‘Ξ‹Η“ϊF2024/06/23 Šϋν–ΌF‘ζ74‰ρNHK”t1‰ρν ζŽθFΌŽR•ό‰ΐ——¬ŽOŠ₯ ŒγŽθF–Ψ‘ΊˆκŠξ‹γ’i ply=1 pro= +2878HI, com= +7776FU, result= ~ ply=2 pro= -8384FU, com= -8384FU, result= › ply=3 pro= +7776FU, com= +7776FU, result= › ply=4 pro= -8485FU, com= -4132KI, result= ~ ply=5 pro= +8877KA, com= +8877KA, result= › ply=6 pro= -3334FU, com= -3334FU, result= › ply=7 pro= +6766FU, com= +6766FU, result= › ply=8 pro= -7162GI, com= -7162GI, result= › ply=9 pro= +5948OU, com= +7968GI, result= ~ ply=10 pro= -5142OU, com= -5142OU, result= › ply=11 pro= +7968GI, com= +4838OU, result= ~ ply=12 pro= -4232OU, com= -4232OU, result= › ply=13 pro= +1716FU, com= +4838OU, result= ~ ply=14 pro= -1314FU, com= -5354FU, result= ~ ply=15 pro= +3938GI, com= +3938GI, result= › ply=16 pro= -5354FU, com= -5354FU, result= › ply=17 pro= +6867GI, com= +6958KI, result= ~ ply=18 pro= -6152KI, com= -6152KI, result= › ply=19 pro= +4839OU, com= +4839OU, result= › ply=20 pro= -6253GI, com= -7374FU, result= ~ ply=21 pro= +6958KI, com= +6958KI, result= › ply=22 pro= -2233KA, com= -2233KA, result= › ply=23 pro= +3928OU, com= +3736FU, result= ~ ply=24 pro= -3222OU, com= -3222OU, result= › ply=25 pro= +7675FU, com= +4746FU, result= ~ ply=26 pro= -3132GI, com= -1112KY, result= ~ ply=27 pro= +4746FU, com= +3736FU, result= ~ ply=28 pro= -4344FU, com= -2324FU, result= ~ ply=29 pro= +5756FU, com= +3736FU, result= ~ ply=30 pro= -5364GI, com= -5243KI, result= ~ ply=31 pro= +6776GI, com= +7759KA, result= ~ ply=32 pro= -5243KI, com= -5243KI, result= › ply=33 pro= +3736FU, com= +3736FU, result= › ply=34 pro= -1112KY, com= -1112KY, result= › ply=35 pro= +2937KE, com= +2937KE, result= › ply=36 pro= -2211OU, com= -2211OU, result= › ply=37 pro= +5847KI, com= +6665FU, result= ~ ply=38 pro= -4131KI, com= -7374FU, result= ~ ply=39 pro= +9796FU, com= +6665FU, result= ~ ply=40 pro= -3122KI, com= -3122KI, result= › ply=41 pro= +8997KE, com= +6665FU, result= ~ ply=42 pro= -3342KA, com= -3342KA, result= › ply=43 pro= +7759KA, com= +6665FU, result= ~ ply=44 pro= -8272HI, com= -8284HI, result= ~ ply=45 pro= +6665FU, com= +7574FU, result= ~ ply=46 pro= -6453GI, com= -6465GI, result= ~ ply=47 pro= +9785KE, com= +7574FU, result= ~ ply=48 pro= -2324FU, com= -7374FU, result= ~ ply=49 pro= +2726FU, com= +7574FU, result= ~ ply=50 pro= -4233KA, com= -7374FU, result= ~ ply=51 pro= +9998KY, com= +3827GI, result= ~ ply=52 pro= -3223GI, com= -7374FU, result= ~ ply=53 pro= +5977KA, com= +7574FU, result= ~ ply=54 pro= -9394FU, com= -9394FU, result= › ply=55 pro= +8786FU, com= +7574FU, result= ~ ply=56 pro= -4342KI, com= -6364FU, result= ~ ply=57 pro= +7858HI, com= +7766KA, result= ~ ply=58 pro= -7374FU, com= -4232KI, result= ~ ply=59 pro= +7574FU, com= +7574FU, result= › ply=60 pro= -7274HI, com= -7274HI, result= › ply=61 pro= +0075FU, com= +0075FU, result= › ply=62 pro= -7484HI, com= -7484HI, result= › ply=63 pro= +5655FU, com= +7574FU, result= ~ ply=64 pro= -4232KI, com= -5455FU, result= ~ ply=65 pro= +7667GI, com= +7574FU, result= ~ ply=66 pro= -3342KA, com= -3342KA, result= › ply=67 pro= +7766KA, com= +6756GI, result= ~ ply=68 pro= -5455FU, com= -4233KA, result= ~ ply=69 pro= +6655KA, com= +6655KA, result= › ply=70 pro= -6364FU, com= -0054FU, result= ~ ply=71 pro= +0054FU, com= +6564FU, result= ~ ply=72 pro= -5354GI, com= -6465FU, result= ~ ply=73 pro= +5544KA, com= +5566KA, result= ~ ply=74 pro= -6465FU, com= -4233KA, result= ~ ply=75 pro= +4471UM, com= +4488KA, result= ~ ply=76 pro= -4233KA, com= -8173KE, result= ~ ply=77 pro= +7162UM, com= +7181UM, result= ~ ply=78 pro= -0073FU, com= -8482HI, result= ~ ply=79 pro= +0064FU, com= +6271UM, result= ~ ply=80 pro= -6566FU, com= -5455GI, result= ~ ply=81 pro= +6776GI, com= +6766GI, result= ~ ply=82 pro= -0057FU, com= -6667TO, result= ~ ply=83 pro= +5857HI, com= +5857HI, result= › ply=84 pro= -0056FU, com= -0056FU, result= › ply=85 pro= +5756HI, com= +5756HI, result= › ply=86 pro= -5455GI, com= -0055FU, result= ~ ply=87 pro= +5659HI, com= +5655HI, result= ~ ply=88 pro= -6667TO, com= -5556GI, result= ~ ply=89 pro= +3745KE, com= +7667GI, result= ~ ply=90 pro= -0058FU, com= -5556GI, result= ~ ply=91 pro= +5969HI, com= +5958HI, result= ~ ply=92 pro= -3344KA, com= -5556GI, result= ~ ply=93 pro= +6244UM, com= +4553NK, result= ~ ply=94 pro= -5544GI, com= -5544GI, result= › ply=95 pro= +6967HI, com= +4553NK, result= ~ ply=96 pro= -4445GI, com= -4445GI, result= › ply=97 pro= +4645FU, com= +4645FU, result= › ply=98 pro= -0055KE, com= -0046KE, result= ~ ply=99 pro= +6757HI, com= +4544FU, result= ~ ply=100 pro= -5547NK, com= -5547NK, result= › ply=101 pro= +3847GI, com= +3847GI, result= › ply=102 pro= -3435FU, com= -0046KI, result= ~ ply=103 pro= +0044KE, com= +3635FU, result= ~ ply=104 pro= -3536FU, com= -3231KI, result= ~ ply=105 pro= +0038FU, com= +4432NK, result= ~ ply=106 pro= -3231KI, com= -3637TO, result= ~ ply=107 pro= +5751RY, com= +4452NK, result= ~ ply=108 pro= -0041KI, com= -3637TO, result= ~ ply=109 pro= +5155RY, com= +5141RY, result= ~ ply=110 pro= -0077KA, com= -0046FU, result= ~ ply=111 pro= +5556RY, com= +4758GI, result= ~ ply=112 pro= -8464HI, com= -7799UM, result= ~ ply=113 pro= +0065FU, com= +0066FU, result= ~ ply=114 pro= -6462HI, com= -6465HI, result= ~ ply=115 pro= +0054FU, com= +6564FU, result= ~ ply=116 pro= -5859TO, com= -6265HI, result= ~ ply=117 pro= +4959KI, com= +5453TO, result= ~ ply=118 pro= -0052FU, com= -0057FU, result= ~ ply=119 pro= +5948KI, com= +5453TO, result= ~ ply=120 pro= -7786UM, com= -0046FU, result= ~ ply=121 pro= +0055KA, com= +5453TO, result= ~ ply=122 pro= -8668UM, com= -0046FU, result= ~ ply=123 pro= +7574FU, com= +5546KA, result= ~ ply=124 pro= -6263HI, com= -7374FU, result= ~ ply=125 pro= +7473TO, com= +5453TO, result= ~ ply=126 pro= -6333HI, com= -8173KE, result= ~ ply=127 pro= +7362TO, com= +1615FU, result= ~ ply=128 pro= -0043FU, com= -0046FU, result= ~ ply=129 pro= +4452NK, com= +6261TO, result= ~ ply=130 pro= -4132KI, com= -2334GI, result= ~ ply=131 pro= +6251TO, com= +6261TO, result= ~ ply=132 pro= -2425FU, com= -4344FU, result= ~ ply=133 pro= +5141TO, com= +5533UM, result= ~ ply=134 pro= -2526FU, com= -4344FU, result= ~ ply=135 pro= +4131TO, com= +1615FU, result= ~ ply=136 pro= -3231KI, com= -3231KI, result= › ply=137 pro= +5533UM, com= +0042GI, result= ~ ply=138 pro= -2233KI, com= -2233KI, result= › ply=139 pro= +0061HI, com= +0032KI, result= ~ ply=140 pro= -3122KI, com= -3132KI, result= ~ ply=141 pro= +5242NK, com= +0032GI, result= ~ ply=142 pro= -0084FU, com= -0032KA, result= ~ ply=143 pro= +0031KI, com= +0032KI, result= ~ ply=144 pro= -8485FU, com= -0032KA, result= ~ ply=145 pro= +5636RY, com= +0032GI, result= ~ ply=146 pro= -0035KE, com= -0025KE, result= ~ ply=147 pro= +3626RY, com= +0032GI, result= ~ ply=148 pro= -0025FU, com= -3332KI, result= ~ ply=149 pro= +2625RY, com= +0032GI, result= ~ ply=150 pro= -0024FU, com= -2332GI, result= ~ ply=151 pro= +2536RY, com= +2524RY, result= ~ ply=152 pro= -3547NK, com= -2332GI, result= ~ ply=153 pro= +3121KI, com= +3634RY, result= ~ ζŽθˆκ’v—¦F15 / 77 19.48% ŒγŽθˆκ’v—¦F24 / 76 31.58% ‘S‘Μˆκ’v—¦F39 / 153 25.49% ‰πΝƒGƒ“ƒWƒ“–ΌFAriadne Ver.1.0.0