[[0,0,0,0.001,0.012,-0.011,0.013,0.011,0.01,-0.007,0.006,-0.004,-0.003,-0.004,-0.004,-0.002,0.006,0.006,0.006,-0.004,-0.032,-0.029,0.018,0.017,0.023,-0.041,0.032,0.031,0.022,0.068,0.036,0.068,-0.063,0.067,-0.053,-0.07,-0.103,-0.08,-0.1,-0.1,0.047,0.113,-0.125,0.095,0.065,-0.113,-0.085,-0.077,-0.075,0.066,0.049,0.054,0.068,-0.094,-0.088,-0.114,-0.088,-0.08,-0.057,0.055,-0.064,0.076,-0.07,-0.116,0.056,-0.078,0.099,0.1,0.07,0.091,0.08,0.071,0.111,-0.073,-0.061,0.146,-0.09,-0.071,-0.064,0.062,-0.081,-0.083,-0.036,0.048,0.077,0.201,-0.112,-0.083,-0.056,0.044,-0.043,0.031,-0.031,-0.037,-0.054,-0.13,-0.092,-0.175,-0.109,-0.092,-0.109,-0.074,0.122,0.104,-0.072,-0.098,-0.098,0.047,0.08,-0.056,-0.127,0.059,0.095,0.086,-0.093,-0.087,-0.057,0.05,-0.048,0.04,-0.057,-0.05,0.048,-0.149,0.071,0.188,0.194,0.113,-0.17,0.107,-0.099,-0.155,-0.152,0.142,0.114,0.071,-0.108,0.065,0.101,-0.113,-0.114,0.11,0.073,-0.17,0.106,-0.106,0.073,-0.138,0.105,0.097,0.072,-0.113,-0.089,-0.089,-0.117,0.154,0.108,0.082,0.063,0.069,0.052,0.06,0.052,-0.245,-0.131,-0.096,-0.115,-0.115,0.092,-0.112,-0.091,-0.047,0.185,-0.154,-0.122,0.106,-0.106,-0.147,-0.176,0.111,-0.098,0.106,-0.083,0.059,0.089,-0.071,0.058,-0.182,-0.177,-0.269,0.305,0.353,-0.246,-0.141,-0.18,0.127,0.174,0.13,-0.178,-0.152,0.074,0.101,0.144,-0.074,-0.056,0.082,-0.056,0.115,-0.226,-0.141,0.095,0.072,-0.177,-0.109,0.133,-0.164,0.09,-0.083,0.139,0.139,0.14,0.156,0.102,-0.089,-0.079,-0.074,-0.072,-0.075,0.043,0.049,0.065,-0.18,0.116,0.218,0.25,-0.166,-0.192,0.222,-0.139,0.108,0.219,-0.146,-0.116,-0.102,-0.104,0.071,-0.053,0.038,0.041,-0.044,0.04,-0.021,-0.038,-0.256,0.345,-0.33,0.193,0.082,0.17,0.107,0.078,-0.128,-0.076,0.132,-0.078,-0.075,0.093,0.048,0.161,-0.083,0.074,0.069,-0.06,0.049,-0.053,-0.064,-0.232,-0.215,-0.152,-0.196,0.152,0.084,0.129,0.135,-0.134,-0.111,0.099,0.097,-0.107,0.052,0.083,0.103,0.064,0.067,-0.056,-0.12,-0.135,-0.178,-0.122,0.169,-0.129,0.15,-0.111,0.181,-0.145,-0.125,0.114,-0.115,-0.103,0.06,-0.082,-0.062,-0.079,0.055,0.057,0.1,-0.145,0.183,0.118,-0.141,-0.131,-0.092,0.087,-0.064,-0.059,-0.045,0.033,-0.051,0.046,-0.045,-0.025,0.023,0.034,-0.043,0.062,0.131,-0.074,0.211,0.196,-0.212,0.176,0.135,0.141,-0.137,0.131,-0.077,-0.078,-0.062,-0.056,-0.04,0.041,0.039,0.038,0.107,-0.205,0.137,0.237,0.144,-0.163,0.101,-0.148,-0.095,-0.16,0.142,0.096,-0.091,-0.08,0.083,0.064,0.049,-0.046,-0.057,-0.17,-0.126,0.282,0.282,-0.194,0.082,0.185,-0.163,0.121,0.107,0.156,-0.162,0.181,-0.126,-0.181,-0.116,-0.083,0.059,0.063,0.05,0.032,0.044,-0.032,0.035,0.033,0.106,-0.208,-0.249,0.217,-0.184,-0.207,-0.156,-0.161,0.157,0.127,0.09,-0.066,0.07,-0.052,0.046,-0.039,-0.039,0.035,0.024,0.029,-0.1,0.079,0.174,0.152,0.105,0.095,0.094,-0.125,0.113,0.075,0.09,-0.087,0.085,-0.069,-0.061,0.063,0.068,-0.138,0.148,0.184,-0.201,-0.174,-0.174,-0.138,0.158,-0.113,0.137,0.118,0.086,0.083,-0.083,-0.073,-0.061,-0.048,0.062,0.068,0.096,0.085,-0.194,0.117,0.164,-0.121,-0.106,-0.151,0.113,0.12,-0.092,-0.075,0.094,0.092,-0.073,-0.05,-0.042,-0.028,-0.092,-0.18,0.138,0.103,-0.114,0.134,-0.086,0.095,0.156,-0.119,-0.085,0.064,0.038,-0.058,0.059,-0.057,0.067,-0.178,0.114,-0.091,0.083,-0.242,0.153,-0.107,0.169,0.107,0.109,0.109,0.113,-0.086,-0.057,0.112,-0.071,0.096,0.096,-0.093,-0.069,-0.102,-0.072,0.055,0.146,-0.256,-0.178,-0.076,0.109,0.113,0.061,0.098,-0.058,0.102,-0.072,-0.137,-0.059,0.099,0.064,0.05,0.062,0.135,-0.113,-0.082,0.064,-0.198,-0.113,0.063,0.146,0.121,0.099,-0.141,0.14,-0.139,-0.092,-0.092,0.06,-0.055,-0.052,0.039,0.036,0.035,0.023,-0.025,0.02,0.022,-0.033,0.041,0.2,0.143,0.121,0.124,0.159,-0.131,-0.133,-0.103,0.085,0.048,-0.042,0.033,0.029,0.026,0.027,0.026,0.024,0.03,-0.037,0.042,-0.041,0.036,-0.029,0.022,0.032,0.185,0.194,-0.119,-0.102,-0.115,0.071,-0.08,-0.08,0.041,-0.035,-0.035,0.029,0.034,-0.044,0.037,0.027,0.026,-0.034,0.053,0.049,0.046,0.053,0.043,0.034,-0.202,0.118,0.07,0.065,0.055,0.061,0.069,0.029,-0.245,0.154,0.11,-0.103,0.056,0.055,-0.051,-0.039,-0.032,-0.023,-0.017,-0.026,-0.021,-0.018,-0.027,-0.155,0.127,0.124,-0.18,-0.13,0.231,0.203,0.133,-0.116,-0.086,0.075,0.052,-0.06,-0.041,0.038,0.036,0.033,0.088,-0.193,-0.121,-0.141,-0.18,0.171,-0.141,0.204,0.135,0.091,0.073,-0.074,-0.082,-0.065,0.062,-0.038,-0.037,-0.028,-0.024,0.136,-0.186,-0.111,-0.076,0.26,-0.181,0.176,0.219,0.147,0.149,-0.114,-0.094,0.08,-0.051,-0.059,-0.055,-0.051,-0.051,-0.044,-0.105,-0.224,-0.173,0.102,0.134,-0.099,0.223,0.257,0.15,0.128,0.075,-0.085,0.07,-0.061,0.037,0.034,-0.023,-0.028,0.02,0.024,-0.037,-0.119,-0.152,0.212,-0.16,-0.244,0.157,0.138,0.085,-0.097,-0.06,-0.051,-0.04,-0.034,0.041,-0.025,-0.03,0.02,0.023,-0.178,-0.144,-0.2,0.245,0.154,0.144,0.111,-0.143,0.106,-0.081,-0.065,-0.057,-0.047,0.048,0.036,0.034,-0.031,0.048,0.056,-0.117,0.179,-0.132,-0.139,0.163,-0.172,-0.125,0.092,0.091,-0.065,0.058,0.048,0.046,0.037,0.029,0.029,-0.031,0.032,0.049,0.036,0.036,-0.025,0.03,0.035,-0.095,0.214,0.102,0.124,0.07,-0.066,-0.048,0.097,0.067,-0.118,-0.082,0.22,0.169,-0.126,-0.095,-0.066,0.085,-0.073,0.133,0.122,-0.116,-0.077,0.127,0.114,-0.08,-0.075,0.108,-0.273,-0.174,-0.15,0.132,0.112,0.095,0.079,0.095,0.118,0.088,-0.111,-0.16,-0.119,-0.157,0.091,0.14,-0.085,0.142,-0.192,0.312,0.272,-0.189,0.103,-0.135,-0.144,-0.161,0.213,-0.144,0.156,0.113,0.178,0.116,0.09,-0.134,-0.072,0.138,-0.094,0.102,-0.069,-0.287,0.251,-0.186,0.093,0.063,-0.159,0.221,-0.143,-0.111,0.133,-0.108,-0.053,0.175,0.105,0.106,-0.193,0.175,0.11,0.089,-0.073,-0.044,-0.026,-0.021,0.019,-0.014,-0.01,0.008,-0.3,0.163,0.15,0.083,-0.07,-0.043,-0.034,0.177,0.175,-0.084,-0.067,0.13,0.094,0.095,0.08,0.069,-0.073,0.039,-0.024,-0.03,-0.022,0.071,0.067,-0.05,-0.039,-0.029,0.093,0.053,0.035,-0.046,0.067,-0.057,-0.112,0.085,0.062,-0.047,-0.054,-0.074,-0.045,-0.087,0.052,0.038,0.038,-0.074,0.037,-0.05,0.031,-0.031,0.018,-0.011,-0.01,-0.005,-0.003,-0.003,-0.003,-0.002,-0.005,-0.003,0.007,0.015,0.009,0.013,0.018,-0.011,-0.026,-0.017,-0.026,-0.027,0.032,-0.07,0.052,-0.023,-0.059,-0.042,0.092,0.075,0.052,-0.111,0.063,-0.073,0.055,0.029,-0.015,-0.035,-0.029,-0.017,0.035,-0.024,-0.019,0.009,-0.012,0.016,0.011,0.006,-0.005,-0.003,-0.007,0.003,-0.003,0.004,-0.003,0.002,-0.001,-0.001,0.001,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0]]