‘΋Ǔú�F2023/08/27

Šû�í–¼�F‘æ73‰ñNHK”t2‰ñ�í

�æŽè�F“¡ˆä–Ò‹ã’i

ŒãŽè�F“n•Ó–¾‹ã’i

ply=1   pro =+7776FU,   com =+7776FU   result= �›   Œó•âŽè1�F+7776FU –K–â‰ñ�” 33673,   result= �~   Œó•âŽè2�F+2726FU –K–â‰ñ�” 1032,   result= �~   Œó•âŽè3�F+5756FU –K–â‰ñ�” 40
ply=2   pro =-3334FU,   com =-8384FU   result= �~   Œó•âŽè1�F-8384FU –K–â‰ñ�” 31227,   result= �›   Œó•âŽè2�F-3334FU –K–â‰ñ�” 3758,   result= �~   Œó•âŽè3�F-4132KI –K–â‰ñ�” 0
ply=3   pro =+2868HI,   com =+2726FU   result= �~   Œó•âŽè1�F+2726FU –K–â‰ñ�” 31561,   result= �~   Œó•âŽè2�F+6766FU –K–â‰ñ�” 3713,   result= �~   Œó•âŽè3�F+7675FU –K–â‰ñ�” 184
ply=4   pro =-8384FU,   com =-4344FU   result= �~   Œó•âŽè1�F-4344FU –K–â‰ñ�” 26589,   result= �~   Œó•âŽè2�F-3435FU –K–â‰ñ�” 9859,   result= �›   Œó•âŽè3�F-8384FU –K–â‰ñ�” 227
ply=5   pro =+6766FU,   com =+6766FU   result= �›   Œó•âŽè1�F+6766FU –K–â‰ñ�” 37327,   result= �~   Œó•âŽè2�F+5948OU –K–â‰ñ�” 80,   result= �~   Œó•âŽè3�F+8877KA –K–â‰ñ�” 21
ply=6   pro =-7162GI,   com =-7162GI   result= �›   Œó•âŽè1�F-7162GI –K–â‰ñ�” 37383,   result= �~   Œó•âŽè2�F-5354FU –K–â‰ñ�” 40,   result= �~   Œó•âŽè3�F-5142OU –K–â‰ñ�” 32
ply=7   pro =+1716FU,   com =+1716FU   result= �›   Œó•âŽè1�F+1716FU –K–â‰ñ�” 35412,   result= �~   Œó•âŽè2�F+5948OU –K–â‰ñ�” 4601,   result= �~   Œó•âŽè3�F+3938GI –K–â‰ñ�” 153
ply=8   pro =-5142OU,   com =-5142OU   result= �›   Œó•âŽè1�F-5142OU –K–â‰ñ�” 37570,   result= �~   Œó•âŽè2�F-5354FU –K–â‰ñ�” 9071,   result= �~   Œó•âŽè3�F-1314FU –K–â‰ñ�” 199
ply=9   pro =+1615FU,   com =+3938GI   result= �~   Œó•âŽè1�F+3938GI –K–â‰ñ�” 35490,   result= �~   Œó•âŽè2�F+7978GI –K–â‰ñ�” 9034,   result= �›   Œó•âŽè3�F+1615FU –K–â‰ñ�” 787
ply=10   pro =-5354FU,   com =-4232OU   result= �~   Œó•âŽè1�F-4232OU –K–â‰ñ�” 34650,   result= �~   Œó•âŽè2�F-6152KI –K–â‰ñ�” 81,   result= �~   Œó•âŽè3�F-3132GI –K–â‰ñ�” 0
ply=11   pro =+3938GI,   com =+3938GI   result= �›   Œó•âŽè1�F+3938GI –K–â‰ñ�” 30102,   result= �~   Œó•âŽè2�F+7978GI –K–â‰ñ�” 12642,   result= �~   Œó•âŽè3�F+6958KI –K–â‰ñ�” 90
ply=12   pro =-6152KI,   com =-4232OU   result= �~   Œó•âŽè1�F-4232OU –K–â‰ñ�” 34781,   result= �›   Œó•âŽè2�F-6152KI –K–â‰ñ�” 112,   result= �~   Œó•âŽè3�F-8485FU –K–â‰ñ�” 32
ply=13   pro =+6958KI,   com =+7978GI   result= �~   Œó•âŽè1�F+7978GI –K–â‰ñ�” 35791,   result= �›   Œó•âŽè2�F+6958KI –K–â‰ñ�” 3154,   result= �~   Œó•âŽè3�F+4746FU –K–â‰ñ�” 2351
ply=14   pro =-4232OU,   com =-4232OU   result= �›   Œó•âŽè1�F-4232OU –K–â‰ñ�” 56654,   result= �~   Œó•âŽè2�F-8485FU –K–â‰ñ�” 121,   result= �~   Œó•âŽè3�F-3132GI –K–â‰ñ�” 33
ply=15   pro =+4746FU,   com =+7978GI   result= �~   Œó•âŽè1�F+7978GI –K–â‰ñ�” 33835,   result= �~   Œó•âŽè2�F+8877KA –K–â‰ñ�” 22671,   result= �›   Œó•âŽè3�F+4746FU –K–â‰ñ�” 1276
ply=16   pro =-6253GI,   com =-2233KA   result= �~   Œó•âŽè1�F-2233KA –K–â‰ñ�” 30794,   result= �~   Œó•âŽè2�F-8485FU –K–â‰ñ�” 9541,   result= �›   Œó•âŽè3�F-6253GI –K–â‰ñ�” 58
ply=17   pro =+7978GI,   com =+7978GI   result= �›   Œó•âŽè1�F+7978GI –K–â‰ñ�” 57625,   result= �~   Œó•âŽè2�F+3736FU –K–â‰ñ�” 3760,   result= �~   Œó•âŽè3�F+5948OU –K–â‰ñ�” 2836
ply=18   pro =-8485FU,   com =-8485FU   result= �›   Œó•âŽè1�F-8485FU –K–â‰ñ�” 34077,   result= �~   Œó•âŽè2�F-7374FU –K–â‰ñ�” 19949,   result= �~   Œó•âŽè3�F-2233KA –K–â‰ñ�” 12898
ply=19   pro =+8877KA,   com =+8877KA   result= �›   Œó•âŽè1�F+8877KA –K–â‰ñ�” 48560,   result= �~   Œó•âŽè2�F+5948OU –K–â‰ñ�” 154,   result= �~   Œó•âŽè3�F+7877GI –K–â‰ñ�” 121
ply=20   pro =-7374FU,   com =-7374FU   result= �›   Œó•âŽè1�F-7374FU –K–â‰ñ�” 33014,   result= �~   Œó•âŽè2�F-2233KA –K–â‰ñ�” 23820,   result= �~   Œó•âŽè3�F-2255KA –K–â‰ñ�” 48
ply=21   pro =+5948OU,   com =+5948OU   result= �›   Œó•âŽè1�F+5948OU –K–â‰ñ�” 48622,   result= �~   Œó•âŽè2�F+7867GI –K–â‰ñ�” 1706,   result= �~   Œó•âŽè3�F+6665FU –K–â‰ñ�” 57
ply=22   pro =-2233KA,   com =-2233KA   result= �›   Œó•âŽè1�F-2233KA –K–â‰ñ�” 35860,   result= �~   Œó•âŽè2�F-7475FU –K–â‰ñ�” 10780,   result= �~   Œó•âŽè3�F-8272HI –K–â‰ñ�” 2037
ply=23   pro =+3736FU,   com =+3736FU   result= �›   Œó•âŽè1�F+3736FU –K–â‰ñ�” 49531,   result= �~   Œó•âŽè2�F+4839OU –K–â‰ñ�” 837,   result= �~   Œó•âŽè3�F+6665FU –K–â‰ñ�” 225
ply=24   pro =-4344FU,   com =-7475FU   result= �~   Œó•âŽè1�F-7475FU –K–â‰ñ�” 24294,   result= �~   Œó•âŽè2�F-3222OU –K–â‰ñ�” 18588,   result= �~   Œó•âŽè3�F-8272HI –K–â‰ñ�” 208
ply=25   pro =+2937KE,   com =+2937KE   result= �›   Œó•âŽè1�F+2937KE –K–â‰ñ�” 54115,   result= �~   Œó•âŽè2�F+6665FU –K–â‰ñ�” 717,   result= �~   Œó•âŽè3�F+4839OU –K–â‰ñ�” 264
ply=26   pro =-3222OU,   com =-3222OU   result= �›   Œó•âŽè1�F-3222OU –K–â‰ñ�” 52062,   result= �~   Œó•âŽè2�F-5243KI –K–â‰ñ�” 2399,   result= �~   Œó•âŽè3�F-1112KY –K–â‰ñ�” 292
ply=27   pro =+6665FU,   com =+6665FU   result= �›   Œó•âŽè1�F+6665FU –K–â‰ñ�” 54430,   result= �~   Œó•âŽè2�F+2726FU –K–â‰ñ�” 104,   result= �~   Œó•âŽè3�F+7867GI –K–â‰ñ�” 64
ply=28   pro =-4132KI,   com =-5243KI   result= �~   Œó•âŽè1�F-5243KI –K–â‰ñ�” 43396,   result= �~   Œó•âŽè2�F-8272HI –K–â‰ñ�” 9453,   result= �~   Œó•âŽè3�F-1112KY –K–â‰ñ�” 2189
ply=29   pro =+7867GI,   com =+7867GI   result= �›   Œó•âŽè1�F+7867GI –K–â‰ñ�” 35754,   result= �~   Œó•âŽè2�F+2726FU –K–â‰ñ�” 16160,   result= �~   Œó•âŽè3�F+4839OU –K–â‰ñ�” 2145
ply=30   pro =-7475FU,   com =-5243KI   result= �~   Œó•âŽè1�F-5243KI –K–â‰ñ�” 56633,   result= �~   Œó•âŽè2�F-1112KY –K–â‰ñ�” 3435,   result= �~   Œó•âŽè3�F-8586FU –K–â‰ñ�” 33
ply=31   pro =+7675FU,   com =+7675FU   result= �›   Œó•âŽè1�F+7675FU –K–â‰ñ�” 37628,   result= �~   Œó•âŽè2�F+4839OU –K–â‰ñ�” 156,   result= �~   Œó•âŽè3�F+6878HI –K–â‰ñ�” 48
ply=32   pro =-8586FU,   com =-5243KI   result= �~   Œó•âŽè1�F-5243KI –K–â‰ñ�” 28493,   result= �›   Œó•âŽè2�F-8586FU –K–â‰ñ�” 10997,   result= �~   Œó•âŽè3�F-8272HI –K–â‰ñ�” 234
ply=33   pro =+8786FU,   com =+8786FU   result= �›   Œó•âŽè1�F+8786FU –K–â‰ñ�” 32258,   result= �~   Œó•âŽè2�F+7786KA –K–â‰ñ�” 7495,   result= �~   Œó•âŽè3�F+6776GI –K–â‰ñ�” 18
ply=34   pro =-4445FU,   com =-4445FU   result= �›   Œó•âŽè1�F-4445FU –K–â‰ñ�” 38951,   result= �~   Œó•âŽè2�F-6364FU –K–â‰ñ�” 145,   result= �~   Œó•âŽè3�F-5243KI –K–â‰ñ�” 129
ply=35   pro =+3745KE,   com =+3745KE   result= �›   Œó•âŽè1�F+3745KE –K–â‰ñ�” 37925,   result= �~   Œó•âŽè2�F+4645FU –K–â‰ñ�” 701,   result= �~   Œó•âŽè3�F+6766GI –K–â‰ñ�” 204
ply=36   pro =-3377UM,   com =-3377UM   result= �›   Œó•âŽè1�F-3377UM –K–â‰ñ�” 42389,   result= �~   Œó•âŽè2�F-3344KA –K–â‰ñ�” 0,   result= �~   Œó•âŽè3�F-3355KA –K–â‰ñ�” 0
ply=37   pro =+8977KE,   com =+8977KE   result= �›   Œó•âŽè1�F+8977KE –K–â‰ñ�” 42887,   result= �~   Œó•âŽè2�F+4553NK –K–â‰ñ�” 82,   result= �~   Œó•âŽè3�F+4553KE –K–â‰ñ�” 0
ply=38   pro =-8286HI,   com =-8286HI   result= �›   Œó•âŽè1�F-8286HI –K–â‰ñ�” 36651,   result= �~   Œó•âŽè2�F-0055KA –K–â‰ñ�” 4573,   result= �~   Œó•âŽè3�F-5344GI –K–â‰ñ�” 105
ply=39   pro =+4553NK,   com =+0066KA   result= �~   Œó•âŽè1�F+0066KA –K–â‰ñ�” 27288,   result= �›   Œó•âŽè2�F+4553NK –K–â‰ñ�” 14910,   result= �~   Œó•âŽè3�F+3837GI –K–â‰ñ�” 118
ply=40   pro =-5253KI,   com =-5253KI   result= �›   Œó•âŽè1�F-5253KI –K–â‰ñ�” 42197,   result= �~   Œó•âŽè2�F-0076FU –K–â‰ñ�” 29,   result= �~   Œó•âŽè3�F-0044KA –K–â‰ñ�” 0
ply=41   pro =+6564FU,   com =+0062KA   result= �~   Œó•âŽè1�F+0062KA –K–â‰ñ�” 30256,   result= �›   Œó•âŽè2�F+6564FU –K–â‰ñ�” 4407,   result= �~   Œó•âŽè3�F+0066KA –K–â‰ñ�” 4152
ply=42   pro =-5364KI,   com =-6364FU   result= �~   Œó•âŽè1�F-6364FU –K–â‰ñ�” 39953,   result= �~   Œó•âŽè2�F-0076FU –K–â‰ñ�” 202,   result= �~   Œó•âŽè3�F-8646HI –K–â‰ñ�” 65
ply=43   pro =+7765KE,   com =+0044KA   result= �~   Œó•âŽè1�F+0044KA –K–â‰ñ�” 10363,   result= �~   Œó•âŽè2�F+0053KA –K–â‰ñ�” 2365,   result= �~   Œó•âŽè3�F+0062KA –K–â‰ñ�” 739
ply=44   pro =-0076FU,   com =-6465KI   result= �~   Œó•âŽè1�F-6465KI –K–â‰ñ�” 18843,   result= �~   Œó•âŽè2�F-0077KA –K–â‰ñ�” 158,   result= �~   Œó•âŽè3�F-8646HI –K–â‰ñ�” 64
ply=45   pro =+6778GI,   com =+0087FU   result= �~   Œó•âŽè1�F+0087FU –K–â‰ñ�” 25268,   result= �~   Œó•âŽè2�F+0044KA –K–â‰ñ�” 8310,   result= �~   Œó•âŽè3�F+0095KA –K–â‰ñ�” 2415
ply=46   pro =-0033KA,   com =-0033KA   result= �›   Œó•âŽè1�F-0033KA –K–â‰ñ�” 27600,   result= �~   Œó•âŽè2�F-8688RY –K–â‰ñ�” 11008,   result= �~   Œó•âŽè3�F-0055KA –K–â‰ñ�” 232
ply=47   pro =+6553NK,   com =+6553NK   result= �›   Œó•âŽè1�F+6553NK –K–â‰ñ�” 30937,   result= �~   Œó•âŽè2�F+0087FU –K–â‰ñ�” 5028,   result= �~   Œó•âŽè3�F+0095KA –K–â‰ñ�” 2602
ply=48   pro =-7677TO,   com =-0066KE   result= �~   Œó•âŽè1�F-0066KE –K–â‰ñ�” 25465,   result= �›   Œó•âŽè2�F-7677TO –K–â‰ñ�” 15109,   result= �~   Œó•âŽè3�F-3399UM –K–â‰ñ�” 184
ply=49   pro =+6864HI,   com =+7877GI   result= �~   Œó•âŽè1�F+7877GI –K–â‰ñ�” 33473,   result= �›   Œó•âŽè2�F+6864HI –K–â‰ñ�” 4097,   result= �~   Œó•âŽè3�F+6869HI –K–â‰ñ�” 850
ply=50   pro =-6364FU,   com =-6364FU   result= �›   Œó•âŽè1�F-6364FU –K–â‰ñ�” 50440,   result= �~   Œó•âŽè2�F-7778TO –K–â‰ñ�” 24,   result= �~   Œó•âŽè3�F-8646HI –K–â‰ñ�” 0
ply=51   pro =+4839OU,   com =+0043GI   result= �~   Œó•âŽè1�F+0043GI –K–â‰ñ�” 35511,   result= �~   Œó•âŽè2�F+0041GI –K–â‰ñ�” 8842,   result= �~   Œó•âŽè3�F+0052KA –K–â‰ñ�” 3498
ply=52   pro =-7778TO,   com =-7778TO   result= �›   Œó•âŽè1�F-7778TO –K–â‰ñ�” 50799,   result= �~   Œó•âŽè2�F-0079HI –K–â‰ñ�” 104,   result= �~   Œó•âŽè3�F-8646HI –K–â‰ñ�” 96
ply=53   pro =+0041GI,   com =+0041GI   result= �›   Œó•âŽè1�F+0041GI –K–â‰ñ�” 27317,   result= �~   Œó•âŽè2�F+0043GI –K–â‰ñ�” 14064,   result= �~   Œó•âŽè3�F+0052KA –K–â‰ñ�” 1094
ply=54   pro =-0042FU,   com =-8646HI   result= �~   Œó•âŽè1�F-8646HI –K–â‰ñ�” 36855,   result= �~   Œó•âŽè2�F-7868TO –K–â‰ñ�” 2565,   result= �~   Œó•âŽè3�F-0069HI –K–â‰ñ�” 184
ply=55   pro =+0052KI,   com =+4132NG   result= �~   Œó•âŽè1�F+4132NG –K–â‰ñ�” 8630,   result= �~   Œó•âŽè2�F+3635FU –K–â‰ñ�” 4492,   result= �~   Œó•âŽè3�F+0052KA –K–â‰ñ�” 2261
ply=56   pro =-7868TO,   com =-7868TO   result= �›   Œó•âŽè1�F-7868TO –K–â‰ñ�” 31950,   result= �~   Œó•âŽè2�F-8646HI –K–â‰ñ�” 1884,   result= �~   Œó•âŽè3�F-0069HI –K–â‰ñ�” 1321
ply=57   pro =+5868KI,   com =+5868KI   result= �›   Œó•âŽè1�F+5868KI –K–â‰ñ�” 12524,   result= �~   Œó•âŽè2�F+5848KI –K–â‰ñ�” 596,   result= �~   Œó•âŽè3�F+4132NG –K–â‰ñ�” 363
ply=58   pro =-0024KE,   com =-8646HI   result= �~   Œó•âŽè1�F-8646HI –K–â‰ñ�” 12025,   result= �~   Œó•âŽè2�F-0079HI –K–â‰ñ�” 114,   result= �~   Œó•âŽè3�F-0043GI –K–â‰ñ�” 107
ply=59   pro =+4132NG,   com =+4132NG   result= �›   Œó•âŽè1�F+4132NG –K–â‰ñ�” 7670,   result= �~   Œó•âŽè2�F+0069FU –K–â‰ñ�” 88,   result= �~   Œó•âŽè3�F+3635FU –K–â‰ñ�” 69
ply=60   pro =-2232OU,   com =-3132GI   result= �~   Œó•âŽè1�F-3132GI –K–â‰ñ�” 7442,   result= �›   Œó•âŽè2�F-2232OU –K–â‰ñ�” 65,   result= �~   Œó•âŽè3�F-2212OU –K–â‰ñ�” 0
ply=61   pro =+0063KA,   com =+0041KA   result= �~   Œó•âŽè1�F+0041KA –K–â‰ñ�” 3236,   result= �›   Œó•âŽè2�F+0063KA –K–â‰ñ�” 1550,   result= �~   Œó•âŽè3�F+0051KA –K–â‰ñ�” 1485
ply=62   pro =-3222OU,   com =-2436KE   result= �~   Œó•âŽè1�F-2436KE –K–â‰ñ�” 21755,   result= �›   Œó•âŽè2�F-3222OU –K–â‰ñ�” 2493,   result= �~   Œó•âŽè3�F-8646HI –K–â‰ñ�” 134
ply=63   pro =+6354UM,   com =+6354UM   result= �›   Œó•âŽè1�F+6354UM –K–â‰ñ�” 8314,   result= �~   Œó•âŽè2�F+5241KI –K–â‰ñ�” 6074,   result= �~   Œó•âŽè3�F+5242KI –K–â‰ñ�” 2918
ply=64   pro =-8646HI,   com =-8646HI   result= �›   Œó•âŽè1�F-8646HI –K–â‰ñ�” 12514,   result= �~   Œó•âŽè2�F-2436KE –K–â‰ñ�” 4381,   result= �~   Œó•âŽè3�F-3399UM –K–â‰ñ�” 224
ply=65   pro =+0037KI,   com =+3837GI   result= �~   Œó•âŽè1�F+3837GI –K–â‰ñ�” 8443,   result= �~   Œó•âŽè2�F+0047FU –K–â‰ñ�” 4180,   result= �~   Œó•âŽè3�F+5242KI –K–â‰ñ�” 1936
ply=66   pro =-4649RY,   com =-4666HI   result= �~   Œó•âŽè1�F-4666HI –K–â‰ñ�” 16796,   result= �~   Œó•âŽè2�F-4686HI –K–â‰ñ�” 14470,   result= �›   Œó•âŽè3�F-4649RY –K–â‰ñ�” 6789
ply=67   pro =+3849GI,   com =+3849GI   result= �›   Œó•âŽè1�F+3849GI –K–â‰ñ�” 27596,   result= �~   Œó•âŽè2�F+3949OU –K–â‰ñ�” 13715,   result= �~   Œó•âŽè3�F+3928OU –K–â‰ñ�” 0
ply=68   pro =-0046GI,   com =-0088HI   result= �~   Œó•âŽè1�F-0088HI –K–â‰ñ�” 17423,   result= �~   Œó•âŽè2�F-0032GI –K–â‰ñ�” 4981,   result= �~   Œó•âŽè3�F-0065GI –K–â‰ñ�” 1715
ply=69   pro =+3738KI,   com =+3746KI   result= �~   Œó•âŽè1�F+3746KI –K–â‰ñ�” 1023,   result= �~   Œó•âŽè2�F+0041HI –K–â‰ñ�” 35,   result= �~   Œó•âŽè3�F+5242KI –K–â‰ñ�” 14
ply=70   pro =-0037GI,   com =-0037GI   result= �›   Œó•âŽè1�F-0037GI –K–â‰ñ�” 30058,   result= �~   Œó•âŽè2�F-0088HI –K–â‰ñ�” 11167,   result= �~   Œó•âŽè3�F-0047GI –K–â‰ñ�” 151
ply=71   pro =+0061HI,   com =+0041HI   result= �~   Œó•âŽè1�F+0041HI –K–â‰ñ�” 7910,   result= �~   Œó•âŽè2�F+3837KI –K–â‰ñ�” 587,   result= �›   Œó•âŽè3�F+0061HI –K–â‰ñ�” 295
ply=72   pro =-0047HI,   com =-0051FU   result= �~   Œó•âŽè1�F-0051FU –K–â‰ñ�” 2855,   result= �~   Œó•âŽè2�F-3738NG –K–â‰ñ�” 152,   result= �~   Œó•âŽè3�F-0059HI –K–â‰ñ�” 152
ply=73   pro =+6858KI,   com =+6131RY   result= �~   Œó•âŽè1�F+6131RY –K–â‰ñ�” 328,   result= �~   Œó•âŽè2�F+3847KI –K–â‰ñ�” 240,   result= �~   Œó•âŽè3�F+0048FU –K–â‰ñ�” 104
ply=74   pro =-0029KI,   com =-0028KI   result= �~ ‹l‚Ý‚ ‚è�F -0028KI,+3828KI,-3728NG,+3928OU,-4737RY,+2817OU,-0016KI,+1718OU,-3727RY

�æŽèˆê’v—¦�F21 / 37 56.76 %

ŒãŽèˆê’v—¦�F17 / 37 45.95 %

‘S‘̈ê’v—¦�F 38 / 74 51.35 %

Œó•âŽè3ˆÊˆÈ“à‚Ì—¦�F 55 / 74 74.32 %

‰ð�͉ð�̓Gƒ“ƒWƒ“–¼�FAsklepios Ver.0.9.0