,800,200,
50,20486,8084,3278,11468,2552,638,2990,1544,386,2234,2882,4340,15032,3758,1760,
440,110,734,1766,1064,266,1154,2828,932,3854,1742,6284,1580,698,2576,644,
2180,
2638,13060,3562,1738,1054,2800,700,2206,3772,3502,40870,28000,7000,1750,1990,
1996,6130,2428,58618,22384,5596,44596,8764,5608,1402,928,232,58,424,106,442,
568,142,3448,862,988,9766,6640,1660,9880,2470,3700,1096,274,2662,9604,3484,6076,
4474,2080,520,130,
2198,3770,1766,10460,3950,3230,2522,2600,650,1736,434,566,4682,3386,1658,1172,
7496,1874,1106,818,710,2738,1430,3122,1574,8306,3518,6956,4850,2222,2258,1250,
872,218,2276,830,7010,3032,758,22124,8840,2210,1232,308,
2974,4552,1138,2878,1516,688,172,436,1132,616,154,1096,274,14638,7834,5416,
1354,1732,87766,33316,10978,39652,18646,7396,5038,5722,4228,5956,9358,22468,46438,17818,
11032,2758,1438,4882,15082,16636,3046,1546,
572,512,128,32,8,2,3632,908,836,1340,656,164,1058,1610,3932,1142,
8222,3488,872,218,9032,2258,2282,3848,962,2474,4010,5306,10004,5012,6956,246686,
92912,23228,4760,1190,1376,344,86,2660,1760,440,110,446,17780,14540,327632,81908,
47672,11918,4874,3482,11948,6386,4604,1268,4094,1940,6548,23126,17240,4310,10922,11138,
49856,12464,3116,5792,1448,362,2228,
712,178,472,118,3442,1696,424,106,3172,1000,250,4126,3334,4738,2182,
3766,23692,11920,2980,964,586,874,5710,3574,7816,1954,1138,832,208,52,1480,
370,544,136,34,418,562,616,154,1534,1876,2290,1264,316,1102,1630,1930,
1252,640,160,40,10,64246,84604,24808,6202,54958,157702,134986,38674,14908,5206,16438,18478,
13846,31630,24052,66622,38488,9622,63058,20908,43978,13078,30172,28444,
1184,296,74,434,9272,2318,9758,79256,19814,27416,6854,23852,7724,3188,1004,1298,
1076,608,152,38,1892,2858,1478,7976,1994,1154,16346,6536,1634,2162,24338,7556,
5006,11552,2888,722,914,968,242,
5092,3772,1114,2872,718,676,1312,328,82,1204,2440,610,1360,340,3520,880,
220,448,112,28,412,484,2314,38116,25930,140038,459550,172738,98182,32578,19342,7660,
4120,1030,8254,3502,1720,430,568,142,460,2764,187966,70894,26992,6748,1672,418,
1252,
50894,23816,5954,87758,19394,54920,13730,20690,14402,74636,122912,30728,7682,34184,8546,13634,
466460,99872,24968,6242,77708,14978,33812,102446,67454,27080,6770,17090,57140,103310,45062,17306,
10754,18818,41102,100880,25220,21122,45476,21410,30410,70262,26756,49850,29060,23714,33326,36242,
32516,92366,46520,11630,27170,37700,27602,25226,58598,22382,53000,13250,42074,24686,55304,13826,
114650,65510,24974,12014,31058,28142,31130,18530,58760,14690,44990,33434,19826,79244,15266,22634,
71720,17930,63944,15986,16130,33002,16994,50822,19466,17282,38186,18146,18290,39878,15362,35918,
55196,19442,112166,42470,16334,25010,19874,28466,20234,39806,21170,45638,17522,21386,26954,23150,
44180,29546,23762,21986,29870,19682,24302,25706,20978,26030,32462,50012,22706,22922,28622,28676,
29594,17666,36350,36836,30404,106334,30620,24650,25838,32510,38342,14786,32996,40724,27242,36884,
30158,46556,31940,42716,34046,34532,38420,44252,
15196,8350,10822,7108,1714,4126,12976,3244,1858,1336,334,2074,1186,1048,262,
1168,292,5110,8512,2128,532,508,5866,2608,652,1204,634,646,1384,346,538,610,
886,7162,3094,9592,2398,6352,1588,706,1228,1366,1750,1912,478,3922,688,172,
1210,862,4408,1102,2560,640,160,40,10,412,8134,5596,4300,2230,3580,8782,
7420,13408,3352,838,1492,436,490,592,148,724,544,136,34,30490,11842,3442,
2932,958,11212,4174,4504,1126,1654,68074,25936,6484,1624,406,418,832,208,52,
1372,2518,2236,4732,26860,37942,30472,7618,6244,2506,1348,904,226,778,700,3760,
940,15910,9970,5686,21634,55276,29896,7474,4450,1966,3598,
4112,1028,602,7808,1952,488,122,2750,2570,2642,1400,350,1220,638,1382,3110,
4568,1142,9566,6404,1610,1286,2420,1994,2330,120560,30140,9500,5180,2480,620,17018,
8486,9104,2276,836,566,15584,3896,974,9698,4046,7514,80024,20006,18824,4706,2174,
2246,5342,4028,2156,48308,41342,24278,34052,6794,5192,1298,896,224,56,14,
4036,8104,2026,2164,4702,13720,3430,1696,424,106,1084,1714,13396,4792,1198,1054,
1930,2110,5494,2470,1336,334,1018,4198,1984,496,124,
668,536,134,5636,2612,5738,16310,5306,6428,1616,404,32630,9896,2474,28244,166484,
415598,156260,34142,13214,5366,2228,5150,2342,6662,6860,2936,734,686,1748,7076,14528,
3632,908,4808,1202,1688,422,4754,103586,59294,22646,7088,1772,968,242,4268,1400,
350,542,614,
1576,394,1654,6886,18496,4624,1156,628,808,202,592,148,1522,982,2782,2356,
5896,1474,964,9748,10096,2524,1738,2224,556,2188,4726,7558,23734,77038,44362,
20206,12394,151174,165436,31624,7906,3376,844,62074,18178,7228,54946,21016,5254,12268,5758,9154,
3844,1132,
416,104,26,422,1268,650,656,164,3854,5210,2366,6344,1586,9260,5120,
1280,320,80,20,494,5966,6992,1748,740,2888,722,4994,2126,3752,938,764,
144854,359282,230012,148904,37226,14372,4526,5498,2474,1340,92468,17750,20546,6500,7478,4340,
1226,872,218,4508,3860,1136,284,2078,95768,23942,14498,14570,5876,1514,980,596,524,
1178,854,
1132,1714,1996,35260,7024,1756,742,1246,880,220,454,850,1510,2464,616,154,
9016,2254,1258,3022,1546,12634,29428,21976,5494,3814,1732,1552,388,3886,1870,1114,
7558,2848,712,178,50164,35098,245212,46390,29320,7330,3622,
446,1688,422,572,17762,16952,4238,1916,1904,476,3938,5288,1322,1778,5612,1466,
1808,452,2156,818,6236,3914,3236,8528,2132,1634,3344,836,2318,1376,344,86,
3794,9908,7034,11852,2636,908,584,146,9014,3104,776,194,5558,2498,56318,19358,
22784,5696,1424,356,61502,27446,10706,30038,11678,15494,6224,1556,1472,368,92,
418,1678,16096,4024,1006,9796,3568,892,2344,586,634,652,14602,5890,6394,
2812,3154,1612,2758,3946,1894,1990,3460,11722,4810,2218,1246,4432,1108,622,2710,
2560,640,160,40,10,7174,8308,1972,784,196,20296,5074,2152,538,616,154,472,
118,1102,18058,7186,2746,1444,928,232,58,436,496,124,2020,7852,3244,1948,
7312,1828,982,1588,712,178,19948,6646,4774,2818,4450,4042,1930,1138,1198,4882,
2098,3142,3556,1414,22918,58342,25804,6634,2902,2668,1786,1084,1900,1570,2164,820,
568,142,
1046,4250,1922,1136,284,1118,41816,10454,8510,4784,1196,2120,530,614,5708,
6986,7094,7958,20216,5054,3326,5960,1490,974,1586,1010,794,950,2774,3650,1784,
446,1382,74972,22124,11306,76064,19016,4754,2198,44246,29894,62228,39242,27506,10730,6032,
1508,698,3530,6494,15248,3812,1130,1982,2030,2180,824,206,1154,848,212,1550,
1910,3584,896,224,56,14,
1564,3106,9262,13222,5374,1906,6148,26506,18982,7534,7444,4564,2158,4042,11764,4348,
1420,682,1528,382,1042,2854,1486,2134,1216,304,76,430,11926,4888,1222,874,
2044,6910,2230,1252,3130,2800,700,826,1504,376,94,754,2374,1306,1774,20842,
9988,26758,10450,10792,2698,3916,1150,1204,1378,5122,35254,13636,11638,4780,1312,328,
82,
848,212,4520,1130,16892,3584,896,224,56,14,422,1046,1952,488,122,
9008,2252,1316,1412,1496,374,4796,452,12032,3008,752,188,596,2090,3224,806,956,
1100,884,5168,1292,9980,2288,572,524,
15568,3892,61468,85534,49156,9634,4030,3310,2596,904,226,502,29176,7294,5146,17728,
4432,1108,886,11194,11410,4696,1174,4876,97216,24304,6076,2752,688,172,1888,472,
118,11176,2794,1516,508372,72220,57742,58552,14638,9340,3670,9472,2368,592,148,12640,
3160,790,4390,5686,5848,1462,8278,151648,37912,9478,98674,37420,27070,16270,19186,
7612,3184,796,4120,1030,5512,1378,934,2770,1456,364,16054,35980,13288,3322,2914,1510,
3256,814,2506,24532,4180,1318,3094,7306,4054,6808,1702,3418,3688,922,19942,
18808,4702,3370,1678,3514,7036,3022,5254,8260,1966,
7790,35780,32576,8144,2036,800,200,50,746,698,680,170,482,608,152,38,2246,
2150,5792,1448,362,554,626,908,1394,1124,890,752,188,2066,2624,656,164,
6506,2858,1490,2942,3770,1832,458,590,12326,10022,8564,2024,506,
-4118,1918,1138,1684,4468,3874,3226,3952,988,604,532,2836,8488,2122,6088,1522,
1846,1252,1468,694,928,232,58,2038,1306,4126,1966,1156,1372,676,8338,11404,
6304,1576,394,8572,2026,22126,8716,6868,21838,8608,2152,538,47938,28012,4672,1168,
292,4936,1234,4114,4828,1324,1108,6574,2884,1858,2092,6412,21694,8554,87088,21772,
22612,26986,165694,62554,62662,1089382,878656,219664,54916,16492,3052,1162,8392,2098,14548,29416,
7354,8194,5656,1414,8668,2044,802,1498,
4790,2216,554,5486,3836,1274,1766,1082,1658,1982,1292,662,668,626,2522,2468,
2696,674,4568,1142,848,212,5870,3998,1814,1100,2054,1190,866,37946,22394,13646,
17426,30170,18020,9596,2084,6842,4898,14834,14510,6152,1538,7076,4154,3386,2954,13052,
2570,2138,2252,842,1562,1928,482,12092,2246,1262,1652,1514,3188,1946,2144,536,
134,470,596,5288,1322,9992,2498,6572,2792,698,1442,28130,151418,86222,293312,73328,
18332,20180,20828,4856,1214,1076,1352,338,10634,7454,4970,3758,2750,1508,2630,1406,
1130,408170,294140,42098,37514,122240,30560,7640,1910,1136,284,55028,16526,13160,3290,2900,

2008,502,1420,1450,964,3466,1720,430,10270,100612,14884,14380,10594,5230,8848,2212,
1990,2170,1234,2044,4708,5770,2584,646,1414,1846,3286,4312,1078,7624,1906,26854,
16156,8812,3796,1132,4438,5068,2476,3016,754,5194,2368,592,148,448,112,28,
9622,19774,29446,17614,16858,6742,8362,3556,6166,
2648,662,6812,11186,4616,1154,854,812,6326,7166,5084,8018,3428,1064,266,3086,
2306,1286,3944,986,1622,8786,3716,1118,1682,1052,1496,374,3896,974,3842,1862,
3572,3644,2078,2222,4376,1094,2924,6434,2834,1484,8432,2108,1646,2348,7784,1946,
4382,3518,3032,758,2792,698,12644,8264,2066,1196,3212,3356,4328,1082,5516,5426,
2456,614,6974,4976,1244,5156,1388,3242,1658,3482,2996,2972,1838,
1264,316,3904,976,244,5254,2392,598,646,664,166,484,7582,22444,4630,2158,
9214,5416,1354,1816,454,592,148,1096,274,6082,2770,87730,114460,16834,17842,26008,
6502,2860,958,5602,6730,4840,1210,1714,5596,2032,508,1636,4462,41980,10384,2596,
8026,48850,847564,159340,30298,32542,23308,4792,1198,1228,652,544,136,34,880,220,
4768,1192,298,1222,2446,1426,12706,12724,15154,22606,7096,1774,1552,388,3256,814,
1282,14974,7846,3364,6988,1732,2734,38950,15028,8608,2152,538,3958,1906,850,20878,
6610,31774,22822,8980,3580,2284,
2636,5756,1502,986,2840,710,1832,458,32282,29246,11390,4694,2060,1898,11858,
6218,26492,5390,2444,2048,512,128,32,8,2,1058,1652,4100,2210,2300,854,
980,3464,866,1544,386,1274,2474,6566,19652,6584,1646,1040,260,1130,6530,4730,
4922,7988,5378,4082,19148,8780,8672,2168,542,626,2642,2330,3974,27950,10904,2726,
13184,3296,824,206,500,1988,1616,404,22118,16718,6692,40388,12416,3104,776,194,
1166,860,584,146,29354,40586,94010,92552,23138,14072,3518,1742,1076,2462,1346,1814,
1250,1760,440,110,464,116,1184,296,74,8996,3842,3218,6350,2804,2816,704,176,
44,746,3122,7232,1808,452,4136,1034,7538,7016,1754,3488,872,218,2192,548,
4406,4274,18716,3932,1160,290,1220,1400,350,554,
1720,430,1300,3136,784,196,460,3730,1822,55732,8578,3640,910,1570,1012,5674,
3928,982,4252,2254,2326,6238,6196,1612,9262,6268,8140,8590,5890,2632,658,670,
4432,1108,1768,442,1072,268,5836,7132,3064,766,1540,712,178,490,
5618,3908,1292,1424,356,1634,1202,1958,2162,2450,10694,7076,4970,2288,572,2588,
4556,2342,2378,1316,12638,19442,9740,3800,950,4586,2144,536,134,1136,284,
442,14344,3586,2734,1450,4708,2386,2404,1738,3484,1078,102790,59626,39670,27838,10864,
2716,934,1006,802,2764,1132,8020,7138,12970,51760,12940,3520,880,220,466,1324,
12394,69832,17458,10882,5812,9082,142216,35554,37558,45790,17596,3724,1456,364,10510,4366,
2062,1198,874,4840,1210,20044,3562,4192,1048,262,16360,4090,13366,46306,47764,22168,
5542,2302,1288,322,6886,2680,670,676,1252,1414,3382,33184,8296,2074,6076,1564,
718,694,5596,1474,1780,11962,159352,39838,15364,4462,2098,2242,2050,2086,1330,1810,
2080,520,130,1276,664,166,790,3346,2944,736,184,46,2005480,501370,2049256,512314,
1652248,413062,112858,110140,21076,

638,9902,3530,3050,2780,1136,284,2936,734,10388,3986,8504,2126,35630,10766,11168,
2792,698,9584,2396,1082,7694,14084,7964,8180,4850,14822,5984,1496,374,566,8630,
3662,7154,19196,37286,14408,3602,8018,4832,1208,302,830,3266,4778,3752,938,1592,398,
48356,39062,15074,17648,4412,2474,2456,614,656,164,3098,2324,1718,1070,1046,818,
16922,6698,
3778,3874,68038,13612,4894,6154,2734,17014,10636,3028,994,2956,1786,1096,274,8746,
3706,1816,454,6568,1642,1042,508,7594,3274,1654,1996,2896,724,562,904,
226,42982,29464,7366,3676,14092,4198,3514,1744,436,
3482,16790,16196,3464,866,752,188,1268,926,41792,10448,2612,5468,2606,2534,10652,
4064,1016,254,
9472,2368,592,148,2488,622,5404,5770,3664,916,2812,1144,286,2002,6850,51754,
47836,21676,4492,1270,904,226,6070,2704,676,3676,2326,1300,1504,376,94,105076,
30622,47080,11770,7690,4474,3586,8014,
14438,8894,3764,27938,12134,3092,
676,556,9712,2428,1756,2836,1150,1720,430,4258,2026,1420,2638,14572,7900,4780,
10198,165688,41422,83350,369838,901846,1933552,483388,137026,51814,69010,26308,5362,2440,610,658,

902,6380,2870,2690,4472,1118,4436,1262,4250,2024,506,620,1250,13598,10568,2642,
1496,374,1286,17426,5654,4256,1064,266,530,7166,8090,3464,866,1874,
1280,320,80,20,434,2060,6194,6254,91952,22988,6086,3584,896,224,56,14,5768,1442,
2168,542,2306,3602,1766,1982,3716,23480,5870,8624,2156,1682,1226,890,764,2366,
4040,1010,1208,302,3878,
778,8806,95326,36178,45268,32146,14800,3700,3136,784,196,1132,2104,526,628,2164,
2650,4282,5506,4174,1996,10906,11248,2812,958,790,976,244,13840,3460,2050,2230,
10924,2290,19732,127078,94342,41362,18688,4672,1168,292,1300,87712,21928,5482,10438,12112,
3028,5416,1354,11878,33982,13174,3262,1654,2590,1402,6052,5956,2752,688,172,3040,
760,190,502,1102,844,1948,796,580,1240,310,
111230,28598,11156,5912,1478,986,1634,5576,1394,2852,3254,1652,1544,386,12086,4964,
14000,3500,1088,272,68,9950,3554,8006,3434,2690,87710,25424,6356,2582,1400,350,
854,752,188,782,3164,14810,9410,23558,9266,12182,5000,1250,5090,
454,1336,334,14566,9274,3910,3280,820,586,652,1264,316,3712,928,232,58,
544,136,34,766,11164,5644,2668,10732,5692,7114,3100,6520,1630,9028,2026,1192,298,
1660,7276,7330,2818,1594,1030,436,514,1108,640,160,40,10,10030,10516,
2404,2074,1210,886,2614,6358,3376,844,1318,1822,5818,11650,2458,1354,940,3790,
6988,3046,2794,1480,370,11944,2986,1552,388,8446,33034,12820,2836,964,892,205858,
58654,77746,34366,70942,93298,320584,80146,53500,144946,62716,501052,124534,208804,155992,38998,72886,
41212,954976,238744,59686,34654,78430,175486,763492,162616,40654,41980,206860,59260,271792,67948,64822,
381496,95374,62326,55606,
10676,5270,10190,8750,4136,1034,1220,662,4358,9560,2390,5342,4088,1022,1658,2270,
2360,590,6572,9722,5672,1418,1490,992,248,62,1118,1712,428,5348,1436,2756,
950,6368,1592,398,704,176,44,3548,1994,8636,3512,878,1616,404,2000,500,
1676,9866,11324,4268,59870,34760,8690,3692,9218,3890,1892,788,2486,8258,3530,7184,
1796,770,722,
1006,1042,4066,4552,1138,38248,9562,10972,2302,29962,17938,20104,5026,6766,2662,1432,
358,568,142,5038,2176,544,136,34,8812,2086,1216,304,76,448,112,28,
1438,2068,1666,3466,3034,11356,2356,1744,436,
-14038,-26188,-90010,-29134,-7846,902,7262,3158,2942,1538,1952,488,122,2168,542,638,
674,1466,3302,3674,20258,12482,8108,15452,3332,2024,506,2492,1388,956,614,3104,
776,194,1196,2132,8840,2210,2330,3458,3032,758,974,800,200,50,3188,3410,
7136,1784,446,602,5240,1310,926,782,728,182,812,6704,1676,4832,1208,302,
548,
610,664,166,7900,3310,2950,7270,68020,12706,5200,1300,1852,1642,3316,1228,99754,
112504,28126,8140,28102,51802,48724,167164,55204,10786,4480,1120,280,70,3154,1618,1042,
826,994,808,202,3748,1138,862,2614,3640,910,1600,400,100,454,4720,1180,
1420,233518,132442,97024,24256,6064,1516,16018,6442,8500,2578,1402,1156,652,4444,2338,
1312,328,82,466,2740,15838,5224,1306,1282,916,5056,1264,316,1318,8242,
3526,12436,3586,1780,1012,904,226,520,130,484,526,1384,346,
764,4028,5876,1538,1196,2696,674,6458,2858,1508,10634,4424,1106,2048,
512,128,32,8,2,
2488,622,670,688,172,2866,2704,676,1282,5134,2362,6538,6130,4540,1288,322,
2524,910,778,6268,1612,1180,658,1462,2200,550,1126,2308,12370,8050,5620,41788,
8272,2068,2422,41608,10402,5644,1558,12424,3106,2566,1486,994,7834,20632,5158,2098,
2272,568,142,490,
8174,8924,3368,842,1568,392,98,2162,1946,5096,1274,1796,4286,2984,746,1514,
5672,1418,1892,4754,14798,4928,1232,308,698,4700,1508,11180,2534,1388,932,
10424,2606,1562,3314,5126,2360,590,1748,1586,5564,11396,4640,1160,290,2324,1400,350,
6716,9074,31988,8006,3440,860,4214,2018,3782,1856,464,116,2270,8438,3602,9896,
2474,2486,1370,12854,5258,4052,2234,9128,2282,2378,2432,608,152,38,452,24680,
6170,6230,2774,1478,992,248,62,830,5348,5774,2390,1334,938,1622,1046,16256,
4064,1016,254,1694,3890,8480,2120,530,5522,9722,5360,1340,3242,2918,1532,1910,
1154,
3268,2278,2104,526,6778,2980,1186,1942,2188,3562,1774,5806,8620,3520,880,220,
3700,1132,1414,149500,65152,16288,4072,1018,820,592,148,466,898,8722,3220,1042,
1060,916,610,1846,2134,2296,574,2566,3952,988,4186,2008,502,1378,2170,1252,
5572,2764,6832,1708,1576,394,586,658,952,238,3862,1036,2656,664,166,1330,
1294,8236,3412,1078,1702,1978,1180,129628,165598,106792,26698,10450,3706,1828,1024,256,
64,16,4,4672,1168,292,808,202,514,5158,3436,2062,9694,8134,94258,20896,
5224,1306,928,232,58,460,1456,364,1198,4246,3484,14068,3076,6130,3898,1900,
1630,17038,29032,7258,3160,790,1540,3292,5644,4114,1924,3430,3544,886,1594,16102,
6478,41770,8398,33022,29944,7486,16534,10396,54892,16822,10558,10990,17470,10702,68878,136540,
67912,16978,5542,3598,12610,12700,27190,16390,16696,4174,55468,31402,12214,7966,12862,12934,
7918,13582,31564,17020,9262,17074,23302,16750,24760,6190,42634,16426,6598,13186,26218,10270,
40312,10078,37972,7558,32050,7774,30916,8110,13150,22654,21196,47986,39664,9916,10510,25732,
12646,43066,16588,21124,
4346,3338,4940,8630,9368,2342,11096,2774,9656,2414,2456,614,378566,1087154,408122,87104,
21776,5444,1460,974,1646,2024,506,
1300,15118,7972,5452,1462,988,4306,5722,4318,1984,496,124,1030,826,1564,1924,
11878,4894,2146,19492,10312,2578,4264,1066,1714,2758,1474,13336,3334,1690,2050,7708,
3220,2956,994,2488,622,93850,53890,108106,53500,12832,3208,802,4588,2320,580,
3940,8854,3760,940,616,154,1186,5074,6370,9166,5872,1468,976,244,1168,292,
2212,3022,7000,1750,1096,274,
1268,7016,1754,7628,1844,4748,1520,380,512,128,32,8,2,1130,2726,1538,
1916,800,200,50,
874,1018,8554,3178,1666,1066,1072,268,2098,1228,2614,169606,109342,62608,15652,3376,
844,2452,2542,2008,502,6772,3028,1198,1774,1954,1174,6808,1702,3532,3586,1786,
2206,2344,586,1144,286,1264,316,1192,298,856,214,3856,964,622,11632,2908,
1882,10174,6826,2692,946,796,2596,928,232,58,1624,406,5842,2632,658,688,
172,3694,6814,4936,1234,904,226,526,2278,4018,1948,4882,2272,568,142,2434,
1354,1306,8284,3016,754,724,57136,14284,8122,5026,2326,5338,7768,1942,34528,8632,
2158,7942,9022,6178,2758,17788,6106,10498,4378,10714,14872,3718,4366,
2558,5708,37388,9158,10766,15800,3950,44354,23960,5990,6140,12872,3218,4934,2660,1148,
2228,860,19676,18824,4706,6518,4772,1526,1964,1658,1064,266,542,
664,166,12358,38116,11584,2896,724,6526,2890,5884,1546,5554,3616,904,226,1234,
7390,3214,1648,412,520,130,1180,2914,2746,4420,2350,1324,2188,3958,1888,472,
118,808,202,16624,4156,1222,5878,2428,898,1612,18388,41410,24400,6100,16738,10522,
36424,9106,116686,44200,11050,61444,
794,1556,1604,17702,7082,5978,4472,1118,1262,3518,1766,1106,17162,8516,16454,6614,
2924,992,248,62,776,194,3332,5714,166418,107336,26834,28952,7238,3158,1628,1952,
488,122,1178,1772,506,1394,3284,10622,3764,2168,542,6302,7058,5312,1328,332,
2396,2114,9974,4184,1046,836,10412,1898,9116,7568,1892,2906,2744,686,
2374,2446,4174,5632,1408,352,88,22,2344,586,664,166,1204,670,11140,1030,
1690,1078,1732,1210,898,1834,1132,1516,1642,1060,1672,418,7720,1930,1168,292,
4066,1858,1300,688,172,790,2860,2614,2380,1780,778,736,184,46,2056,514,
922,1354,952,238,6010,2698,1456,364,
1922,1166,1772,10112,2528,632,158,1202,896,224,56,14,1286,3200,800,200,
50,464,116,14702,9374,6386,2840,710,2714,3608,902,2876,854,4994,2318,2258,
1292,2660,944,236,11894,22118,16028,2996,2246,4010,8492,21344,5336,1334,5306,6224,
1556,998,4256,1064,266,
2200,550,652,568,142,820,3736,934,796,892,1804,784,196,
1118,866,1604,1568,392,98,1172,7004,1760,440,110,488,122,
3620,2048,512,128,32,8,2,
1474,1000,250,5842,2638,2602,3580,1978,4384,1096,274,550,4330,3448,862,18424,
4606,4042,3328,832,208,52,790,4258,2044,3070,5392,1348,700,24184,6046,6202,
3418,1744,436,844,4168,1042,838,6064,1516,2764,7174,67996,20242,8038,120898,45784,
11446,11782,146728,36682,26092,13132,11944,2986,2608,652,7120,1780,1222,8218,3094,4408,
1102,1738,11062,11458,4744,1186,892,
2546,3566,5138,8774,6056,1514,1016,254,15506,12698,5210,2402,1460,722,5462,9668,
2144,536,134,1196,1604,1010,3428,2348,1784,446,6758,4922,2294,10718,31166,65078,
149156,579752,144938,54800,13700,6704,1676,1592,398,4778,2240,560,140,1160,290,866,
1028,12260,5858,2432,608,152,38,1142,3104,776,194,4616,1154,1280,320,80,
20,452,848,212,488,122,494,25946,10178,30086,18044,317312,79328,19832,4958,7886,
25874,26756,6236,4760,1190,1790,
9268,7582,3292,1066,2722,12442,42784,10696,2674,2626,2398,1348,11092,29662,11572,13462,
7306,8296,2074,5152,1288,322,1426,1924,1696,424,106,2668,6772,12346,29356,8224,
2056,514,10618,39562,35512,8878,3778,2884,13696,3424,856,214,
698,3464,866,2600,650,1490,5540,7160,1790,4028,2480,620,566,662,23012,109490,
616442,589172,91904,22976,5744,1436,3560,890,14738,17180,2852,4544,1136,284,1070,1088,
272,68,21554,46850,41666,37292,7442,28346,62402,54788,25250,63176,15794,27386,26630,10436,
5354,4136,1034,1706,2084,

5836,6808,1702,3052,1984,496,124,562,946,1054,3028,1018,832,208,52,
460,17014,10696,2674,1540,1918,3268,5212,8614,7912,1978,1192,298,5392,1348,2944,
736,184,46,4648,1162,886,1624,406,1354,958,3286,2974,8752,2188,1756,88402,52048,
13012,2890,1534,20686,52492,23008,5752,1438,3352,838,1648,412,71392,17848,4462,39370,
15214,23266,40774,18496,4624,1156,1876,802,3406,8356,3334,2476,1822,3676,1972,820,
604,13126,6832,1708,1606,9748,2278,252100,360130,153562,58036,11332,6484,1666,
3524,1112,278,2378,554,8768,2192,548,938,18092,9776,2444,3722,3206,7724,5402,
3584,896,224,56,14,1136,284,1208,302,1298,2072,518,4322,1514,5474,2504,
626,686,1454,1946,7886,5564,3908,1184,296,74,1778,1118,2174,2912,728,182,
2552,638,902,4808,1202,1046,3026,1586,1262,1838,2162,1478,4604,3854,3296,824,
206,1244,1622,3512,878,6752,1688,422,2126,2324,2984,746,3632,908,2702,2648,
662,2882,1532,1964,2972,2012,1694,2396,1802,5456,1364,1418,2234,3944,986,2936,
734,3368,842,4016,1004,1022,3044,2612,4592,1148,1238,3188,3956,1346,956,1562,
1724,1742,2108,2264,566,2066,1226,2228,2498,1388,
1900,808,202,1384,346,1324,700,3646,1816,454,622,3760,940,628,1306,1864,
466,2356,1792,448,112,28,
28808,7202,4340,8360,2090,3914,43064,10766,4490,72602,162908,30998,59096,14774,7874,7388,
1838,1142,7094,4634,14768,3692,2420,5210,3338,4178,3482,41606,12494,5138,4022,10010,
24974,9818,28478,11132,2540,
1870,2092,27952,6988,18736,4684,3550,3130,6304,1576,394,904,226,538,5668,
1516,4642,2194,1276,1492,6090982,32953966,79191520,19797880,4949470,2785210,33956278,36265678,15300886,21790768,5447692,
2300398,2187646,1231684,231394,87226,64570,50044,15208,3802,4786,2248,562,664,166,706,718,1606,
3508,3814,17278,10852,2488,622,11608,2902,24448,6112,1528,382,1348,1384,346,5182,
4048,1012,3238,2542,6478,4036,1210,9592,2398,2482,25432,6358,41740,19762,7864,1966,
3652,1138,880,220,12622,6628,1696,424,106,
1184,296,74,482,1850,1148,2642,1538,10004,2330,1328,332,1376,344,86,
458,626,2228,872,218,536,134,2498,20480,5120,1280,320,80,20,7718,
4562,2078,20840,5210,2408,602,680,170,518,2510,75614,49922,512456,128114,42566,67172,
36878,56546,25502,27770,10868,2492,2600,650,698,716,2876,4928,1232,308,512,128,
32,8,2,17666,37772,20210,43844,36824,9206,6314,2822,50486,29534,20762,8240,2060,9800,2450,
1484,2672,668,
652,1786,18166,7780,4330,7336,1834,6016,1504,376,94,490,2872,718,724,7672,
1918,1174,1126,3640,910,796,604,568,142,508,550,5368,1342,958,814,760,
190,526,
18020,14942,5000,1250,9110,3872,968,242,57044,5468,4664,1166,2144,536,134,506,
1424,356,2192,548,2396,3692,1148,100784,25196,5180,1526,1028,6986,6842,4988,1580,
752,188,824,206,1760,440,110,11522,27884,5684,2738,3812,5384,1346,13304,3326,
11468,2606,3902,2894,55814,21386,42806,16508,2552,638,6176,1544,386,18392,4598,2180,
10982,4574,2084,3044,
3268,1258,928,232,58,478,4312,1078,3106,1672,418,916,628,574,11116,4912,
1228,1486,3022,3994,1954,1348,988,2584,646,1504,376,94,3826,4204,3754,1864,
466,3232,808,202,532,556,1528,382,6742,4156,8254,32986,12826,5266,32182,17548,
6076,7552,1888,472,118,2806,8386,2824,706,1204,682,712,178,1162,892,66202,
25282,6388,1654,5662,10828,4186,2026,1216,304,76,1186,1132,2782,7228,9586,5698,
2068,844,1378,
4220,2330,4418,2114,1250,926,1664,416,104,26,2960,740,596,884,1844,36758,
58688,14672,3668,1316,704,176,44,5354,2306,1322,1172,2654,2636,3284,1262,2612,
3770,3248,812,11762,4868,1370,6866,3032,758,19052,21404,114092,75914,30464,7616,1904,
476,902,2450,1376,344,86,3824,956,1412,722,728,182,15488,3872,968,
242,548,560,140,7598,4520,1130,1118,1772,7712,1928,482,638,1502,1988,830,
1610,1586,1052,2762,1640,410,6140,2870,1209698,454094,980198,829214,467576,116894,66896,16724,
3152,788,2168,542,1448,362,14138,7622,76124,17372,10574,
466,5992,1498,1948,1264,316,1726,7360,1840,460,544,136,34,2110,4282,
8170,5740,1534,6334,5674,4336,1084,1888,472,118,502,646,700,3184,796,3244,
1066,1744,436,1408,352,88,22,3568,892,12316,3994,10606,3784,946,50452,15334,6208,
1552,388,2338,2218,2392,598,682,1528,382,23488,5872,1468,26908,13576,3394,5038,

2132,11924,38732,14882,9518,4028,1214,914,4982,2204,872,218,2246,13166,5396,7142,
4676,2462,1382,
6058,6790,12064,3016,754,742,2686,10462,5734,16942,10678,13738,11650,4828,2506,2722,
1480,370,598,3532,7516,3262,4504,1126,8194,14026,7582,6232,1558,3496,874,36922,
11188,2242,1300,1306,23476,3538,1786,3046,27136,6784,1696,424,106,5320,1330,958,
85468,25186,9904,2476,3226,2764,8680,2170,1414,4600,1150,10138,5260,7060,3154,1642,

2684,5438,10622,47234,14090,5744,1436,2792,698,722,1940,824,206,2360,590,2468,
2102,2210,2756,4160,1040,260,842,776,194,860,2372,2432,608,152,38,1172,
680,170,524,1298,2216,554,668,7976,1994,1208,302,3728,932,3242,1676,1622,
21314,6800,1700,
-32492,-160316,-99530,-39320,-9830,-31094,-25526,-51506,-18854,-27638,-33470,-155234,-57752,-14438,-69812,-17894,
-27818,-37196,-40538,-40652,-88676,-16166,-24614,-109178,-29900,-24524,-58058,-23366,-35678,-125378,-46556,-11942,
-26282,-65438,-63380,-82934,-112202,-33788,-54746,-62036,-37322,-25022,-80018,-29546,-55340,-21158,-39404,-38294,
-30122,574,676,1342,964,1528,382,604,1546,7174,2824,706,38194,22636,170596,49132,
12034,8008,2002,2278,3988,3364,2098,2332,898,3016,754,1576,394,3004,
1024,256,64,16,4,2656,664,166,3628,4114,3466,6904,1726,1108,2494,1396,5878,4150,
6298,109360,27340,21070,8362,9244,2194,2386,5896,1474,8758,11242,11674,1208260,256192,64048,
16012,3058,2872,718,730,7462,4420,77446,22588,4696,1174,13132,8332,1978,5146,25036,
3706,8434,2086,2500,1852,808,202,2230,4822,7576,1894,2800,700,592,148,802,
1708,10978,5956,6544,1636,1612,2314,16810,16372,14104,3526,1798,1312,328,82,1198,
910,3934,1936,484,1288,322,4438,58606,22438,113896,28474,52450,23452,4858,9892,80848,
20212,16534,24850,15130,52660,56062,21484,6202,14194,9136,2284,2152,538,7054,3106,1690,
22042,54718,20980,17020,3652,2032,508,556,3142,844,15166,6148,6094,2746,3544,886,
2044,8062,3484,1114,6604,1762,2068,7354,12682,15652,5554,4276,40438,18730,17992,4498,
3682,2878,1540,2662,2518,7300,
470,638,4106,3464,866,2924,1010,5030,2348,902,800,200,50,2954,2816,704,
176,44,1118,3680,920,230,548,10376,2594,4382,9080,2270,14912,3728,932,6974,
4616,1154,4346,50714,52280,13070,4484,5750,2618,2432,608,152,38,476,
15478,9862,29788,22606,49012,9652,2272,568,142,11734,7756,2686,4462,1582,5758,7054,
67966,59542,34648,8662,6028,6064,1516,1798,17674,7090,3694,68452,23956,4954,2320,580,
18400,4600,1150,3166,24316,12454,42910,22828,7576,1894,2128,532,562,10066,3640,
910,28600,7150,5596,11632,2908,29230,40750,55330,25018,9844,2308,3706,1852,17260,6010,2716,
8674,12400,3100,14020,13192,3298,4606,6082,9790,10456,2614,2626,11590,17428,3730,1858,
5278,3874,3310,2398,5902,20272,5068,3910,4930,22768,5692,7918,13300,2956,8818,4828,

464,116,3596,27086,16394,20498,8150,9338,2744,686,1544,386,608,152,
38,3812,1178,1142,3164,2048,512,128,32,8,2,
-9554,-5246,-12956,472,118,508,1126,886,796,4456,1114,1786,2164,1768,442,1408,
352,88,22,9724,2098,7492,10732,2476,928,232,58,1192,298,1558,1048,262,
562,3592,898,25462,10012,19036,74524,18568,4642,7696,1924,7942,3442,4294,2074,2326,
1336,334,1822,1324,712,178,478,946,5914,4486,2146,6484,4198,2038,1228,694,
724,1486,2308,35698,24706,90802,305374,86698,29794,41476,68692,9712,2428,16204,3502,8266,
18472,4618,5386,5872,1468,1018,1732,4864,1216,304,76,1984,496,124,2092,856,
214,544,136,34,3322,3028,1972,1714,53014,20344,5086,2242,10372,255232,63808,15952,
3988,6052,4756,71524,43564,8632,2158,2908,6322,22846,11488,2872,718,1072,268,514,
13648,3412,5062,2362,2488,622,2998,1588,1606,1066,5242,4108,1234,3244,
2228,5186,3524,3584,896,224,56,14,470,4496,1124,1478,5630,2576,644,1472,
368,92,482,2774,2606,1442,6008,1502,1028,17174,8930,8120,2030,1226,3242,4172,
1400,350,596,6104,1526,16958,6824,1706,3200,800,200,50,1190,1148,680,170,
3800,950,5204,3290,7940,25130,13982,5708,1616,404,2378,4214,4748,2828,11342,4718,
2234,10370,
2212,880,220,1384,346,3214,17416,4354,2098,1252,700,1360,340,862,1648,412,
2602,1546,1402,2278,4132,1240,310,6724,1726,2134,5326,5842,2656,664,166,2350,
592,148,8704,2176,544,136,34,478,1432,358,2512,628,13042,5356,21004,13618,
5572,1510,3484,3574,19846,51760,12940,5128,1282,946,820,8890,6274,2818,1522,1036,
8236,8992,2248,562,676,1132,7210,2842,18388,3400,850,784,196,502,11098,10018,
4222,3538,1792,448,112,28,4186,5644,6328,1582,1942,6238,4672,1168,292,520,
130,514,658,712,178,532,
488,122,512,128,32,8,2,3068,3098,1628,7694,13526,8774,5042,2234,1304,
326,1478,1964,1718,2132,866,9152,2288,572,2456,614,6176,1544,386,1856,464,
116,854,1646,39392,9848,2462,4292,16928,4232,1058,140768,35192,8798,9638,8576,2144,
536,134,1514,1034,
1138,1822,1150,898,1672,418,1402,3400,850,6784,1696,424,106,33028,10456,2614,
1552,388,1276,706,1564,760,190,538,2470,2734,1492,11824,2956,3940,5884,1570,
2050,2320,580,1330,1894,2218,10366,4354,3616,904,226,1294,952,238,556,
-100984,-25246,-390460,-1841296,-460324,-95404,4874,15656,3914,2996,2012,2120,530,4172,1250,13280,
3320,830,1052,3344,836,6962,8096,2024,506,1454,2186,2168,542,1196,692,1364,
34340,12050,11798,4892,4550,2174,1430,1004,656,164,14252,3140,11462,4766,16442,10418,
11012,184838,69782,26636,5462,2516,18626,27374,13244,6746,4964,4316,2606,2564,5522,21218,
70142,20546,29804,6056,1514,3050,3302,1706,2696,674,7448,1862,1166,4508,7124,4022,
1976,494,1904,476,1796,20030,6452,2984,746,4496,1124,
27184,6796,3082,1624,406,5566,6922,3064,766,4774,3856,964,2152,538,670,1408,
352,88,22,31990,14842,6034,5944,1486,3478,6094,7366,5314,2314,1336,334,2506,
820,622,2530,2638,4450,14530,4906,2308,1144,286,6718,15016,3754,1876,
542,1478,3476,1310,1910,6230,41708,30206,18164,8768,2192,548,572,1334,12404,
25670,23888,5972,10874,9902,12542,8228,2012,74612,40412,35552,8888,2222,13682,5600,1400,
350,1370,3272,818,776,194,3062,7688,1922,1190,2894,2570,1544,386,614,10766,12170,
4244,1418,1220,698,7544,1886,2234,5810,2648,662,4226,2054,3962,5528,1382,7958,
21296,5324,15140,3308,5906,2684,1928,482,650,1004,4448,1112,278,6716,
514,24940,5146,5752,1438,3934,8740,11338,7552,1888,472,118,2536,634,1618,22024,
5506,14302,28342,11098,20764,3742,5392,1348,2800,700,5338,9280,2320,580,2476,934,
820,2152,538,2836,1972,6508,1690,13528,3382,1738,15220,9928,2482,6958,2554,2428,
2068,1756,
15290,18206,7298,5282,4148,3986,3842,3338,37160,9290,31664,7916,3356,1100,48266,97838,
15326,6218,36542,14174,5786,7118,3140,2060,
472,118,2338,1348,724,3856,964,652,256354,96604,28348,9076,3082,4984,1246,
3292,2104,526,1474,1024,256,64,16,4,1258,3244,5236,1642,2272,568,142,4768,1192,
298,1834,2482,1402,20536,5134,4066,1996,5092,1426,1006,1744,436,886,2986,2968,
742,1264,316,7036,4372,3784,946,826,8656,2164,1318,4594,2194,1294,1906,
1186,916,5722,2434,1384,346,922,1084,9034,6826,4588,4174,3526,19834,30526,
11146,12526,8224,2056,514,664,166,1462,3472,868,634,8872,2218,2644,2266,
13850,5666,2420,926,3644,29552,7388,5360,1340,3986,8816,2204,2852,6386,4406,3806,
8654,
9706,8716,5710,2614,6112,1528,382,616,154,4036,5224,1306,5494,6520,1630,1084,
676,1372,730,126994,72616,18154,38380,9370,15700,17212,3700,35140,13630,5584,1396,11812,
4504,1126,1144,286,580,2494,1408,352,88,22,1522,2038,17842,11218,7492,4882,
3928,982,2128,532,2470,8878,3802,25744,6436,2992,748,3280,820,4360,1090,
1022,14726,5996,1598,21542,8552,2138,2264,566,686,4916,6086,2756,5024,1256,314,
3884,1202,13268,2426,4052,2324,1838,1346,3386,4244,2378,2522,3332,3656,914,5006,
5348,11324,4106,3494,1784,446,
23230,16864,4216,1054,3142,3988,1222,15892,3454,10972,12976,3244,2098,1420,5632,1408,
352,88,22,1198,29440,7360,1840,460,2140,19828,4192,1048,262,1474,2230,2440,
610,8056,2014,3952,988,7192,1798,2122,1270,1900,1720,430,11080,2770,6658,4528,
1132,1504,376,94,2332,2284,1828,21772,5956,35296,8824,2206,4114,3040,760,190,
880,220,37162,14410,5878,4492,28414,31852,10144,2536,634,712,178,15454,15292,8704,
2176,544,136,34,5086,6544,1636,1060,6112,1528,382,6598,7768,1942,2278,3058,
1690,1108,682,730,748,1396,736,184,46,28576,7144,1786,1144,286,2494,3742,5410,
8116,1996,7570,7246,13024,3256,814,


6866,3050,14798,9512,2378,2726,21032,5258,5048,1262,1898,1790,264770,99764,11528,2882,
1556,5924,1586,1070,4274,2078,32696,8174,5786,8396,8840,2210,1304,326,902,10700,
16424,4106,38780,27224,6806,8000,2000,500,542,17990,26630,21962,10988,5696,1424,356,
1388,9422,6488,1622,3626,5354,11432,2858,4868,
1174,916,4894,36958,8896,2224,556,580,87622,33334,12976,3244,1084,3922,17962,13894,
5686,2608,652,598,700,13264,3316,2122,3634,5326,96856,24214,9556,3442,5164,1444,
15046,6118,2770,12994,18862,9682,12922,8458,4936,1234,9268,3796,36412,18934,7576,1894,
1186,
1898,3866,48254,18572,3446,3182,1670,1304,326,926,824,206,554,2732,8366,
3614,1832,458,13910,18284,4256,1064,266,3992,998,22958,9086,3884,4298,4148,49676,
7820,1934,1202,1868,2426,6944,1736,434,1436,746,2894,1562,22010,31730,19040,4760,
1190,6242,4004,2318,1346,7082,8240,2060,1124,1508,1616,404,2204,890,5000,1250,354236,
66896,16724,9320,2330,87620,28466,17204,20186,44720,11180,13886,5684,211982,79970,35108,11066,

80140,36076,47668,9316,2224,556,150124,98878,56812,20980,27652,5662,4378,3160,790,28570,
7510,18712,4678,6214,30106,17428,3286,12532,124552,31138,12154,45148,25708,20146,8032,2008,
502,3862,13990,20344,5086,4054,25732,5302,10588,17050,26464,6616,1654,36346,39586,15322,
8194,3550,3190,4630,158872,39718,62644,14944,3736,934,35914,10936,2734,6358,18364,33754,
15970,6466,2902,16984,4246,40774,36670,21820,7330,3226,32944,8236,30874,27166,16474,8680,
2170,8374,14476,8518,9454,22738,9004,11908,2710,32026,15934,10156,9670,10426,10462,7078,
11398,11884,27112,6778,73264,18316,9994,3646,3244,11614,7726,18850,7546,17752,4438,20308,
13342,8698,18904,4726,13378,5494,20632,5158,14314,14530,5926,26500,5446,6862,5590,16906,
23224,5806,5878,15772,10318,16258,6574,6310,6454,12046,6886,6958,11290,17716,7534,7654,
7750,8806,7930,12586,12748,8398,8506,8302,9370,9388,14044,9166,9694,6646,9274,9964,
10666,10828,10138,15988,10732,12124,12610,5206,11434,11596,14068,12892,14836,
914,1094,11234,4478,6050,4286,5888,1472,368,92,3944,986,848,212,518,4064,
1016,254,2486,2594,2828,21278,28676,12152,3038,8660,2102,2378,1370,992,248,62,
2324,4916,1400,350,37316,7682,7940,18038,11342,49250,121556,23270,11192,2798,14270,14312,
3578,1820,12530,3290,1712,428,1316,1022,3134,
12286,5086,2386,2266,4186,5806,2656,664,166,11152,2788,7516,1888,472,118,
1132,24274,14266,11212,8296,2074,4024,1006,856,214,898,1702,3598,1828,1762,2188,
6154,55306,5223508,2482522,2096902,886366,332866,188434,80872,20218,271324,51352,12838,11206,5326,2476,
1186,1864,466,10918,7972,3058,31618,18982,15094,5356,1672,418,1432,358,180766,68266,102772,
34702,13492,7966,3466,11986,8434,18928,4732,1366,1222,2104,526,676,1618,1996,8002,
5698,4402,7192,1798,2494,1414,2332,916,5866,11314,7756,5536,1384,346,2566,2818,
2782,1522,57862,26146,15904,3976,994,1756,808,202,18442,107146,315064,78766,30016,7504,
1876,4276,4078,2008,502,6058,50194,22552,5638,4114,3112,778,21904,5476,19468,5842,
5518,2548,9754,10504,2626,2674,6832,1708,1078,6778,
884,1448,362,1532,12680,3170,7910,3446,1772,812,632,158,2216,554,3014,1610,
5474,10826,11414,4760,1190,926,1100,686,21626,13364,4958,2234,2456,614,710,746,
1694,1316,2834,4670,5912,1478,1034,2882,11798,4904,1226,10604,2468,3320,830,6614,
2960,740,5096,1274,1916,1556,37334,14480,3620,3806,1910,1196,704,176,44,488,
122,1268,1028,17630,5798,2654,1586,20060,26972,27350,10736,2684,18434,46784,11696,2924,

922,826,790,1714,2464,616,154,538,682,736,184,46,2320,580,4966,3994,
1978,1222,1888,472,118,2626,4030,13984,3496,874,808,202,556,1498,1042,10888,
2722,1606,2104,526,2524,3346,6136,1534,25954,8140,3490,1822,6208,1552,388,26824,
6706,4570,2194,4480,1120,280,70,1240,310,11554,4090,2014,8458,3652,1354,988,
2698,1492,760,190,6694,34288,8572,14470,9340,64042,24496,6124,7060,1804,1708,1786,
1150,3118,4912,1228,1546,1060,5056,1264,316,4102,3508,1138,2146,1444,5188,1570,
1282,1516,7396,2956,2032,508,66190,33538,37150,50920,12730,5254,4156,6532,13012,2920,
730,754,
2726,4586,2132,1142,6704,1676,1916,1742,13172,18482,7412,3308,13796,3068,2066,1256,
314,1898,1376,344,86,9068,14954,5048,1262,8006,7262,5288,1322,1214,1886,2264,
566,2444,2708,6638,4184,1046,5234,3356,4166,4832,1208,302,
1036,676,4342,2110,26374,10372,6664,1666,3694,1882,2116,5782,2650,2170,62860,12268,
2782,2920,730,4702,3730,6958,2800,700,1894,1192,298,1372,2560,640,160,40,10,
1210,32026,14896,3724,1180,3088,772,2614,1462,1030,868,39550,49756,7840,1960,490,
1480,370,73030,27868,4762,3394,5152,1288,322,
3434,113366,13352,3338,8624,2156,1148,698,2882,2828,21794,13466,10724,3650,3260,1094,
3800,950,1112,278,1364,218828,125192,31298,18812,4010,8708,3656,914,2840,710,12926,
5330,9140,15098,15032,3758,1892,1850,3854,1928,482,1478,2822,6350,2864,716,11576,
2894,1568,392,98,1262,956,662,1256,314,2558,1442,2018,2342,2738,2390,56990,
21854,8678,9956,3488,872,218,23846,11810,7850,87122,131024,32756,16112,4028,1238,21830,
16922,10166,3704,926,830,794,4250,4892,1400,350,614,3926,5582,2576,644,1388,
1040,260,1280,320,80,20,
11554,4816,1204,2350,2530,1432,358,11062,1054,1834,31312,7828,8038,32932,6658,2980,
1042,874,3664,916,1942,3934,2770,1522,2242,1324,2854,11338,8560,2140,1810,1162,
4996,1420,4102,9118,5236,1582,2098,1270,766,3052,7102,26128,6532,1708,3016,754,
3778,1900,2806,6454,5200,1300,2026,385606,554662,1059364,199114,64798,28726,43030,38602,104860,
30700,14254,9226,5644,7498,
24344,6086,4634,2222,22238,94412,27764,5690,2618,1466,1034,872,218,566,9242,3950,
4016,1004,1604,20780,25364,5240,1310,7220,1838,11654,7766,22886,14084,2828,2006,3842,
1928,482,944,236,1442,1424,356,3230,12518,8252,28196,18422,9164,3788,2276,7868,
21266,20402,16028,9062,6308,3086,4904,1226,
7990,5128,1282,13732,5074,4066,17770,17296,4324,2428,940,3418,15340,37210,66118,19444,
35440,8860,2146,6700,26944,6736,1684,
4658,9842,12788,4094,3488,872,218,5984,1496,374,626,4040,1010,205700,76928,
19232,4808,1202,5468,1700,9872,2468,48236,9530,40946,145112,36278,14090,9140,128426,73454,
25412,13028,18374,7376,1844,3164,4766,6944,1736,434,4496,1124,8384,2096,524,584,
146,5498,3716,3392,848,212,1274,1934,1394,8252,5738,4442,8630,3722,3308,1106,
13244,11462,4784,1196,710,752,188,2354,6926,2798,3056,764,1922,13892,8168,2042,2258,
87602,114818,169682,1111118,313352,78338,78170,101642,58388,17636,11816,2954,2876,5756,121910,46202,
20888,5222,2444,944,236,530,7412,2960,740,5486,10004,4028,7088,1772,818,4982,

-298814,-138986,-76964,-54422,-19922,-16178,1984,496,124,2362,1372,5464,1366,5842,2494,4414,
6034,2548,964,1966,31774,51448,12862,13162,5422,8596,2098,4954,2344,586,706,1804,
3154,1738,1138,2386,1522,4468,1324,1588,784,196,1408,352,88,22,1228,8464,2116,
5926,3898,1948,19804,27226,10696,2674,4612,11542,7708,20506,8176,2044,3172,2458,
11056,2764,1972,856,214,1336,334,748,1426,1252,5584,1396,75676,177268,33724,6562,
4402,2026,1246,7384,1846,2254,
1220,716,4412,6464,1616,404,5384,1346,992,248,62,47354,26228,10838,49934,29306,
11450,3542,7184,1796,824,206,1334,3440,860,1460,1058,884,
2386,4330,4852,2584,646,730,1630,1312,328,82,4006,1990,1234,3358,1798,
1162,8704,2176,544,136,34,13078,5392,1348,4816,1204,1558,1072,268,538,1522,5704,
1426,3520,880,220,5302,2476,952,238,1936,484,5416,1354,3448,862,1096,274,
2548,
794,4976,1244,722,1628,1226,3356,1118,908,3806,1916,848,212,1604,3104,776,
194,1484,1064,266,2546,2654,686,746,2702,1502,1052,4484,2252,1172,2816,704,
176,44,1766,1352,338,1412,1028,1622,2456,614,1712,428,1862,
6820,1768,442,1960,490,994,862,1708,5056,1264,316,1312,328,82,520,130,
538,3490,1798,3370,1804,7054,7366,133522,50560,12640,3160,790,562,700,1420,11374,
5746,2644,1228,2842,4948,1552,388,1906,1204,4828,2308,922,2956,8350,5920,1480,
370,628,
536,134,1466,1040,260,1832,458,662,1598,3248,812,1454,35042,34664,8666,3740,
6350,12020,2744,686,28544,7136,1784,446,37292,11714,10196,2402,4676,41666,23000,5750,
4460,2480,620,1400,350,2624,656,164,9536,2384,596,602,716,7106,16070,6632,
1658,1112,278,1382,30002,9296,2324,926,3110,6002,2546,1574,6380,3020,3560,890,
824,206,4244,1286,1952,488,122,
6484,175882,226588,42976,10744,2686,1498,4468,4216,1054,886,1108,11776,2944,736,
184,46,508,586,5968,1492,7888,1972,2638,1480,370,1666,2164,3244,7726,3388,
1126,2254,1336,334,616,154,1756,820,16636,3610,7276,1882,3430,3226,10858,273766,117274,
115168,28792,7198,3190,
1262,2228,1856,464,116,1256,314,1406,1640,410,1460,626,2864,716,1676,806,
794,2390,1388,752,188,1280,320,80,20,1418,2012,2102,968,242,2540,2720,680,
170,1094,902,830,1478,1046,884,1370,2000,500,3296,824,206,698,1622,
1100,4160,1040,260,1802,2174,1472,368,92,1688,422,650,1910,1208,302,2336,
584,146,2486,1424,356,740,2648,662,1076,1532,860,1964,2288,572,1784,446,
986,1292,734,1580,788,1238,956,1616,404,
862,8128,2032,508,3292,31456,7864,1966,3490,3304,826,802,21088,5272,1318,1972,
1864,466,1978,1234,2158,47098,18154,7300,1888,472,118,16714,6760,1690,1126,3034,
1630,9586,11620,24220,12556,4762,2278,2512,628,610,2656,664,166,1324,1846,2194,
2710,4330,2116,4294,3646,8614,6076,15022,11752,2938,1594,1090,1168,292,2788,5788,
4780,115426,25486,23842,53326,47332,11068,45640,11410,6598,4942,6508,
12014,12734,8396,25136,6284,4994,2366,2564,974,1892,848,212,16874,4700,26894,12764,
13580,8072,2018,1250,962,854,8126,5804,
2254,1498,3172,5008,1252,4804,4372,2464,616,154,7348,4948,2626,10042,5656,
1414,1024,256,64,16,4,976,244,24892,20074,12526,3784,946,24388,12634,10618,
4918,2338,4318,4954,5758,3658,3292,4858,11014,4624,1156,7126,3166,5182,3976,994,
3184,796,
-423256,-105814,-55000,-13750,4154,4886,2240,560,140,1862,8492,2060,2228,3290,5126,3956,
12902,13634,8906,23432,5858,4532,4262,5882,9464,2366,1382,6584,1646,1112,278,944,
236,2552,638,734,770,1670,2498,2642,2870,2834,2618,3914,13568,3392,848,212,

13522,5566,3772,6232,1558,13306,3952,988,1516,2992,748,2668,3478,7186,3190,5044,
1576,394,13954,5728,1432,358,3034,1720,430,1480,370,634,4054,4114,2038,4072,
1018,1360,340,18148,3898,4744,1186,940,2224,556,6718,4258,2092,18814,7516,3352,
838,8122,
572,4394,2144,536,134,1316,11306,4736,1184,296,74,524,1388,5972,1616,404,
1856,464,116,518,1532,12494,15752,3938,1976,494,2774,2444,1928,482,1004,2954,1604,
1094,
2854,1672,418,4852,26344,6586,19054,7642,13708,11116,21166,8434,5986,11332,11932,2734,
1522,2098,2422,15190,30556,6226,4744,1186,11086,4654,2242,2374,6958,3106,11602,7768,
1942,2620,988,682,2698,4636,1366,3916,1420,6742,10198,5074,4096,1024,256,64,
16,4,4426,6094,2782,1540,3214,1702,1348,4318,2116,8686,3754,4642,58906,457912,
114478,43426,45676,17650,11170,15058,9712,2428,952,238,586,
6002,31736,7934,16244,7784,1946,2252,920,230,584,146,6680,1670,1124,1910,1214,
18614,7478,3302,1736,434,7388,2276,48212,14804,5408,1352,338,4472,1118,5444,6488,
1622,1106,6902,3086,1802,2258,23042,21806,7004,1856,464,116,3662,2774,1538,17702,
7136,1784,446,30824,7706,4682,3878,1952,488,122,4580,3386,4088,1022,4382,5354,
4256,1064,266,1394,21968,5492,2852,28772,25904,6476,1712,428,578,2306,4310,2114,
4148,2960,740,17594,13778,21482,13328,3332,3770,5030,2384,596,1412,1658,6038,2762,
2798,7760,1940,1790,4844,1406,4094,2612,1982,11276,11054,3980,1244,1046,890,7982,
3116,1082,5546,4364,1316,14192,3548,1370,13382,5516,1532,7496,1874,6416,1604,
736,184,46,6658,15730,5296,1324,1618,4606,5188,190852,42064,10516,2470,4210,2056,514,
14812,31444,6394,2896,724,634,6934,5146,2428,5422,16864,4216,1054,3256,814,
8116,2020,1156,2050,6874,3076,15892,3478,3202,2866,1678,6172,7954,2830,7630,
1502,9248,2312,578,716,21038,13082,3914,4730,2204,1868,5858,2696,674,752,188,
7790,5630,8240,2060,5360,1340,1718,3986,1994,4724,1538,1076,1268,1052,1544,386,
644,620,2474,12002,5000,1250,968,242,590,1580,3038,2402,1400,350,13328,3332,
1124,710,14072,3518,6362,4244,2528,632,158,1256,314,962,860,1490,1058,896,
224,56,14,6656,1664,416,104,26,1160,290,608,152,38,
3226,3064,766,1090,5440,1360,340,11728,2932,2074,2416,604,1954,10300,2242,
6898,8194,8992,2248,562,2848,712,178,2524,2344,586,1684,1792,448,112,28,1522,
3658,2980,3898,3442,5278,3802,3388,3646,1900,856,214,580,7462,3298,121810,60022,
23008,5752,1438,1594,2146,87574,33340,4672,1168,292,12928,3232,808,202};

unsigned char cflag[2040+2305+1915+2363+2351+1]={
0,0,0,0,0,1,1,1,1,2,2,2,2,3,3,3,3,3,4,4,4,
4,4,4,4,4,4,4,4,4,5,5,5,5,6,6,6,6,6,7,7,7,
7,7,8,8,8,9,9,9,9,10,10,10,10,0,0,0,0,0,0,0,1,
1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,2,2,
3,3,3,3,3,3,3,3,3,3,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,
2,2,2,2,2,2,2,2,2,2,2,3,3,3,3,3,3,3,3,0,0,
0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,
2,2,2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,0,0,0,1,1,1,
2,2,2,2,3,3,4,4,5,5,6,6,7,7,7,8,8,8,9,9,10,
11,11,12,12,13,13,13,14,14,14,15,16,16,17,17,18,18,19,19,20,20,
20,20,20,21,21,21,21,22,22,23,23,23,23,24,24,25,25,25,25,26,26,
27,27,27,28,28,29,29,30,31,31,32,32,33,33,33,34,34,34,35,35,35,
36,36,36,37,37,37,37,37,37,37,37,37,37,37,37,37,37,37,37,37,37,
37,37,37,37,37,37,37,37,37,37,37,37,37,37,37,37,37,37,37,37,37,
37,37,37,37,37,37,37,37,37,37,37,37,37,37,37,37,37,37,37,37,37,
37,37,37,37,37,37,37,37,37,37,37,37,37,37,37,37,37,37,37,37,37,
37,37,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,2,2,2,2,2,2,2,3,3,3,3,3,3,4,4,
4,4,4,4,5,5,5,5,5,5,5,6,6,6,6,6,6,6,6,6,6,
6,7,7,7,7,7,7,7,7,7,7,7,7,7,0,0,0,0,0,0,0,
0,0,0,0,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,
2,2,3,3,3,3,3,3,3,3,3,3,4,4,4,4,4,4,4,4,4,
4,4,4,4,4,4,5,5,5,5,5,5,5,5,5,5,6,6,6,6,6,
6,6,6,6,6,7,7,7,7,8,8,8,8,9,9,9,10,10,10,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,
2,2,3,3,3,3,3,3,3,3,3,3,3,3,4,4,4,5,5,5,5,
5,5,5,5,5,5,6,6,6,6,6,7,7,7,7,7,8,8,8,9,9,
9,9,10,10,10,10,11,11,11,11,11,12,12,12,13,13,14,14,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,
2,2,2,2,2,2,2,2,2,2,2,2,2,2,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
2,2,2,2,2,2,2,2,2,2,2,0,0,0,0,0,0,0,0,0,0,
0,1,1,1,1,1,1,1,1,1,1,1,1,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,0,
0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,
2,2,2,2,2,2,2,2,2,2,2,2,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,3,
3,3,3,3,3,3,3,3,3,3,3,3,3,4,4,4,4,4,4,4,5,
5,5,5,5,5,5,6,6,6,6,6,6,7,7,7,7,7,7,8,8,8,
8,8,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,3,
3,3,3,3,3,3,3,3,3,4,4,4,4,4,4,4,4,5,5,5,5,
5,5,5,5,5,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,
1,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,
2,2,2,2,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,
1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,2,2,2,2,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,2,
2,2,2,2,2,2,2,2,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,2,2,3,3,3,
3,3,4,4,4,4,4,5,5,5,5,5,6,6,6,6,6,6,6,6,6,
6,6,6,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,
1,1,2,2,2,2,2,2,3,3,3,3,3,3,3,3,3,3,4,4,4,
4,4,4,4,4,4,4,4,5,5,5,5,6,6,6,6,6,6,7,7,7,
7,7,7,
0,0,0,0,0,0,0,1,1,1,1,1,1,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,
1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,2,2,2,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,
1,1,2,2,2,2,2,2,2,2,0,0,0,0,0,0,0,0,0,0,0,
0,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,2,2,2,2,
2,2,3,3,3,3,3,3,3,3,3,3,0,0,0,0,0,0,0,0,0,
0,0,0,0,1,1,1,1,1,1,1,2,2,2,2,2,2,2,2,3,3,
3,3,3,3,3,4,4,4,4,4,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,1,1,1,1,1,2,2,2,2,2,3,3,3,3,
4,4,4,4,4,5,5,5,5,6,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,
1,2,2,3,3,3,4,4,5,5,5,5,5,6,6,6,7,7,7,7,8,
8,9,9,9,9,10,10,11,11,12,12,13,13,14,14,15,15,16,16,17,17,
18,18,18,19,19,20,20,21,21,22,22,23,23,24,24,25,25,25,25,26,26,
27,27,28,28,29,30,30,31,31,31,32,32,33,33,34,35,36,37,37,38,38,
39,40,41,41,42,43,44,45,45,45,46,47,47,48,49,50,51,51,52,53,54,
55,56,57,57,58,59,60,61,62,63,64,65,66,67,68,69,70,70,71,72,73,
74,74,75,76,77,78,78,79,80,81,82,83,84,85,86,87,88,89,90,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,
2,2,2,2,3,3,3,3,4,4,4,4,5,5,5,5,5,5,5,5,5,
5,5,5,5,5,5,6,6,6,6,7,7,7,7,7,7,7,7,7,7,7,
7,7,7,7,7,7,8,8,8,8,8,8,8,8,8,8,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,0,0,0,0,0,0,0,0,0,0,1,
1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,2,2,2,2,2,2,
2,2,2,2,2,2,2,3,3,3,3,3,3,3,3,3,3,3,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,
1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,
2,2,2,2,2,2,2,2,2,2,2,3,3,3,3,3,3,3,3,3,3,
3,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,2,2,
2,2,2,3,3,3,3,3,4,4,4,4,4,5,5,5,5,6,6,6,6,
0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,2,
2,2,2,3,3,3,3,3,3,4,4,4,4,4,4,4,4,4,4,4,4,
4,4,4,4,4,5,5,5,5,5,6,6,6,6,6,6,6,6,6,6,6,
6,6,6,6,6,6,6,6,6,6,6,7,7,7,7,7,7,7,7,8,8,
8,8,8,8,9,9,9,9,10,10,10,10,10,11,11,12,12,12,13,13,13,
0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,
2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,
2,2,2,2,2,2,2,2,0,0,0,0,0,0,0,0,0,0,0,0,0,
1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,2,
2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,
2,2,2,3,3,3,3,3,3,3,3,3,3,3,3,3,3,4,4,4,4,
4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,
4,4,4,4,4,4,4,4,4,4,5,5,5,5,5,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
1,1,1,1,1,1,1,1,1,0,0,0,1,1,1,1,2,2,2,2,2,
2,2,2,3,3,3,4,4,5,5,5,5,5,5,5,5,5,5,6,6,6,
7,7,7,8,8,8,9,9,9,10,10,10,11,11,11,12,12,12,12,13,13,
13,14,14,14,15,15,16,16,16,17,17,17,18,18,18,19,19,20,20,21,21,
22,22,0,0,0,0,0,1,1,1,1,1,1,1,2,2,2,2,2,2,2,
2,2,2,2,2,2,2,3,3,3,3,3,3,3,3,3,3,3,3,3,3,
3,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,
4,5,5,5,5,5,5,6,6,6,6,6,6,6,6,7,7,7,7,7,7,
7,7,7,7,7,8,8,8,8,8,8,8,9,9,9,9,9,9,9,9,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,2,2,
2,2,2,2,2,2,2,2,2,2,2,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,2,2,2,
2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,
2,2,2,2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,0,0,
0,1,1,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,
2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
1,1,1,1,1,1,2,2,2,2,2,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,2,2,2,2,2,2,3,3,3,3,3,3,3,4,4,4,
4,4,4,5,5,5,5,5,5,5,6,6,6,6,7,7,7,7,7,7,8,
8,8,8,9,9,9,9,9,9,10,10,10,10,10,10,11,11,11,11,11,11,
12,12,12,12,12,13,13,13,13,13,14,14,14,14,14,14,15,15,15,15,16,
16,16,16,16,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,
1,1,1,1,1,1,1,0,0,1,1,1,2,2,2,2,2,2,2,2,2,
2,2,2,2,2,2,2,2,2,2,2,2,2,2,3,3,3,3,3,3,3,
3,3,3,3,3,3,3,3,3,3,3,4,4,4,4,4,4,4,4,4,4,
4,4,4,4,4,4,4,4,4,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,2,
2,2,2,2,2,2,2,3,3,3,3,3,3,4,4,4,4,4,4,4,4,
5,5,5,5,5,5,5,5,6,6,6,6,6,6,6,6,6,6,6,6,6,
6,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,7,8,
8,8,8,8,8,8,8,9,9,9,9,9,9,9,9,10,10,10,10,10,10,
10,10,10,10,11,11,11,11,11,11,11,11,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,3,3,3,3,4,
4,4,5,5,5,5,6,6,6,6,6,6,6,6,7,7,7,8,8,8,9,
9,9,10,10,11,11,11,12,12,13,13,14,14,14,15,15,15,16,16,16,17,
17,18,18,19,19,20,20,21,22,22,23,23,23,24,24,25,26,26,27,0,0,
0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,
1,1,1,1,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,2,2,2,3,3,3,
3,4,4,4,4,5,5,5,5,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,
2,2,2,2,2,2,2,2,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,2,2,2,2,2,2,2,2,2,2,2,2,3,3,3,3,3,3,3,
4,4,4,4,4,4,4,0,0,0,0,0,0,0,0,1,1,1,1,1,1,
1,2,2,2,2,2,2,3,3,3,3,3,4,4,4,4,4,4,5,5,5,
5,5,6,6,6,6,6,6,6,6,6,6,6,6,7,7,7,7,7,7,7,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,
1,1,1,1,2,2,2,2,2,2,2,2,2,2,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,2,2,2,2,2,2,
2,2,2,2,2,2,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,
3,3,3,3,
0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,2,2,2,2,2,2,3,3,3,3,3,3,3,3,
3,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,5,5,5,
5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,6,6,6,6,6,6,
6,7,7,7,7,7,7,7,7,7,0,0,0,0,1,1,1,1,2,2,2,
2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,3,3,3,4,4,4,
4,4,5,5,6,6,6,6,6,6,7,7,8,8,8,8,9,9,10,10,10,
11,11,11,12,12,12,13,13,13,13,13,13,13,14,14,14,15,15,15,16,16,
17,17,18,18,19,19,19,20,20,21,21,22,22,23,23,24,24,25,25,26,26,
27,27,28,28,29,29,30,30,31,32,32,33,33,34,34,34,35,36,37,37,38,
38,39,39,40,41,41,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,
1,1,1,1,1,1,1,0,0,0,0,0,0,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,3,3,3,3,
3,3,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,
3,3,3,3,3,3,3,3,3,3,3,3,3,4,4,4,4,4,4,4,4,
4,4,4,4,4,4,4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,
2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,
2,2,2,2,2,2,2,2,2,3,3,3,3,3,3,3,3,3,3,3,3,
3,3,3,3,3,3,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,
2,2,2,2,3,3,3,3,3,3,3,3,3,3,3,3,3,4,4,4,4,
4,4,4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,
2,3,3,3,3,3,3,3,3,3,3,3,3,3,4,4,4,4,4,4,4,
4,4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,
2,2,2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,
1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,2,2,
2,2,2,2,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,
1,1,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,
2,2,2,2,2,2,3,3,3,3,3,3,4,4,4,4,5,5,5,5,6,
6,6,6,6,6,6,6,6,7,7,7,7,7,7,7,7,7,7,7,8,8,
8,8,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
2,2,2,2,2,2,2,2,2,2,2,2,0,0,1,1,1,2,3,4,4,
5,5,6,6,6,6,7,8,9,10,11,11,11,11,12,12,13,13,14,15,16,
16,16,17,17,18,19,19,19,20,21,22,23,24,24,25,25,26,27,27,28,28,
28,28,28,28,28,29,29,29,29,29,29,29,29,29,29,29,29,30,30,30,30,
30,30,30,30,30,31,31,31,31,31,31,32,32,32,32,32,32,32,32,32,33,
33,33,33,33,33,33,33,33,33,33,33,34,34,34,34,34,34,34,34,34,34,
34,34,34,34,34,34,34,34,34,34,34,34,34,34,34,34,35,35,35,35,35,
35,36,36,36,36,36,36,36,37,37,37,37,37,37,37,37,37,37,37,37,37,
37,37,37,37,37,38,38,38,38,38,38,38,38,38,38,38,38,38,38,39,39,
39,39,39,39,39,39,39,39,39,39,39,39,39,39,40,40,40,40,40,40,40,
40,40,40,41,41,41,41,41,41,41,41,42,42,42,42,42,42,42,42,42,42,
42,43,43,43,43,43,43,43,43,43,43,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,0,0,0,0,0,
0,0,0,1,1,1,1,2,2,2,2,2,2,2,2,2,2,3,3,3,3,
3,3,3,3,3,4,4,4,4,5,5,5,5,5,5,5,5,5,6,6,6,
6,6,7,7,7,8,8,8,8,8,8,8,8,9,9,9,9,10,10,10,11,
11,11,11,12,12,12,12,12,13,13,13,14,14,14,15,15,15,15,16,16,16,
16,17,17,17,18,18,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,1,2,3,3,3,3,3,3,3,3,
3,3,3,3,3,3,3,3,4,4,4,4,4,4,4,4,4,4,4,4,4,
4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,
4,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,
5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,6,6,6,6,
6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,
6,6,6,6,6,6,6,6,6,7,7,7,7,7,7,7,7,7,7,7,7,
7,7,7,7,7,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,2,2,2,2,2,
2,2,3,3,3,3,3,3,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,
2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,
2,2,2,2,2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,3,
3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,
3,3,3,3,3,3,3,3,4,4,4,4,4,4,4,4,4,4,4,4,4,
4,4,4,4,4,4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,
2,2,2,2,2,2,2,2,2,2,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,
2,2,2,2,3,3,3,3,3,3,3,3,0,0,0,0,0,0,0,0,1,
1,1,1,1,1,1,1,2,2,2,2,2,2,2,2,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,
1,1,1,1,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,
2,2,3,3,3,3,3,3,3,4,4,4,4,4,4,4,4,4,5,5,5,
5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,6,6,6,6,
6,6,6,6,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
2,2,2,2,2,2,2,2,2,2,2,3,3,3,3,3,3,3,3,3,3,
0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,2,2,
2,2,2,2,2,2,2,3,3,3,3,3,3,3,3,3,3,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,2,2,2,
2,2,2,2,2,2,2,2,2,2,3,3,3,3,3,3,3,3,3,3,3,
3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,4,4,4,4,
4,4,4,4,4,4,4,4,4,4,4,
0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,2,
2,2,2,2,2,2,2,2,2,3,3,3,3,3,3,3,3,3,3,4,4,
4,4,4,4,4,4,5,5,5,5,5,5,5,5,5,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,1,1,1,1,1,1,2,2,2,2,2,3,3,3,3,3,3,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,2,2,2,2,
3,3,3,3,3,3,3,3,3,3,4,4,4,4,5,5,5,6,6,6,6,
7,7,7,7,7,7,8,8,8,8,8,8,8,9,9,9,10,10,11,11,11,
11,12,12,13,13,13,13,13,14,14,15,15,15,15,15,16,16,17,17,18,18,
19,19,19,20,20,21,21,22,22,23,23,24,24,25,25,25,25,25,26,26,27,
27,28,28,29,30,30,31,31,32,32,33,33,34,35,35,36,36,36,37,37,38,
38,39,40,41,42,42,43,44,44,45,46,47,48,49,50,51,51,52,53,54,55,
56,57,58,59,60,61,62,62,63,64,65,66,67,68,69,70,71,71,72,73,74,
75,76,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,
2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,
2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,
2,2,2,2,3,3,3,3,3,3,3,3,3,3,3,3,3,4,4,4,4,
4,4,4,4,4,4,4,4,0,0,0,0,0,0,0,0,0,0,0,0,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,
2,2,2,2,2,2,2,2,2,2,2,3,3,3,3,3,3,3,3,3,3,
3,3,3,3,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,2,2,2,2,
2,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,
3,3,3,3,3,3,3,3,3,3,3,3,3,0,0,0,0,0,0,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,
2,2,2,2,3,3,3,3,3,3,4,4,4,4,4,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,2,3,3,3,
3,3,3,3,3,4,4,4,4,4,4,4,4,5,5,5,5,5,5,5,6,
6,6,6,6,6,6,6,6,6,6,6,6,6,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,
2,2,2,2,2,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,
3,3,3,3,3,3,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,
2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,
2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,0,0,0,0,0,0,
1,1,1,1,1,1,1,2,2,2,2,2,2,2,2,2,2,2,2,2,2,
2,2,2,2,3,3,3,3,3,3,3,3,3,3,3,4,4,4,4,4,4,
4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,5,5,5,5,5,
5,5,6,6,6,6,6,7,7,7,7,7,7,7,7,7,7,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,
1,1,1,2,2,2,2,2,2,2,2,2,2,3,3,3,3,3,3,3,3,
3,4,4,4,4,4,4,4,4,4,0,0,0,0,0,1,1,1,1,2,2,
2,2,3,3,3,3,4,4,4,4,4,5,5,5,5,5,6,6,6,6,6,
6,6,7,7,7,7,8,8,8,8,9,9,9,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,
1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,2,2,2,2,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,0,0,
0,0,1,1,1,2,2,2,3,3,3,4,4,4,5,5,5,5,6,6,6,
6,6,6,6,7,7,7,8,8,8,9,9,9,10,10,10,11,11,11,12,12,
12,13,13,13,14,14,14,15,15,15,15,15,16,16,16,17,17,17,18,18,18,
19,19,19,20,20,20,21,21,22,22,23,23,24,24,24,25,25,26,26,27,27,
28,28,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,2,2,
2,2,2,2,2,2,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,
3,4,4,4,4,4,4,4,4,4,4,4,4,4,4,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,2,2,2,2,2,2,
2,2,3,3,3,3,3,3,3,3,4,4,4,4,5,5,5,5,6,6,6,
6,6,6,7,7,7,8,8,8,8,9,9,9,9,9,9,9,9,10,10,10,
11,11,11,11,11,11,11,11,12,12,12,12,12,12,12,13,13,13,13,14,14,
14,14,14,14,14,14,14,14,14,14,15,15,15,15,16,16,16,17,17,17,18,
18,18,19,19,19,19,19,20,20,20,21,21,21,22,22,22,23,23,23,24,24,
24,24,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,2,2,2,
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,
1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,
255};

int cval[167]={1501,1505,1507,1511,1513,1517,1519,1523,1525,1529,1531,1535,
	      1537,1541,1543,1547,1549,1553,1555,1559,1561,1565,1567,1571,
	      1573,1577,1579,1583,1585,1589,1591,1595,1597,1601,1603,1607,
	      1609,1613,1615,1619,1621,1625,1627,1631,1633,1637,1639,1643,
	      1645,1649,1651,1655,1657,1661,1663,1667,1669,1673,1675,1679,
	      1681,1685,1687,1691,1693,1697,1699,1703,1705,1709,1711,1715,
	      1717,1721,1723,1727,1729,1733,1735,1739,1741,1745,1747,1751,
	      1753,1757,1759,1763,1765,1769,1771,1775,1777,1781,1783,1787,
	      1789,1793,1795,1799,1801,1805,1807,1811,1813,1817,1819,1823,
	      1825,1829,1831,1835,1837,1841,1843,1847,1849,1853,1855,1859,
	      1861,1865,1867,1871,1873,1877,1879,1883,1885,1889,1891,1895,
	      1897,1901,1903,1907,1909,1913,1915,1919,1921,1925,1927,1931,
	      1933,1937,1939,1943,1945,1949,1951,1955,1957,1961,1963,1967,
	      1969,1973,1975,1979,1981,1985,1987,1991,1993,1997,1999};

unsigned int size[167]={
55,39,59,76,26,41,78,29,73,177,138,89,104,49,50,44,60,23,55,56,56,35,35,39,92,
41,66,62,37,35,58,100,63,13,11,81,52,44,40,71,76,39,49,152,123,63,27,51,50,66,
43,63,98,69,65,40,105,46,88,112,57,77,102,138,46,31,117,67,41,19,39,6,32,69,
74,45,116,67,41,65,92,19,52,113,196,23,69,20,109,29,54,62,56,53,13,20,71,86,
44,53,94,122,22,37,89,83,34,68,83,106,64,19,64,51,230,46,96,25,142,66,102,
52,47,91,46,78,50,24,94,17,63,38,120,57,49,80,173,57,138,80,114,44,58,102,
69,56,23,112,86,28,49,45,50,71,52,89,76,24,49,48,50,34,75,127,47,77,62};

unsigned int conv[27*2]={5,3,6,4,8,5,9,6,11,7,16,10,19,12,24,15,27,17,38,24,
  46,29,57,36,65,41,76,48,84,53,130,82,149,94,168,106,233,147,252,159,317,200,
  336,212,401,253,420,265,485,306,504,318,569,359};

unsigned int eofact[555*2]={1,1,2,1,1,2,3,2,3,1,1,3,2,3,4,3,4,1,1,4,3,4,
			   5,4,5,3,5,2,5,1,1,5,2,5,3,5,4,5,6,5,6,1,1,6,5,6,
			   7,6,7,5,7,4,7,3,7,2,7,1,1,7,2,7,3,7,4,7,5,7,6,7,
			   8,7,8,5,8,3,8,1,1,8,3,8,5,8,7,8,
			   9,8,9,7,9,5,9,4,9,2,9,1,1,9,2,9,4,9,5,9,7,9,8,9,
			   10,9,10,7,10,3,10,1,1,10,3,10,7,10,9,10,
			   11,10,11,9,11,8,11,7,11,6,11,5,11,4,11,3,11,2,11,1,
			   1,11,2,11,3,11,4,11,5,11,6,11,7,11,8,11,9,11,10,11,
			   12,11,12,7,12,5,12,1,1,12,5,12,7,12,11,12,
			   13,12,13,11,13,10,13,9,13,8,13,7,13,6,13,5,13,4,13,3,13,2,13,1,
			   1,13,2,13,3,13,4,13,5,13,6,13,7,13,8,13,9,13,10,13,11,13,12,13,
			   14,13,14,11,14,9,14,5,14,3,14,1,1,14,3,14,5,14,9,14,11,14,13,14,
			   15,14,15,13,15,11,15,8,15,7,15,4,15,2,15,1,1,15,2,15,4,15,7,15,8,15,11,15,13,15,14,15,
			   16,15,16,13,16,11,16,9,16,7,16,5,16,3,16,1,1,16,3,16,5,16,7,16,9,16,11,16,13,16,15,16,
			   17,16,17,15,17,14,17,13,17,12,17,11,17,10,17,9,17,8,17,7,
			   17,6,17,5,17,4,17,3,17,2,17,1,1,17,2,17,3,17,4,17,5,17,
			   6,17,7,17,8,17,9,17,10,17,11,17,12,17,13,17,14,17,15,17,16,17,
			   18,17,18,13,18,11,18,7,18,5,18,1,1,18,5,18,7,18,11,18,13,18,17,18,
			   19,18,19,17,19,16,19,15,19,14,19,13,19,12,19,11,19,10,19,9,19,8,
			   19,7,19,6,19,5,19,4,19,3,19,2,19,1,1,19,2,19,3,19,4,19,5,19,6,19,
			   7,19,8,19,9,19,10,19,11,19,12,19,13,19,14,19,15,19,16,19,17,19,18,19,
			   20,19,20,17,20,13,20,11,20,9,20,7,20,3,20,1,1,20,3,20,7,20,9,20,11,20,13,20,17,20,19,20,
			   21,20,21,19,21,17,21,16,21,13,21,11,21,10,21,8,21,5,21,4,21,2,21,1,
			   1,21,2,21,4,21,5,21,8,21,10,21,11,21,13,21,16,21,17,21,19,21,20,21,
			   22,21,22,19,22,17,22,15,22,13,22,9,22,7,22,5,22,3,22,1,
			   1,22,3,22,5,22,7,22,9,22,13,22,15,22,17,22,19,22,21,22,
			   23,22,23,21,23,20,23,19,23,18,23,17,23,16,23,15,23,14,23,13,
			   23,12,23,11,23,10,23,9,23,8,23,7,23,6,23,5,23,4,23,3,23,2,23,1,
			   1,23,2,23,3,23,4,23,5,23,6,23,7,23,8,23,9,23,10,23,11,23,12,23,
			   13,23,14,23,15,23,16,23,17,23,18,23,19,23,20,23,21,23,22,23,
			   24,23,24,19,24,17,24,13,24,11,24,7,24,5,24,1,1,24,5,24,7,24,11,24,13,24,17,24,19,24,23,24,
			   25,24,25,23,25,22,25,21,25,19,25,18,25,17,25,16,25,14,25,13,25,12,25,11,
			   25,9,25,8,25,7,25,6,25,4,25,3,25,2,25,1,1,25,2,25,3,25,4,25,6,25,7,25,8,25,
			   9,25,11,25,12,25,13,25,14,25,16,25,17,25,18,25,19,25,21,25,22,25,23,25,24,25,
			   26,25,26,23,26,21,26,19,26,17,26,15,26,11,26,9,26,7,26,5,26,3,26,1,
			   1,26,3,26,5,26,7,26,9,26,11,26,15,26,17,26,19,26,21,26,23,26,25,26,
			   27,26,27,25,27,23,27,22,27,20,27,19,27,17,27,16,27,14,27,13,27,11,27,10,27,8,27,7,27,5,27,4,27,2,27,1,
			   1,27,2,27,4,27,5,27,7,27,8,27,10,27,11,27,13,27,14,27,16,27,17,27,19,27,20,27,22,27,23,27,25,27,26,27,
			   28,27,28,25,28,23,28,19,28,17,28,15,28,13,28,11,28,9,28,5,28,3,28,1,
			   1,28,3,28,5,28,9,28,11,28,13,28,15,28,17,28,19,28,23,28,25,28,27,28,
			   29,28,29,27,29,26,29,25,29,24,29,23,29,22,29,21,29,20,29,19,29,18,29,17,
			   29,16,29,15,29,14,29,13,29,12,29,11,29,10,29,9,29,8,29,7,29,6,29,5,29,4,29,3,29,2,29,1,
			   1,29,2,29,3,29,4,29,5,29,6,29,7,29,8,29,9,29,10,29,11,29,12,29,13,29,14,29,
			   15,29,16,29,17,29,18,29,19,29,20,29,21,29,22,29,23,29,24,29,25,29,26,29,27,29,28,29,
			   30,29,30,23,30,19,30,17,30,13,30,11,30,7,30,1,
			   1,30,7,30,11,30,13,30,17,30,19,30,23,30,29,30};
unsigned int eocount=555;
unsigned int ln[5000]={
0x00030002,
0x00050003,
0x00080005,
0x000B0007,
0x000D0008,
0x0010000A,
0x0013000C,
0x0015000D,
0x0018000F,
0x001B0011,
0x001E0013,
0x00200014,
0x00230016,
0x00260018,
0x00280019,
0x002B001B,
0x002E001D,
0x0031001F,
0x00330020,
0x00360022,
0x00390024,
0x003B0025,
0x003E0027,
0x00410029,
0x0044002B,
0x0046002C,
0x0049002E,
0x004C0030,
0x004E0031,
0x00510033,
0x00540035,
0x00560036,
0x00590038,
0x005C003A,
0x005F003C,
0x0061003D,
0x0064003F,
0x00670041,
0x00690042,
0x006C0044,
0x006F0046,
0x00720048,
0x00740049,
0x0077004B,
0x007A004D,
0x007C004E,
0x007F0050,
0x00820052,
0x00850054,
0x00870055,
0x008A0057,
0x008D0059,
0x008F005A,
0x0092005C,
0x0095005E,
0x00980060,
0x009A0061,
0x009D0063,
0x00A00065,
0x00A20066,
0x00A50068,
0x00A8006A,
0x00AA006B,
0x00AD006D,
0x00B0006F,
0x00B30071,
0x00B50072,
0x00B80074,
0x00BB0076,
0x00BD0077,
0x00C00079,
0x00C3007B,
0x00C6007D,
0x00C8007E,
0x00CB0080,
0x00CE0082,
0x00D00083,
0x00D30085,
0x00D60087,
0x00D90089,
0x00DB008A,
0x00DE008C,
0x00E1008E,
0x00E3008F,
0x00E60091,
0x00E90093,
0x00EC0095,
0x00EE0096,
0x00F10098,
0x00F4009A,
0x00F6009B,
0x00F9009D,
0x00FC009F,
0x00FE00A0,
0x010100A2,
0x010400A4,
0x010700A6,
0x010900A7,
0x010C00A9,
0x010F00AB,
0x011100AC,
0x011400AE,
0x011700B0,
0x011A00B2,
0x011C00B3,
0x011F00B5,
0x012200B7,
0x012400B8,
0x012700BA,
0x012A00BC,
0x012D00BE,
0x012F00BF,
0x013200C1,
0x013500C3,
0x013700C4,
0x013A00C6,
0x013D00C8,
0x014000CA,
0x014200CB,
0x014500CD,
0x014800CF,
0x014A00D0,
0x014D00D2,
0x015000D4,
0x015200D5,
0x015500D7,
0x015800D9,
0x015B00DB,
0x015D00DC,
0x016000DE,
0x016300E0,
0x016500E1,
0x016800E3,
0x016B00E5,
0x016E00E7,
0x017000E8,
0x017300EA,
0x017600EC,
0x017800ED,
0x017B00EF,
0x017E00F1,
0x018100F3,
0x018300F4,
0x018600F6,
0x018900F8,
0x018B00F9,
0x018E00FB,
0x019100FD,
0x019400FF,
0x01960100,
0x01990102,
0x019C0104,
0x019E0105,
0x01A10107,
0x01A40109,
0x01A6010A,
0x01A9010C,
0x01AC010E,
0x01AF0110,
0x01B10111,
0x01B40113,
0x01B70115,
0x01B90116,
0x01BC0118,
0x01BF011A,
0x01C2011C,
0x01C4011D,
0x01C7011F,
0x01CA0121,
0x01CC0122,
0x01CF0124,
0x01D20126,
0x01D50128,
0x01D70129,
0x01DA012B,
0x01DD012D,
0x01DF012E,
0x01E20130,
0x01E50132,
0x01E80134,
0x01EA0135,
0x01ED0137,
0x01F00139,
0x01F2013A,
0x01F5013C,
0x01F8013E,
0x01FA013F,
0x01FD0141,
0x02000143,
0x02030145,
0x02050146,
0x02080148,
0x020B014A,
0x020D014B,
0x0210014D,
0x0213014F,
0x02160151,
0x02180152,
0x021B0154,
0x021E0156,
0x02200157,
0x02230159,
0x0226015B,
0x0229015D,
0x022B015E,
0x022E0160,
0x02310162,
0x02330163,
0x02360165,
0x02390167,
0x023B0168,
0x023E016A,
0x0241016C,
0x0244016E,
0x0246016F,
0x02490171,
0x024C0173,
0x024E0174,
0x02510176,
0x02540178,
0x0257017A,
0x0259017B,
0x025C017D,
0x025F017F,
0x02610180,
0x02640182,
0x02670184,
0x026A0186,
0x026C0187,
0x026F0189,
0x0272018B,
0x0274018C,
0x0277018E,
0x027A0190,
0x027D0192,
0x027F0193,
0x02820195,
0x02850197,
0x02870198,
0x028A019A,
0x028D019C,
0x028F019D,
0x0292019F,
0x029501A1,
0x029801A3,
0x029A01A4,
0x029D01A6,
0x02A001A8,
0x02A201A9,
0x02A501AB,
0x02A801AD,
0x02AB01AF,
0x02AD01B0,
0x02B001B2,
0x02B301B4,
0x02B501B5,
0x02B801B7,
0x02BB01B9,
0x02BE01BB,
0x02C001BC,
0x02C301BE,
0x02C601C0,
0x02C801C1,
0x02CB01C3,
0x02CE01C5,
0x02D101C7,
0x02D301C8,
0x02D601CA,
0x02D901CC,
0x02DB01CD,
0x02DE01CF,
0x02E101D1,
0x02E301D2,
0x02E601D4,
0x02E901D6,
0x02EC01D8,
0x02EE01D9,
0x02F101DB,
0x02F401DD,
0x02F601DE,
0x02F901E0,
0x02FC01E2,
0x02FF01E4,
0x030101E5,
0x030401E7,
0x030701E9,
0x030901EA,
0x030C01EC,
0x030F01EE,
0x031201F0,
0x031401F1,
0x031701F3,
0x031A01F5,
0x031C01F6,
0x031F01F8,
0x032201FA,
0x032501FC,
0x032701FD,
0x032A01FF,
0x032D0201,
0x032F0202,
0x03320204,
0x03350206,
0x03370207,
0x033A0209,
0x033D020B,
0x0340020D,
0x0342020E,
0x03450210,
0x03480212,
0x034A0213,
0x034D0215,
0x03500217,
0x03530219,
0x0355021A,
0x0358021C,
0x035B021E,
0x035D021F,
0x03600221,
0x03630223,
0x03660225,
0x03680226,
0x036B0228,
0x036E022A,
0x0370022B,
0x0373022D,
0x0376022F,
0x03790231,
0x037B0232,
0x037E0234,
0x03810236,
0x03830237,
0x03860239,
0x0389023B,
0x038B023C,
0x038E023E,
0x03910240,
0x03940242,
0x03960243,
0x03990245,
0x039C0247,
0x039E0248,
0x03A1024A,
0x03A4024C,
0x03A7024E,
0x03A9024F,
0x03AC0251,
0x03AF0253,
0x03B10254,
0x03B40256,
0x03B70258,
0x03BA025A,
0x03BC025B,
0x03BF025D,
0x03C2025F,
0x03C40260,
0x03C70262,
0x03CA0264,
0x03CD0266,
0x03CF0267,
0x03D20269,
0x03D5026B,
0x03D7026C,
0x03DA026E,
0x03DD0270,
0x03DF0271,
0x03E20273,
0x03E50275,
0x03E80277,
0x03EA0278,
0x03ED027A,
0x03F0027C,
0x03F2027D,
0x03F5027F,
0x03F80281,
0x03FB0283,
0x03FD0284,
0x04000286,
0x04030288,
0x04050289,
0x0408028B,
0x040B028D,
0x040E028F,
0x04100290,
0x04130292,
0x04160294,
0x04180295,
0x041B0297,
0x041E0299,
0x0420029A,
0x0423029C,
0x0426029E,
0x042902A0,
0x042B02A1,
0x042E02A3,
0x043102A5,
0x043302A6,
0x043602A8,
0x043902AA,
0x043C02AC,
0x043E02AD,
0x044102AF,
0x044402B1,
0x044602B2,
0x044902B4,
0x044C02B6,
0x044F02B8,
0x045102B9,
0x045402BB,
0x045702BD,
0x045902BE,
0x045C02C0,
0x045F02C2,
0x046202C4,
0x046402C5,
0x046702C7,
0x046A02C9,
0x046C02CA,
0x046F02CC,
0x047202CE,
0x047402CF,
0x047702D1,
0x047A02D3,
0x047D02D5,
0x047F02D6,
0x048202D8,
0x048502DA,
0x048702DB,
0x048A02DD,
0x048D02DF,
0x049002E1,
0x049202E2,
0x049502E4,
0x049802E6,
0x049A02E7,
0x049D02E9,
0x04A002EB,
0x04A302ED,
0x04A502EE,
0x04A802F0,
0x04AB02F2,
0x04AD02F3,
0x04B002F5,
0x04B302F7,
0x04B602F9,
0x04B802FA,
0x04BB02FC,
0x04BE02FE,
0x04C002FF,
0x04C30301,
0x04C60303,
0x04C80304,
0x04CB0306,
0x04CE0308,
0x04D1030A,
0x04D3030B,
0x04D6030D,
0x04D9030F,
0x04DB0310,
0x04DE0312,
0x04E10314,
0x04E40316,
0x04E60317,
0x04E90319,
0x04EC031B,
0x04EE031C,
0x04F1031E,
0x04F40320,
0x04F70322,
0x04F90323,
0x04FC0325,
0x04FF0327,
0x05010328,
0x0504032A,
0x0507032C,
0x050A032E,
0x050C032F,
0x050F0331,
0x05120333,
0x05140334,
0x05170336,
0x051A0338,
0x051C0339,
0x051F033B,
0x0522033D,
0x0525033F,
0x05270340,
0x052A0342,
0x052D0344,
0x052F0345,
0x05320347,
0x05350349,
0x0538034B,
0x053A034C,
0x053D034E,
0x05400350,
0x05420351,
0x05450353,
0x05480355,
0x054B0357,
0x054D0358,
0x0550035A,
0x0553035C,
0x0555035D,
0x0558035F,
0x055B0361,
0x055E0363,
0x05600364,
0x05630366,
0x05660368,
0x05680369,
0x056B036B,
0x056E036D,
0x0570036E,
0x05730370,
0x05760372,
0x05790374,
0x057B0375,
0x057E0377,
0x05810379,
0x0583037A,
0x0586037C,
0x0589037E,
0x058C0380,
0x058E0381,
0x05910383,
0x05940385,
0x05960386,
0x05990388,
0x059C038A,
0x059F038C,
0x05A1038D,
0x05A4038F,
0x05A70391,
0x05A90392,
0x05AC0394,
0x05AF0396,
0x05B20398,
0x05B40399,
0x05B7039B,
0x05BA039D,
0x05BC039E,
0x05BF03A0,
0x05C203A2,
0x05C403A3,
0x05C703A5,
0x05CA03A7,
0x05CD03A9,
0x05CF03AA,
0x05D203AC,
0x05D503AE,
0x05D703AF,
0x05DA03B1,
0x05DD03B3,
0x05E003B5,
0x05E203B6,
0x05E503B8,
0x05E803BA,
0x05EA03BB,
0x05ED03BD,
0x05F003BF,
0x05F303C1,
0x05F503C2,
0x05F803C4,
0x05FB03C6,
0x05FD03C7,
0x060003C9,
0x060303CB,
0x060603CD,
0x060803CE,
0x060B03D0,
0x060E03D2,
0x061003D3,
0x061303D5,
0x061603D7,
0x061803D8,
0x061B03DA,
0x061E03DC,
0x062103DE,
0x062303DF,
0x062603E1,
0x062903E3,
0x062B03E4,
0x062E03E6,
0x063103E8,
0x063403EA,
0x063603EB,
0x063903ED,
0x063C03EF,
0x063E03F0,
0x064103F2,
0x064403F4,
0x064703F6,
0x064903F7,
0x064C03F9,
0x064F03FB,
0x065103FC,
0x065403FE,
0x06570400,
0x06590401,
0x065C0403,
0x065F0405,
0x06620407,
0x06640408,
0x0667040A,
0x066A040C,
0x066C040D,
0x066F040F,
0x06720411,
0x06750413,
0x06770414,
0x067A0416,
0x067D0418,
0x067F0419,
0x0682041B,
0x0685041D,
0x0688041F,
0x068A0420,
0x068D0422,
0x06900424,
0x06920425,
0x06950427,
0x06980429,
0x069B042B,
0x069D042C,
0x06A0042E,
0x06A30430,
0x06A50431,
0x06A80433,
0x06AB0435,
0x06AD0436,
0x06B00438,
0x06B3043A,
0x06B6043C,
0x06B8043D,
0x06BB043F,
0x06BE0441,
0x06C00442,
0x06C30444,
0x06C60446,
0x06C90448,
0x06CB0449,
0x06CE044B,
0x06D1044D,
0x06D3044E,
0x06D60450,
0x06D90452,
0x06DC0454,
0x06DE0455,
0x06E10457,
0x06E40459,
0x06E6045A,
0x06E9045C,
0x06EC045E,
0x06EF0460,
0x06F10461,
0x06F40463,
0x06F70465,
0x06F90466,
0x06FC0468,
0x06FF046A,
0x0701046B,
0x0704046D,
0x0707046F,
0x070A0471,
0x070C0472,
0x070F0474,
0x07120476,
0x07140477,
0x07170479,
0x071A047B,
0x071D047D,
0x071F047E,
0x07220480,
0x07250482,
0x07270483,
0x072A0485,
0x072D0487,
0x07300489,
0x0732048A,
0x0735048C,
0x0738048E,
0x073A048F,
0x073D0491,
0x07400493,
0x07430495,
0x07450496,
0x07480498,
0x074B049A,
0x074D049B,
0x0750049D,
0x0753049F,
0x075504A0,
0x075804A2,
0x075B04A4,
0x075E04A6,
0x076004A7,
0x076304A9,
0x076604AB,
0x076804AC,
0x076B04AE,
0x076E04B0,
0x077104B2,
0x077304B3,
0x077604B5,
0x077904B7,
0x077B04B8,
0x077E04BA,
0x078104BC,
0x078404BE,
0x078604BF,
0x078904C1,
0x078C04C3,
0x078E04C4,
0x079104C6,
0x079404C8,
0x079704CA,
0x079904CB,
0x079C04CD,
0x079F04CF,
0x07A104D0,
0x07A404D2,
0x07A704D4,
0x07A904D5,
0x07AC04D7,
0x07AF04D9,
0x07B204DB,
0x07B404DC,
0x07B704DE,
0x07BA04E0,
0x07BC04E1,
0x07BF04E3,
0x07C204E5,
0x07C504E7,
0x07C704E8,
0x07CA04EA,
0x07CD04EC,
0x07CF04ED,
0x07D204EF,
0x07D504F1,
0x07D804F3,
0x07DA04F4,
0x07DD04F6,
0x07E004F8,
0x07E204F9,
0x07E504FB,
0x07E804FD,
0x07EB04FF,
0x07ED0500,
0x07F00502,
0x07F30504,
0x07F50505,
0x07F80507,
0x07FB0509,
0x07FD050A,
0x0800050C,
0x0803050E,
0x08060510,
0x08080511,
0x080B0513,
0x080E0515,
0x08100516,
0x08130518,
0x0816051A,
0x0819051C,
0x081B051D,
0x081E051F,
0x08210521,
0x08230522,
0x08260524,
0x08290526,
0x082C0528,
0x082E0529,
0x0831052B,
0x0834052D,
0x0836052E,
0x08390530,
0x083C0532,
0x083E0533,
0x08410535,
0x08440537,
0x08470539,
0x0849053A,
0x084C053C,
0x084F053E,
0x0851053F,
0x08540541,
0x08570543,
0x085A0545,
0x085C0546,
0x085F0548,
0x0862054A,
0x0864054B,
0x0867054D,
0x086A054F,
0x086D0551,
0x086F0552,
0x08720554,
0x08750556,
0x08770557,
0x087A0559,
0x087D055B,
0x0880055D,
0x0882055E,
0x08850560,
0x08880562,
0x088A0563,
0x088D0565,
0x08900567,
0x08920568,
0x0895056A,
0x0898056C,
0x089B056E,
0x089D056F,
0x08A00571,
0x08A30573,
0x08A50574,
0x08A80576,
0x08AB0578,
0x08AE057A,
0x08B0057B,
0x08B3057D,
0x08B6057F,
0x08B80580,
0x08BB0582,
0x08BE0584,
0x08C10586,
0x08C30587,
0x08C60589,
0x08C9058B,
0x08CB058C,
0x08CE058E,
0x08D10590,
0x08D40592,
0x08D60593,
0x08D90595,
0x08DC0597,
0x08DE0598,
0x08E1059A,
0x08E4059C,
0x08E6059D,
0x08E9059F,
0x08EC05A1,
0x08EF05A3,
0x08F105A4,
0x08F405A6,
0x08F705A8,
0x08F905A9,
0x08FC05AB,
0x08FF05AD,
0x090205AF,
0x090405B0,
0x090705B2,
0x090A05B4,
0x090C05B5,
0x090F05B7,
0x091205B9,
0x091505BB,
0x091705BC,
0x091A05BE,
0x091D05C0,
0x091F05C1,
0x092205C3,
0x092505C5,
0x092805C7,
0x092A05C8,
0x092D05CA,
0x093005CC,
0x093205CD,
0x093505CF,
0x093805D1,
0x093A05D2,
0x093D05D4,
0x094005D6,
0x094305D8,
0x094505D9,
0x094805DB,
0x094B05DD,
0x094D05DE,
0x095005E0,
0x095305E2,
0x095605E4,
0x095805E5,
0x095B05E7,
0x095E05E9,
0x096005EA,
0x096305EC,
0x096605EE,
0x096905F0,
0x096B05F1,
0x096E05F3,
0x097105F5,
0x097305F6,
0x097605F8,
0x097905FA,
0x097C05FC,
0x097E05FD,
0x098105FF,
0x09840601,
0x09860602,
0x09890604,
0x098C0606,
0x098E0607,
0x09910609,
0x0994060B,
0x0997060D,
0x0999060E,
0x099C0610,
0x099F0612,
0x09A10613,
0x09A40615,
0x09A70617,
0x09AA0619,
0x09AC061A,
0x09AF061C,
0x09B2061E,
0x09B4061F,
0x09B70621,
0x09BA0623,
0x09BD0625,
0x09BF0626,
0x09C20628,
0x09C5062A,
0x09C7062B,
0x09CA062D,
0x09CD062F,
0x09D00631,
0x09D20632,
0x09D50634,
0x09D80636,
0x09DA0637,
0x09DD0639,
0x09E0063B,
0x09E2063C,
0x09E5063E,
0x09E80640,
0x09EB0642,
0x09ED0643,
0x09F00645,
0x09F30647,
0x09F50648,
0x09F8064A,
0x09FB064C,
0x09FE064E,
0x0A00064F,
0x0A030651,
0x0A060653,
0x0A080654,
0x0A0B0656,
0x0A0E0658,
0x0A11065A,
0x0A13065B,
0x0A16065D,
0x0A19065F,
0x0A1B0660,
0x0A1E0662,
0x0A210664,
0x0A240666,
0x0A260667,
0x0A290669,
0x0A2C066B,
0x0A2E066C,
0x0A31066E,
0x0A340670,
0x0A360671,
0x0A390673,
0x0A3C0675,
0x0A3F0677,
0x0A410678,
0x0A44067A,
0x0A47067C,
0x0A49067D,
0x0A4C067F,
0x0A4F0681,
0x0A520683,
0x0A540684,
0x0A570686,
0x0A5A0688,
0x0A5C0689,
0x0A5F068B,
0x0A62068D,
0x0A65068F,
0x0A670690,
0x0A6A0692,
0x0A6D0694,
0x0A6F0695,
0x0A720697,
0x0A750699,
0x0A77069A,
0x0A7A069C,
0x0A7D069E,
0x0A8006A0,
0x0A8206A1,
0x0A8506A3,
0x0A8806A5,
0x0A8A06A6,
0x0A8D06A8,
0x0A9006AA,
0x0A9306AC,
0x0A9506AD,
0x0A9806AF,
0x0A9B06B1,
0x0A9D06B2,
0x0AA006B4,
0x0AA306B6,
0x0AA606B8,
0x0AA806B9,
0x0AAB06BB,
0x0AAE06BD,
0x0AB006BE,
0x0AB306C0,
0x0AB606C2,
0x0AB906C4,
0x0ABB06C5,
0x0ABE06C7,
0x0AC106C9,
0x0AC306CA,
0x0AC606CC,
0x0AC906CE,
0x0ACB06CF,
0x0ACE06D1,
0x0AD106D3,
0x0AD406D5,
0x0AD606D6,
0x0AD906D8,
0x0ADC06DA,
0x0ADE06DB,
0x0AE106DD,
0x0AE406DF,
0x0AE706E1,
0x0AE906E2,
0x0AEC06E4,
0x0AEF06E6,
0x0AF106E7,
0x0AF406E9,
0x0AF706EB,
0x0AFA06ED,
0x0AFC06EE,
0x0AFF06F0,
0x0B0206F2,
0x0B0406F3,
0x0B0706F5,
0x0B0A06F7,
0x0B0D06F9,
0x0B0F06FA,
0x0B1206FC,
0x0B1506FE,
0x0B1706FF,
0x0B1A0701,
0x0B1D0703,
0x0B1F0704,
0x0B220706,
0x0B250708,
0x0B28070A,
0x0B2A070B,
0x0B2D070D,
0x0B30070F,
0x0B320710,
0x0B350712,
0x0B380714,
0x0B3B0716,
0x0B3D0717,
0x0B400719,
0x0B43071B,
0x0B45071C,
0x0B48071E,
0x0B4B0720,
0x0B4E0722,
0x0B500723,
0x0B530725,
0x0B560727,
0x0B580728,
0x0B5B072A,
0x0B5E072C,
0x0B61072E,
0x0B63072F,
0x0B660731,
0x0B690733,
0x0B6B0734,
0x0B6E0736,
0x0B710738,
0x0B730739,
0x0B76073B,
0x0B79073D,
0x0B7C073F,
0x0B7E0740,
0x0B810742,
0x0B840744,
0x0B860745,
0x0B890747,
0x0B8C0749,
0x0B8F074B,
0x0B91074C,
0x0B94074E,
0x0B970750,
0x0B990751,
0x0B9C0753,
0x0B9F0755,
0x0BA20757,
0x0BA40758,
0x0BA7075A,
0x0BAA075C,
0x0BAC075D,
0x0BAF075F,
0x0BB20761,
0x0BB50763,
0x0BB70764,
0x0BBA0766,
0x0BBD0768,
0x0BBF0769,
0x0BC2076B,
0x0BC5076D,
0x0BC7076E,
0x0BCA0770,
0x0BCD0772,
0x0BD00774,
0x0BD20775,
0x0BD50777,
0x0BD80779,
0x0BDA077A,
0x0BDD077C,
0x0BE0077E,
0x0BE30780,
0x0BE50781,
0x0BE80783,
0x0BEB0785,
0x0BED0786,
0x0BF00788,
0x0BF3078A,
0x0BF6078C,
0x0BF8078D,
0x0BFB078F,
0x0BFE0791,
0x0C000792,
0x0C030794,
0x0C060796,
0x0C090798,
0x0C0B0799,
0x0C0E079B,
0x0C11079D,
0x0C13079E,
0x0C1607A0,
0x0C1907A2,
0x0C1B07A3,
0x0C1E07A5,
0x0C2107A7,
0x0C2407A9,
0x0C2607AA,
0x0C2907AC,
0x0C2C07AE,
0x0C2E07AF,
0x0C3107B1,
0x0C3407B3,
0x0C3707B5,
0x0C3907B6,
0x0C3C07B8,
0x0C3F07BA,
0x0C4107BB,
0x0C4407BD,
0x0C4707BF,
0x0C4A07C1,
0x0C4C07C2,
0x0C4F07C4,
0x0C5207C6,
0x0C5407C7,
0x0C5707C9,
0x0C5A07CB,
0x0C5C07CC,
0x0C5F07CE,
0x0C6207D0,
0x0C6507D2,
0x0C6707D3,
0x0C6A07D5,
0x0C6D07D7,
0x0C6F07D8,
0x0C7207DA,
0x0C7507DC,
0x0C7807DE,
0x0C7A07DF,
0x0C7D07E1,
0x0C8007E3,
0x0C8207E4,
0x0C8507E6,
0x0C8807E8,
0x0C8B07EA,
0x0C8D07EB,
0x0C9007ED,
0x0C9307EF,
0x0C9507F0,
0x0C9807F2,
0x0C9B07F4,
0x0C9E07F6,
0x0CA007F7,
0x0CA307F9,
0x0CA607FB,
0x0CA807FC,
0x0CAB07FE,
0x0CAE0800,
0x0CB00801,
0x0CB30803,
0x0CB60805,
0x0CB90807,
0x0CBB0808,
0x0CBE080A,
0x0CC1080C,
0x0CC3080D,
0x0CC6080F,
0x0CC90811,
0x0CCC0813,
0x0CCE0814,
0x0CD10816,
0x0CD40818,
0x0CD60819,
0x0CD9081B,
0x0CDC081D,
0x0CDF081F,
0x0CE10820,
0x0CE40822,
0x0CE70824,
0x0CE90825,
0x0CEC0827,
0x0CEF0829,
0x0CF2082B,
0x0CF4082C,
0x0CF7082E,
0x0CFA0830,
0x0CFC0831,
0x0CFF0833,
0x0D020835,
0x0D040836,
0x0D070838,
0x0D0A083A,
0x0D0D083C,
0x0D0F083D,
0x0D12083F,
0x0D150841,
0x0D170842,
0x0D1A0844,
0x0D1D0846,
0x0D200848,
0x0D220849,
0x0D25084B,
0x0D28084D,
0x0D2A084E,
0x0D2D0850,
0x0D300852,
0x0D330854,
0x0D350855,
0x0D380857,
0x0D3B0859,
0x0D3D085A,
0x0D40085C,
0x0D43085E,
0x0D460860,
0x0D480861,
0x0D4B0863,
0x0D4E0865,
0x0D500866,
0x0D530868,
0x0D56086A,
0x0D58086B,
0x0D5B086D,
0x0D5E086F,
0x0D610871,
0x0D630872,
0x0D660874,
0x0D690876,
0x0D6B0877,
0x0D6E0879,
0x0D71087B,
0x0D74087D,
0x0D76087E,
0x0D790880,
0x0D7C0882,
0x0D7E0883,
0x0D810885,
0x0D840887,
0x0D870889,
0x0D89088A,
0x0D8C088C,
0x0D8F088E,
0x0D91088F,
0x0D940891,
0x0D970893,
0x0D9A0895,
0x0D9C0896,
0x0D9F0898,
0x0DA2089A,
0x0DA4089B,
0x0DA7089D,
0x0DAA089F,
0x0DAC08A0,
0x0DAF08A2,
0x0DB208A4,
0x0DB508A6,
0x0DB708A7,
0x0DBA08A9,
0x0DBD08AB,
0x0DBF08AC,
0x0DC208AE,
0x0DC508B0,
0x0DC808B2,
0x0DCA08B3,
0x0DCD08B5,
0x0DD008B7,
0x0DD208B8,
0x0DD508BA,
0x0DD808BC,
0x0DDB08BE,
0x0DDD08BF,
0x0DE008C1,
0x0DE308C3,
0x0DE508C4,
0x0DE808C6,
0x0DEB08C8,
0x0DEE08CA,
0x0DF008CB,
0x0DF308CD,
0x0DF608CF,
0x0DF808D0,
0x0DFB08D2,
0x0DFE08D4,
0x0E0008D5,
0x0E0308D7,
0x0E0608D9,
0x0E0908DB,
0x0E0B08DC,
0x0E0E08DE,
0x0E1108E0,
0x0E1308E1,
0x0E1608E3,
0x0E1908E5,
0x0E1C08E7,
0x0E1E08E8,
0x0E2108EA,
0x0E2408EC,
0x0E2608ED,
0x0E2908EF,
0x0E2C08F1,
0x0E2F08F3,
0x0E3108F4,
0x0E3408F6,
0x0E3708F8,
0x0E3908F9,
0x0E3C08FB,
0x0E3F08FD,
0x0E4208FF,
0x0E440900,
0x0E470902,
0x0E4A0904,
0x0E4C0905,
0x0E4F0907,
0x0E520909,
0x0E54090A,
0x0E57090C,
0x0E5A090E,
0x0E5D0910,
0x0E5F0911,
0x0E620913,
0x0E650915,
0x0E670916,
0x0E6A0918,
0x0E6D091A,
0x0E70091C,
0x0E72091D,
0x0E75091F,
0x0E780921,
0x0E7A0922,
0x0E7D0924,
0x0E800926,
0x0E830928,
0x0E850929,
0x0E88092B,
0x0E8B092D,
0x0E8D092E,
0x0E900930,
0x0E930932,
0x0E950933,
0x0E980935,
0x0E9B0937,
0x0E9E0939,
0x0EA0093A,
0x0EA3093C,
0x0EA6093E,
0x0EA8093F,
0x0EAB0941,
0x0EAE0943,
0x0EB10945,
0x0EB30946,
0x0EB60948,
0x0EB9094A,
0x0EBB094B,
0x0EBE094D,
0x0EC1094F,
0x0EC40951,
0x0EC60952,
0x0EC90954,
0x0ECC0956,
0x0ECE0957,
0x0ED10959,
0x0ED4095B,
0x0ED7095D,
0x0ED9095E,
0x0EDC0960,
0x0EDF0962,
0x0EE10963,
0x0EE40965,
0x0EE70967,
0x0EE90968,
0x0EEC096A,
0x0EEF096C,
0x0EF2096E,
0x0EF4096F,
0x0EF70971,
0x0EFA0973,
0x0EFC0974,
0x0EFF0976,
0x0F020978,
0x0F05097A,
0x0F07097B,
0x0F0A097D,
0x0F0D097F,
0x0F0F0980,
0x0F120982,
0x0F150984,
0x0F180986,
0x0F1A0987,
0x0F1D0989,
0x0F20098B,
0x0F22098C,
0x0F25098E,
0x0F280990,
0x0F2B0992,
0x0F2D0993,
0x0F300995,
0x0F330997,
0x0F350998,
0x0F38099A,
0x0F3B099C,
0x0F3D099D,
0x0F40099F,
0x0F4309A1,
0x0F4609A3,
0x0F4809A4,
0x0F4B09A6,
0x0F4E09A8,
0x0F5009A9,
0x0F5309AB,
0x0F5609AD,
0x0F5909AF,
0x0F5B09B0,
0x0F5E09B2,
0x0F6109B4,
0x0F6309B5,
0x0F6609B7,
0x0F6909B9,
0x0F6C09BB,
0x0F6E09BC,
0x0F7109BE,
0x0F7409C0,
0x0F7609C1,
0x0F7909C3,
0x0F7C09C5,
0x0F7F09C7,
0x0F8109C8,
0x0F8409CA,
0x0F8709CC,
0x0F8909CD,
0x0F8C09CF,
0x0F8F09D1,
0x0F9109D2,
0x0F9409D4,
0x0F9709D6,
0x0F9A09D8,
0x0F9C09D9,
0x0F9F09DB,
0x0FA209DD,
0x0FA409DE,
0x0FA709E0,
0x0FAA09E2,
0x0FAD09E4,
0x0FAF09E5,
0x0FB209E7,
0x0FB509E9,
0x0FB709EA,
0x0FBA09EC,
0x0FBD09EE,
0x0FC009F0,
0x0FC209F1,
0x0FC509F3,
0x0FC809F5,
0x0FCA09F6,
0x0FCD09F8,
0x0FD009FA,
0x0FD309FC,
0x0FD509FD,
0x0FD809FF,
0x0FDB0A01,
0x0FDD0A02,
0x0FE00A04,
0x0FE30A06,
0x0FE50A07,
0x0FE80A09,
0x0FEB0A0B,
0x0FEE0A0D,
0x0FF00A0E,
0x0FF30A10,
0x0FF60A12,
0x0FF80A13,
0x0FFB0A15,
0x0FFE0A17,
0x10010A19,
0x10030A1A,
0x10060A1C,
0x10090A1E,
0x100B0A1F,
0x100E0A21,
0x10110A23,
0x10140A25,
0x10160A26,
0x10190A28,
0x101C0A2A,
0x101E0A2B,
0x10210A2D,
0x10240A2F,
0x10270A31,
0x10290A32,
0x102C0A34,
0x102F0A36,
0x10310A37,
0x10340A39,
0x10370A3B,
0x10390A3C,
0x103C0A3E,
0x103F0A40,
0x10420A42,
0x10440A43,
0x10470A45,
0x104A0A47,
0x104C0A48,
0x104F0A4A,
0x10520A4C,
0x10550A4E,
0x10570A4F,
0x105A0A51,
0x105D0A53,
0x105F0A54,
0x10620A56,
0x10650A58,
0x10680A5A,
0x106A0A5B,
0x106D0A5D,
0x10700A5F,
0x10720A60,
0x10750A62,
0x10780A64,
0x107A0A65,
0x107D0A67,
0x10800A69,
0x10830A6B,
0x10850A6C,
0x10880A6E,
0x108B0A70,
0x108D0A71,
0x10900A73,
0x10930A75,
0x10960A77,
0x10980A78,
0x109B0A7A,
0x109E0A7C,
0x10A00A7D,
0x10A30A7F,
0x10A60A81,
0x10A90A83,
0x10AB0A84,
0x10AE0A86,
0x10B10A88,
0x10B30A89,
0x10B60A8B,
0x10B90A8D,
0x10BC0A8F,
0x10BE0A90,
0x10C10A92,
0x10C40A94,
0x10C60A95,
0x10C90A97,
0x10CC0A99,
0x10CE0A9A,
0x10D10A9C,
0x10D40A9E,
0x10D70AA0,
0x10D90AA1,
0x10DC0AA3,
0x10DF0AA5,
0x10E10AA6,
0x10E40AA8,
0x10E70AAA,
0x10EA0AAC,
0x10EC0AAD,
0x10EF0AAF,
0x10F20AB1,
0x10F40AB2,
0x10F70AB4,
0x10FA0AB6,
0x10FD0AB8,
0x10FF0AB9,
0x11020ABB,
0x11050ABD,
0x11070ABE,
0x110A0AC0,
0x110D0AC2,
0x11100AC4,
0x11120AC5,
0x11150AC7,
0x11180AC9,
0x111A0ACA,
0x111D0ACC,
0x11200ACE,
0x11220ACF,
0x11250AD1,
0x11280AD3,
0x112B0AD5,
0x112D0AD6,
0x11300AD8,
0x11330ADA,
0x11350ADB,
0x11380ADD,
0x113B0ADF,
0x113E0AE1,
0x11400AE2,
0x11430AE4,
0x11460AE6,
0x11480AE7,
0x114B0AE9,
0x114E0AEB,
0x11510AED,
0x11530AEE,
0x11560AF0,
0x11590AF2,
0x115B0AF3,
0x115E0AF5,
0x11610AF7,
0x11640AF9,
0x11660AFA,
0x11690AFC,
0x116C0AFE,
0x116E0AFF,
0x11710B01,
0x11740B03,
0x11760B04,
0x11790B06,
0x117C0B08,
0x117F0B0A,
0x11810B0B,
0x11840B0D,
0x11870B0F,
0x11890B10,
0x118C0B12,
0x118F0B14,
0x11920B16,
0x11940B17,
0x11970B19,
0x119A0B1B,
0x119C0B1C,
0x119F0B1E,
0x11A20B20,
0x11A50B22,
0x11A70B23,
0x11AA0B25,
0x11AD0B27,
0x11AF0B28,
0x11B20B2A,
0x11B50B2C,
0x11B80B2E,
0x11BA0B2F,
0x11BD0B31,
0x11C00B33,
0x11C20B34,
0x11C50B36,
0x11C80B38,
0x11CA0B39,
0x11CD0B3B,
0x11D00B3D,
0x11D30B3F,
0x11D50B40,
0x11D80B42,
0x11DB0B44,
0x11DD0B45,
0x11E00B47,
0x11E30B49,
0x11E60B4B,
0x11E80B4C,
0x11EB0B4E,
0x11EE0B50,
0x11F00B51,
0x11F30B53,
0x11F60B55,
0x11F90B57,
0x11FB0B58,
0x11FE0B5A,
0x12010B5C,
0x12030B5D,
0x12060B5F,
0x12090B61,
0x120C0B63,
0x120E0B64,
0x12110B66,
0x12140B68,
0x12160B69,
0x12190B6B,
0x121C0B6D,
0x121E0B6E,
0x12210B70,
0x12240B72,
0x12270B74,
0x12290B75,
0x122C0B77,
0x122F0B79,
0x12310B7A,
0x12340B7C,
0x12370B7E,
0x123A0B80,
0x123C0B81,
0x123F0B83,
0x12420B85,
0x12440B86,
0x12470B88,
0x124A0B8A,
0x124D0B8C,
0x124F0B8D,
0x12520B8F,
0x12550B91,
0x12570B92,
0x125A0B94,
0x125D0B96,
0x12600B98,
0x12620B99,
0x12650B9B,
0x12680B9D,
0x126A0B9E,
0x126D0BA0,
0x12700BA2,
0x12720BA3,
0x12750BA5,
0x12780BA7,
0x127B0BA9,
0x127D0BAA,
0x12800BAC,
0x12830BAE,
0x12850BAF,
0x12880BB1,
0x128B0BB3,
0x128E0BB5,
0x12900BB6,
0x12930BB8,
0x12960BBA,
0x12980BBB,
0x129B0BBD,
0x129E0BBF,
0x12A10BC1,
0x12A30BC2,
0x12A60BC4,
0x12A90BC6,
0x12AB0BC7,
0x12AE0BC9,
0x12B10BCB,
0x12B30BCC,
0x12B60BCE,
0x12B90BD0,
0x12BC0BD2,
0x12BE0BD3,
0x12C10BD5,
0x12C40BD7,
0x12C60BD8,
0x12C90BDA,
0x12CC0BDC,
0x12CF0BDE,
0x12D10BDF,
0x12D40BE1,
0x12D70BE3,
0x12D90BE4,
0x12DC0BE6,
0x12DF0BE8,
0x12E20BEA,
0x12E40BEB,
0x12E70BED,
0x12EA0BEF,
0x12EC0BF0,
0x12EF0BF2,
0x12F20BF4,
0x12F50BF6,
0x12F70BF7,
0x12FA0BF9,
0x12FD0BFB,
0x12FF0BFC,
0x13020BFE,
0x13050C00,
0x13070C01,
0x130A0C03,
0x130D0C05,
0x13100C07,
0x13120C08,
0x13150C0A,
0x13180C0C,
0x131A0C0D,
0x131D0C0F,
0x13200C11,
0x13230C13,
0x13250C14,
0x13280C16,
0x132B0C18,
0x132D0C19,
0x13300C1B,
0x13330C1D,
0x13360C1F,
0x13380C20,
0x133B0C22,
0x133E0C24,
0x13400C25,
0x13430C27,
0x13460C29,
0x13490C2B,
0x134B0C2C,
0x134E0C2E,
0x13510C30,
0x13530C31,
0x13560C33,
0x13590C35,
0x135B0C36,
0x135E0C38,
0x13610C3A,
0x13640C3C,
0x13660C3D,
0x13690C3F,
0x136C0C41,
0x136E0C42,
0x13710C44,
0x13740C46,
0x13770C48,
0x13790C49,
0x137C0C4B,
0x137F0C4D,
0x13810C4E,
0x13840C50,
0x13870C52,
0x138A0C54,
0x138C0C55,
0x138F0C57,
0x13920C59,
0x13940C5A,
0x13970C5C,
0x139A0C5E,
0x139D0C60,
0x139F0C61,
0x13A20C63,
0x13A50C65,
0x13A70C66,
0x13AA0C68,
0x13AD0C6A,
0x13AF0C6B,
0x13B20C6D,
0x13B50C6F,
0x13B80C71,
0x13BA0C72,
0x13BD0C74,
0x13C00C76,
0x13C20C77,
0x13C50C79,
0x13C80C7B,
0x13CB0C7D,
0x13CD0C7E,
0x13D00C80,
0x13D30C82,
0x13D50C83,
0x13D80C85,
0x13DB0C87,
0x13DE0C89,
0x13E00C8A,
0x13E30C8C,
0x13E60C8E,
0x13E80C8F,
0x13EB0C91,
0x13EE0C93,
0x13F10C95,
0x13F30C96,
0x13F60C98,
0x13F90C9A,
0x13FB0C9B,
0x13FE0C9D,
0x14010C9F,
0x14030CA0,
0x14060CA2,
0x14090CA4,
0x140C0CA6,
0x140E0CA7,
0x14110CA9,
0x14140CAB,
0x14160CAC,
0x14190CAE,
0x141C0CB0,
0x141F0CB2,
0x14210CB3,
0x14240CB5,
0x14270CB7,
0x14290CB8,
0x142C0CBA,
0x142F0CBC,
0x14320CBE,
0x14340CBF,
0x14370CC1,
0x143A0CC3,
0x143C0CC4,
0x143F0CC6,
0x14420CC8,
0x14450CCA,
0x14470CCB,
0x144A0CCD,
0x144D0CCF,
0x144F0CD0,
0x14520CD2,
0x14550CD4,
0x14570CD5,
0x145A0CD7,
0x145D0CD9,
0x14600CDB,
0x14620CDC,
0x14650CDE,
0x14680CE0,
0x146A0CE1,
0x146D0CE3,
0x14700CE5,
0x14730CE7,
0x14750CE8,
0x14780CEA,
0x147B0CEC,
0x147D0CED,
0x14800CEF,
0x14830CF1,
0x14860CF3,
0x14880CF4,
0x148B0CF6,
0x148E0CF8,
0x14900CF9,
0x14930CFB,
0x14960CFD,
0x14980CFE,
0x149B0D00,
0x149E0D02,
0x14A10D04,
0x14A30D05,
0x14A60D07,
0x14A90D09,
0x14AB0D0A,
0x14AE0D0C,
0x14B10D0E,
0x14B40D10,
0x14B60D11,
0x14B90D13,
0x14BC0D15,
0x14BE0D16,
0x14C10D18,
0x14C40D1A,
0x14C70D1C,
0x14C90D1D,
0x14CC0D1F,
0x14CF0D21,
0x14D10D22,
0x14D40D24,
0x14D70D26,
0x14DA0D28,
0x14DC0D29,
0x14DF0D2B,
0x14E20D2D,
0x14E40D2E,
0x14E70D30,
0x14EA0D32,
0x14EC0D33,
0x14EF0D35,
0x14F20D37,
0x14F50D39,
0x14F70D3A,
0x14FA0D3C,
0x14FD0D3E,
0x14FF0D3F,
0x15020D41,
0x15050D43,
0x15080D45,
0x150A0D46,
0x150D0D48,
0x15100D4A,
0x15120D4B,
0x15150D4D,
0x15180D4F,
0x151B0D51,
0x151D0D52,
0x15200D54,
0x15230D56,
0x15250D57,
0x15280D59,
0x152B0D5B,
0x152E0D5D,
0x15300D5E,
0x15330D60,
0x15360D62,
0x15380D63,
0x153B0D65,
0x153E0D67,
0x15400D68,
0x15430D6A,
0x15460D6C,
0x15490D6E,
0x154B0D6F,
0x154E0D71,
0x15510D73,
0x15530D74,
0x15560D76,
0x15590D78,
0x155C0D7A,
0x155E0D7B,
0x15610D7D,
0x15640D7F,
0x15660D80,
0x15690D82,
0x156C0D84,
0x156F0D86,
0x15710D87,
0x15740D89,
0x15770D8B,
0x15790D8C,
0x157C0D8E,
0x157F0D90,
0x15820D92,
0x15840D93,
0x15870D95,
0x158A0D97,
0x158C0D98,
0x158F0D9A,
0x15920D9C,
0x15940D9D,
0x15970D9F,
0x159A0DA1,
0x159D0DA3,
0x159F0DA4,
0x15A20DA6,
0x15A50DA8,
0x15A70DA9,
0x15AA0DAB,
0x15AD0DAD,
0x15B00DAF,
0x15B20DB0,
0x15B50DB2,
0x15B80DB4,
0x15BA0DB5,
0x15BD0DB7,
0x15C00DB9,
0x15C30DBB,
0x15C50DBC,
0x15C80DBE,
0x15CB0DC0,
0x15CD0DC1,
0x15D00DC3,
0x15D30DC5,
0x15D60DC7,
0x15D80DC8,
0x15DB0DCA,
0x15DE0DCC,
0x15E00DCD,
0x15E30DCF,
0x15E60DD1,
0x15E80DD2,
0x15EB0DD4,
0x15EE0DD6,
0x15F10DD8,
0x15F30DD9,
0x15F60DDB,
0x15F90DDD,
0x15FB0DDE,
0x15FE0DE0,
0x16010DE2,
0x16040DE4,
0x16060DE5,
0x16090DE7,
0x160C0DE9,
0x160E0DEA,
0x16110DEC,
0x16140DEE,
0x16170DF0,
0x16190DF1,
0x161C0DF3,
0x161F0DF5,
0x16210DF6,
0x16240DF8,
0x16270DFA,
0x162A0DFC,
0x162C0DFD,
0x162F0DFF,
0x16320E01,
0x16340E02,
0x16370E04,
0x163A0E06,
0x163C0E07,
0x163F0E09,
0x16420E0B,
0x16450E0D,
0x16470E0E,
0x164A0E10,
0x164D0E12,
0x164F0E13,
0x16520E15,
0x16550E17,
0x16580E19,
0x165A0E1A,
0x165D0E1C,
0x16600E1E,
0x16620E1F,
0x16650E21,
0x16680E23,
0x166B0E25,
0x166D0E26,
0x16700E28,
0x16730E2A,
0x16750E2B,
0x16780E2D,
0x167B0E2F,
0x167E0E31,
0x16800E32,
0x16830E34,
0x16860E36,
0x16880E37,
0x168B0E39,
0x168E0E3B,
0x16900E3C,
0x16930E3E,
0x16960E40,
0x16990E42,
0x169B0E43,
0x169E0E45,
0x16A10E47,
0x16A30E48,
0x16A60E4A,
0x16A90E4C,
0x16AC0E4E,
0x16AE0E4F,
0x16B10E51,
0x16B40E53,
0x16B60E54,
0x16B90E56,
0x16BC0E58,
0x16BF0E5A,
0x16C10E5B,
0x16C40E5D,
0x16C70E5F,
0x16C90E60,
0x16CC0E62,
0x16CF0E64,
0x16D10E65,
0x16D40E67,
0x16D70E69,
0x16DA0E6B,
0x16DC0E6C,
0x16DF0E6E,
0x16E20E70,
0x16E40E71,
0x16E70E73,
0x16EA0E75,
0x16ED0E77,
0x16EF0E78,
0x16F20E7A,
0x16F50E7C,
0x16F70E7D,
0x16FA0E7F,
0x16FD0E81,
0x17000E83,
0x17020E84,
0x17050E86,
0x17080E88,
0x170A0E89,
0x170D0E8B,
0x17100E8D,
0x17130E8F,
0x17150E90,
0x17180E92,
0x171B0E94,
0x171D0E95,
0x17200E97,
0x17230E99,
0x17250E9A,
0x17280E9C,
0x172B0E9E,
0x172E0EA0,
0x17300EA1,
0x17330EA3,
0x17360EA5,
0x17380EA6,
0x173B0EA8,
0x173E0EAA,
0x17410EAC,
0x17430EAD,
0x17460EAF,
0x17490EB1,
0x174B0EB2,
0x174E0EB4,
0x17510EB6,
0x17540EB8,
0x17560EB9,
0x17590EBB,
0x175C0EBD,
0x175E0EBE,
0x17610EC0,
0x17640EC2,
0x17670EC4,
0x17690EC5,
0x176C0EC7,
0x176F0EC9,
0x17710ECA,
0x17740ECC,
0x17770ECE,
0x17790ECF,
0x177C0ED1,
0x177F0ED3,
0x17820ED5,
0x17840ED6,
0x17870ED8,
0x178A0EDA,
0x178C0EDB,
0x178F0EDD,
0x17920EDF,
0x17950EE1,
0x17970EE2,
0x179A0EE4,
0x179D0EE6,
0x179F0EE7,
0x17A20EE9,
0x17A50EEB,
0x17A80EED,
0x17AA0EEE,
0x17AD0EF0,
0x17B00EF2,
0x17B20EF3,
0x17B50EF5,
0x17B80EF7,
0x17BB0EF9,
0x17BD0EFA,
0x17C00EFC,
0x17C30EFE,
0x17C50EFF,
0x17C80F01,
0x17CB0F03,
0x17CD0F04,
0x17D00F06,
0x17D30F08,
0x17D60F0A,
0x17D80F0B,
0x17DB0F0D,
0x17DE0F0F,
0x17E00F10,
0x17E30F12,
0x17E60F14,
0x17E90F16,
0x17EB0F17,
0x17EE0F19,
0x17F10F1B,
0x17F30F1C,
0x17F60F1E,
0x17F90F20,
0x17FC0F22,
0x17FE0F23,
0x18010F25,
0x18040F27,
0x18060F28,
0x18090F2A,
0x180C0F2C,
0x180F0F2E,
0x18110F2F,
0x18140F31,
0x18170F33,
0x18190F34,
0x181C0F36,
0x181F0F38,
0x18210F39,
0x18240F3B,
0x18270F3D,
0x182A0F3F,
0x182C0F40,
0x182F0F42,
0x18320F44,
0x18340F45,
0x18370F47,
0x183A0F49,
0x183D0F4B,
0x183F0F4C,
0x18420F4E,
0x18450F50,
0x18470F51,
0x184A0F53,
0x184D0F55,
0x18500F57,
0x18520F58,
0x18550F5A,
0x18580F5C,
0x185A0F5D,
0x185D0F5F,
0x18600F61,
0x18630F63,
0x18650F64,
0x18680F66,
0x186B0F68,
0x186D0F69,
0x18700F6B,
0x18730F6D,
0x18750F6E,
0x18780F70,
0x187B0F72,
0x187E0F74,
0x18800F75,
0x18830F77,
0x18860F79,
0x18880F7A,
0x188B0F7C,
0x188E0F7E,
0x18910F80,
0x18930F81,
0x18960F83,
0x18990F85,
0x189B0F86,
0x189E0F88,
0x18A10F8A,
0x18A40F8C,
0x18A60F8D,
0x18A90F8F,
0x18AC0F91,
0x18AE0F92,
0x18B10F94,
0x18B40F96,
0x18B60F97,
0x18B90F99,
0x18BC0F9B,
0x18BF0F9D,
0x18C10F9E,
0x18C40FA0,
0x18C70FA2,
0x18C90FA3,
0x18CC0FA5,
0x18CF0FA7,
0x18D20FA9,
0x18D40FAA,
0x18D70FAC,
0x18DA0FAE,
0x18DC0FAF,
0x18DF0FB1,
0x18E20FB3,
0x18E50FB5,
0x18E70FB6,
0x18EA0FB8,
0x18ED0FBA,
0x18EF0FBB,
0x18F20FBD,
0x18F50FBF,
0x18F80FC1,
0x18FA0FC2,
0x18FD0FC4,
0x19000FC6,
0x19020FC7,
0x19050FC9,
0x19080FCB,
0x190A0FCC,
0x190D0FCE,
0x19100FD0,
0x19130FD2,
0x19150FD3,
0x19180FD5,
0x191B0FD7,
0x191D0FD8,
0x19200FDA,
0x19230FDC,
0x19260FDE,
0x19280FDF,
0x192B0FE1,
0x192E0FE3,
0x19300FE4,
0x19330FE6,
0x19360FE8,
0x19390FEA,
0x193B0FEB,
0x193E0FED,
0x19410FEF,
0x19430FF0,
0x19460FF2,
0x19490FF4,
0x194C0FF6,
0x194E0FF7,
0x19510FF9,
0x19540FFB,
0x19560FFC,
0x19590FFE,
0x195C1000,
0x195E1001,
0x19611003,
0x19641005,
0x19671007,
0x19691008,
0x196C100A,
0x196F100C,
0x1971100D,
0x1974100F,
0x19771011,
0x197A1013,
0x197C1014,
0x197F1016,
0x19821018,
0x19841019,
0x1987101B,
0x198A101D,
0x198D101F,
0x198F1020,
0x19921022,
0x19951024,
0x19971025,
0x199A1027,
0x199D1029,
0x19A0102B,
0x19A2102C,
0x19A5102E,
0x19A81030,
0x19AA1031,
0x19AD1033,
0x19B01035,
0x19B21036,
0x19B51038,
0x19B8103A,
0x19BB103C,
0x19BD103D,
0x19C0103F,
0x19C31041,
0x19C51042,
0x19C81044,
0x19CB1046,
0x19CE1048,
0x19D01049,
0x19D3104B,
0x19D6104D,
0x19D8104E,
0x19DB1050,
0x19DE1052,
0x19E11054,
0x19E31055,
0x19E61057,
0x19E91059,
0x19EB105A,
0x19EE105C,
0x19F1105E,
0x19F41060,
0x19F61061,
0x19F91063,
0x19FC1065,
0x19FE1066,
0x1A011068,
0x1A04106A,
0x1A06106B,
0x1A09106D,
0x1A0C106F,
0x1A0F1071,
0x1A111072,
0x1A141074,
0x1A171076,
0x1A191077,
0x1A1C1079,
0x1A1F107B,
0x1A22107D,
0x1A24107E,
0x1A271080,
0x1A2A1082,
0x1A2C1083,
0x1A2F1085,
0x1A321087,
0x1A351089,
0x1A37108A,
0x1A3A108C,
0x1A3D108E,
0x1A3F108F,
0x1A421091,
0x1A451093,
0x1A481095,
0x1A4A1096,
0x1A4D1098,
0x1A50109A,
0x1A52109B,
0x1A55109D,
0x1A58109F,
0x1A5A10A0,
0x1A5D10A2,
0x1A6010A4,
0x1A6310A6,
0x1A6510A7,
0x1A6810A9,
0x1A6B10AB,
0x1A6D10AC,
0x1A7010AE,
0x1A7310B0,
0x1A7610B2,
0x1A7810B3,
0x1A7B10B5,
0x1A7E10B7,
0x1A8010B8,
0x1A8310BA,
0x1A8610BC,
0x1A8910BE,
0x1A8B10BF,
0x1A8E10C1,
0x1A9110C3,
0x1A9310C4,
0x1A9610C6,
0x1A9910C8,
0x1A9C10CA,
0x1A9E10CB,
0x1AA110CD,
0x1AA410CF,
0x1AA610D0,
0x1AA910D2,
0x1AAC10D4,
0x1AAE10D5,
0x1AB110D7,
0x1AB410D9,
0x1AB710DB,
0x1AB910DC,
0x1ABC10DE,
0x1ABF10E0,
0x1AC110E1,
0x1AC410E3,
0x1AC710E5,
0x1ACA10E7,
0x1ACC10E8,
0x1ACF10EA,
0x1AD210EC,
0x1AD410ED,
0x1AD710EF,
0x1ADA10F1,
0x1ADD10F3,
0x1ADF10F4,
0x1AE210F6,
0x1AE510F8,
0x1AE710F9,
0x1AEA10FB,
0x1AED10FD,
0x1AEF10FE,
0x1AF21100,
0x1AF51102,
0x1AF81104,
0x1AFA1105,
0x1AFD1107,
0x1B001109,
0x1B02110A,
0x1B05110C,
0x1B08110E,
0x1B0B1110,
0x1B0D1111,
0x1B101113,
0x1B131115,
0x1B151116,
0x1B181118,
0x1B1B111A,
0x1B1E111C,
0x1B20111D,
0x1B23111F,
0x1B261121,
0x1B281122,
0x1B2B1124,
0x1B2E1126,
0x1B311128,
0x1B331129,
0x1B36112B,
0x1B39112D,
0x1B3B112E,
0x1B3E1130,
0x1B411132,
0x1B431133,
0x1B461135,
0x1B491137,
0x1B4C1139,
0x1B4E113A,
0x1B51113C,
0x1B54113E,
0x1B56113F,
0x1B591141,
0x1B5C1143,
0x1B5F1145,
0x1B611146,
0x1B641148,
0x1B67114A,
0x1B69114B,
0x1B6C114D,
0x1B6F114F,
0x1B721151,
0x1B741152,
0x1B771154,
0x1B7A1156,
0x1B7C1157,
0x1B7F1159,
0x1B82115B,
0x1B85115D,
0x1B87115E,
0x1B8A1160,
0x1B8D1162,
0x1B8F1163,
0x1B921165,
0x1B951167,
0x1B971168,
0x1B9A116A,
0x1B9D116C,
0x1BA0116E,
0x1BA2116F,
0x1BA51171,
0x1BA81173,
0x1BAA1174,
0x1BAD1176,
0x1BB01178,
0x1BB3117A,
0x1BB5117B,
0x1BB8117D,
0x1BBB117F,
0x1BBD1180,
0x1BC01182,
0x1BC31184,
0x1BC61186,
0x1BC81187,
0x1BCB1189,
0x1BCE118B,
0x1BD0118C,
0x1BD3118E,
0x1BD61190,
0x1BD91192,
0x1BDB1193,
0x1BDE1195,
0x1BE11197,
0x1BE31198,
0x1BE6119A,
0x1BE9119C,
0x1BEB119D,
0x1BEE119F,
0x1BF111A1,
0x1BF411A3,
0x1BF611A4,
0x1BF911A6,
0x1BFC11A8,
0x1BFE11A9,
0x1C0111AB,
0x1C0411AD,
0x1C0711AF,
0x1C0911B0,
0x1C0C11B2,
0x1C0F11B4,
0x1C1111B5,
0x1C1411B7,
0x1C1711B9,
0x1C1A11BB,
0x1C1C11BC,
0x1C1F11BE,
0x1C2211C0,
0x1C2411C1,
0x1C2711C3,
0x1C2A11C5,
0x1C2D11C7,
0x1C2F11C8,
0x1C3211CA,
0x1C3511CC,
0x1C3711CD,
0x1C3A11CF,
0x1C3D11D1,
0x1C3F11D2,
0x1C4211D4,
0x1C4511D6,
0x1C4811D8,
0x1C4A11D9,
0x1C4D11DB,
0x1C5011DD,
0x1C5211DE,
0x1C5511E0,
0x1C5811E2,
0x1C5B11E4,
0x1C5D11E5,
0x1C6011E7,
0x1C6311E9,
0x1C6511EA,
0x1C6811EC,
0x1C6B11EE,
0x1C6E11F0,
0x1C7011F1,
0x1C7311F3,
0x1C7611F5,
0x1C7811F6,
0x1C7B11F8,
0x1C7E11FA,
0x1C8111FC,
0x1C8311FD,
0x1C8611FF,
0x1C891201,
0x1C8B1202,
0x1C8E1204,
0x1C911206,
0x1C931207,
0x1C961209,
0x1C99120B,
0x1C9C120D,
0x1C9E120E,
0x1CA11210,
0x1CA41212,
0x1CA61213,
0x1CA91215,
0x1CAC1217,
0x1CAF1219,
0x1CB1121A,
0x1CB4121C,
0x1CB7121E,
0x1CB9121F,
0x1CBC1221,
0x1CBF1223,
0x1CC21225,
0x1CC41226,
0x1CC71228,
0x1CCA122A,
0x1CCC122B,
0x1CCF122D,
0x1CD2122F,
0x1CD41230,
0x1CD71232,
0x1CDA1234,
0x1CDD1236,
0x1CDF1237,
0x1CE21239,
0x1CE5123B,
0x1CE7123C,
0x1CEA123E,
0x1CED1240,
0x1CF01242,
0x1CF21243,
0x1CF51245,
0x1CF81247,
0x1CFA1248,
0x1CFD124A,
0x1D00124C,
0x1D03124E,
0x1D05124F,
0x1D081251,
0x1D0B1253,
0x1D0D1254,
0x1D101256,
0x1D131258,
0x1D16125A,
0x1D18125B,
0x1D1B125D,
0x1D1E125F,
0x1D201260,
0x1D231262,
0x1D261264,
0x1D281265,
0x1D2B1267,
0x1D2E1269,
0x1D31126B,
0x1D33126C,
0x1D36126E,
0x1D391270,
0x1D3B1271,
0x1D3E1273,
0x1D411275,
0x1D441277,
0x1D461278,
0x1D49127A,
0x1D4C127C,
0x1D4E127D,
0x1D51127F,
0x1D541281,
0x1D571283,
0x1D591284,
0x1D5C1286,
0x1D5F1288,
0x1D611289,
0x1D64128B,
0x1D67128D,
0x1D6A128F,
0x1D6C1290,
0x1D6F1292,
0x1D721294,
0x1D741295,
0x1D771297,
0x1D7A1299,
0x1D7C129A,
0x1D7F129C,
0x1D82129E,
0x1D8512A0,
0x1D8712A1,
0x1D8A12A3,
0x1D8D12A5,
0x1D8F12A6,
0x1D9212A8,
0x1D9512AA,
0x1D9812AC,
0x1D9A12AD,
0x1D9D12AF,
0x1DA012B1,
0x1DA212B2,
0x1DA512B4,
0x1DA812B6,
0x1DAB12B8,
0x1DAD12B9,
0x1DB012BB,
0x1DB312BD,
0x1DB512BE,
0x1DB812C0,
0x1DBB12C2,
0x1DBE12C4,
0x1DC012C5,
0x1DC312C7,
0x1DC612C9,
0x1DC812CA,
0x1DCB12CC,
0x1DCE12CE,
0x1DD012CF,
0x1DD312D1,
0x1DD612D3,
0x1DD912D5,
0x1DDB12D6,
0x1DDE12D8,
0x1DE112DA,
0x1DE312DB,
0x1DE612DD,
0x1DE912DF,
0x1DEC12E1,
0x1DEE12E2,
0x1DF112E4,
0x1DF412E6,
0x1DF612E7,
0x1DF912E9,
0x1DFC12EB,
0x1DFF12ED,
0x1E0112EE,
0x1E0412F0,
0x1E0712F2,
0x1E0912F3,
0x1E0C12F5,
0x1E0F12F7,
0x1E1212F9,
0x1E1412FA,
0x1E1712FC,
0x1E1A12FE,
0x1E1C12FF,
0x1E1F1301,
0x1E221303,
0x1E241304,
0x1E271306,
0x1E2A1308,
0x1E2D130A,
0x1E2F130B,
0x1E32130D,
0x1E35130F,
0x1E371310,
0x1E3A1312,
0x1E3D1314,
0x1E401316,
0x1E421317,
0x1E451319,
0x1E48131B,
0x1E4A131C,
0x1E4D131E,
0x1E501320,
0x1E531322,
0x1E551323,
0x1E581325,
0x1E5B1327,
0x1E5D1328,
0x1E60132A,
0x1E63132C,
0x1E66132E,
0x1E68132F,
0x1E6B1331,
0x1E6E1333,
0x1E701334,
0x1E731336,
0x1E761338,
0x1E781339,
0x1E7B133B,
0x1E7E133D,
0x1E81133F,
0x1E831340,
0x1E861342,
0x1E891344,
0x1E8B1345,
0x1E8E1347,
0x1E911349,
0x1E94134B,
0x1E96134C,
0x1E99134E,
0x1E9C1350,
0x1E9E1351,
0x1EA11353,
0x1EA41355,
0x1EA71357,
0x1EA91358,
0x1EAC135A,
0x1EAF135C,
0x1EB1135D,
0x1EB4135F,
0x1EB71361,
0x1EBA1363,
0x1EBC1364,
0x1EBF1366,
0x1EC21368,
0x1EC41369,
0x1EC7136B,
0x1ECA136D,
0x1ECC136E,
0x1ECF1370,
0x1ED21372,
0x1ED51374,
0x1ED71375,
0x1EDA1377,
0x1EDD1379,
0x1EDF137A,
0x1EE2137C,
0x1EE5137E,
0x1EE81380,
0x1EEA1381,
0x1EED1383,
0x1EF01385,
0x1EF21386,
0x1EF51388,
0x1EF8138A,
0x1EFB138C,
0x1EFD138D,
0x1F00138F,
0x1F031391,
0x1F051392,
0x1F081394,
0x1F0B1396,
0x1F0D1397,
0x1F101399,
0x1F13139B,
0x1F16139D,
0x1F18139E,
0x1F1B13A0,
0x1F1E13A2,
0x1F2013A3,
0x1F2313A5,
0x1F2613A7,
0x1F2913A9,
0x1F2B13AA,
0x1F2E13AC,
0x1F3113AE,
0x1F3313AF,
0x1F3613B1,
0x1F3913B3,
0x1F3C13B5,
0x1F3E13B6,
0x1F4113B8,
0x1F4413BA,
0x1F4613BB,
0x1F4913BD,
0x1F4C13BF,
0x1F4F13C1,
0x1F5113C2,
0x1F5413C4,
0x1F5713C6,
0x1F5913C7,
0x1F5C13C9,
0x1F5F13CB,
0x1F6113CC,
0x1F6413CE,
0x1F6713D0,
0x1F6A13D2,
0x1F6C13D3,
0x1F6F13D5,
0x1F7213D7,
0x1F7413D8,
0x1F7713DA,
0x1F7A13DC,
0x1F7D13DE,
0x1F7F13DF,
0x1F8213E1,
0x1F8513E3,
0x1F8713E4,
0x1F8A13E6,
0x1F8D13E8,
0x1F9013EA,
0x1F9213EB,
0x1F9513ED,
0x1F9813EF,
0x1F9A13F0,
0x1F9D13F2,
0x1FA013F4,
0x1FA313F6,
0x1FA513F7,
0x1FA813F9,
0x1FAB13FB,
0x1FAD13FC,
0x1FB013FE,
0x1FB31400,
0x1FB51401,
0x1FB81403,
0x1FBB1405,
0x1FBE1407,
0x1FC01408,
0x1FC3140A,
0x1FC6140C,
0x1FC8140D,
0x1FCB140F,
0x1FCE1411,
0x1FD11413,
0x1FD31414,
0x1FD61416,
0x1FD91418,
0x1FDB1419,
0x1FDE141B,
0x1FE1141D,
0x1FE4141F,
0x1FE61420,
0x1FE91422,
0x1FEC1424,
0x1FEE1425,
0x1FF11427,
0x1FF41429,
0x1FF7142B,
0x1FF9142C,
0x1FFC142E,
0x1FFF1430,
0x20011431,
0x20041433,
0x20071435,
0x20091436,
0x200C1438,
0x200F143A,
0x2012143C,
0x2014143D,
0x2017143F,
0x201A1441,
0x201C1442,
0x201F1444,
0x20221446,
0x20251448,
0x20271449,
0x202A144B,
0x202D144D,
0x202F144E,
0x20321450,
0x20351452,
0x20381454,
0x203A1455,
0x203D1457,
0x20401459,
0x2042145A,
0x2045145C,
0x2048145E,
0x204B1460,
0x204D1461,
0x20501463,
0x20531465,
0x20551466,
0x20581468,
0x205B146A,
0x205D146B,
0x2060146D,
0x2063146F,
0x20661471,
0x20681472,
0x206B1474,
0x206E1476,
0x20701477,
0x20731479,
0x2076147B,
0x2079147D,
0x207B147E,
0x207E1480,
0x20811482,
0x20831483,
0x20861485,
0x20891487,
0x208C1489,
0x208E148A,
0x2091148C,
0x2094148E,
0x2096148F,
0x20991491,
0x209C1493,
0x209F1495,
0x20A11496,
0x20A41498,
0x20A7149A,
0x20A9149B,
0x20AC149D,
0x20AF149F,
0x20B114A0,
0x20B414A2,
0x20B714A4,
0x20BA14A6,
0x20BC14A7,
0x20BF14A9,
0x20C214AB,
0x20C414AC,
0x20C714AE,
0x20CA14B0,
0x20CD14B2,
0x20CF14B3,
0x20D214B5,
0x20D514B7,
0x20D714B8,
0x20DA14BA,
0x20DD14BC,
0x20E014BE,
0x20E214BF,
0x20E514C1,
0x20E814C3,
0x20EA14C4,
0x20ED14C6,
0x20F014C8,
0x20F214C9,
0x20F514CB,
0x20F814CD,
0x20FB14CF,
0x20FD14D0,
0x210014D2,
0x210314D4,
0x210514D5,
0x210814D7,
0x210B14D9,
0x210E14DB,
0x211014DC,
0x211314DE,
0x211614E0,
0x211814E1,
0x211B14E3,
0x211E14E5,
0x212114E7,
0x212314E8,
0x212614EA,
0x212914EC,
0x212B14ED,
0x212E14EF,
0x213114F1,
0x213414F3,
0x213614F4,
0x213914F6,
0x213C14F8,
0x213E14F9,
0x214114FB,
0x214414FD,
0x214614FE,
0x21491500,
0x214C1502,
0x214F1504,
0x21511505,
0x21541507,
0x21571509,
0x2159150A,
0x215C150C,
0x215F150E,
0x21621510,
0x21641511,
0x21671513,
0x216A1515,
0x216C1516,
0x216F1518,
0x2172151A,
0x2175151C,
0x2177151D,
0x217A151F,
0x217D1521,
0x217F1522,
0x21821524,
0x21851526,
0x21881528,
0x218A1529,
0x218D152B,
0x2190152D,
0x2192152E,
0x21951530,
0x21981532,
0x219A1533,
0x219D1535,
0x21A01537,
0x21A31539,
0x21A5153A,
0x21A8153C,
0x21AB153E,
0x21AD153F,
0x21B01541,
0x21B31543,
0x21B61545,
0x21B81546,
0x21BB1548,
0x21BE154A,
0x21C0154B,
0x21C3154D,
0x21C6154F,
0x21C91551,
0x21CB1552,
0x21CE1554,
0x21D11556,
0x21D31557,
0x21D61559,
0x21D9155B,
0x21DC155D,
0x21DE155E,
0x21E11560,
0x21E41562,
0x21E61563,
0x21E91565,
0x21EC1567,
0x21EE1568,
0x21F1156A,
0x21F4156C,
0x21F7156E,
0x21F9156F,
0x21FC1571,
0x21FF1573,
0x22011574,
0x22041576,
0x22071578,
0x220A157A,
0x220C157B,
0x220F157D,
0x2212157F,
0x22141580,
0x22171582,
0x221A1584,
0x221D1586,
0x221F1587,
0x22221589,
0x2225158B,
0x2227158C,
0x222A158E,
0x222D1590,
0x22301592,
0x22321593,
0x22351595,
0x22381597,
0x223A1598,
0x223D159A,
0x2240159C,
0x2242159D,
0x2245159F,
0x224815A1,
0x224B15A3,
0x224D15A4,
0x225015A6,
0x225315A8,
0x225515A9,
0x225815AB,
0x225B15AD,
0x225E15AF,
0x226015B0,
0x226315B2,
0x226615B4,
0x226815B5,
0x226B15B7,
0x226E15B9,
0x227115BB,
0x227315BC,
0x227615BE,
0x227915C0,
0x227B15C1,
0x227E15C3,
0x228115C5,
0x228415C7,
0x228615C8,
0x228915CA,
0x228C15CC,
0x228E15CD,
0x229115CF,
0x229415D1,
0x229615D2,
0x229915D4,
0x229C15D6,
0x229F15D8,
0x22A115D9,
0x22A415DB,
0x22A715DD,
0x22A915DE,
0x22AC15E0,
0x22AF15E2,
0x22B215E4,
0x22B415E5,
0x22B715E7,
0x22BA15E9,
0x22BC15EA,
0x22BF15EC,
0x22C215EE,
0x22C515F0,
0x22C715F1,
0x22CA15F3,
0x22CD15F5,
0x22CF15F6,
0x22D215F8,
0x22D515FA,
0x22D815FC,
0x22DA15FD,
0x22DD15FF,
0x22E01601,
0x22E21602,
0x22E51604,
0x22E81606,
0x22EA1607,
0x22ED1609,
0x22F0160B,
0x22F3160D,
0x22F5160E,
0x22F81610,
0x22FB1612,
0x22FD1613,
0x23001615,
0x23031617,
0x23061619,
0x2308161A,
0x230B161C,
0x230E161E,
0x2310161F,
0x23131621,
0x23161623,
0x23191625,
0x231B1626,
0x231E1628,
0x2321162A,
0x2323162B,
0x2326162D,
0x2329162F,
0x232B1630,
0x232E1632,
0x23311634,
0x23341636,
0x23361637,
0x23391639,
0x233C163B,
0x233E163C,
0x2341163E,
0x23441640,
0x23471642,
0x23491643,
0x234C1645,
0x234F1647,
0x23511648,
0x2354164A,
0x2357164C,
0x235A164E,
0x235C164F,
0x235F1651,
0x23621653,
0x23641654,
0x23671656,
0x236A1658,
0x236D165A,
0x236F165B,
0x2372165D,
0x2375165F,
0x23771660,
0x237A1662,
0x237D1664,
0x237F1665,
0x23821667,
0x23851669,
0x2388166B,
0x238A166C,
0x238D166E,
0x23901670,
0x23921671,
0x23951673,
0x23981675,
0x239B1677,
0x239D1678,
0x23A0167A,
0x23A3167C,
0x23A5167D,
0x23A8167F,
0x23AB1681,
0x23AE1683,
0x23B01684,
0x23B31686,
0x23B61688,
0x23B81689,
0x23BB168B,
0x23BE168D,
0x23C1168F,
0x23C31690,
0x23C61692,
0x23C91694,
0x23CB1695,
0x23CE1697,
0x23D11699,
0x23D3169A,
0x23D6169C,
0x23D9169E,
0x23DC16A0,
0x23DE16A1,
0x23E116A3,
0x23E416A5,
0x23E616A6,
0x23E916A8,
0x23EC16AA,
0x23EF16AC,
0x23F116AD,
0x23F416AF,
0x23F716B1,
0x23F916B2,
0x23FC16B4,
0x23FF16B6,
0x240216B8,
0x240416B9,
0x240716BB,
0x240A16BD,
0x240C16BE,
0x240F16C0,
0x241216C2,
0x241516C4,
0x241716C5,
0x241A16C7,
0x241D16C9,
0x241F16CA,
0x242216CC,
0x242516CE,
0x242716CF,
0x242A16D1,
0x242D16D3,
0x243016D5,
0x243216D6,
0x243516D8,
0x243816DA,
0x243A16DB,
0x243D16DD,
0x244016DF,
0x244316E1,
0x244516E2,
0x244816E4,
0x244B16E6,
0x244D16E7,
0x245016E9,
0x245316EB,
0x245616ED,
0x245816EE,
0x245B16F0,
0x245E16F2,
0x246016F3,
0x246316F5,
0x246616F7,
0x246916F9,
0x246B16FA,
0x246E16FC,
0x247116FE,
0x247316FF,
0x24761701,
0x24791703,
0x247B1704,
0x247E1706,
0x24811708,
0x2484170A,
0x2486170B,
0x2489170D,
0x248C170F,
0x248E1710,
0x24911712,
0x24941714,
0x24971716,
0x24991717,
0x249C1719,
0x249F171B,
0x24A1171C,
0x24A4171E,
0x24A71720,
0x24AA1722,
0x24AC1723,
0x24AF1725,
0x24B21727,
0x24B41728,
0x24B7172A,
0x24BA172C,
0x24BD172E,
0x24BF172F,
0x24C21731,
0x24C51733,
0x24C71734,
0x24CA1736,
0x24CD1738,
0x24CF1739,
0x24D2173B,
0x24D5173D,
0x24D8173F,
0x24DA1740,
0x24DD1742,
0x24E01744,
0x24E21745,
0x24E51747,
0x24E81749,
0x24EB174B,
0x24ED174C,
0x24F0174E,
0x24F31750,
0x24F51751,
0x24F81753,
0x24FB1755,
0x24FE1757,
0x25001758,
0x2503175A,
0x2506175C,
0x2508175D,
0x250B175F,
0x250E1761,
0x25101762,
0x25131764,
0x25161766,
0x25191768,
0x251B1769,
0x251E176B,
0x2521176D,
0x2523176E,
0x25261770,
0x25291772,
0x252C1774,
0x252E1775,
0x25311777,
0x25341779,
0x2536177A,
0x2539177C,
0x253C177E,
0x253F1780,
0x25411781,
0x25441783,
0x25471785,
0x25491786,
0x254C1788,
0x254F178A,
0x2552178C,
0x2554178D,
0x2557178F,
0x255A1791,
0x255C1792,
0x255F1794,
0x25621796,
0x25641797,
0x25671799,
0x256A179B,
0x256D179D,
0x256F179E,
0x257217A0,
0x257517A2,
0x257717A3,
0x257A17A5,
0x257D17A7,
0x258017A9,
0x258217AA,
0x258517AC,
0x258817AE,
0x258A17AF,
0x258D17B1,
0x259017B3,
0x259317B5,
0x259517B6,
0x259817B8,
0x259B17BA,
0x259D17BB,
0x25A017BD,
0x25A317BF,
0x25A617C1,
0x25A817C2,
0x25AB17C4,
0x25AE17C6,
0x25B017C7,
0x25B317C9,
0x25B617CB,
0x25B817CC,
0x25BB17CE,
0x25BE17D0,
0x25C117D2,
0x25C317D3,
0x25C617D5,
0x25C917D7,
0x25CB17D8,
0x25CE17DA,
0x25D117DC,
0x25D417DE,
0x25D617DF,
0x25D917E1,
0x25DC17E3,
0x25DE17E4,
0x25E117E6,
0x25E417E8,
0x25E717EA,
0x25E917EB,
0x25EC17ED,
0x25EF17EF,
0x25F117F0,
0x25F417F2,
0x25F717F4,
0x25FA17F6,
0x25FC17F7,
0x25FF17F9,
0x260217FB,
0x260417FC,
0x260717FE,
0x260A1800,
0x260C1801,
0x260F1803,
0x26121805,
0x26151807,
0x26171808,
0x261A180A,
0x261D180C,
0x261F180D,
0x2622180F,
0x26251811,
0x26281813,
0x262A1814,
0x262D1816,
0x26301818,
0x26321819,
0x2635181B,
0x2638181D,
0x263B181F,
0x263D1820,
0x26401822,
0x26431824,
0x26451825,
0x26481827,
0x264B1829,
0x264E182B,
0x2650182C,
0x2653182E,
0x26561830,
0x26581831,
0x265B1833,
0x265E1835,
0x26601836,
0x26631838,
0x2666183A,
0x2669183C,
0x266B183D,
0x266E183F,
0x26711841,
0x26731842,
0x26761844,
0x26791846,
0x267C1848,
0x267E1849,
0x2681184B,
0x2684184D,
0x2686184E,
0x26891850,
0x268C1852,
0x268F1854,
0x26911855,
0x26941857,
0x26971859,
0x2699185A,
0x269C185C,
0x269F185E,
0x26A21860,
0x26A41861,
0x26A71863,
0x26AA1865,
0x26AC1866,
0x26AF1868,
0x26B2186A,
0x26B4186B,
0x26B7186D,
0x26BA186F,
0x26BD1871,
0x26BF1872,
0x26C21874,
0x26C51876,
0x26C71877,
0x26CA1879,
0x26CD187B,
0x26D0187D,
0x26D2187E,
0x26D51880,
0x26D81882,
0x26DA1883,
0x26DD1885,
0x26E01887,
0x26E31889,
0x26E5188A,
0x26E8188C,
0x26EB188E,
0x26ED188F,
0x26F01891,
0x26F31893,
0x26F61895,
0x26F81896,
0x26FB1898,
0x26FE189A,
0x2700189B,
0x2703189D,
0x2706189F,
0x270818A0,
0x270B18A2,
0x270E18A4,
0x271118A6,
0x271318A7,
0x271618A9,
0x271918AB,
0x271B18AC,
0x271E18AE,
0x272118B0,
0x272418B2,
0x272618B3,
0x272918B5,
0x272C18B7,
0x272E18B8,
0x273118BA,
0x273418BC,
0x273718BE,
0x273918BF,
0x273C18C1,
0x273F18C3,
0x274118C4,
0x274418C6,
0x274718C8,
0x274918C9,
0x274C18CB,
0x274F18CD,
0x275218CF,
0x275418D0,
0x275718D2,
0x275A18D4,
0x275C18D5,
0x275F18D7,
0x276218D9,
0x276518DB,
0x276718DC,
0x276A18DE,
0x276D18E0,
0x276F18E1,
0x277218E3,
0x277518E5,
0x277818E7,
0x277A18E8,
0x277D18EA,
0x278018EC,
0x278218ED,
0x278518EF,
0x278818F1,
0x278B18F3,
0x278D18F4,
0x279018F6,
0x279318F8,
0x279518F9,
0x279818FB,
0x279B18FD,
0x279D18FE,
0x27A01900,
0x27A31902,
0x27A61904,
0x27A81905,
0x27AB1907,
0x27AE1909,
0x27B0190A,
0x27B3190C,
0x27B6190E,
0x27B91910,
0x27BB1911,
0x27BE1913,
0x27C11915,
0x27C31916,
0x27C61918,
0x27C9191A,
0x27CC191C,
0x27CE191D,
0x27D1191F,
0x27D41921,
0x27D61922,
0x27D91924,
0x27DC1926,
0x27DF1928,
0x27E11929,
0x27E4192B,
0x27E7192D,
0x27E9192E,
0x27EC1930,
0x27EF1932,
0x27F11933,
0x27F41935,
0x27F71937,
0x27FA1939,
0x27FC193A,
0x27FF193C,
0x2802193E,
0x2804193F,
0x28071941,
0x280A1943,
0x280D1945,
0x280F1946,
0x28121948,
0x2815194A,
0x2817194B,
0x281A194D,
0x281D194F,
0x28201951,
0x28221952,
0x28251954,
0x28281956,
0x282A1957,
0x282D1959,
0x2830195B,
0x2833195D,
0x2835195E,
0x28381960,
0x283B1962,
0x283D1963,
0x28401965,
0x28431967,
0x28451968,
0x2848196A,
0x284B196C,
0x284E196E,
0x2850196F,
0x28531971,
0x28561973,
0x28581974,
0x285B1976,
0x285E1978,
0x2861197A,
0x2863197B,
0x2866197D,
0x2869197F,
0x286B1980,
0x286E1982,
0x28711984,
0x28741986,
0x28761987,
0x28791989,
0x287C198B,
0x287E198C,
0x2881198E,
0x28841990,
0x28871992,
0x28891993,
0x288C1995,
0x288F1997,
0x28911998,
0x2894199A,
0x2897199C,
0x2899199D,
0x289C199F,
0x289F19A1,
0x28A219A3,
0x28A419A4,
0x28A719A6,
0x28AA19A8,
0x28AC19A9,
0x28AF19AB,
0x28B219AD,
0x28B519AF,
0x28B719B0,
0x28BA19B2,
0x28BD19B4,
0x28BF19B5,
0x28C219B7,
0x28C519B9,
0x28C819BB,
0x28CA19BC,
0x28CD19BE,
0x28D019C0,
0x28D219C1,
0x28D519C3,
0x28D819C5,
0x28DB19C7,
0x28DD19C8,
0x28E019CA,
0x28E319CC,
0x28E519CD,
0x28E819CF,
0x28EB19D1,
0x28ED19D2,
0x28F019D4,
0x28F319D6,
0x28F619D8,
0x28F819D9,
0x28FB19DB,
0x28FE19DD,
0x290019DE,
0x290319E0,
0x290619E2,
0x290919E4,
0x290B19E5,
0x290E19E7,
0x291119E9,
0x291319EA,
0x291619EC,
0x291919EE,
0x291C19F0,
0x291E19F1,
0x292119F3,
0x292419F5,
0x292619F6,
0x292919F8,
0x292C19FA,
0x292E19FB,
0x293119FD,
0x293419FF,
0x29371A01,
0x29391A02,
0x293C1A04,
0x293F1A06,
0x29411A07,
0x29441A09,
0x29471A0B,
0x294A1A0D,
0x294C1A0E,
0x294F1A10,
0x29521A12,
0x29541A13,
0x29571A15,
0x295A1A17,
0x295D1A19,
0x295F1A1A,
0x29621A1C,
0x29651A1E,
0x29671A1F,
0x296A1A21,
0x296D1A23,
0x29701A25,
0x29721A26,
0x29751A28,
0x29781A2A,
0x297A1A2B,
0x297D1A2D,
0x29801A2F,
0x29821A30,
0x29851A32,
0x29881A34,
0x298B1A36,
0x298D1A37,
0x29901A39,
0x29931A3B,
0x29951A3C,
0x29981A3E,
0x299B1A40,
0x299E1A42,
0x29A01A43,
0x29A31A45,
0x29A61A47,
0x29A81A48,
0x29AB1A4A,
0x29AE1A4C,
0x29B11A4E,
0x29B31A4F,
0x29B61A51,
0x29B91A53,
0x29BB1A54,
0x29BE1A56,
0x29C11A58,
0x29C41A5A,
0x29C61A5B,
0x29C91A5D,
0x29CC1A5F,
0x29CE1A60,
0x29D11A62,
0x29D41A64,
0x29D61A65,
0x29D91A67,
0x29DC1A69,
0x29DF1A6B,
0x29E11A6C,
0x29E41A6E,
0x29E71A70,
0x29E91A71,
0x29EC1A73,
0x29EF1A75,
0x29F21A77,
0x29F41A78,
0x29F71A7A,
0x29FA1A7C,
0x29FC1A7D,
0x29FF1A7F,
0x2A021A81,
0x2A051A83,
0x2A071A84,
0x2A0A1A86,
0x2A0D1A88,
0x2A0F1A89,
0x2A121A8B,
0x2A151A8D,
0x2A181A8F,
0x2A1A1A90,
0x2A1D1A92,
0x2A201A94,
0x2A221A95,
0x2A251A97,
0x2A281A99,
0x2A2A1A9A,
0x2A2D1A9C,
0x2A301A9E,
0x2A331AA0,
0x2A351AA1,
0x2A381AA3,
0x2A3B1AA5,
0x2A3D1AA6,
0x2A401AA8,
0x2A431AAA,
0x2A461AAC,
0x2A481AAD,
0x2A4B1AAF,
0x2A4E1AB1,
0x2A501AB2,
0x2A531AB4,
0x2A561AB6,
0x2A591AB8,
0x2A5B1AB9,
0x2A5E1ABB,
0x2A611ABD,
0x2A631ABE,
0x2A661AC0,
0x2A691AC2,
0x2A6C1AC4,
0x2A6E1AC5,
0x2A711AC7,
0x2A741AC9,
0x2A761ACA,
0x2A791ACC,
0x2A7C1ACE,
0x2A7E1ACF,
0x2A811AD1,
0x2A841AD3,
0x2A871AD5,
0x2A891AD6,
0x2A8C1AD8,
0x2A8F1ADA,
0x2A911ADB,
0x2A941ADD,
0x2A971ADF,
0x2A9A1AE1,
0x2A9C1AE2,
0x2A9F1AE4,
0x2AA21AE6,
0x2AA41AE7,
0x2AA71AE9,
0x2AAA1AEB,
0x2AAD1AED,
0x2AAF1AEE,
0x2AB21AF0,
0x2AB51AF2,
0x2AB71AF3,
0x2ABA1AF5,
0x2ABD1AF7,
0x2AC01AF9,
0x2AC21AFA,
0x2AC51AFC,
0x2AC81AFE,
0x2ACA1AFF,
0x2ACD1B01,
0x2AD01B03,
0x2AD21B04,
0x2AD51B06,
0x2AD81B08,
0x2ADB1B0A,
0x2ADD1B0B,
0x2AE01B0D,
0x2AE31B0F,
0x2AE51B10,
0x2AE81B12,
0x2AEB1B14,
0x2AEE1B16,
0x2AF01B17,
0x2AF31B19,
0x2AF61B1B,
0x2AF81B1C,
0x2AFB1B1E,
0x2AFE1B20,
0x2B011B22,
0x2B031B23,
0x2B061B25,
0x2B091B27,
0x2B0B1B28,
0x2B0E1B2A,
0x2B111B2C,
0x2B141B2E,
0x2B161B2F,
0x2B191B31,
0x2B1C1B33,
0x2B1E1B34,
0x2B211B36,
0x2B241B38,
0x2B261B39,
0x2B291B3B,
0x2B2C1B3D,
0x2B2F1B3F,
0x2B311B40,
0x2B341B42,
0x2B371B44,
0x2B391B45,
0x2B3C1B47,
0x2B3F1B49,
0x2B421B4B,
0x2B441B4C,
0x2B471B4E,
0x2B4A1B50,
0x2B4C1B51,
0x2B4F1B53,
0x2B521B55,
0x2B551B57,
0x2B571B58,
0x2B5A1B5A,
0x2B5D1B5C,
0x2B5F1B5D,
0x2B621B5F,
0x2B651B61,
0x2B671B62,
0x2B6A1B64,
0x2B6D1B66,
0x2B701B68,
0x2B721B69,
0x2B751B6B,
0x2B781B6D,
0x2B7A1B6E,
0x2B7D1B70,
0x2B801B72,
0x2B831B74,
0x2B851B75,
0x2B881B77,
0x2B8B1B79,
0x2B8D1B7A,
0x2B901B7C,
0x2B931B7E,
0x2B961B80,
0x2B981B81,
0x2B9B1B83,
0x2B9E1B85,
0x2BA01B86,
0x2BA31B88,
0x2BA61B8A,
0x2BA91B8C,
0x2BAB1B8D,
0x2BAE1B8F,
0x2BB11B91,
0x2BB31B92,
0x2BB61B94,
0x2BB91B96,
0x2BBB1B97,
0x2BBE1B99,
0x2BC11B9B,
0x2BC41B9D,
0x2BC61B9E,
0x2BC91BA0,
0x2BCC1BA2,
0x2BCE1BA3,
0x2BD11BA5,
0x2BD41BA7,
0x2BD71BA9,
0x2BD91BAA,
0x2BDC1BAC,
0x2BDF1BAE,
0x2BE11BAF,
0x2BE41BB1,
0x2BE71BB3,
0x2BEA1BB5,
0x2BEC1BB6,
0x2BEF1BB8,
0x2BF21BBA,
0x2BF41BBB,
0x2BF71BBD,
0x2BFA1BBF,
0x2BFD1BC1,
0x2BFF1BC2,
0x2C021BC4,
0x2C051BC6,
0x2C071BC7,
0x2C0A1BC9,
0x2C0D1BCB,
0x2C0F1BCC,
0x2C121BCE,
0x2C151BD0,
0x2C181BD2,
0x2C1A1BD3,
0x2C1D1BD5,
0x2C201BD7,
0x2C221BD8,
0x2C251BDA,
0x2C281BDC,
0x2C2B1BDE,
0x2C2D1BDF,
0x2C301BE1,
0x2C331BE3,
0x2C351BE4,
0x2C381BE6,
0x2C3B1BE8,
0x2C3E1BEA,
0x2C401BEB,
0x2C431BED,
0x2C461BEF,
0x2C481BF0,
0x2C4B1BF2,
0x2C4E1BF4,
0x2C511BF6,
0x2C531BF7,
0x2C561BF9,
0x2C591BFB,
0x2C5B1BFC,
0x2C5E1BFE,
0x2C611C00,
0x2C631C01,
0x2C661C03,
0x2C691C05,
0x2C6C1C07,
0x2C6E1C08,
0x2C711C0A,
0x2C741C0C,
0x2C761C0D,
0x2C791C0F,
0x2C7C1C11,
0x2C7F1C13,
0x2C811C14,
0x2C841C16,
0x2C871C18,
0x2C891C19,
0x2C8C1C1B,
0x2C8F1C1D,
0x2C921C1F,
0x2C941C20,
0x2C971C22,
0x2C9A1C24,
0x2C9C1C25,
0x2C9F1C27,
0x2CA21C29,
0x2CA51C2B,
0x2CA71C2C,
0x2CAA1C2E,
0x2CAD1C30,
0x2CAF1C31,
0x2CB21C33,
0x2CB51C35,
0x2CB71C36,
0x2CBA1C38,
0x2CBD1C3A,
0x2CC01C3C,
0x2CC21C3D,
0x2CC51C3F,
0x2CC81C41,
0x2CCA1C42,
0x2CCD1C44,
0x2CD01C46,
0x2CD31C48,
0x2CD51C49,
0x2CD81C4B,
0x2CDB1C4D,
0x2CDD1C4E,
0x2CE01C50,
0x2CE31C52,
0x2CE61C54,
0x2CE81C55,
0x2CEB1C57,
0x2CEE1C59,
0x2CF01C5A,
0x2CF31C5C,
0x2CF61C5E,
0x2CF91C60,
0x2CFB1C61,
0x2CFE1C63,
0x2D011C65,
0x2D031C66,
0x2D061C68,
0x2D091C6A,
0x2D0B1C6B,
0x2D0E1C6D,
0x2D111C6F,
0x2D141C71,
0x2D161C72,
0x2D191C74,
0x2D1C1C76,
0x2D1E1C77,
0x2D211C79,
0x2D241C7B,
0x2D271C7D,
0x2D291C7E,
0x2D2C1C80,
0x2D2F1C82,
0x2D311C83,
0x2D341C85,
0x2D371C87,
0x2D3A1C89,
0x2D3C1C8A,
0x2D3F1C8C,
0x2D421C8E,
0x2D441C8F,
0x2D471C91,
0x2D4A1C93,
0x2D4C1C94,
0x2D4F1C96,
0x2D521C98,
0x2D551C9A,
0x2D571C9B,
0x2D5A1C9D,
0x2D5D1C9F,
0x2D5F1CA0,
0x2D621CA2,
0x2D651CA4,
0x2D681CA6,
0x2D6A1CA7,
0x2D6D1CA9,
0x2D701CAB,
0x2D721CAC,
0x2D751CAE,
0x2D781CB0,
0x2D7B1CB2,
0x2D7D1CB3,
0x2D801CB5,
0x2D831CB7,
0x2D851CB8,
0x2D881CBA,
0x2D8B1CBC,
0x2D8E1CBE,
0x2D901CBF,
0x2D931CC1,
0x2D961CC3,
0x2D981CC4,
0x2D9B1CC6,
0x2D9E1CC8,
0x2DA01CC9,
0x2DA31CCB,
0x2DA61CCD,
0x2DA91CCF,
0x2DAB1CD0,
0x2DAE1CD2,
0x2DB11CD4,
0x2DB31CD5,
0x2DB61CD7,
0x2DB91CD9,
0x2DBC1CDB,
0x2DBE1CDC,
0x2DC11CDE,
0x2DC41CE0,
0x2DC61CE1,
0x2DC91CE3,
0x2DCC1CE5,
0x2DCF1CE7,
0x2DD11CE8,
0x2DD41CEA,
0x2DD71CEC,
0x2DD91CED,
0x2DDC1CEF,
0x2DDF1CF1,
0x2DE21CF3,
0x2DE41CF4,
0x2DE71CF6,
0x2DEA1CF8,
0x2DEC1CF9,
0x2DEF1CFB,
0x2DF21CFD,
0x2DF41CFE,
0x2DF71D00,
0x2DFA1D02,
0x2DFD1D04,
0x2DFF1D05,
0x2E021D07,
0x2E051D09,
0x2E071D0A,
0x2E0A1D0C,
0x2E0D1D0E,
0x2E101D10,
0x2E121D11,
0x2E151D13,
0x2E181D15,
0x2E1A1D16,
0x2E1D1D18,
0x2E201D1A,
0x2E231D1C,
0x2E251D1D,
0x2E281D1F,
0x2E2B1D21,
0x2E2D1D22,
0x2E301D24,
0x2E331D26,
0x2E361D28,
0x2E381D29,
0x2E3B1D2B,
0x2E3E1D2D,
0x2E401D2E,
0x2E431D30,
0x2E461D32,
0x2E481D33,
0x2E4B1D35,
0x2E4E1D37,
0x2E511D39,
0x2E531D3A,
0x2E561D3C,
0x2E591D3E,
0x2E5B1D3F,
0x2E5E1D41,
0x2E611D43,
0x2E641D45,
0x2E661D46,
0x2E691D48,
0x2E6C1D4A,
0x2E6E1D4B,
0x2E711D4D,
0x2E741D4F,
0x2E771D51,
0x2E791D52,
0x2E7C1D54,
0x2E7F1D56,
0x2E811D57,
0x2E841D59,
0x2E871D5B,
0x2E8A1D5D,
0x2E8C1D5E,
0x2E8F1D60,
0x2E921D62,
0x2E941D63,
0x2E971D65,
0x2E9A1D67,
0x2E9C1D68,
0x2E9F1D6A,
0x2EA21D6C,
0x2EA51D6E,
0x2EA71D6F,
0x2EAA1D71,
0x2EAD1D73,
0x2EAF1D74,
0x2EB21D76,
0x2EB51D78,
0x2EB81D7A,
0x2EBA1D7B,
0x2EBD1D7D,
0x2EC01D7F,
0x2EC21D80,
0x2EC51D82,
0x2EC81D84,
0x2ECB1D86,
0x2ECD1D87,
0x2ED01D89,
0x2ED31D8B,
0x2ED51D8C,
0x2ED81D8E,
0x2EDB1D90,
0x2EDE1D92,
0x2EE01D93,
0x2EE31D95,
0x2EE61D97,
0x2EE81D98,
0x2EEB1D9A,
0x2EEE1D9C,
0x2EF01D9D,
0x2EF31D9F,
0x2EF61DA1,
0x2EF91DA3,
0x2EFB1DA4,
0x2EFE1DA6,
0x2F011DA8,
0x2F031DA9,
0x2F061DAB,
0x2F091DAD,
0x2F0C1DAF,
0x2F0E1DB0,
0x2F111DB2,
0x2F141DB4,
0x2F161DB5,
0x2F191DB7,
0x2F1C1DB9,
0x2F1F1DBB,
0x2F211DBC,
0x2F241DBE,
0x2F271DC0,
0x2F291DC1,
0x2F2C1DC3,
0x2F2F1DC5,
0x2F321DC7,
0x2F341DC8,
0x2F371DCA,
0x2F3A1DCC,
0x2F3C1DCD,
0x2F3F1DCF,
0x2F421DD1,
0x2F441DD2,
0x2F471DD4,
0x2F4A1DD6,
0x2F4D1DD8,
0x2F4F1DD9,
0x2F521DDB,
0x2F551DDD,
0x2F571DDE,
0x2F5A1DE0,
0x2F5D1DE2,
0x2F601DE4,
0x2F621DE5,
0x2F651DE7,
0x2F681DE9,
0x2F6A1DEA,
0x2F6D1DEC,
0x2F701DEE,
0x2F731DF0,
0x2F751DF1,
0x2F781DF3,
0x2F7B1DF5,
0x2F7D1DF6,
0x2F801DF8,
0x2F831DFA,
0x2F851DFB,
0x2F881DFD,
0x2F8B1DFF,
0x2F8E1E01,
0x2F901E02,
0x2F931E04,
0x2F961E06,
0x2F981E07,
0x2F9B1E09,
0x2F9E1E0B,
0x2FA11E0D,
0x2FA31E0E,
0x2FA61E10,
0x2FA91E12,
0x2FAB1E13,
0x2FAE1E15,
0x2FB11E17,
0x2FB41E19,
0x2FB61E1A,
0x2FB91E1C,
0x2FBC1E1E,
0x2FBE1E1F,
0x2FC11E21,
0x2FC41E23,
0x2FC71E25,
0x2FC91E26,
0x2FCC1E28,
0x2FCF1E2A,
0x2FD11E2B,
0x2FD41E2D,
0x2FD71E2F,
0x2FD91E30,
0x2FDC1E32,
0x2FDF1E34,
0x2FE21E36,
0x2FE41E37,
0x2FE71E39,
0x2FEA1E3B,
0x2FEC1E3C,
0x2FEF1E3E,
0x2FF21E40,
0x2FF51E42,
0x2FF71E43,
0x2FFA1E45,
0x2FFD1E47,
0x2FFF1E48,
0x30021E4A,
0x30051E4C,
0x30081E4E,
0x300A1E4F,
0x300D1E51,
0x30101E53,
0x30121E54,
0x30151E56,
0x30181E58,
0x301B1E5A,
0x301D1E5B,
0x30201E5D,
0x30231E5F,
0x30251E60,
0x30281E62,
0x302B1E64,
0x302D1E65,
0x30301E67,
0x30331E69,
0x30361E6B,
0x30381E6C,
0x303B1E6E,
0x303E1E70,
0x30401E71,
0x30431E73,
0x30461E75,
0x30491E77,
0x304B1E78,
0x304E1E7A,
0x30511E7C,
0x30531E7D,
0x30561E7F,
0x30591E81,
0x305C1E83,
0x305E1E84,
0x30611E86,
0x30641E88,
0x30661E89,
0x30691E8B,
0x306C1E8D,
0x306F1E8F,
0x30711E90,
0x30741E92,
0x30771E94,
0x30791E95,
0x307C1E97,
0x307F1E99,
0x30811E9A,
0x30841E9C,
0x30871E9E,
0x308A1EA0,
0x308C1EA1,
0x308F1EA3,
0x30921EA5,
0x30941EA6,
0x30971EA8,
0x309A1EAA,
0x309D1EAC,
0x309F1EAD,
0x30A21EAF,
0x30A51EB1,
0x30A71EB2,
0x30AA1EB4,
0x30AD1EB6,
0x30B01EB8,
0x30B21EB9,
0x30B51EBB,
0x30B81EBD,
0x30BA1EBE,
0x30BD1EC0,
0x30C01EC2,
0x30C31EC4,
0x30C51EC5,
0x30C81EC7,
0x30CB1EC9,
0x30CD1ECA,
0x30D01ECC,
0x30D31ECE,
0x30D51ECF,
0x30D81ED1,
0x30DB1ED3,
0x30DE1ED5,
0x30E01ED6,
0x30E31ED8,
0x30E61EDA,
0x30E81EDB,
0x30EB1EDD,
0x30EE1EDF,
0x30F11EE1,
0x30F31EE2,
0x30F61EE4,
0x30F91EE6,
0x30FB1EE7,
0x30FE1EE9,
0x31011EEB,
0x31041EED,
0x31061EEE,
0x31091EF0,
0x310C1EF2,
0x310E1EF3,
0x31111EF5,
0x31141EF7,
0x31171EF9,
0x31191EFA,
0x311C1EFC,
0x311F1EFE,
0x31211EFF,
0x31241F01,
0x31271F03,
0x31291F04,
0x312C1F06,
0x312F1F08,
0x31321F0A,
0x31341F0B,
0x31371F0D,
0x313A1F0F,
0x313C1F10,
0x313F1F12,
0x31421F14,
0x31451F16,
0x31471F17,
0x314A1F19,
0x314D1F1B,
0x314F1F1C,
0x31521F1E,
0x31551F20,
0x31581F22,
0x315A1F23,
0x315D1F25,
0x31601F27,
0x31621F28,
0x31651F2A,
0x31681F2C,
0x316A1F2D,
0x316D1F2F,
0x31701F31,
0x31731F33,
0x31751F34,
0x31781F36,
0x317B1F38,
0x317D1F39,
0x31801F3B,
0x31831F3D,
0x31861F3F,
0x31881F40,
0x318B1F42,
0x318E1F44,
0x31901F45,
0x31931F47,
0x31961F49,
0x31991F4B,
0x319B1F4C,
0x319E1F4E,
0x31A11F50,
0x31A31F51,
0x31A61F53,
0x31A91F55,
0x31AC1F57,
0x31AE1F58,
0x31B11F5A,
0x31B41F5C,
0x31B61F5D,
0x31B91F5F,
0x31BC1F61,
0x31BE1F62,
0x31C11F64,
0x31C41F66,
0x31C71F68,
0x31C91F69,
0x31CC1F6B,
0x31CF1F6D,
0x31D11F6E,
0x31D41F70,
0x31D71F72,
0x31DA1F74,
0x31DC1F75,
0x31DF1F77,
0x31E21F79,
0x31E41F7A,
0x31E71F7C,
0x31EA1F7E,
0x31ED1F80,
0x31EF1F81,
0x31F21F83,
0x31F51F85,
0x31F71F86,
0x31FA1F88,
0x31FD1F8A,
0x32001F8C,
0x32021F8D,
0x32051F8F,
0x32081F91,
0x320A1F92,
0x320D1F94,
0x32101F96,
0x32121F97,
0x32151F99,
0x32181F9B,
0x321B1F9D,
0x321D1F9E,
0x32201FA0,
0x32231FA2,
0x32251FA3,
0x32281FA5,
0x322B1FA7,
0x322E1FA9,
0x32301FAA,
0x32331FAC,
0x32361FAE,
0x32381FAF,
0x323B1FB1,
0x323E1FB3,
0x32411FB5,
0x32431FB6,
0x32461FB8,
0x32491FBA,
0x324B1FBB,
0x324E1FBD,
0x32511FBF,
0x32541FC1,
0x32561FC2,
0x32591FC4,
0x325C1FC6,
0x325E1FC7,
0x32611FC9,
0x32641FCB,
0x32661FCC,
0x32691FCE,
0x326C1FD0,
0x326F1FD2,
0x32711FD3,
0x32741FD5,
0x32771FD7,
0x32791FD8,
0x327C1FDA,
0x327F1FDC,
0x32821FDE,
0x32841FDF,
0x32871FE1,
0x328A1FE3,
0x328C1FE4,
0x328F1FE6,
0x32921FE8,
0x32951FEA,
0x32971FEB,
0x329A1FED,
0x329D1FEF,
0x329F1FF0,
0x32A21FF2,
0x32A51FF4,
0x32A81FF6,
0x32AA1FF7,
0x32AD1FF9,
0x32B01FFB,
0x32B21FFC,
0x32B51FFE,
0x32B82000,
0x32BA2001,
0x32BD2003,
0x32C02005,
0x32C32007,
0x32C52008,
0x32C8200A,
0x32CB200C,
0x32CD200D,
0x32D0200F,
0x32D32011,
0x32D62013,
0x32D82014,
0x32DB2016,
0x32DE2018,
0x32E02019,
0x32E3201B,
0x32E6201D,
0x32E9201F,
0x32EB2020,
0x32EE2022,
0x32F12024,
0x32F32025,
0x32F62027,
0x32F92029,
0x32FC202B,
0x32FE202C,
0x3301202E,
0x33042030,
0x33062031,
0x33092033,
0x330C2035,
0x330E2036,
0x33112038,
0x3314203A,
0x3317203C,
0x3319203D,
0x331C203F,
0x331F2041,
0x33212042,
0x33242044,
0x33272046,
0x332A2048,
0x332C2049,
0x332F204B,
0x3332204D,
0x3334204E,
0x33372050,
0x333A2052,
0x333D2054,
0x333F2055,
0x33422057,
0x33452059,
0x3347205A,
0x334A205C,
0x334D205E,
0x33502060,
0x33522061,
0x33552063,
0x33582065,
0x335A2066,
0x335D2068,
0x3360206A,
0x3362206B,
0x3365206D,
0x3368206F,
0x336B2071,
0x336D2072,
0x33702074,
0x33732076,
0x33752077,
0x33782079,
0x337B207B,
0x337E207D,
0x3380207E,
0x33832080,
0x33862082,
0x33882083,
0x338B2085,
0x338E2087,
0x33912089,
0x3393208A,
0x3396208C,
0x3399208E,
0x339B208F,
0x339E2091,
0x33A12093,
0x33A32094,
0x33A62096,
0x33A92098,
0x33AC209A,
0x33AE209B,
0x33B1209D,
0x33B4209F,
0x33B620A0,
0x33B920A2,
0x33BC20A4,
0x33BF20A6,
0x33C120A7,
0x33C420A9,
0x33C720AB,
0x33C920AC,
0x33CC20AE,
0x33CF20B0,
0x33D220B2,
0x33D420B3,
0x33D720B5,
0x33DA20B7,
0x33DC20B8,
0x33DF20BA,
0x33E220BC,
0x33E520BE,
0x33E720BF,
0x33EA20C1,
0x33ED20C3,
0x33EF20C4,
0x33F220C6,
0x33F520C8,
0x33F720C9,
0x33FA20CB,
0x33FD20CD,
0x340020CF,
0x340220D0,
0x340520D2,
0x340820D4,
0x340A20D5,
0x340D20D7,
0x341020D9,
0x341320DB,
0x341520DC,
0x341820DE,
0x341B20E0,
0x341D20E1,
0x342020E3,
0x342320E5,
0x342620E7,
0x342820E8,
0x342B20EA,
0x342E20EC,
0x343020ED,
0x343320EF,
0x343620F1,
0x343920F3,
0x343B20F4,
0x343E20F6,
0x344120F8,
0x344320F9,
0x344620FB,
0x344920FD,
0x344B20FE,
0x344E2100,
0x34512102,
0x34542104,
0x34562105,
0x34592107,
0x345C2109,
0x345E210A,
0x3461210C,
0x3464210E,
0x34672110,
0x34692111,
0x346C2113,
0x346F2115,
0x34712116,
0x34742118,
0x3477211A,
0x347A211C,
0x347C211D,
0x347F211F,
0x34822121,
0x34842122,
0x34872124,
0x348A2126,
0x348D2128,
0x348F2129,
0x3492212B,
0x3495212D,
0x3497212E,
0x349A2130,
0x349D2132,
0x349F2133,
0x34A22135,
0x34A52137,
0x34A82139,
0x34AA213A,
0x34AD213C,
0x34B0213E,
0x34B2213F,
0x34B52141,
0x34B82143,
0x34BB2145,
0x34BD2146,
0x34C02148,
0x34C3214A,
0x34C5214B,
0x34C8214D,
0x34CB214F,
0x34CE2151,
0x34D02152,
0x34D32154,
0x34D62156,
0x34D82157,
0x34DB2159,
0x34DE215B,
0x34E1215D,
0x34E3215E,
0x34E62160,
0x34E92162,
0x34EB2163};
int hflag=0;	 // selects which c value to histogram k values
int hflag1=0;	 // selects which c value to histogram j values
unsigned int indmin=0;	 // selects (l,m) value
unsigned int indmax=14;  // Note: Could include different (l,m) values.
unsigned int bypass=1;	 // normally set to 1
unsigned int wflag=1;	 // normally set to 0
unsigned int infin=0;	 // normally set to 0
unsigned int ewrite=1;	 // normally set to 0
unsigned int eowrite=0;  // normally set to 0
unsigned int efact,ofact,x,ncyc[20];
int k,max,temp,order,s[500],t,u,savek,oldk,c,olds,cmax,cmin,delta,locmin,locmax;
unsigned int g,h,i,m,iters,j,count,first,odds,evens,flag,lodds,levens,jump,jcnt;
unsigned int flag0,offset,index,sumtu,total,stu[1000*2],county,countn,countx;
unsigned int histo[100],mincnt,hismin[10],savjmp,second,histoj[100],histom[10];
int lastodd,glomax,usave,tmps,cyccnt,mcount,hcount,icount,lcount,oddsum,oldt,oldu;
unsigned int jumps[500],mflag,attcnt,savind,newhis[100],oldhis[100],histon[20];
unsigned int histoh[200],histoi[100],histox[100],badcnt,badcntu,primary,jmpcnt,tempi;
int glomin,a,badcomp,savet,lastt,evensum,jsum,hsum,compcnt,sum,savec,ksave;
unsigned int firstt,savjump,savcnt,tmpcnt,twojmp,lasthop,jmphop,offset1,jmpsum;
unsigned int twojmp0,twojmp1,twojmp2,twojmp3,glohop,glojmp,tmpjump,histoy[100];
unsigned int histoz[100],histow[200],histov[200],histos[200],offset2,badtucnt;
unsigned int concov[27*3],concove[27*3],histoa[30],histob[30],offset4,offset5;
unsigned int patcnt,cyccntu,cyccntb,histor[100],equcnt,histod[400],offset6;
unsigned int histoe[100],klcount,kl[50*2],kle[50*2],klecount,klp[50*2],klpcount;
unsigned int lamcnt,lamcntc,sumtuc,mintu,maxtu,mintuc,maxtuc;
unsigned int outcnt[200],wrap,histof[200],histodd[400],ii;
unsigned int EM[4],EN[4],sv[2002],A[32],B[32],C[32],D[32],L[32],S[32],em;
unsigned int outkl[1000*2],outklind,cycsav[100*2],cycsavind;
double maxminrat,minmaxrat,maxminratc,minmaxratc;
double lambda,d,dmin,dmax,del,maxdel,mindel,sumrec,tempf,chain,rat,oldchn;
double ratdel,tempg,cap,cam,bp,bm,savchain,maxcmp,mean,std,var,maxdiff;
unsigned int flubs,flubx,pcount,chhist[40],jj,histoo[200];
unsigned int maxt,maxu,mint,minu,sumt,sumu,kk,ut[1000],sumtu1;
double lambdat,lambdau,lambda1,lambda2,lambda3;
unsigned int l1flag,l2flag,l3flag,d1hist[40],d2hist[40],d3hist[40];
int savecp,ksavep,tsave,ttemp;
FILE *Outfp;
Outfp = fopen("out0ci.dat","w");
flubs=0;
flubx=0;
maxdiff=0.0;
pcount=0;
em=32;	// number of words
for (i=0; i<40; i++) {
   chhist[i]=0;
   d1hist[i]=0;
   d2hist[i]=0;
   d3hist[i]=0;
   }
if (eowrite==0) {
   eocount=1;
   }
else {
   for (i=0; i<20; i++)
      ncyc[i]=0;
   }
for (x=0; x<eocount; x++) {
   efact=eofact[2*x];
   ofact=eofact[2*x+1];
   printf("efact=%d, ofact=%d \n",efact,ofact);
   fprintf(Outfp,"efact=%d, ofact=%d \n",efact,ofact);
for (i=0; i<100; i++) {
   histo[i]=0;
   histoj[i]=0;
   newhis[i]=0;
   oldhis[i]=0;
   histoi[i]=0;
   histox[i]=0;
   histoy[i]=0;
   histoz[i]=0;
   histor[i]=0;
   histoe[i]=0;
   }
for (i=0; i<200; i++) {
   histoh[i]=0;
   histow[i]=0;
   histov[i]=0;
   histos[i]=0;
   histof[i]=0;
   histoo[i]=0;
   }
for (i=0; i<10; i++) {
   hismin[i]=0;
   histom[i]=0;
   }
for (i=0; i<20; i++)
   histon[i]=0;
for (i=0; i<27*3; i++) {
   concov[i]=0;
   concove[i]=0;
   }
for (i=0; i<30; i++) {
   histoa[i]=0;
   histob[i]=0;
   }
for (i=0; i<400; i++) {
   histod[i]=0;
   histodd[i]=0;
   }
for (i=0; i<200; i++)
   outcnt[i]=0;
for (i=0; i<1000; i++) {
   outkl[2*i]=0;
   outkl[2*i+1]=0;
   }
outklind=0;
badcnt=0;
badcntu=0;
badtucnt=0;
badcomp=0;
compcnt=0;
cyccntu=0;
cyccntb=0;
equcnt=0;
maxcmp=0.0;
primary=0;
rat=log(3.0)/log(2.0);
ratdel=rat/(rat-1.0);
offset=20;
offset1=60;
offset2=90;
offset4=15;
offset5=20;
offset6=100;
index=0;
maxdel=-1000000.0;
mindel=1000000.0;
maxminrat=0.0;
minmaxrat=1000000000.0;
maxminratc=0.0;
minmaxratc=1000000000.0;
lamcnt=0;
lamcntc=0;
county=0;
countn=0;
countx=0;
cyccnt=0;
mcount=0;
glohop=0;
glojmp=0;
twojmp=0;
twojmp0=0;
twojmp1=0;
twojmp2=0;
twojmp3=0;
jmphop=0;
for (h=0; h<167; h++) {
   c=cval[h];
   iters=size[h];
   if (eowrite==0)
      printf("c=%d \n",c);
   for (i=0; i<50; i++) {
      kl[2*i]=0;
      kl[2*i+1]=0;
      }
   klcount=0;
   for (i=0; i<50; i++) {
      kle[2*i]=0;
      kle[2*i+1]=0;
      }
   klecount=0;
   for (i=0; i<50; i++) {
      klp[2*i]=0;
      klp[2*i+1]=0;
      }
   klpcount=0;
   for (i=0; i<100; i++) {
      cycsav[2*i]=0;
      cycsav[2*i+1]=0;
      }
   cycsavind=0;
   for (i=0; i<iters; i++)
      s[i]=sin[i+index];
//
// compute order (of loop)
//
   sumtu=0;
   sumt=0;
   sumu=0;
   sumtuc=0;
   maxtu=0;
   maxt=0;
   maxu=0;
   mintu=1000000000;
   mint=1000000000;
   minu=1000000000;
   kk=0;
   maxtuc=0;
   mintuc=1000000000;
   total=0;
   olds=0;
   glomax=0;
   glomin=1000000000;
   a=0;
   mflag=0;
   attcnt=0;
   patcnt=0;
   savind=0;
   sumrec=0.0;
   oddsum=0;
   jmpsum=0;
   oldt=0;
   lastt=0;
   firstt=1;
   oldchn=1000000000.0;
   oldu=0;
   evensum=0;
   jsum=0;
   hcount=0;
   for (i=0; i<iters; i++) {
      k=s[i];
      savek=k;
      max=k;
      if (max<0)
	 max=-max;
      levens=0;
      while (k==(k/2)*2) {
	 k=k/2;
	 levens=levens+1;
	 }
      lodds=1;
      for (j=1; j<100000; j++) {
	 k=3*k+c;
	 if ((k&7)==0) {
	    oldk=savek;
	    savek=k;
	    }
	 temp=k;
	 if (temp<0)
	    temp=-temp;
	 if (temp>max)
	    max=temp;
	 while (k==(k/2)*2) {
	    if (k==s[i]) {
	       levens=levens-1;
	       goto bskip;
	       }
	    k=k/2;
	    levens=levens+1;
	    }
	 levens=levens-1;
	 lodds=lodds+1;
	 }
      printf("error: i=%d, s[i]=%d \n",i,s[i]);
      goto zskip;
bskip:
      order=3;
      while (order<max)
	 order=order*2;
      while ((oldk&1)==0)
	 oldk=oldk/2;
      u=oldk;
//
// find odd natural number divisible by 3
//
      k=s[i];
      max=k;
      if (max<0)
	 max=-max;
      while (k!=(k/3)*3) {
	 if (k==(k/2)*2) {
	    if ((k-c)==((k-c)/3)*3) {
	       k=(k-c)/3;
	       temp=k;
	       if (temp<0)
		  temp=-temp;
	       if (temp>max)
		  max=temp;
	       }
	    else {
	       k=k*2;
	       temp=k;
	       if (temp<0)
		  temp=-temp;
	       if (temp>max)
		  max=temp;
	       }
	    }
	 else {
	    k=k*2;
	    temp=k;
	    if (temp<0)
	       temp=-temp;
	    if (temp>max)
	       max=temp;
	    }
	 }
//
// include even natural numbers to the left of the odd natural number divisible
// by 3
//
      t=k;
      jump=1;
      flag0=3;
      if ((3*t+c)==s[i]) {
	 jump=0;
	 flag0=0;
	 }
      temp=t-u;
      m=0;
      jcnt=0;
      while ((temp&1)==0) {
	 m=m+1;
	 temp=temp/2;
	 }
      while (order<max)
	 order=order*2;
      temp=k;
      if (temp<0)
	 temp=-temp;
      while (temp<(order/2)) {
	 temp=temp*2;
	 k=k*2;
	 }
//
// compute sequence
//
      hsum=0;
      count=1;
      first=1;
      while (k==(k/2)*2) {
	 k=k/2;
	 count=count+1;
	 }
      evens=count-1;
      odds=1;
      for (j=1; j<10000; j++) {
	 k=3*k+c;
	 count=count+1;
	 if (first==0) {
	    if (((k&3)==0)&&((k&7)!=0))
	       hsum=hsum+1;
	    }
	 flag=0;
	 while (k==(k/2)*2) {
	    if (k==s[i]) {
	       if (first==1)
		  first=0;
	       else
		  goto askip;
	       }
	    k=k/2;
	    count=count+1;
	    flag=flag+1;
	    }
	 if (first==1) {
	    evens=evens+(flag-1);
	    odds=odds+1;
	    if (flag==2) {
	       jcnt=jcnt+1;
	       if ((3*k+c)==s[i])
		  flag0=1;
	       }
	    }
	 }
      printf("error \n");
      goto zskip;
askip:
      if ((jcnt==1)&&(flag0==1))
	 jump=1;
      if ((jcnt>1)&&(flag0==1))
	 jump=2;
      if ((jcnt>0)&&(flag0==0))
	 jump=3;
      if (flag0==3)
	 jump=3;
      jumps[i]=jump;
      attcnt=attcnt+1;
//
// check order of jump types for primary, secondary, tertiary, etc.
//
      if ((4*s[i])!=olds) {
	 tmpjump=jump;
	 if (jump==3) {
	    printf("error: primary jumped-over attachment point \n");
	    goto zskip;
	    }
	 }
      else {
	 if (tmpjump==0) {
	    if (jump!=3) {
	       printf("error: incorrect order \n");
	       fprintf(Outfp,"error: incorrect order \n");
	       goto zskip;
	       }
	    }
	 if (tmpjump==3) {
	    if ((jump!=1)&&(jump!=2)) {
	       printf("error: incorrect order \n");
	       fprintf(Outfp,"error: incorrect order \n");
	       goto zskip;
	       }
	    }
	 if ((tmpjump==1)||(tmpjump==2)) {
	    if (jump!=0) {
	       printf("error: incorrect order \n");
	       fprintf(Outfp,"error: incorrect order \n");
	       goto zskip;
	       }
	    }
	 tmpjump=jump;
	 }
//
// check hops in multiple-jumps
//
      jmpcnt=0;
      if (jump==2) {
	 first=0;
	 second=0;
	 flag0=0;
	 k=t;
	 if (((3*k+c)&3)==0) {	      // check for hop
	    first=1;		      // hop count
	    lasthop=1;		      // set last hop flag
	    }
	 else {
	    second=1;		      // jump count
	    flag0=1;		      // set first jump flag
	    lasthop=0;
	    }
	 while ((3*k+c)!=s[i]) {
	    k=k+c;
	    tmpcnt=0;
	    while ((k&1)==0) {
	       k=k/2;
	       tmpcnt=tmpcnt+1;
	       }
	    for (j=0; j<tmpcnt; j++)
	       k=k*3;
	    k=(k-c)/2;
	    if ((((3*k+c)&3)==0)&&((3*k+c)!=s[i])) {  // check for hop
	       first=first+1;	      // increment hop count
	       lasthop=1;	      // set last hop flag
	       }
	    if ((((3*k+c)&3)!=0)&&((3*k+c)!=s[i])) {  // check for jump
	       second=second+1;       // increment jump count
	       lasthop=0;
	       }
	    jmpcnt=jmpcnt+1;
	    }
	 if ((flag0==0)&&(second>0)&&(lasthop==1)) {  // first and last are hops
	    if (wflag==5) {
	       printf("warning: non-adjacent hops, c=%d, s=%d \n",c,s[i]);
	       fprintf(Outfp,"warning: non-adjacent hops, c=%d, s=%d \n",c,s[i]);
	       }
	    jmphop=jmphop+1;
	    }
	 if ((flag0==1)&&(first>0)&&(lasthop==0)) {  // first and last are jumps
	    if (wflag==5) {
	       printf("warning: non-adjacent jumps, c=%d, s=%d \n",c,s[i]);
	       fprintf(Outfp,"warning: non-adjacent jumps, c=%d, s=%d \n",c,s[i]);
	       }
	    jmphop=jmphop+1;
	    }
	 glohop=glohop+first;	     // total number of hops
	 glojmp=glojmp+second;	     // total number of jumps
	 if (jmpcnt==2) {
	    twojmp=twojmp+1;	     // total number of two-"jumps"
	    if (first==2)
	       twojmp0=twojmp0+1;
	    if ((first==1)&&(second==1)) {
	       if (lasthop==1)
		  twojmp1=twojmp1+1;
	       else
		  twojmp2=twojmp2+1;
	       }
	    if (second==2)
	       twojmp3=twojmp3+1;
	    }
	 mcount=mcount+1;
	 }
//
// check chain (t values)
//
      if ((4*s[i])!=olds) {
	 temp=t+c;
	 if (temp<0)
	    temp=-temp;
	 chain=(double)temp;
	 temp=s[i];
	 if (temp<0)
	    temp=-temp;
	 while ((temp&1)==0)	 // next u value
	    temp=temp/2;
	 chain=rat*log(chain);
	 chain=exp(chain);
	 if (jump==1)
	    chain=chain*2.0;
	 if (jump==2)
	    chain=chain*(double)(1<<jmpcnt);
	 if (chain<(double)temp) {
	    if ((wflag!=2)&&(eowrite==0)) {
	       printf("error:  bad t-u chain, c=%d, t=%d, u=%d, jump=%d, count=%d \n",c,t,temp,jump,jmpcnt);
	       fprintf(Outfp,"error:  bad t-u chain, c=%d, t=%d, u=%d, jump=%d, count=%d \n",c,t,temp,jump,jmpcnt);
	       }
	    badtucnt=badtucnt+1;
	    }
	 if (chain<(double)oldt) {
	    if ((wflag!=2)&&(eowrite==0)) {
	       printf("error: bad chain, c=%d \n",c);
	       printf("chain=%e, oldt=%d, t=%d, jump=%d, count=%d, s=%d \n",chain,oldt,t,jump,jmpcnt,s[i]);
	       fprintf(Outfp,"error: bad chain, c=%d \n",c);
	       fprintf(Outfp,"chain=%e, oldt=%d, t=%d, jump=%d, count=%d, s=%d \n",chain,oldt,t,jump,jmpcnt,s[i]);
	       }
	    badcnt=badcnt+1;
	    }
	 oldt=t;
	 if (oldt<0)
	    oldt=-oldt;
	 if (firstt==1) {
	    savchain=chain;
	    savet=t;
	    savjump=jump;
	    savcnt=jmpcnt;
	    firstt=0;
	    }
	 }
//
// check for powers of 2
//
      if (((4*s[i])!=olds)&&(jump==2)&&(jmpcnt==2)) {
	 temp=t;
	 temp=temp+c;
	 if (temp<0)
	    temp=-temp;
	 while ((temp&1)==0)
	    temp=temp/2;
	 if ((wflag==3)&&(temp==1)) {
	    printf("power of two:  c=%d, u=%d, t=%d, s=%d \n",c,u,t,s[i]);
	    fprintf(Outfp,"power of two:  c=%d, u=%d, t=%d, s=%d \n",c,u,t,s[i]);
	    }
	 if (chain<(double)lastt) {
	    printf("error: bad chain, chain=%e, lastt=%d \n",chain,lastt);
	    fprintf(Outfp,"error: bad chain, chain=%e, lastt=%d \n",chain,lastt);
	    goto zskip;
	    }
	 }
      lastt=t;
      if (lastt<0)
	 lastt=-lastt;
//
// count hops up until attachment point
//
      if ((4*s[i])!=olds) {
	 icount=0;
	 k=u;
	 k=3*k+c;
	 while (k!=(4*s[i])) {
	    if ((k&3)==0) {
	       icount=icount+1;
	       k=k/4;
	       }
	    else
	       k=k/2;
	    k=3*k+c;
	    }
//
	 lcount=1;
	 k=s[i];
	 while ((k&1)==0) {
	    lcount=lcount+1;
	    k=k/2;
	    }
	 delta=odds+icount-lcount;
	 if (jump==1) {
	    delta=delta-1;
	    jmpsum=jmpsum+1;
	    }
	 if (jump==2) {
	    delta=delta-jmpcnt;
	    jmpsum=jmpsum+jmpcnt;
	    }
	 if ((delta<-10)&&(wflag==0)) {
	    printf("warning: delta less than -10 \n");
	    printf("lcount=%d, icount=%d, delta=%d \n",lcount,icount,odds+icount-lcount);
	    fprintf(Outfp,"warning: delta less than -2 \n");
	    fprintf(Outfp,"lcount=%d, icount=%d, delta=%d \n",lcount,icount,odds+icount-lcount);
	    }
	 delta=delta+offset;
	 if (delta<0) {
	    printf("error: offset not big enough \n");
	    goto zskip;
	    }
	 if (delta>99) {
	    printf("error: histogram array not big enough \n");
	    goto zskip;
	    }
	 histoi[delta]=histoi[delta]+1;
//
	 delta=(int)m-lcount+icount;
	 if (jump==1)
	    delta=delta-1;
	 if (jump==2)
	    delta=delta-jmpcnt;
	 delta=delta+offset;
	 if (delta<0) {
	    printf("error: offset not big enough \n");
	    goto zskip;
	    }
	 if (delta>99) {
	    printf("error: histogram array not big enough \n");
	    goto zskip;
	    }
	 histox[delta]=histox[delta]+1;
//
	 if (((c==hflag1)&&(cflag[index+i]>=indmin)&&(cflag[index+i]<=indmax))||(hflag1==0)) {
	    delta=(int)m-lcount;
	    delta=delta+offset;
	    if (delta<0) {
	       printf("error: offset not big enough \n");
	       goto zskip;
	       }
	    if (delta>99) {
	       printf("error: histogram array not big enough \n");
	       goto zskip;
	       }
	    histoy[delta]=histoy[delta]+1;
	    }
//
	 delta=icount;
	 if (jump==1)
	    delta=delta-1;
	 if (jump==2)
	    delta=delta-jmpcnt;
	 delta=delta+offset;
	 if (delta<0) {
	    printf("error: offset not big enough \n");
	    goto zskip;
	    }
	 if (delta>99) {
	    printf("error: histogram array not big enough \n");
	    goto zskip;
	    }
	 histoz[delta]=histoz[delta]+1;
//
	 delta=odds-lcount;
	 delta=delta+offset;
	 if (delta<0) {
	    printf("error: offset not big enough \n");
	    goto zskip;
	    }
	 if (delta>99) {
	    printf("error: histogram array not big enough \n");
	    goto zskip;
	    }
	 histor[delta]=histor[delta]+1;
	 }
//
      k=(int)odds-(int)m;
      if (wflag==0) {
	 printf("c=%d, s=%d, o=%d, t=%d, u=%d, e=%d, o=%d, e=%d, o=%d, jump=%d, j=%d, d=%d \n",c,s[i],order,t,u,evens,odds,levens,lodds,jump,m,k);
	 fprintf(Outfp,"c=%d, s=%d, o=%d, t=%d, u=%d, e=%d, o=%d, e=%d, o=%d, jump=%d, j=%d, d=%d \n",c,s[i],order,t,u,evens,odds,levens,lodds,jump,m,k);
	 if (evens<odds) {
	    printf("warning: even count less than odd count \n");
	    fprintf(Outfp,"warning: even count less than odd count \n");
	    }
	 }
//
// continued-fraction convergents
//
      for (tempi=0; tempi<27; tempi++) {
	 if ((conv[2*tempi]==(levens+lodds))&&(conv[2*tempi+1]==lodds)) {
	    if ((concov[3*tempi]==0)||(concov[3*tempi]==(unsigned int)c))
	       concov[3*tempi]=c;
	    else {
	       if ((concov[3*tempi+1]==0)||(concov[3*tempi+1]==(unsigned int)c))
		  concov[3*tempi+1]=c;
	       else
		  concov[3*tempi+2]=c;
	       }
	    }
	 if (conv[2*tempi+1]>lodds)
	    break;
	 }
//
      for (tempi=0; tempi<27; tempi++) {
	 if ((conv[2*tempi+1]==levens)&&(conv[2*tempi+1]==lodds)) {
	    if ((concove[3*tempi]==0)||(concove[3*tempi]==(unsigned int)c))
	       concove[3*tempi]=c;
	    else {
	       if ((concove[3*tempi+1]==0)||(concove[3*tempi+1]==(unsigned int)c))
		  concove[3*tempi+1]=c;
	       else
		  concove[3*tempi+2]=c;
	       }
	    if ((4*s[i])!=olds) {
	       delta=(int)m-lcount;
	       delta=delta+offset4;
	       if (delta<0) {
		  printf("array not big enough, delta=%d \n",delta);
		  goto zskip;
		  }
	       if (delta>29) {
		  printf("array not big enough, delta=%d \n",delta);
		  goto zskip;
		  }
	       histoa[delta]=histoa[delta]+1;
	       }
	    }
	 if (conv[2*tempi+1]>lodds)
	    break;
	 }
//
// total odds and evens
//
      if ((4*s[i])!=olds) {
	 oddsum=oddsum+odds;
	 evensum=evensum+lcount;
	 jsum=jsum+m;
	 hcount=hcount+icount;
	 patcnt=patcnt+1;
	 }
//
// compute sum of reciprocals
//
      if ((4*s[i])!=olds) {
	 temp=t;
	 if (temp<0)
	    temp=-temp;
	 sumrec=sumrec+(1.0/(double)temp);
	 temp=u;
	 if (temp<0)
	    temp=-temp;
	 sumrec=sumrec+(1.0/(double)temp);
	 primary=primary+1;
	 }
//
// check chain (u values)
//
      if ((4*s[i])!=olds) {
	 temp=u;
	 if (temp<0)
	    temp=-temp;
	 if (oldchn<(double)temp) {
	    if ((wflag!=2)&&(eowrite==0)) {
	       printf("error: bad chain, c=%d \n",c);
	       printf("chain=%e, u=%d, old u=%d, jump=%d, s=%d  \n",oldchn,u,oldu,jump,s[i]);
	       fprintf(Outfp,"error: bad chain, c=%d \n",c);
	       fprintf(Outfp,"chain=%e, u=%d, old u=%d, jump=%d, s=%d \n",oldchn,u,oldu,jump,s[i]);
	       }
	    badcntu=badcntu+1;
	    }
	 temp=u+c;
	 if (temp<0)
	    temp=-temp;
	 oldchn=(double)temp;
	 oldchn=rat*log(oldchn);
	 oldchn=exp(oldchn);
	 oldu=u;
	 }
//
// check j values for no-jumps
//
      if (jump==0) {
	 if ((m>10)&&(wflag==0)) {
	    printf("warning: no-jump with j>10 \n");
	    fprintf(Outfp,"warning: no-jump with j>10 \n");
	    }
	 if (((c==hflag)&&(cflag[index+i]>=indmin)&&(cflag[index+i]<=indmax))||(hflag==0)) {
	    if ((4*s[i])!=olds) {
	       if (m>19) {
		  printf("histogram array not big enough \n");
		  goto zskip;
		  }
	       histon[m]=histon[m]+1;
	       }
	    }
	 }
//
// check j values for multiple-jumps
//
      if (jump==2) {
	 if ((m>3)&&(wflag==0)) {
	    printf("warning: multiple-jump with j>3 \n");
	    fprintf(Outfp,"warning: multiple-jump with j>3 \n");
	    }
	 if ((4*s[i])!=olds) {
	    if (m>9) {
	       printf("histogram array not big enough \n");
	       goto zskip;
	       }
	    histom[m]=histom[m]+1;
	    }
	 }
//
// histogram k values
//
      if (((c==hflag)&&(cflag[index+i]>=indmin)&&(cflag[index+i]<=indmax))||(hflag==0)) {
	 if ((jump==1)&&((4*s[i])!=olds)) {
	    delta=k+offset;
	    if (delta<0) {
	       printf("error: offset not big enough \n");
	       goto zskip;
	       }
	    if (delta>99) {
	       printf("error: histogram array not big enough \n");
	       goto zskip;
	       }
	    histoj[delta]=histoj[delta]+1;
	    }
	 }
//
// histogram evens minus odds
//
      if (jump==1) {
	 delta=(int)evens-(int)odds;
	 delta=delta+offset;
	 if (delta<0) {
	    printf("error: offset not big enough \n");
	    goto zskip;
	    }
	 if (delta>99) {
	    printf("error: histogram array not big enough \n");
	    goto zskip;
	    }
	 histo[delta]=histo[delta]+1;
	 }
//
// find minimum t or u
//
      if ((4*s[i])!=olds) {
	 temp=t;
	 if (temp<0)
	    temp=-temp;
	 if (temp<glomin)
	    glomin=temp;
	 temp=u;
	 if (temp<0)
	    temp=-temp;
	 if (temp<glomin)
	    glomin=temp;
	 a=a+1;
	 }
//
// find local maximum and minimum
//
      k=u;
      locmin=k;
      if (locmin<0)
	 locmin=-locmin;
      locmax=locmin;
      lastodd=locmax;
      k=3*k+c;
      while ((k&7)!=0) {
	 while ((k&1)==0) {
	    k=k/2;
	    }
	 delta=k;
	 if (delta<0)
	    delta=-delta;
	 if (delta<locmin)
	    locmin=delta;
	 if (delta>locmax)
	    locmax=delta;
	 lastodd=delta;
	 k=3*k+c;
	 }
      if ((4*s[i])!=olds) {	   // check if primary
	 if ((lastodd!=locmax)&&(jump==2)) {
	    printf("error: no-jump with local maximum at attachment point \n");
	    printf("locmin=%d, locmax=%d, lastodd=%d \n",locmin,locmax,lastodd);
	    fprintf(Outfp,"error: no-jump with local maximum at attachment point \n");
	    goto zskip;
	    }
	 if (lastodd!=locmax) {
	    if (jump==0)
	       county=county+1;
	    if (jump==1) {
	       countn=countn+1;
	       if (((c==hflag)&&(cflag[index+i]>=indmin)&&(cflag[index+i]<=indmax))||(hflag==0)) {
		  delta=(int)odds-(int)m;
		  delta=delta+offset;
		  if (delta<0) {
		     printf("array not big enough \n");
		     goto zskip;
		     }
		  if (delta>99) {
		     printf("array not big enough \n");
		     goto zskip;
		     }
		  newhis[delta]=newhis[delta]+1;
		  }
	       }
	    if (jump==3)
	       countx=countx+1;
	    }
	 }
      if ((4*s[i])!=olds) {
	 if (locmax>glomax) {
	    glomax=locmax;
	    usave=u;
	    tsave=t;
	    savjmp=jump;
	    }
	 }
//
// check local minimum
//
      if ((jump==1)&&((4*s[i])!=olds)) {
	 mincnt=0;
	 k=u;
	 delta=k;
	 if (delta<0)
	    delta=-delta;
	 if (delta==locmin) {
	    hismin[0]=hismin[0]+1;
	    goto yskip;
	    }
	 while (delta!=locmin) {
	    k=3*k+c;
	    if ((k&3)!=0) {
	       hismin[9]=hismin[9]+1;
	       delta=(int)odds-(int)m;
	       delta=delta+offset;
	       if (delta<0) {
		  printf("array not big enough \n");
		  goto zskip;
		  }
	       if (delta>99) {
		  printf("array not big enough \n");
		  goto zskip;
		  }
	       histoe[delta]=histoe[delta]+1;
	       if (bypass==0)
		  goto pskip;
	       else
		  goto yskip;
	       }
	    k=k/4;
	    delta=k;
	    if (delta<0)
	       delta=-delta;
	    mincnt=mincnt+1;
	    }
	 if (mincnt>8) {
	    printf("error: array not big enough \n");
	    goto zskip;
	    }
	 hismin[mincnt]=hismin[mincnt]+1;
pskip:	 if (((c==hflag)&&(cflag[index+i]>=indmin)&&(cflag[index+i]<=indmax))||(hflag==0)) {
	    delta=(int)odds-(int)m;
	    delta=delta+offset;
	    if (delta<0) {
	       printf("array not big enough \n");
	       goto zskip;
	       }
	    if (delta>99) {
	       printf("array not big enough \n");
	       goto zskip;
	       }
	    oldhis[delta]=oldhis[delta]+1;
	    }
	 }
//
// check multiple-jumps
//
yskip:
      if ((jump==2)&&((4*s[i])!=olds)) {
	 k=u;
	 k=3*k+c;
	 while ((k&7)!=0) {
	    if ((k&3)==0) {
	       printf("error: not one jump from u \n");
	       fprintf(Outfp,"error: not one jump from u \n");
	       goto zskip;
	       }
	    k=k/2;
	    k=3*k+c;
	    }
	 }
//
// check if primary multiple-jumps are preceded by no-jumps
// Note:  Only last primary multiple-jump checked.
//
      if ((jump==2)&&((4*s[i])!=olds)) {
	 k=u*2;
	 if ((((k-c)/3)*3)!=(k-c))
	    k=k*2;
	 tmps=k;
	 mflag=1;
	 }
//
// compute domain
//
      if ((4*s[i])!=olds) {
	 k=t;
	 if (k<0)
	    k=-k;
	 if ((unsigned int)k>maxtu)
	    maxtu=k;
	 if ((unsigned int)k<mintu)
	    mintu=k;
	 sumtu=sumtu+k;
	 sumt=sumt+k;
	 ut[kk]=k;
	 kk=kk+1;
	 if (kk>998) {
	    printf("array not big enough \n");
	    goto zskip;
	    }
	 stu[2*total]=k;
	 k=u;
	 if (k<0)
	    k=-k;
	 if ((unsigned int)k>maxtu)
	    maxtu=k;
	 if ((unsigned int)k<mintu)
	    mintu=k;
	 sumtu=sumtu+k;
	 sumu=sumu+k;
	 ut[kk]=k;
	 kk=kk+1;
	 stu[2*total+1]=k;
//
	 k=t+c;
	 if (k<0)
	    k=-k;
	 if ((unsigned int)k>maxtuc)
	    maxtuc=k;
	 if ((unsigned int)k<mintuc)
	    mintuc=k;
	 sumtuc=sumtuc+k;
	 k=u+c;
	 if (k<0)
	    k=-k;
	 if ((unsigned int)k>maxtuc)
	    maxtuc=k;
	 if ((unsigned int)k<mintuc)
	    mintuc=k;
	 sumtuc=sumtuc+k;
	 total=total+1;
	 if (total>1000) {
	    printf("output array too small \n");
	    goto zskip;
	    }
	 }
//
// check for new cycle
//
      if ((cflag[index+i]!=cflag[index+i+1])||(i==(iters-1))) {
//
//   check for K1=K2, but L1!=L2
//
	 for (tempi=0; tempi<klcount; tempi++) {
	    if ((kl[2*tempi]==lodds)&&(kl[2*tempi+1]==levens))
	       goto qskip;
	    if ((kl[2*tempi]==lodds)&&(kl[2*tempi+1]!=levens)) {
	       if (ewrite==1) {
		  printf("warning o: c=%d, L1=%d, K1=%d, L2=%d, K2=%d \n",c,levens,lodds,kl[2*tempi+1],kl[2*tempi]);
		  fprintf(Outfp,"warning o: c=%d, L1=%d, K1=%d, L2=%d, K2=%d \n",c,levens,lodds,kl[2*tempi+1],kl[2*tempi]);
		  }
	       }
	    }
	 kl[2*klcount]=lodds;
	 kl[2*klcount+1]=levens;
	 klcount=klcount+1;
	 if (klcount==50) {
	    printf("array not big enough \n");
	    goto zskip;
	    }
//
//   check for L1=L2, but K1!=K2
//
qskip:	 for (tempi=0; tempi<klecount; tempi++) {
	    if ((kle[2*tempi]==lodds)&&(kle[2*tempi+1]==levens))
	       goto sskip;
	    if ((kle[2*tempi]!=lodds)&&(kle[2*tempi+1]==levens)) {
	       if (ewrite==1) {
		  printf("warning e: c=%d, L1=%d, K1=%d, L2=%d, K2=%d \n",c,levens,lodds,kle[2*tempi+1],kle[2*tempi]);
		  fprintf(Outfp,"warning e: c=%d, L1=%d, K1=%d, L2=%d, K2=%d \n",c,levens,lodds,kle[2*tempi+1],kle[2*tempi]);
		  }
	       }
	    }
	 kle[2*klecount]=lodds;
	 kle[2*klecount+1]=levens;
	 klecount=klecount+1;
	 if (klecount==50) {
	    printf("array not big enough \n");
	    goto zskip;
	    }
//
//   check for K1+L1=K2+L2, but K1!=K2
//
sskip:	 if ((ewrite==1)&&(i==(iters-1))) {
	    printf("c=%d, cycles=%d \n",c,klcount);
	    fprintf(Outfp,"c=%d, cycles=%d \n",c,klcount);
	    if (klcount<20) {
	       ncyc[klcount]=ncyc[klcount]+1;
	       }
	    else {
	       printf("error: array not big enough \n");
	       goto zskip;
	       }
	    }
	 for (tempi=0; tempi<klpcount; tempi++) {
	    if ((klp[2*tempi]==lodds)&&(klp[2*tempi+1]==levens))
	       goto rskip;
	    if ((klp[2*tempi]!=lodds)&&((klp[2*tempi+1]*efact+klp[2*tempi]*ofact)==(levens*efact+lodds*ofact))) {
	       if (eowrite==1) {
		  printf("warning p: c=%d, L1=%d, K1=%d, L2=%d, K2=%d \n",c,levens,lodds,klp[2*tempi+1],klp[2*tempi]);
		  fprintf(Outfp,"warning p: c=%d, L1=%d, K1=%d, L2=%d, K2=%d \n",c,levens,lodds,klp[2*tempi+1],klp[2*tempi]);
		  }
	       }
	    }
	 klp[2*klpcount]=lodds;
	 klp[2*klpcount+1]=levens;
	 klpcount=klpcount+1;
	 if (klpcount==50) {
	    printf("array not big enough \n");
	    goto zskip;
	    }
rskip:	 for (tempi=0; tempi<cycsavind; tempi++) {
	    if ((cycsav[2*tempi]==levens)&&(cycsav[2*tempi+1]==lodds))
	       goto rjump;
	    }
	 cycsav[2*cycsavind]=levens;
	 cycsav[2*cycsavind+1]=lodds;
	 cycsavind=cycsavind+1;
//
// check maximum, minimum, and average
//
rjump:	 lambda=(double)sumtu/(double)(total*2);
	 lambdat=(double)sumt/(double)total;
	 lambdau=(double)sumu/(double)total;
	 if (total>1) {
	    sumtu1=0;
	    kk=0;
	    for (g=0; g<total*2; g++) {
	       if ((double)ut[g]<=lambda) {
		  sumtu1=sumtu1+ut[g];
		  kk=kk+1;
		  }
	       }
	    if (kk==0) {
	       printf("error 1: kk=0, c=%d, e=%d, o=%d, a=%d \n",c,levens,lodds,total);
	       fprintf(Outfp,"error 1: kk=0, c=%d, e=%d, o=%d, a=%d \n",c,levens,lodds,total);
	       goto zskip;
	       }
	    l1flag=kk;
	    lambda1=(double)sumtu1/(double)kk;
	    if (kk==1) {
	       lambda2=10000000000.0;
	       lambda3=10000000000.0;
	       goto ejump;
	       }
	    }
	 if (total>2) {
	    sumtu1=0;
	    kk=0;
	    for (g=0; g<total*2; g++) {
	       if ((double)ut[g]<=lambda1) {
		  sumtu1=sumtu1+ut[g];
		  kk=kk+1;
		  }
	       }
	    if (kk==0) {
	       printf("error 2: kk=0, c=%d, e=%d, o=%d, a=%d \n",c,levens,lodds,total);
	       fprintf(Outfp,"error 2: kk=0, c=%d, e=%d, o=%d, a=%d \n",c,levens,lodds,total);
	       goto zskip;
	       }
	    l2flag=kk;
	    lambda2=(double)sumtu1/(double)kk;
	    if (kk==1) {
	       lambda3=10000000000.0;
	       goto ejump;
	       }
	    }
	 if (total>3) {
	    sumtu1=0;
	    kk=0;
	    for (g=0; g<total*2; g++) {
	       if ((double)ut[g]<=lambda2) {
		  sumtu1=sumtu1+ut[g];
		  kk=kk+1;
		  }
	       }
	    if (kk==0) {
	       printf("error 3: kk=0, c=%d, e=%d, o=%d, a=%d \n",c,levens,lodds,total);
	       fprintf(Outfp,"error 3: kk=0, c=%d, e=%d, o=%d, a=%d \n",c,levens,lodds,total);
	       goto zskip;
	       }
	    l3flag=kk;
	    lambda3=(double)sumtu1/(double)kk;
	    }
//
// check M and N for parity vector p
//
ejump:	 if (lodds>levens) {
	    for (g=0; g<5000; g++) {
	       if (((levens+lodds)==(ln[g]>>16))&&(lodds==(ln[g]&0xffff))) {
		  pcount=pcount+1;
		  g=halbhung(levens+lodds,lodds,EM,EN,sv,A,B,C,D,L,S,em);
		  if (g!=0) {
		     printf("error: N can't be computed \n");
		     fprintf(Outfp,"error: N can't be computed \n");
		     goto qjump;
		     }
		  d=(double)EN[3]*(double)c/4.0/6.0;
		  if (d>(double)maxtu) {
		     printf("error 1: lambda=%e, max=%d, min=%d, evens=%d, odds=%d, M=%e, N=%e \n",lambda,maxtu,mintu,levens,lodds,(double)(c*EM[3])/4.0,(double)(c*EN[3])/4.0);
		     fprintf(Outfp,"error 2: lambda=%e, max=%d, min=%d, evens=%d, odds=%d, M=%e, N=%e \n",lambda,maxtu,mintu,levens,lodds,(double)(c*EM[3])/4.0,(double)(c*EN[3])/4.0);
		     goto zskip;
		     }
		  d=d*2.0;
		  if ((d>(double)maxtu)&&(total!=1)) {
		     printf("error 1: lambda=%e, max=%d, min=%d, evens=%d, odds=%d, M=%e, N=%e \n",lambda,maxtu,mintu,levens,lodds,(double)(c*EM[3])/4.0,(double)(c*EN[3])/4.0);
		     fprintf(Outfp,"error 2: lambda=%e, max=%d, min=%d, evens=%d, odds=%d, M=%e, N=%e \n",lambda,maxtu,mintu,levens,lodds,(double)(c*EM[3])/4.0,(double)(c*EN[3])/4.0);
		     goto zskip;
		     }
		  d=(double)EM[3]*(double)c/2.0;
		  if (d<(double)mintu) {
		     printf("error 2: lambda=%e, max=%d, min=%d, evens=%d, odds=%d, M=%e, N=%e \n",lambda,maxtu,mintu,levens,lodds,(double)(c*EM[3])/4.0,(double)(c*EN[3])/4.0);
		     fprintf(Outfp,"error 3: lambda=%e, max=%d, min=%d, evens=%d, odds=%d, M=%e, N=%e \n",lambda,maxtu,mintu,levens,lodds,(double)(c*EM[3])/4.0,(double)(c*EN[3])/4.0);
		     goto zskip;
		     }
		  break;
		  }
	       if (lodds<(ln[g]&0xffff))
		  break;
	       }
	    }
//
//  check maxtu/lambda, delta power=a+1
//
qjump:	 d=log(3)/log(2);
	 d=exp((double)(total+1)*log(d));
	 if (d<((double)maxtu/lambda)) {
	    printf("error: d=%e, max=%d, min=%d, lambda=%e, total=%d, c=%d, e=%d, o=%d \n",d,maxtu,mintu,lambda,total,c,levens,lodds);
	    fprintf(Outfp,"error: d=%e, max=%d, min=%d, lambda=%e, total=%d, c=%d, e=%d, o=%d \n",d,maxtu,mintu,lambda,total,c,levens,lodds);
	    goto zskip;
	    }
//
//  check maxtu/mintu, a>3, delta power=4*a+2
//
	 if (total>3) {
	    d=log(3)/log(2);
	    d=exp((double)(total*4+2)*log(d));
	    if (d<((double)maxtu/(double)mintu)) {
	       printf("error: d=%e, max=%d, min=%d, lambda=%e, total=%d, c=%d, e=%d, o=%d \n",d,maxtu,mintu,lambda,total,c,levens,lodds);
	       fprintf(Outfp,"error: d=%e, max=%d, min=%d, lambda=%e, total=%d, c=%d, e=%d, o=%d \n",d,maxtu,mintu,lambda,total,c,levens,lodds);
	       goto zskip;
	       }
	    }
	 d=log(3)/log(2);
	 d=exp((double)(total+1)*log(d));
	 if (total>1) {
	    if (d<(lambda/lambda1)) {
	       printf("error: d=%e, max=%d, min=%d, lambda=%e, lambda1=%e, total=%d, c=%d, e=%d, o=%d \n",d,maxtu,mintu,lambda,lambda1,total,c,levens,lodds);
	       fprintf(Outfp,"error: d=%e, max=%d, min=%d, lambda=%e, lambda1=%e, total=%d, c=%d, e=%d, o=%d \n",d,maxtu,mintu,lambda,lambda1,total,c,levens,lodds);
	       printf("c=%d, e=%d, o=%d, a=%d, kk=%d \n",c,levens,lodds,total,l1flag);
	       fprintf(Outfp,"c=%d, e=%d, o=%d, a=%d, kk=%d \n",c,levens,lodds,total,l1flag);
	       }
	    }
	 if (total>2) {
	    if (d<(lambda1/lambda2)) {
	       printf("error: d=%e, max=%d, min=%d, lambda1=%e, lambda2=%e, total=%d, c=%d, e=%d, o=%d \n",d,maxtu,mintu,lambda1,lambda2,total,c,levens,lodds);
	       fprintf(Outfp,"error: d=%e, max=%d, min=%d, lambda1=%e, lambda2=%e, total=%d, c=%d, e=%d, o=%d \n",d,maxtu,mintu,lambda1,lambda2,total,c,levens,lodds);
	       printf("c=%d, e=%d, o=%d, a=%d, kk=%d \n",c,levens,lodds,total,l2flag);
	       fprintf(Outfp,"c=%d, e=%d, o=%d, a=%d, kk=%d \n",c,levens,lodds,total,l2flag);
	       }
	    }
	 if (total>3) {
	    if (d<(lambda2/lambda3)) {
	       printf("error: d=%e, max=%d, min=%d, lambda2=%e, lambda3=%e, total=%d, c=%d, e=%d, o=%d \n",d,maxtu,mintu,lambda2,lambda3,total,c,levens,lodds);
	       fprintf(Outfp,"error: d=%e, max=%d, min=%d, lambda2=%e, lambda3=%e, total=%d, c=%d, e=%d, o=%d \n",d,maxtu,mintu,lambda2,lambda3,total,c,levens,lodds);
	       printf("c=%d, e=%d, o=%d, a=%d, kk=%d \n",c,levens,lodds,total,l3flag);
	       fprintf(Outfp,"c=%d, e=%d, o=%d, a=%d, kk=%d \n",c,levens,lodds,total,l3flag);
	       }
	    }
//
// check maxtu/mintu, parity vector p, lambda/lambda1, lambda1/lambda2, etc.
//
	 if (lodds>levens) {
	    for (g=0; g<5000; g++) {
	       if (((levens+lodds)==(ln[g]>>16))&&(lodds==(ln[g]&0xffff))) {
		  d=log(3)/log(2);
		  d=exp((double)(total*4+2)*log(d));	  // Note!!!
		  if (d<((double)maxtu/(double)mintu)) {
		     printf("error: d=%e, max=%d, min=%d, lambda=%e, total=%d, c=%d, e=%d, o=%d \n",d,maxtu,mintu,lambda,total,c,levens,lodds);
		     fprintf(Outfp,"error: d=%e, max=%d, min=%d, lambda=%e, total=%d, c=%d, e=%d, o=%d \n",d,maxtu,mintu,lambda,total,c,levens,lodds);
		     goto zskip;
		     }
		  d=log(3)/log(2);
		  d=exp((double)(total+1)*log(d));
		  if (total>1) {
		     if (d<(lambda/lambda1)) {
			printf("error: d=%e, max=%d, min=%d, lambda=%e, lambda1=%e, total=%d, c=%d, e=%d, o=%d \n",d,maxtu,mintu,lambda,lambda1,total,c,levens,lodds);
			fprintf(Outfp,"error: d=%e, max=%d, min=%d, lambda=%e, lambda1=%e, total=%d, c=%d, e=%d, o=%d \n",d,maxtu,mintu,lambda,lambda1,total,c,levens,lodds);
			if (l1flag!=1)
			   goto zskip;
			else {
			   printf("kkp=1 \n");
			   fprintf(Outfp,"kkp=1, c=%d, e=%d, o=%d, a=%d \n",c,levens,lodds,total);
			   }
			}
		     }
		  if (total>2) {
		     if (d<(lambda1/lambda2)) {
			printf("error: d=%e, max=%d, min=%d, lambda1=%e, lambda2=%e, total=%d, c=%d, e=%d, o=%d \n",d,maxtu,mintu,lambda1,lambda2,total,c,levens,lodds);
			fprintf(Outfp,"error: d=%e, max=%d, min=%d, lambda1=%e, lambda2=%e, total=%d, c=%d, e=%d, o=%d \n",d,maxtu,mintu,lambda1,lambda2,total,c,levens,lodds);
			if (l2flag!=1)
			   goto zskip;
			else {
			   printf("kkp=1 \n");
			   fprintf(Outfp,"kkp=1, c=%d, e=%d, o=%d, a=%d \n",c,levens,lodds,total);
			   }
			}
		     }
		  if (total>3) {
		     if (d<(lambda2/lambda3)) {
			printf("error: d=%e, max=%d, min=%d, lambda2=%e, lambda3=%e, total=%d, c=%d, e=%d, o=%d \n",d,maxtu,mintu,lambda2,lambda3,total,c,levens,lodds);
			fprintf(Outfp,"error: d=%e, max=%d, min=%d, lambda2=%e, lambda3=%e, total=%d, c=%d, e=%d, o=%d \n",d,maxtu,mintu,lambda2,lambda3,total,c,levens,lodds);
			if (l3flag!=1)
			   goto zskip;
			else {
			   printf("kkp=1 \n");
			   fprintf(Outfp,"kkp=1, c=%d, e=%d, o=%d, a=%d \n",c,levens,lodds,total);
			   }
			}
		     }
		  }
	       if (lodds<(ln[g]&0xffff))
		  break;
	       }
	    }
//
// lambda=average of t, lambda=average of u, delta power=(a+2)/2
//
	 d=log(3)/log(2);
	 d=exp((double)(total+2)/2.0*log(d));
	 if (d<((double)maxu/lambdau)) {
	    printf("error: d=%e, max=%d, min=%d, lambdau=%e, total=%d, c=%d, e=%d, o=%d \n",d,maxu,minu,lambdau,total,c,levens,lodds);
	    fprintf(Outfp,"error: d=%e, max=%d, min=%d, lambdau=%e, total=%d, c=%d, e=%d, o=%d \n",d,maxu,minu,lambdau,total,c,levens,lodds);
	    goto zskip;
	    }
	 if (d<((double)maxt/lambdat)) {
	    printf("error: d=%e, max=%d, min=%d, lambdat=%e, total=%d, c=%d, e=%d, o=%d \n",d,maxt,mint,lambdat,total,c,levens,lodds);
	    fprintf(Outfp,"error: d=%e, max=%d, min=%d, lambdat=%e, total=%d, c=%d, e=%d, o=%d \n",d,maxt,mint,lambdat,total,c,levens,lodds);
	    goto zskip;
	    }
//
//  power for specified a value
//
	 if (total==1) {
	    d=(double)mintu;
	    for (jj=0; jj<40; jj++) {
	       d=d*log(3)/log(2);
	       if (d>(double)maxtu) {
		  if ((jj+1)>39) {
		     printf("array not big enough \n");
		     goto zskip;
		     }
		  d1hist[jj+1]=d1hist[jj+1]+1;
		  break;
		  }
	       }
	    }
	 if (total==2) {
	    d=(double)mintu;
	    for (jj=0; jj<40; jj++) {
	       d=d*log(3)/log(2);
	       if (d>(double)maxtu) {
		  if ((jj+1)>39) {
		     printf("array not big enough \n");
		     goto zskip;
		     }
		  d2hist[jj+1]=d2hist[jj+1]+1;
		  break;
		  }
	       }
	    }
	 if (total==3) {
	    d=(double)mintu;
	    for (jj=0; jj<40; jj++) {
	       d=d*log(3)/log(2);
	       if (d>(double)maxtu) {
		  if ((jj+1)>39) {
		     printf("array not big enough \n");
		     goto zskip;
		     }
		  d3hist[jj+1]=d3hist[jj+1]+1;
		  break;
		  }
	       }
	    }
//
//  histogram of powers for parity vector p, max/min
//
	 if (lodds>levens) {
//	    if (euclid(lodds,levens)==1) {
	       for (g=0; g<5000; g++) {
		  if (((levens+lodds)==(ln[g]>>16))&&(lodds==(ln[g]&0xffff)))	 {
		     d=(double)mintu;
		     for (jj=0; jj<40; jj++) {
			d=d*log(3)/log(2);
			if (d>(double)maxtu) {
			   if ((jj+1+20)<total*2) {
			      printf("error: count=%d, total=%d \n",jj+1,total);
			      goto zskip;
			      }
			   chhist[jj+21-total*2]=chhist[jj+21-total*2]+1;
			   goto xjump;
			   }
			}
		     }
		  if (lodds<(ln[g]&0xffff))
		     break;
		  }
//	       }
	    }
//
//  histogram of powers for parity vector p, lambda/min
//
xjump:	 d=log(3)/log(2);
	 d=exp((double)(total+3)*log(d));
	 if (d<((double)lambda/mintu)) {
	    if (lodds>levens) {
	       if (euclid(lodds,levens)==1) {
		  for (g=0; g<5000; g++) {
		     if (((levens+lodds)==(ln[g]>>16))&&(lodds==(ln[g]&0xffff))) {
			flubx=flubx+1;
			d=(double)lambda/d/mintu;
			if (d>maxdiff)
			   maxdiff=d;
			printf("error: d=%e, max=%d, min=%d, lambda=%e, total=%d, c=%d, e=%d, o=%d \n",d,maxtu,mintu,lambda,total,c,levens,lodds);
			fprintf(Outfp,"error: d=%e, max=%d, min=%d, lambda=%e, total=%d, c=%d, e=%d, o=%d \n",d,maxtu,mintu,lambda,total,c,levens,lodds);
			goto pjump;
			}
		     if (lodds<(ln[g]&0xffff))
			break;
		     }
		  }
	       }
	    flubs=flubs+1;
	    }
//
//  max*min/lambda^2
//
pjump:	 d=(double)maxtu*(double)mintu/lambda/lambda;
	 if (d>1.0)
	    lamcnt=lamcnt+1;
	 if (d>maxminrat) {
	    maxminrat=d;
	    savec=c;
	    ksave=s[i];
	    }
	 if (d<minmaxrat) {
	    minmaxrat=d;
	    savecp=c;
	    ksavep=s[i];
	    }
	 d=(double)maxu*(double)minu/lambdau/lambdau;
	 if (d>log(3.0)/log(2.0)) {
	    printf("error u: d=%e \n",d);
	    goto zskip;
	    }
	 d=(double)maxt*(double)mint/lambdat/lambdat;
	 if (d>log(3.0)/log(2.0)) {
	    printf("error t: d=%e \n",d);
	    goto zskip;
	    }
//
	 d=exp((double)(levens+lodds)/(double)lodds*log(2.0));
	 d=d-3.0;
	 tempf=d;
	 if (d<0.0)
	    d=-d;
	 if (((double)c/d)<=(double)mintu) {
	    if (eowrite==0) {
	       printf("error: d=%e, mintu=%d, c=%d, e=%d, o=%d, a=%d \n",d,mintu,c,levens,lodds,total);
	       fprintf(Outfp,"error: d=%e, mintu=%d, c=%d, e=%d, o=%d, a=%d \n",d,mintu,c,levens,lodds,total);
	       }
	    }
//
	 dmin=1.0-(double)c/(double)mintu;
	 if (dmin<0.0)
	    dmin=-dmin;
	 if (dmin<=d) {
	    if (lodds>levens) {
	       for (g=0; g<5000; g++) {
		  if (((levens+lodds)==(ln[g]>>16))&&(lodds==(ln[g]&0xffff))) {
		     printf("error: d=%e, dmin=%e, mintu=%d, c=%d, e=%d, o=%d, a=%d \n",d,dmin,mintu,c,levens,lodds,total);
		     fprintf(Outfp,"error: d=%e, dmin=%e, mintu=%d, c=%d, e=%d, o=%d, a=%d \n",d,dmin,mintu,c,levens,lodds,total);
		     printf("Kilroy was here.\n");
		     fprintf(Outfp,"Kilroy was here.\n");
//		     goto zskip;
		     }
		  if (lodds<(ln[g]&0xffff))
		     break;
		  }
	       }
	    for (g=0; g<27; g++) {
	       if ((conv[2*g]==(levens+lodds))&&(conv[2*g+1]==lodds)) {
		  printf("error: d=%e, dmin=%e, mintu=%d, c=%d, e=%d, o=%d, a=%d \n",d,dmin,mintu,c,levens,lodds,total);
		  fprintf(Outfp,"error: d=%e, dmin=%e, mintu=%d, c=%d, e=%d, o=%d, a=%d \n",d,dmin,mintu,c,levens,lodds,total);
		  goto zskip;
		  }
	       }
	    if ((tempf<0.0)&&(eowrite==0)) {
	       printf("error 1: d=%e, dmin=%e, mintu=%d, c=%d, e=%d, o=%d, a=%d \n",d,dmin,mintu,c,levens,lodds,total);
	       fprintf(Outfp,"error 1: d=%e, dmin=%e, mintu=%d, c=%d, e=%d, o=%d, a=%d \n",d,dmin,mintu,c,levens,lodds,total);
	       }
	    if ((total!=1)&&(eowrite==0)) {
	       printf("error 2: d=%e, dmin=%e, mintu=%d, c=%d, e=%d, o=%d, a=%d \n",d,dmin,mintu,c,levens,lodds,total);
	       fprintf(Outfp,"error 2: d=%e, dmin=%e, mintu=%d, c=%d, e=%d, o=%d, a=%d \n",d,dmin,mintu,c,levens,lodds,total);
	       }
	    }
//
	 dmin=1000000.0;
	 dmax=-1000000.0;
	 for (g=0; g<total*2; g++) {
	    d=-log((double)stu[g]/lambda)/lambda;
	    if (d<dmin)
	       dmin=d;
	    if (d>dmax)
	       dmax=d;
	    }
	 del=dmax-dmin;
	 if (del>maxdel) {
	    maxdel=del;
	    cmax=c;
	    }
	 if (del<mindel) {
	    mindel=del;
	    cmin=c;
	    }
	 if (wflag==0) {
	    printf("lambda=%e, min=%e, max=%e, del=%e \n",lambda,dmin,dmax,del);
	    fprintf(Outfp,"lambda=%e, min=%e, max=%e, del=%e \n",lambda,dmin,dmax,del);
	    }
	 lambda=(double)sumtuc/(double)(total*2);
	 d=(double)maxtuc*(double)mintuc/lambda/lambda;
	 if (d>1)
	    lamcntc=lamcntc+1;
	 if (d>maxminratc)
	    maxminratc=d;
	 if (d<minmaxratc)
	    minmaxratc=d;
	 sumtu=0;
	 sumt=0;
	 sumu=0;
	 sumtuc=0;
	 maxtu=0;
	 maxt=0;
	 maxu=0;
	 mintu=1000000000;
	 mint=1000000000;
	 minu=1000000000;
	 kk=0;
	 maxtuc=0;
	 mintuc=1000000000;
	 total=0;
	 olds=0;
	 cyccnt=cyccnt+1;
//
	 sumrec=sumrec*(double)c;
	 tempf=(double)(levens+lodds)*log(2)-(double)(lodds)*log(3);
	 if ((wflag==1)&&(eowrite==0)) {
	    printf("c=%d, e=%d, o=%d, sum=%e, tempf=%e, osum=%d, esum=%d, jsum=%d, hsum=%d \n",c,levens,lodds,sumrec,tempf,oddsum,evensum,jsum,hcount);
	    fprintf(Outfp,"c=%d, e=%d, o=%d, sum=%e, tempf=%e, osum=%d, esum=%d, jsum=%d, hsum=%d \n",c,levens,lodds,sumrec,tempf,oddsum,evensum,jsum,hcount);
	    }
	 if (tempf<0.0)
	    tempf=-tempf;
	 if (tempf>(sumrec*3.0)) {
	    printf("error: delta greater than sum of reciprocals \n");
	    fprintf(Outfp,"error: delta greater than sum of reciprocals \n");
	    goto zskip;
	    }
	 sumrec=0.0;
//
	 if (savchain<oldt) {
	    if ((wflag!=2)&&(eowrite==0)) {
	       printf("error: bad chain (wrap-around), c=%d \n",c);
	       printf("chain=%e, oldt=%d, t=%d, jump=%d, count=%d, s=%d \n",savchain,oldt,savet,savjump,savcnt,s[i]);
	       fprintf(Outfp,"error: bad chain (wrap-around), c=%d \n",c);
	       fprintf(Outfp,"chain=%e, oldt=%d, t=%d, jump=%d, count=%d, s=%d \n",savchain,oldt,savet,savjump,savcnt,s[i]);
	       }
	    badcnt=badcnt+1;
	    }
	 oldt=0;
	 lastt=0;
	 firstt=1;
	 oldchn=1000000000.0;
	 oldu=0;
//
	 delta=oddsum-jmpsum+hcount-evensum+offset1;
	 if (delta<0) {
	    printf("error: offset not big enough \n");
	    goto zskip;
	    }
	 if (delta>199) {
	    printf("error: histogram array not big enough \n");
	    goto zskip;
	    }
	 histoh[delta]=histoh[delta]+1;
	 if (wflag==0) {
	    if ((oddsum+hcount+2)<evensum) {
	       printf("warning: oddsum=%d, hcount=%d, evensum=%d \n",oddsum,hcount,evensum);
	       fprintf(Outfp,"warning: oddsum=%d, hcount=%d, evensum=%d \n",oddsum,hcount,oddsum);
	       }
	    }
//
	 delta=hcount-jmpsum+offset1;
	 if (delta<0) {
	    printf("error: offset not big enough \n");
	    goto zskip;
	    }
	 if (delta>199) {
	    printf("error: histogram array not big enough \n");
	    goto zskip;
	    }
	 histow[delta]=histow[delta]+1;
//
	 delta=jsum-evensum+offset2;
	 if (delta<0) {
	    printf("error: offset not big enough, jsum=%d, delta=%d \n",jsum,delta);
	    goto zskip;
	    }
	 if (delta>199) {
	    printf("error: histogram array not big enough \n");
	    goto zskip;
	    }
	 histov[delta]=histov[delta]+1;
//
	 for (tempi=0; tempi<27; tempi++) {
	    if ((conv[2*tempi+1]==levens)&&(conv[2*tempi+1]==lodds)) {
	       delta=jsum-evensum+offset5;
	       if (delta<0) {
		  printf("array not big enough, delta b=%d \n",delta);
		  goto zskip;
		  }
	       if (delta>29) {
		  printf("array not big enough, delta b=%d \n",delta);
		  goto zskip;
		  }
	       histob[delta]=histob[delta]+1;
	       cyccntb=cyccntb+1;
	       if ((3.0*log(c))<patcnt) {
		  printf("not enough attachment points, c=%d, count=%d \n",c,patcnt);
		  goto zskip;
		  }
	       }
	    if (conv[2*tempi+1]>lodds)
	       break;
	    }
//
	 delta=oddsum-evensum+offset1;
	 if (delta<0) {
	    printf("error: offset not big enough, jsum=%d, delta=%d \n",jsum,delta);
	    goto zskip;
	    }
	 if (delta>199) {
	    printf("error: histogram array not big enough \n");
	    goto zskip;
	    }
	 histos[delta]=histos[delta]+1;
	 if (lodds==levens)
	    histof[delta]=histof[delta]+1;
//
// check limit
//
	 if (oddsum>jsum) {
	    tempi=oddsum-jsum;
	    tempf=1.0;
	    for (j=0; j<tempi; j++)
	       tempf=tempf*2.0;
	    tempf=(rat-1.0)*log(tempf);
	    tempf=exp(tempf);
	    tempg=1.0;
	    for (j=0; j<(unsigned int)evensum; j++)
	       tempg=tempg*2.0;
	    tempf=tempf/tempg;
	    if (tempf>1.0) {
	       if (eowrite==0)
		  printf("warning: tempf=%e, tempg=%e, oddsum=%d, jsum=%d, evensum=%d \n",tempf,tempg,oddsum,jsum,evensum);
	       compcnt=compcnt+1;
	       if (tempf>maxcmp)
		  maxcmp=tempf;
	       }
	    }
//
	 if (hsum!=hcount) {
	    printf("mis-matched sums \n");
	    goto zskip;
	    }
	 delta=patcnt-hcount+offset2;
	 if (delta<0) {
	    printf("error: offset not big enough, jsum=%d, delta=%d \n",patcnt,hcount);
	    goto zskip;
	    }
	 if (delta>199) {
	    printf("error: offset not big enough, jsum=%d, delta=%d \n",patcnt,hcount);
	    goto zskip;
	    }
	 histoo[delta]=histoo[delta]+1;
	 oddsum=0;
	 evensum=0;
	 jsum=0;
	 jmpsum=0;
	 hcount=0;
//
//  check primary multiple jumps
//
	 if (mflag!=0) {
	    for (j=0; j<attcnt; j++) {
	       if (s[j+savind]==tmps) {
		  if ((jumps[j+savind]!=0)&&(jumps[j+savind]!=3)) {
		     printf("error: one-jump not found \n");
		     goto zskip;
		     }
		  goto vskip;
		  }
	       }
	    printf("error: no match \n");
	    goto zskip;
	    }
//
//  check number of attachment points
//
vskip:	 if ((3.0*log(c))<patcnt) {
	    if (wflag==0) {
	       printf("not enough attachment points, c=%d, count=%d \n",c,patcnt);
	       fprintf(Outfp,"not enough attachment points, c=%d, count=%d \n",c,patcnt);
	       }
	    if (levens==lodds)
	       equcnt=equcnt+1;
	    }
	 delta=(int)(3.0*log(c))-patcnt+offset6;
	 if (delta<0) {
	    printf("array not big enough (histod): delta=%d \n",delta);
	    goto zskip;
	    }
	 if (delta>399) {
	    printf("array not big enough (histod): delta=%d \n",delta);
	    goto zskip;
	    }
//	 if ((c==1843)&&(levens==90)&&(lodds=117))  // temporary!!!
//	 if ((c==1967)&&(levens==14)&&(lodds==8))
	 histod[delta]=histod[delta]+1;
	 for (ii=0; ii<5000; ii++) {
	    if (((levens+lodds)==(ln[ii]>>16))&&(lodds==(ln[ii]&0xffff))) {
	       histodd[delta]=histodd[delta]+1;
	       goto iiskip;
	       }
	    if (lodds<(ln[ii]&0xffff))
	       goto iiskip;
	    }
	 printf("error: ln array not big enough \n");
	 goto zskip;
//
iiskip:  attcnt=0;
	 patcnt=0;
	 mflag=0;
	 savind=i+1;
//
// compute inequality
//
	 if (infin==0) {
	    bp=1.0+(double)c/(double)glomin;
	    bm=1.0-(double)c/(double)glomin;
	    if (bm<0.0)
	       bm=-bm;
	    }
	 else {
	    bp=1.0;
	    bm=1.0;
	    }
	 tempf=exp((double)a*log(rat))-1.0;
	 tempg=(double)a/tempf;
	 tempg=ratdel-tempg;
	 cap=exp(tempg*log(bp));
	 cam=exp(tempg*log(bm));
	 cap=3.0*(double)c*(double)a*cap;
	 cam=3.0*(double)c*(double)a*cam;
	 tempg=(rat-1.0)/tempf;
	 tempg=-tempg*(double)lodds;
	 tempg=exp(tempg*log(2.0));
	 cap=cap*tempg;
	 cam=cam*tempg;
	 tempf=(double)(levens+lodds)*log(2)-(double)lodds*log(3);
	 if (tempf<0.0)
	    tempf=-tempf;
	 if ((tempf>cap)||(tempf>cam)) {
	    if (eowrite==0) {
	       printf("error: c=%d, e=%d, o=%d, a=%d, cap=%e, cam=%e, tempf=%e \n",c,levens,lodds,a,cap,cam,tempf);
	       fprintf(Outfp,"error: c=%d, e=%d, o=%d, a=%d, cap=%e, cam=%e, tempf=%e \n",c,levens,lodds,a,cap,cam,tempf);
	       }
	    badcomp=badcomp+1;
	    }
	 glomin=1000000000;
	 a=0;
//
// check global maximum
//
	 ttemp=tsave;
	 if (ttemp<0)
	    ttemp=-ttemp;
	 k=usave;
	 locmax=k;
	 if (locmax<0)
	    locmax=-locmax;
	 lastodd=locmax;
	 k=3*k+c;
	 while ((k&7)!=0) {
	    while ((k&1)==0) {
	       k=k/2;
	       }
	    delta=k;
	    if (delta<0)
	       delta=-delta;
	    if (delta>locmax) {
	       locmax=delta;
	       usave=k;
	       }
	    lastodd=delta;
	    k=3*k+c;
	    }
	 if (lastodd!=locmax) {
	    if (ttemp>locmax) {
	       printf("error: t is greater than global maximum, u=%d, t=%d, max=%d, jump=%d \n",usave,tsave,locmax,savjmp);
	       goto zskip;
	       }
	    k=usave;
	    k=3*k+c;
	    while ((k&7)!=0) {
	       k=k/2;
	       if ((k&1)==0) {
		  k=k/2;
		  delta=k;
		  if (delta<0)
		     delta=-delta;
		  if (delta==lastodd) {
		     if (savjmp==0)
			goto wskip;
		     else {
			printf("error: not a no-jump attachment point \n");
			fprintf(Outfp,"error: not a no-jump attachment point \n");
			goto zskip;
			}
		     }
		  }
	       k=3*k+c;
	       }
	    if (savjmp!=1) {
	       printf("error: not a one-jump attachment point \n");
	       fprintf(Outfp,"error: not a one-jump attachment point \n");
	       goto zskip;
	       }
wskip:	    delta=0;
	    }
	 glomax=0;
	 }
      else
	 olds=s[i];
      }
   index=index+iters;
   if (wflag==0) {
      printf("\n");
      fprintf(Outfp,"\n");
      }
   for (tempi=0; tempi<cycsavind; tempi++) {
      outkl[2*outklind]=cycsav[2*tempi];
      outkl[2*outklind+1]=cycsav[2*tempi+1];
      outklind=outklind+1;
      }
   outcnt[h]=cycsavind;
   }
   ewrite=0;
   }
printf("\n");
fprintf(Outfp,"\n");
if (eowrite!=0) {
   printf("histogram of number of cycles \n");
   fprintf(Outfp,"histogram of number of cycles \n");
   for (i=0; i<20; i++) {
      printf("i=%d, count=%d \n",i,ncyc[i]);
      fprintf(Outfp,"i=%d, count=%d \n",i,ncyc[i]);
      }
   printf("\n");
   fprintf(Outfp,"\n");
   }
printf("maxdel=%e, c=%d, mindel=%e, c=%d \n",maxdel,cmax,mindel,cmin);
fprintf(Outfp,"maxdel=%e, c=%d, mindel=%e, c=%d \n",maxdel,cmax,mindel,cmin);
printf("\n");
fprintf(Outfp,"\n");
//
// output histogram of evens minus odds
//
printf("histogram of number of evens minus odds in extended sequences \n");
fprintf(Outfp,"histogram of number evens minus odds in extended sequences \n");
flag=99;
for (i=99; i>0; i--) {
   if (histo[i]==0)
      continue;
   else {
      flag=i;
      break;
      }
   }
first=0;
for (i=0; i<=(int)flag; i++) {
   if ((histo[i]==0)&&(first==0))
      continue;
   first=1;
   fprintf(Outfp,"i=%d, h[i]=%d \n",i-offset,histo[i]);
   printf("i=%d, h[i]=%d \n",i-offset,histo[i]);
   }
//
// output histogram of k values (for primary one-jump attachment points)
//
printf("\n");
fprintf(Outfp,"\n");
printf("histogram of k values for primary one-jump attachment points \n");
fprintf(Outfp,"histogram of k values for primary one-jump attachment points \n");
printf("c=%d \n",hflag);
fprintf(Outfp,"c=%d \n",hflag);
flag=99;
for (i=99; i>0; i--) {
   if (histoj[i]==0)
      continue;
   else {
      flag=i;
      break;
      }
   }
first=0;
for (i=0; i<=(int)flag; i++) {
   if ((histoj[i]==0)&&(first==0))
      continue;
   first=1;
   fprintf(Outfp,"i=%d, h[i]=%d \n",i-offset,histoj[i]);
   printf("i=%d, h[i]=%d \n",i-offset,histoj[i]);
   }
//
// output histogram of hops
//
printf("\n");
fprintf(Outfp,"\n");
printf("number of hops before local minimum is reached \n");
fprintf(Outfp,"number of hops before local minimum is reached \n");
for (i=0; i<10; i++) {
   printf("i=%d, h=%d \n",i,hismin[i]);
   fprintf(Outfp,"i=%d, h=%d \n",i,hismin[i]);
   }
//
// output histogram of j values for primary no-jumps
//
printf("\n");
fprintf(Outfp,"\n");
printf("j values for primary no-jumps \n");
fprintf(Outfp,"j values for primary no-jumps \n");
for (i=0; i<20; i++) {
   printf("i=%d, h=%d \n",i,histon[i]);
   fprintf(Outfp,"i=%d, h=%d \n",i,histon[i]);
   }
//
//
// output histogram of j values for primary multiple-jumps
//
printf("\n");
fprintf(Outfp,"\n");
printf("j values for primary multiple-jumps \n");
fprintf(Outfp,"j values for primary multiple-jumps \n");
for (i=0; i<10; i++) {
   printf("i=%d, h=%d \n",i,histom[i]);
   fprintf(Outfp,"i=%d, h=%d \n",i,histom[i]);
   }
//
// last odd counts
//
printf("\n");
fprintf(Outfp,"\n");
printf("no-jump count=%d, one-jump count=%d, jumped-over count=%d \n",county,countn,countx);
fprintf(Outfp,"no-jump count=%d, one-jump count=%d, jumped-over count=%d \n",county,countn,countx);
//
// output histogram of k values (for primary one-jump attachment points)
//
printf("primary one-jump attachment points, last odd not equal to locmax \n");
fprintf(Outfp,"primary one-jump attachment points, last odd not equal to locmax \n");
printf("c=%d \n",hflag);
fprintf(Outfp,"c=%d \n",hflag);
flag=99;
for (i=99; i>0; i--) {
   if (newhis[i]==0)
      continue;
   else {
      flag=i;
      break;
      }
   }
first=0;
for (i=0; i<=(int)flag; i++) {
   if ((newhis[i]==0)&&(first==0))
      continue;
   first=1;
   fprintf(Outfp,"i=%d, h[i]=%d \n",i-offset,newhis[i]);
   printf("i=%d, h[i]=%d \n",i-offset,newhis[i]);
   }
//
// output histogram of k values (for primary one-jump attachment points)
//
printf("\n");
fprintf(Outfp,"\n");
printf("primary one-jump attachment points, element several hops away from u equal to locmin (oldhis) \n");
fprintf(Outfp,"primary one-jump attachment points, element several hops away from u equal to locmin (oldhis) \n");
printf("c=%d \n",hflag);
fprintf(Outfp,"c=%d \n",hflag);
flag=99;
for (i=99; i>0; i--) {
   if (oldhis[i]==0)
      continue;
   else {
      flag=i;
      break;
      }
   }
first=0;
for (i=0; i<=(int)flag; i++) {
   if ((oldhis[i]==0)&&(first==0))
      continue;
   first=1;
   fprintf(Outfp,"i=%d, h[i]=%d \n",i-offset,oldhis[i]);
   printf("i=%d, h[i]=%d \n",i-offset,oldhis[i]);
   }
printf("\n");
fprintf(Outfp,"\n");
//
// output histogram of k values (for primary one-jump attachment points)
//
printf("primary one-jump attachment points, u (or element several hops away from u) not equal to locmin (histoe) \n");
fprintf(Outfp,"primary one-jump attachment points, u (or element several hops away from u) not equal to locmin (histoe) \n");
flag=99;
for (i=99; i>0; i--) {
   if (histoe[i]==0)
      continue;
   else {
      flag=i;
      break;
      }
   }
first=0;
for (i=0; i<=(int)flag; i++) {
   if ((histoe[i]==0)&&(first==0))
      continue;
   first=1;
   fprintf(Outfp,"i=%d, h[i]=%d \n",i-offset,histoe[i]);
   printf("i=%d, h[i]=%d \n",i-offset,histoe[i]);
   }
printf("\n");
fprintf(Outfp,"\n");
//
// output histogram of odd sum plus hops minus number of evens
//
printf("odd sum minus jumps plus hops minus even sum \n");
fprintf(Outfp,"odd sum minus jumps plus hops minus even sum (global, histoh) \n");
flag=199;
for (i=199; i>0; i--) {
   if (histoh[i]==0)
      continue;
   else {
      flag=i;
      break;
      }
   }
first=0;
for (i=0; i<=(int)flag; i++) {
   if ((histoh[i]==0)&&(first==0))
      continue;
   first=1;
   fprintf(Outfp,"i=%d, h[i]=%d, \n",i-offset1,histoh[i]);
   printf("i=%d, h[i]=%d \n",i-offset1,histoh[i]);
   }
printf("\n");
fprintf(Outfp,"\n");
//
// output histogram of odd sum plus hops minus number of evens
//
printf("number of odds minus jumps plus hops minus number of evens (local) \n");
fprintf(Outfp,"number of odds minus jumps plus hops minus number of evens (local, histoi) \n");
flag=99;
for (i=99; i>0; i--) {
   if (histoi[i]==0)
      continue;
   else {
      flag=i;
      break;
      }
   }
first=0;
for (i=0; i<=(int)flag; i++) {
   if ((histoi[i]==0)&&(first==0))
      continue;
   first=1;
   fprintf(Outfp,"i=%d, h[i]=%d, \n",i-offset,histoi[i]);
   printf("i=%d, h[i]=%d \n",i-offset,histoi[i]);
   }
printf("\n");
fprintf(Outfp,"\n");
//
// output histogram of j minus number of evens plus number of hops
//
printf("j minus number of evens plus number of hops minus jumps \n");
fprintf(Outfp,"j minus number of evens plus number of hops minus jumps (local, histox) \n");
flag=99;
for (i=99; i>0; i--) {
   if (histox[i]==0)
      continue;
   else {
      flag=i;
      break;
      }
   }
first=0;
for (i=0; i<=(int)flag; i++) {
   if ((histox[i]==0)&&(first==0))
      continue;
   first=1;
   fprintf(Outfp,"i=%d, h[i]=%d, \n",i-offset,histox[i]);
   printf("i=%d, h[i]=%d \n",i-offset,histox[i]);
   }
printf("\n");
fprintf(Outfp,"\n");
//
// output histogram of j minus number of evens (local)
//
printf("j minus number of evens (local) \n");
fprintf(Outfp,"j minus number of evens (local, histoy) \n");
flag=99;
for (i=99; i>0; i--) {
   if (histoy[i]==0)
      continue;
   else {
      flag=i;
      break;
      }
   }
first=0;
sum=0;
tempi=0;
for (i=0; i<=(int)flag; i++) {
   if ((histoy[i]==0)&&(first==0))
      continue;
   first=1;
   fprintf(Outfp,"i=%d, h[i]=%d, \n",i-offset,histoy[i]);
   printf("i=%d, h[i]=%d \n",i-offset,histoy[i]);
   sum=sum+histoy[i]*(i-offset);
   tempi=tempi+histoy[i];
   }
mean=(double)sum/(double)tempi;
first=0;
var=0.0;
for (i=0; i<=(int)flag; i++) {
   if ((histoy[i]==0)&&(first==0))
      continue;
   first=1;
   tempf=(double)i-(double)offset-mean;
   var=var+tempf*tempf*(double)histoy[i];
   }
var=var/(double)(tempi-1);
std=sqrt(var);
printf("mean=%e, standard deviation=%e \n",mean,std);
fprintf(Outfp,"mean=%e, standard deviation=%e \n",mean,std);
//
// output histogram of j minus number of evens
//
printf("\n");
fprintf(Outfp,"\n");
printf("j minus number of evens (global) \n");
fprintf(Outfp,"j minus number of evens (global, histov) \n");
flag=199;
for (i=199; i>0; i--) {
   if (histov[i]==0)
      continue;
   else {
      flag=i;
      break;
      }
   }
first=0;
for (i=0; i<=(int)flag; i++) {
   if ((histov[i]==0)&&(first==0))
      continue;
   first=1;
   fprintf(Outfp,"i=%d, h[i]=%d, \n",i-offset2,histov[i]);
   printf("i=%d, h[i]=%d \n",i-offset2,histov[i]);
   }
//
// output histogram of hops minus number of jumps
//
printf("\n");
fprintf(Outfp,"\n");
printf("hops minus number of jumps (local) \n");
fprintf(Outfp,"hops minus number of jumps (local, histoz) \n");
flag=99;
for (i=99; i>0; i--) {
   if (histoz[i]==0)
      continue;
   else {
      flag=i;
      break;
      }
   }
first=0;
for (i=0; i<=(int)flag; i++) {
   if ((histoz[i]==0)&&(first==0))
      continue;
   first=1;
   fprintf(Outfp,"i=%d, h[i]=%d, \n",i-offset,histoz[i]);
   printf("i=%d, h[i]=%d \n",i-offset,histoz[i]);
   }
//
// output histogram of hops minus number of jumps
//
printf("\n");
fprintf(Outfp,"\n");
printf("hops minus number of jumps \n");
fprintf(Outfp,"hops minus number of jumps (global, histow) \n");
flag=199;
for (i=199; i>0; i--) {
   if (histow[i]==0)
      continue;
   else {
      flag=i;
      break;
      }
   }
first=0;
for (i=0; i<=(int)flag; i++) {
   if ((histow[i]==0)&&(first==0))
      continue;
   first=1;
   fprintf(Outfp,"i=%d, h[i]=%d, \n",i-offset1,histow[i]);
   printf("i=%d, h[i]=%d \n",i-offset1,histow[i]);
   }
printf("\n");
fprintf(Outfp,"\n");
//
// output histogram of odds minus evens (global)
//
printf("sum of odds minus sum of evens (global) \n");
fprintf(Outfp,"sum of odds minus sum of evens (global, histos) \n");
flag=199;
for (i=199; i>0; i--) {
   if (histos[i]==0)
      continue;
   else {
      flag=i;
      break;
      }
   }
first=0;
for (i=0; i<=(int)flag; i++) {
   if ((histos[i]==0)&&(first==0))
      continue;
   first=1;
   fprintf(Outfp,"i=%d, h[i]=%d, \n",i-offset1,histos[i]);
   printf("i=%d, h[i]=%d \n",i-offset1,histos[i]);
   }
printf("\n");
fprintf(Outfp,"\n");
//
// output histogram of odds minus evens (global, L=K)
//
printf("sum of odds minus sum of evens (global, L=K) \n");
fprintf(Outfp,"sum of odds minus sum of evens (global, L=K, histof) \n");
flag=199;
for (i=199; i>0; i--) {
   if (histof[i]==0)
      continue;
   else {
      flag=i;
      break;
      }
   }
first=0;
for (i=0; i<=(int)flag; i++) {
   if ((histof[i]==0)&&(first==0))
      continue;
   first=1;
   fprintf(Outfp,"i=%d, h[i]=%d, \n",i-offset1,histof[i]);
   printf("i=%d, h[i]=%d \n",i-offset1,histof[i]);
   }
printf("\n");
fprintf(Outfp,"\n");
//
// output histogram of odds minus evens (local)
//
printf("odds minus evens (local) \n");
fprintf(Outfp,"odds minus evens (local, histor) \n");
flag=99;
for (i=99; i>0; i--) {
   if (histor[i]==0)
      continue;
   else {
      flag=i;
      break;
      }
   }
first=0;
for (i=0; i<=(int)flag; i++) {
   if ((histor[i]==0)&&(first==0))
      continue;
   first=1;
   fprintf(Outfp,"i=%d, h[i]=%d, \n",i-offset,histor[i]);
   printf("i=%d, h[i]=%d \n",i-offset,histor[i]);
   }
//
// output histogram of j minus evens (continued-fraction convergents)
//
printf("\n");
fprintf(Outfp,"\n");
printf("j minus evens (convergents, evens equal odds) \n");
fprintf(Outfp,"j minus evens (convergents, evens equal odds, local, histoa) \n");
flag=29;
for (i=29; i>0; i--) {
   if (histoa[i]==0)
      flag=flag-1;
   else
      break;
   }
sum=0;
tempi=0;
first=0;
for (i=0; i<=(int)flag; i++) {
   if ((histoa[i]==0)&&(first==0))
      continue;
   first=1;
   fprintf(Outfp,"i=%d, h[i]=%d, \n",i-offset4,histoa[i]);
   printf("i=%d, h[i]=%d \n",i-offset4,histoa[i]);
   sum=sum+histoa[i]*(i-offset4);
   tempi=tempi+histoa[i];
   }
mean=(double)sum/(double)tempi;
printf("n=%d, sum=%d, mean=%e \n",tempi,sum,mean);
fprintf(Outfp,"n=%d,sum=%d, mean=%e \n",tempi,sum,mean);
//
// output histogram of j minus evens (continued-fraction convergents)
//
printf("\n");
fprintf(Outfp,"\n");
printf("j minus evens (convergents, evens equal odds, global) \n");
fprintf(Outfp,"j minus evens (convergents, evens equal odds, global, histob) \n");
flag=29;
for (i=29; i>0; i--) {
   if (histob[i]==0)
      flag=flag-1;
   else
      break;
   }
first=0;
for (i=0; i<=(int)flag; i++) {
   if ((histob[i]==0)&&(first==0))
      continue;
   first=1;
   fprintf(Outfp,"i=%d, h[i]=%d, \n",i-offset5,histob[i]);
   printf("i=%d, h[i]=%d \n",i-offset5,histob[i]);
   }
//
// output histogram
//
printf("\n");
fprintf(Outfp,"\n");
printf("3*log(c)-a \n");
fprintf(Outfp,"3*log(c)-a \n"                                                   );
flag=399;
for (i=399; i>0; i--) {
   if (histod[i]==0)
      flag=flag-1;
   else
      break;
   }
first=0;
for (i=0; i<=(int)flag; i++) {
   if ((histod[i]==0)&&(first==0))
      continue;
   first=1;
   fprintf(Outfp,"i=%d, h[i]=%d, \n",i-offset6,histod[i]);
   printf("i=%d, h[i]=%d \n",i-offset6,histod[i]);
   }
//
// output histogram
//
printf("\n");
fprintf(Outfp,"\n");
printf("3*log(c)-a ((L,K) in table) \n");
fprintf(Outfp,"3*log(c)-a ((L,K) in table)\n"                                   );
flag=399;
for (i=399; i>0; i--) {
   if (histodd[i]==0)
      flag=flag-1;
   else
      break;
   }
first=0;
for (i=0; i<=(int)flag; i++) {
   if ((histodd[i]==0)&&(first==0))
      continue;
   first=1;
   fprintf(Outfp,"i=%d, h[i]=%d, \n",i-offset6,histodd[i]);
   printf("i=%d, h[i]=%d \n",i-offset6,histodd[i]);
   }
//
// output histogram
//
printf("\n");
fprintf(Outfp,"\n");
printf("number of primary attachment points minus number of hops \n");
fprintf(Outfp,"number of primary attachment points minus number of hops \n");
flag=199;
for (i=199; i>0; i--) {
   if (histoo[i]==0)
      flag=flag-1;
   else
      break;
   }
first=0;
for (i=0; i<=(int)flag; i++) {
   if ((histoo[i]==0)&&(first==0))
      continue;
   first=1;
   fprintf(Outfp,"i=%d, h[i]=%d, \n",i-offset2,histoo[i]);
   printf("i=%d, h[i]=%d \n",i-offset2,histoo[i]);
   }
printf("\n");
fprintf(Outfp,"\n");
printf("cycle count=%d, multiple-jump count=%d, two-jump count=%d, non-adjacent count=%d \n",cyccnt,mcount,twojmp,jmphop);
printf("total jumps (in multiple-jumps)=%d, total hops (in multiple-jumps)=%d \n",glojmp,glohop);
printf("hop/hop=%d, jump/hop=%d, hop/jump=%d, jump/jump=%d \n",twojmp0,twojmp1,twojmp2,twojmp3);
fprintf(Outfp,"cycle count=%d, multiple-jump count=%d, two-jump count=%d, non=adjacent count=%d \n",cyccnt,mcount,twojmp,jmphop);
fprintf(Outfp,"total jumps (in multiple-jumps)=%d, total hops (in multiple-jumps)=%d \n",glojmp,glohop);
fprintf(Outfp,"hop/hop=%d, jump/hop=%d, hop/jump=%d, jump/jump=%d \n",twojmp0,twojmp1,twojmp2,twojmp3);
printf("primary attachment points=%d \n",primary);
fprintf(Outfp,"primary attachment points=%d \n",primary);
printf("bad t chains=%d, bad u chains=%d, bad t-u chains=%d \n",badcnt,badcntu,badtucnt);
fprintf(Outfp,"bad t chains=%d, bad u chains=%d, bad t-u chains=%d \n",badcnt,badcntu,badtucnt);
printf("bad comparisons=%d, other comparisons=%d, maximum=%e \n",badcomp,compcnt,maxcmp);
fprintf(Outfp,"bad comparisons=%d, other comparisons=%d, maximum=%e \n",badcomp,compcnt,maxcmp);
printf("cycle count=%d, cycle count=%d (convergents)\n",cyccntu,cyccntb);
fprintf(Outfp,"cycle count=%d, cycle count=%d (convergents)\n",cyccntu,cyccntb);
printf("evens equal odds, bad comparison count=%d \n",equcnt);
fprintf(Outfp,"evens equal odds, bad comparison count=%d \n",equcnt);
printf("maximum ratio=%e, minimum ratio=%e, count=%d, c=%d, k=%d \n",maxminrat,minmaxrat,lamcnt,savec,ksave);
fprintf(Outfp,"maximum ratio=%e, minimum ratio=%e, count=%d, c=%d, k=%d \n",maxminrat,minmaxrat,lamcnt,savec,ksave);
printf("maximum ratio=%e, minimum ratio=%e, count=%d \n",maxminratc,minmaxratc,lamcntc);
fprintf(Outfp,"maximum ratio=%e, minimum ratio=%e, count=%d \n",maxminratc,minmaxratc,lamcntc);
printf("flubs=%d, maximum ratio=%e, flubs=%d, pcount=%d \n",flubx,maxdiff,flubs,pcount);
fprintf(Outfp,"flubs=%d, maximum ratio=%e, flubs=%d, pcount=%d \n",flubx,maxdiff,flubs,pcount);
printf("\n");
fprintf(Outfp,"\n");
printf("histogram of chain counts \n");
fprintf(Outfp,"histogram of chain counts \n");
for (i=0; i<40; i++) {
   printf("i=%d, count=%d \n",i,chhist[i]);
   fprintf(Outfp,"i=%d, count=%d \n",i,chhist[i]);
   }
printf("\n");
fprintf(Outfp,"\n");
printf("powers for specified a value \n");
fprintf(Outfp,"powers for specified a value \n");
for (i=0; i<40; i++) {
   printf("i=%d, counts=%d, %d, %d \n",i,d1hist[i],d2hist[i],d3hist[i]);
   fprintf(Outfp,"i=%d, counts=%d, %d, %d \n",i,d1hist[i],d2hist[i],d3hist[i]);
   }
printf("\n");
fprintf(Outfp,"\n");
for (i=0; i<27; i++) {
   printf("i=%d, c=%d, c=%d, c=%d \n",i,concov[3*i],concov[3*i+1],concov[3*i+2]);
   fprintf(Outfp,"i=%d, c=%d, c=%d, c=%d \n",i,concov[3*i],concov[3*i+1],concov[3*i+2]);
   }
printf("\n");
fprintf(Outfp,"\n");
for (i=0; i<27; i++) {
   printf("i=%d, c=%d, c=%d, c=%d \n",i,concove[3*i],concove[3*i+1],concove[3*i+2]);
   fprintf(Outfp,"i=%d, c=%d, c=%d, c=%d \n",i,concove[3*i],concove[3*i+1],concove[3*i+2]);
   }
printf("\n");
fprintf(Outfp,"\n");
printf("count=%d \n",outklind);
fprintf(Outfp,"count=%d \n",outklind);
wrap=0;
for (i=0; i<outklind; i++) {
   printf("%d,%d,",outkl[2*i],outkl[2*i+1]);
   fprintf(Outfp,"%d,%d,",outkl[2*i],outkl[2*i+1]);
   wrap=wrap+1;
   if (wrap==10) {
      wrap=0;
      printf("\n");
      fprintf(Outfp,"\n");
      }
   }
printf("\n");
fprintf(Outfp,"\n");
wrap=0;
for (i=0; i<200; i++) {
   printf("%d,",outcnt[i]);
   fprintf(Outfp,"%d,",outcnt[i]);
   wrap=wrap+1;
   if (wrap==20) {
      wrap=0;
      printf("\n");
      fprintf(Outfp,"\n");
      }
   }
zskip:
fclose(Outfp);
return(0);
}