‘Ξ‹Η“ϊF2024/05/19 Šϋν–ΌF‘ζ74‰ρNHK”t1‰ρν ζŽθFΦ“‘–Ύ“ϊ“lŒά’i ŒγŽθF‰‘ŽR‘Χ–ΎŽ΅’i ply=1 pro= +2726FU, com= +7776FU, result= ~ ply=2 pro= -3334FU, com= -3334FU, result= › ply=3 pro= +7776FU, com= +7776FU, result= › ply=4 pro= -8384FU, com= -4344FU, result= ~ ply=5 pro= +2625FU, com= +2625FU, result= › ply=6 pro= -4132KI, com= -8485FU, result= ~ ply=7 pro= +6978KI, com= +6978KI, result= › ply=8 pro= -2288UM, com= -8485FU, result= ~ ply=9 pro= +7988GI, com= +7988GI, result= › ply=10 pro= -3122GI, com= -3122GI, result= › ply=11 pro= +3948GI, com= +3938GI, result= ~ ply=12 pro= -2233GI, com= -2233GI, result= › ply=13 pro= +3736FU, com= +5968OU, result= ~ ply=14 pro= -8485FU, com= -7162GI, result= ~ ply=15 pro= +8877GI, com= +8877GI, result= › ply=16 pro= -7162GI, com= -7162GI, result= › ply=17 pro= +4837GI, com= +4837GI, result= › ply=18 pro= -6364FU, com= -6364FU, result= › ply=19 pro= +3746GI, com= +3746GI, result= › ply=20 pro= -6263GI, com= -6263GI, result= › 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result= ~ ply=43 pro= +8392UM, com= +8392UM, result= › ply=44 pro= -9192KY, com= -9192KY, result= › ply=45 pro= +4746FU, com= +7988OU, result= ~ ply=46 pro= -4554GI, com= -4546GI, result= ~ ply=47 pro= +0034FU, com= +1716FU, result= ~ ply=48 pro= -3342GI, com= -3334GI, result= ~ ply=49 pro= +0083KA, com= +7988OU, result= ~ ply=50 pro= -7374FU, com= -7374FU, result= › ply=51 pro= +7574GI, com= +8374UM, result= ~ ply=52 pro= -6364KI, com= -6374KI, result= ~ ply=53 pro= +2524FU, com= +8372UM, result= ~ ply=54 pro= -2324FU, com= -2324FU, result= › ply=55 pro= +0023FU, com= +2824HI, result= ~ ply=56 pro= -0041KA, com= -3223KI, result= ~ ply=57 pro= +2824HI, com= +2824HI, result= › ply=58 pro= -3223KI, com= -0022FU, result= ~ ply=59 pro= +2425HI, com= +2428HI, result= ~ ply=60 pro= -2334KI, com= -0024FU, result= ~ ply=61 pro= +2585HI, com= +2524HI, result= ~ ply=62 pro= -0082FU, com= -0084FU, result= ~ ply=63 pro= +8392UM, com= +8586HI, result= ~ ply=64 pro= -6474KI, com= -8173KE, result= ~ ply=65 pro= +9274UM, com= +9274UM, result= › ply=66 pro= -4174KA, com= -0073FU, result= ~ ply=67 pro= +8575HI, com= +2937KE, result= ~ ply=68 pro= -7429UM, com= -7465KA, result= ~ ply=69 pro= +0037KY, com= +0022FU, result= ~ ply=70 pro= -0035FU, com= -2919UM, result= ~ ply=71 pro= +3735KY, com= +3735KY, result= › ply=72 pro= -3435KI, com= -3435KI, result= › ply=73 pro= +7535HI, com= +0034FU, result= ~ ply=74 pro= -4233GI, com= -0034FU, result= ~ ply=75 pro= +0022FU, com= +0034FU, result= ~ ply=76 pro= -3122OU, com= -3322GI, result= ~ ply=77 pro= +0024FU, com= +0034FU, result= ~ ply=78 pro= -0034GI, com= -3324GI, result= ~ ply=79 pro= +0023KI, com= +2423TO, result= ~ ply=80 pro= -3423GI, com= -3423GI, result= › ply=81 pro= +2423TO, com= +2423TO, result= › ply=82 pro= -2223OU, com= -2223OU, result= › ply=83 pro= +0024FU, com= +0024FU, result= › ply=84 pro= -2324OU, com= -2322OU, result= ~ ply=85 pro= +0025KI, com= +0022FU, result= ~ ply=86 pro= -2423OU, com= -2423OU, result= › ply=87 pro= +0034GI, com= +0034GI, result= › ply=88 pro= -2332OU, com= -2322OU, result= ~ ply=89 pro= +3433NG, com= +3433GI, result= ~ ply=90 pro= -2133KE, com= -2133KE, result= › ply=91 pro= +0034FU, com= +0034FU, result= › ply=92 pro= -3325KE, com= -3325KE, result= › ply=93 pro= +3433TO, com= +3433TO, result= › ply=94 pro= -3241OU, com= -3241OU, result= › ply=95 pro= +3525HI, com= +3343TO, result= ~ ply=96 pro= -2947UM, com= -0024FU, result= ~ ply=97 pro= +2521RY, com= +2521RY, result= › ply=98 pro= -0031FU, com= -4152OU, result= ~ ply=99 pro= +0043GI, com= +2111RY, result= ~ ply=100 pro= -0014KA, com= -5443GI, result= ~ ply=101 pro= +4959KI, com= +4342NG, result= ~ ply=102 pro= -4151OU, com= -5455GI, result= ~ ply=103 pro= +2131RY, com= +4342NG, result= ~ ply=104 pro= -0041KY, com= -0041KI, result= ~ ply=105 pro= +4354GI, com= +3141RY, result= ~ ply=106 pro= -5354FU, com= -5354FU, result= › ply=107 pro= +0053GI, com= +0043GI, result= ~ ply=108 pro= -0069GI, com= -6272HI, result= ~ ply=109 pro= +0036FU, com= +7868KI, result= ~ ply=110 pro= -6266HI, com= -6978NG, result= ~ ply=111 pro= +5969KI, com= +6766FU, result= ~ ply=112 pro= -4769UM, com= -6667RY, result= ~ ply=113 pro= +7969OU, com= +7969OU, result= › ply=114 pro= -1436KA, com= -6667RY, result= ~ ply=115 pro= +0058KE, com= +6959OU, result= ~ ply=116 pro= -3658UM, com= -6667RY, result= ~ ply=117 pro= +6958OU, com= +6958OU, result= › ply=118 pro= -0047KI, com= -6667RY, result= ~ ply=119 pro= +5847OU, com= +5847OU, result= › ply=120 pro= -0055KE, com= -0058GI, result= ~ ply=121 pro= +4737OU, com= +4737OU, result= › ply=122 pro= -0036FU, com= -5547NK, result= ~ ply=123 pro= +3736OU, com= +3736OU, result= › ply=124 pro= -0045KI, com= -0035FU, result= ~ ply=125 pro= +3625OU, com= +3626OU, result= ~ ply=126 pro= -0014GI, com= -0024FU, result= ~ ζŽθˆκ’v—¦F23 / 63 36.51% ŒγŽθˆκ’v—¦F23 / 63 36.51% ‘S‘Μˆκ’v—¦F46 / 126 36.51% ‰πΝƒGƒ“ƒWƒ“–ΌFAriadne Ver.1.0.0