PD[X[127,147,128,146],X[108,148,109,147],X[89,149,90,148],X[70,150,71,149],X[51,151,52,150],X[32,152,33,151],X[13,153,14,152],X[192,154,193,153],X[173,155,174,154],X[109,129,110,128],X[90,130,91,129],X[71,131,72,130],X[52,132,53,131],X[33,133,34,132],X[14,134,15,133],X[193,135,194,134],X[174,136,175,135],X[155,137,156,136],X[91,111,92,110],X[72,112,73,111],X[53,113,54,112],X[34,114,35,113],X[15,115,16,114],X[194,116,195,115],X[175,117,176,116],X[156,118,157,117],X[137,119,138,118],X[73,93,74,92],X[54,94,55,93],X[35,95,36,94],X[16,96,17,95],X[195,97,196,96],X[176,98,177,97],X[157,99,158,98],X[138,100,139,99],X[119,101,120,100],X[55,75,56,74],X[36,76,37,75],X[17,77,18,76],X[196,78,197,77],X[177,79,178,78],X[158,80,159,79],X[139,81,140,80],X[120,82,121,81],X[101,83,102,82],X[37,57,38,56],X[18,58,19,57],X[197,59,198,58],X[178,60,179,59],X[159,61,160,60],X[140,62,141,61],X[121,63,122,62],X[102,64,103,63],X[83,65,84,64],X[19,39,20,38],X[198,40,1,39],X[179,41,180,40],X[160,42,161,41],X[141,43,142,42],X[122,44,123,43],X[103,45,104,44],X[84,46,85,45],X[65,47,66,46],X[1,21,2,20],X[180,22,181,21],X[161,23,162,22],X[142,24,143,23],X[123,25,124,24],X[104,26,105,25],X[85,27,86,26],X[66,28,67,27],X[47,29,48,28],X[181,3,182,2],X[162,4,163,3],X[143,5,144,4],X[124,6,125,5],X[105,7,106,6],X[86,8,87,7],X[67,9,68,8],X[48,10,49,9],X[29,11,30,10],X[163,183,164,182],X[144,184,145,183],X[125,185,126,184],X[106,186,107,185],X[87,187,88,186],X[68,188,69,187],X[49,189,50,188],X[30,190,31,189],X[11,191,12,190],X[145,165,146,164],X[126,166,127,165],X[107,167,108,166],X[88,168,89,167],X[69,169,70,168],X[50,170,51,169],X[31,171,32,170],X[12,172,13,171],X[191,173,192,172]]
