<div dir="ltr"><div><div><div><div><div><div><div><div><div>I've discovered some shenanigans.  And I have the proof!<br><br></div>Look at this graph:<br><br><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArYAAAFeCAIAAAD/nsvJAAAgAElEQVR4nO2dz6skyXXv9Td5K22F/wBvJnmrAoFxgmZRIINQ7lwN2uRgN6I2DykfWhQ240UuZnhTeGVyd0EF7tvvDs7pNljq8SJ1JWipZ3o0c2fiLb5TZ86NzPpdcaIq4/vh0txbVV0nf0RGfOPEiXO+5wghhBBCenwv9gEQQggh5BKhRCCEEELIAJQIhBBCCBmAEoEQQgghA1AiEEIIIWQASgRyiTRNk2VZXdexD+QA8jwvimLnx4qiyPP8LBbLssyy7MTjOZQ8z7Mss787eZ6f67qd8RYMUtd1lmVN0+z85KHtvKqqoEd+Opd/hOQgKBFGCPod0LatfqsoirIsB/9XURTZY0wOdphAEqGqqi3DW9u2eLeqqiO+/BSJIAfWZ8vB2EuE7Rb7B7+psR3BZUoEEUxZlsl3hpMI0h60XQ/vkT8ar0167+IcvRN364fousQ92QIlwgjJ8xyPaFmWepDYLvC9fhN90Lm6m0PZ0nWi5zruwKTXGxw7cX2OHtjO5UXYf2i3lwhFUWz5zuMuHQaV42TZcZxFIqCJ6vOV5yuQRMDXei0/kJhumkZfIk8l4DmSE/RUwvZGQq4LSoSxgQ4X/Qj6FLyOrmRLt+X1m/YdtyaoRMDI2v8GnC8lwha2f2dSEmGT0HTBJEJZlv3DtlmSwxmJFe9+ee/qbodcO5QIY2OTRNjZC/f7Td3j62UI/T3inPdeF0eo143q7/H6UAx4mJFs6vg8n6ocnl5b2dI7i7zoXw2ZonnjnP5m71z0W5h16Q9sumJHSAS5Mt6xiUTYdAv09+g7tf0AtDnPeb79G7INEkHkqVwTOTBtC+jPoxXhw4PtU/+vweMfPEF8lb4gevDzTmHwfm0XAfrdvuNda1xp57rxD37n4LG5DRJh8A461SHIjdhTKmkr/XP3HqhrDCQim6BEGCHyfMpCwz6uP68rxHOOx74oCm+KMDifKIoCHZ82V1WVfFgvJ3sdjZ7Zy2i0pxfBOyTPCzr4f/vzb4nS0B2x98160NXXx62HK3l3yxU7VCKUZel1vvKnjAR6vJF3txztlmPA4KEPxlt+OsKLIFoKB+DpsL5ik8/rBqCP2fsGfTdxi+V7Bo9HBkj8qW+Q1zA2eTi2+28OlQjeXRu8NZvW+Pvj8ZY7KE+Wbrf7uJr0GQ268bzvGbxo5BqhRBghenbr9vb7ecPGlkmY9M7otvqDcZ7n/Q6iv5IqSqLfEaMb2lMi9EemTSOZ/F+vY9WrMPrb8jzvexTwscF1mU29bfbYH3PKQoN+FwOVvv76y/UnPY24abzpTxC9C7VTImjkSDyB4h77zDdJhL7/Sf5L3+Uu3+DF3wyCQVQ3ITkv73wHl//drpt4qETQbWyTf2LTQuHgAW+6g3i3/6DtXLbTOmPwv3gNw3twyPVCiTByZBTXbtXBHsHb0bB9lNKDaL/nwtDlqYR+ty6v9Lu//WMRtjhat/9fb6yVY/MEkP5m/Uq/E9wyfOoPnygR9GDfP81NJ9i/HftPjj3NdLQXoT9M4vdNEsG7p5766V98vIJRcLtK6N8CfeJbpNWWb9AcsdAg727yW2yXDvIN2+/gTgk4iOeW21MiMGJxHFAijByZ0Msvm/Y1bO/1vE1WuoOWt7xpoic1+psqZaJ5UM81KBG8rlOPQJv+r/zudcpydl58g4Cj6g+H/V5y8IodIRE2qbc9JYJWh5pBidA/Nk8RXoJEGDwdb3kIDB7ndokgx7YljvKSJcKWO3iERNjT8eCJNkqE0UCJMGbE6apXBNAp9D+8pdfLHk/LBr2I6GS9vgb9Cz685ftPlwhHeBGkL/b0hCcRNvWe2yXClit2qETwFqf38SJ437P/loFr8SJsMqTB1+6phvsLH3Vdb1plcLv886dLhE0xB4G8CJviLvvrIINf0r+DXGgYDZQIo0WHIJwiEfq92Kbnf3AckiFt08zeHRiL0O+4t4/WGq9nx+zcOx39bVtG1i2xCNuv2EESoX9l+hJhn1iEPbvs02MRjpAIrnedd0qEfcJv+1b0V2UbYhH092+x0t/5ovEuY/8OZofHIuwZrnjGWIRN4TX9Ntk3uqckJZcPJcI46QcS6oWGg5ZXvd4QHZxMSvrB/23bboo893ocHauvw7CrrTkQN403g5sjPLwOUTzSXu8mB+x9M07HO1+nPPl61j54xbZcZ8EbrrLeyoL3p5zRlv0X3lv42sFL5Dkt+u6QEBLB+9qdEqEf/5jnOW5TnudyXpt2BxSPdzR4d9ntaoFAe8jklcGFM922BzehZI/XufYJehUG9eimO+jtFdoudLLNWyK9R8w7Zm56HBOUCOOkv6dAr6xvClfc1CPo/wuF4e038/pTvRjcn9/rr/IOQAba7Wlcxah8g/Tpuuvv058z9UeRfr+/6Zv1W23b6knnlit2qETQkQRlWeqIfbjHB/f397/HC63YEsSu79H+IZluKERgk1vFkwhybDp8dYtEcL0AC0/G6W/rgzulL4g3a5cv2XSmg8cg5vqzah2vo91g4ucvehkjBg+7f0aD12rTHZQDkw9s0gfeAyXIBzbl6nC7VmHIdfFIIjx79uzu7u7u7u75dYKDf/bsWayrSQgZB1uGz1hsiY046Bs2RR6ciz2XgchV8J1EuL29ffny5eeffx7xaE7k4eHh7du3//Vf/3V7exv7WAgh14rNUHoE2Wlr/Abntd3/R66O7yTC3d3d27dvIx7KuXj79u3d3V3soyCEXCubghiis2nH8p4YSIQTj5BcGt9JhI8//vjrr7+OeCjn4uuvv37+/HnsoyCEEEKum+8kwpiG1TGdCyGEEBKFRxLhm2/c0M/nn97efMvt/3z+jfvmmz++uHn+6eeDHz7m548vbm5e/PFc3/bNN+758+cPiojXlxBCCLlSHkuEr7/xfz77n9ubmxd/+O7PT//wzTdf//HFzfNPP+t9eNvP5v/y2f/c3r58cXvoF277ef78+es1VAmEEELIETySCA8PXz/++ezV7c2L+697r//hxc3tqzf917f8bPwvb17d3r76DP8e8oXbfmQbpKiEiJeYEEIIuUa2SoQ3n97evLjfNN7ff7v+IEP7/Yv1esSLP8jHXryQVQr9llYht6/efP3w5tPb20/fqO9/8eL2BtbfyELHtwfTMzQgEd5//31RCZQIhBBCyKE8kghfPXz96Gc9bPuvP/zhxc3NDd66f4GR+/G7t6/efPux21efPX5xk4lvtYJ8/8B/vH+xfvHrbd+5lghQCZQIhBBCyBE8lghfPTz6+fOr25sX996LXz189dX9i5vb3/259/t3s3u8suFj6ufPr25vX72R329e3Psf/vOrR14IfMA35P88f/78vffeo0QghBBCjuaRRPjyy4fHP29+d3vzye8feq/ff3Jz+7s/Pf79T69ub178/tv/hXeHPuZ/jwe+QX34u69d/wwY8n8oEQghhJATeSQR/vLlg//z+xc3Nzef/H79559e/e73D39ZD+F/+VL9/vsXN7ev/vTlw1/+9Or223eHPuZ9Of7Ltz/fKpLef7y5/d2bgf/1nSH/hxKBEEIIOZFHEuGLL74a+Hn96plM8p+9ev3FV198cf/Jze1vX+MD8vuff4vPPXvxyTO8oj/2VQePwSf38s3dJzfPfvtnbev1b29vPrn3/uOjA/jkfsiQ/0OJQAghhJzII4nw9ouvxvFDiUAIIYScyGOJ8PbLcfxQIhBCCCEn4lV6jD+6n/7zxRdf3t3dUSIQQgghp/BIInz22ecvX/73kyc///DDj2TE/cd/+sWTJz9/8uTnv1n9x6ZX9v/whx9+9OTJz//xn36Bd1++/G/5/Vw/n332OSUCIYQQciLfSYTb29sPPvigLN/74IP/KxLhww8/+ud/+de3b7/8zeo/MJb3X5GffT6Mf//5X/4ViuGXv/w/L1/+97nEweeff/HmzWcvX768vb2lRCCEEEJO4Xv6j2fPnt3d3f3iF794+vQpshe/++67ksn43Xff/bd/+7f+K1IQYZ8Pv/vuu8+fP3/69On777//9OnTX/3qV8/Px93d3d3d3bNnz9577z1KBEIIIeQUvtd/qaqqqqoeHh5ev379zjvvYDh/7733fvjDH/74xz/+/ve//9Of/hRjMF55b03/rf4rWZb91V/91fe///0f//jHP/zhD98LBhMwE0IIIaewWyJ8+OGHGG7/5m/+5h/+4R/++q//GqJBXnl/Tf+t7R9+//33f/CDH/zgBz/4+7//+/d38atf/erpgXzwwQcffPDBb37zm7u7u/8khBBCyFbu7+8PkAg/+tGPfv3rX8OND7nwzjvveK+In7//1qYP/+QnP/n1r389m82ePn364Ycf/u3f/u0Zlxs0LAZNCCGEHMc2ifDw8PDkyZMnT568fv36o48++tGPfvT69ev+K8KeH/7oo4/w4nw+XywWq9XqJz/5yetg4ETsrywhhBBy1TySCHVdZwoMru+s+fjjjwdf+eUvf/mzn/1szw8/PDz83d/9HX75+OOP8da///u/P4Qk1sUlhBBCrpcBLwIhhBBCCCUCIYQQQgagRCCEEELIAJQIhBBCCBmAEoEQQgghA1AiEEIIIWQASgRCCCGEDLBbIuR5jjQJTdPglaIo8Epd196H+295r0jqBfkv+ndCCCGEXAg7JEJVVWVZOueapsFYXtd1URTOubZtvdG9/1b/laIo2ratqgqKoSxLUR6EEEIIuRx2SISiKGQIz/O8bduiKLSHQA/w/bcGX2nbtl5TVdV5z4cQQgghZ2GHRCjLUkZxGeNFFpRlqdca+m/1X5GFhrZt8zw/78kQQggh5FzskAhYIBBOlwj6w1AJWZbRl0AIIYRcGgfsaMCk/8SFBvyOWARZaNjHnXB/fx+7jjYhhBAyZu7v74+RCBK3WFXVpnDF/luDH0ZAg3PuIIlACCGEEEt272jAEgMGdeBtg6zrWsb4/g7JwVfkqzZtniSEEEJIXJg6iRBCCCEDUCIQQgghZABKBEIIIYQMQIlACCGEkAEoEQghhBAyACUCIYQQQgagRCCEEELIAJQIhBBCCBlgt0SQ3EfIruicK4piU8qj/lveK1LGSf6Ll6KREEIIIZfA7uyKogxQnhHFmdxQAub+W/1XUL0JNRqcc2VZ6ioPhBBCCLkQdkiEuq61RHAnl3GCRKjXsMYjIYQQcpnsXmiQlYK2bd1QxWf9yZ3FoGWhAZWgz3w2hBBCCDkTuyUCwgjyPMeSwYkSQX8YKiHLsn18CSwGTQghhATlsGLQelzHqsGJCw34HbEILAZNCCGEXCw7JEJRFDLFz/O8aZqqqjaFK/bfGvxw27Z4kRKBEEIIuVh2SAQM7d6mR9kGCa8AliEG39r0inz/ps2ThBBCCIkLUycRQgghZABKBEIIIYQMQIlACCGEkAEoEQghhBAyACUCIYQQQgagRCCEEELIAJQIhBBCCBlgd+qkTIHcBiwGTQghhIyeA7wIm+o7CywGTQghhIyGfSVCVVXIrshi0IQQQkgK7CsR8jxnMWhCCCEkHfaSCLJe4FgMmhBCCBkphxWDluHcKwnd1wSDb7EYNCGEEHKl7JYITdPoIZzFoAkhhJAU2C0RyrL0FgJYDJoQQggZPUydRAghhJABKBEIIYQQMgAlAiGEEEIGoEQghBBCyACUCIQQQggZgBKBEEIIIQNQIhBCCCFkgL1SJ0kxaLzCYtCEEELI6NkhEZAVEQWcAItBE0IIISmwQyJUVeWlVmQxaEIIISQFdkiEsixllQH+ABaDJoQQQlJgt0QQEZDnOdwAUYpBE0IIIcSSAxYaZNSPUgz6/v4+dh1tQgghZMzc398fIBEk3tA5h9UBFoMmhBBCUmD3psf+PkYWgyaEEEJGD1MnEUIIIWQASgRCCCGEDECJQAghhJABKBEIIYQQMgAlAiGEEEIGoEQghBBCyACUCIQQQggZgBKBEEIIIQPszq4oZZzKssSL/WRKQv8t7xX5QvkvXopGQgghhFwCuyWCKAN5ZVMC5v5b/VdQvQk1GpxzZVnqKg+EEEIIuRAOlggnlnGCRKjXsMYjIYQQcpkcsNCAwf7EYtDyhagEff4TIoQQQsg52DdcsWkaWSk4RSLoD0MlZFm2jy+BxaAJIYSQoBxWDFqT5znqOJ+y0IDfEYvAYtCEEELIxXKAFwEDeVVVm8IV+28Nfhg6wzlHiUAIIYRcLDskQlmWEovQti1exOpAlmXwCtR1LWO899amV+T7N22eJKfwv/73/9vnJ/ZhEkIIuWiYOmmEUCIQQgg5HUqEEUKJQAgh5HQoEUYIJQIhhJDToUQYIZQIhBBCTocSYYRQIhBCCDkdSoQRQolACCHkdCgRRgglAiGEkNPZSyKgsMKm+s4aFoO+BCgRCCGEnM5eEiHPc6mwwGLQlw8lAiGEkNPZLREwnItEYDHoy4cSgRCSCHt2d+zxjmOHRJCSzVoisBj0hcMHhhCSCJQIQdkhEWSMP5dE0B9mMehA7PnAxD5MQgg5lf0lQuwjvQ4OKwadPQaVG1kMejvRVS01NSHEjKvo7tjjHce+mx7FB8Bi0DuJ3mT5wBBCzLiK7o493nEcLBEci0HvInqT5QNDCDHjKro79njHwdRJ5yd6k+UDQwgx4yq6O/Z4x0GJcH6iN1k+MIQQM66iu2OPdxzjlAiJN1k+MIQQM66iu2OPdxyUCNGsRz+AQNYJIUlxFd0de7zjoESIZj36AQSyTghJiqvo7tjjHQclQjTr0Q8gkHVCSFJcRXfHHu84KBGiWY9+AIGsE0KS4iq6O/Z4x7FbIvQTG1x+MejEmywfGEKMSfmhu4rubqwXPzQ7JALSJDtV1vkqikEn3mT5wKRJ9IaXMilf+avo7sZ68UOz70JDVVVlWborKQadeJPlA5Mm0RteyqR85a+iuxvrxQ/NvgsNkjX5KopBJ95k+cCkSfSGlzIpX/mr6O7GevFDs68XQQoxxCoGfRCJN1k+MGkSveGlTMpX/iq6u7Fe/NAcsKMhz3MUaYxSDPr+/n7/itd7tphA9bb3b7JxDyCQdRKL6A0vZVJ+5K/COpv9ntzf3x8gEcqybNvWOdc0zZb6zjLwX0gx6Liicv8mG/cAAlknsYje8FIm5Uf+Kqyz2R/HDokAZSDRA3jx8otBJ95k+cCkSfSGlzIpP/JXYZ3N/jiYOima9egHEMg6iUX0hpcyKT/yV2Gdzf44KBGiWY9+AIGsk1hEb3gpk/IjfxXW2eyPgxIhmvXoBxDIOolF9IaXMik/8ldhnc3+OCgRolmPfgCBrJNYRG94cUn5oaP1ZJt9aCgRolmPfgCBrJNYRG94cUn5oaP1ZJt9aCgRolmPfgCBrMeF587TT/Cho/Vkm31oKBGiWY9+AIGsx4XnztNP8KGj9WSbfWgoEaJZj34AgazHhefO00/woaP1ZJt9aPYt46RzHxVFsSnlUf8t7xUp4yT/xUvReBYSb7IpPzA8d55+gg8drSfb7EOzQyKgkoJTKRRRnMkNJWDuv9V/BdWbUKPBOVeWpa7ycC4Sb7IpPzA891inn3izp/ULtz7WZh+afRcapHbziWWcIBHqNWev8QhSbrL7H0Ag63FJ+con3lfSOq0n2OxDs69EqKqqLEt3cjFoWWgQzRGClJvs/gcQyHpcUr7yifeVtE7rCTb70OwlEfSawokSQX8YKiHLsn18CSwGffYDCGQ9Lilf+bgNL/FmT+sXbn2szf7sHFYMGugyjycuNOB3xCKwGHTcAwhkPS4pX/m4DS/xZk/rF259rM0+NLslgt7L4JyrqmpTuGL/rcEPt22LFykR4h5AIOtxSfnKJ95X0jqtJ9jsQ7NDIpRlmSmgFbxtkLLZof/Wplfk+zdtnjyRlJvs/gcQyHpcUr7yifeVtE7rCTb70DB1UjTr0Q8gkPW4pHzlE+8raZ3WE2z2oaFEiGY9+gEEsh6XlK984n0lrdN6gs0+NJQI0axHPwBaT9P6WPtKWqf1BJt9aCgRolmPfgC0nqb1sfaVtE7rCTb70FAiRLMe/QBoPU3rY+0raZ3WE2z2oaFEiGY9+gHQeprWx9pX0jqtJ9jsQ0OJEM169AOg9TStj7WvpHVaT7DZh2bf7Ioo0ABYDPos1qMfAK2naX2sfSWt03qCzT40OyQCsiLWdS0SgcWgz2U9+gHQeprWx9pX0jqtJ9jsQ7OXF0FLBBaDPpf16AdA62laH2tfSeu0nmCzD80xEoHFoM9iPfoB0Hqa1sfaV9I6rSfY7ENjLRH0h1kMOu4B0Hqa1gMdAJs9rV+y9bE2+7NzTDHoMy404HcWg76EA6D1NK0HOgA2e1q/ZOtjbfahOVgisBj0uaxHPwBaT9P6WPtKWqf1BJt9aHZIhKZpdDHotm0di0GfyXr0A6D1NK2Pta+kdVpPsNmHhqmTolmPfgC0nqb1sfaVtE7rCTb70FAiRLMe/QBoPU3rY+0raZ3WE2z2oaFEiGY9+gHQeprWx9pX0jqtJ9jsQ0OJEM169AOg9TStj7WvpHVaT7DZh4YSIZr16AdA62laH2tfSeu0nmCzDw0lQjTr0Q+A1tO0Pta+ktZpPcFmHxpKhGjWox8Aradpfax9Ja3TeoLNPjTHSISyLJHPoJ84uf+W94okWkCKBedcnufy+7lIucnufwC0nqb1sfaVtE7rCTb70BwsEZqmkdxHeqQffKv/Cqo/S15FqQp9XlJusvsfAK2naX2sfSWt03qCzT40B0uEsiy1h0AP8P23Bl9pmqZpmqqqmqaRvM7nJeUmu/8B0Hqa1sfaV9I6rSfY7ENzjEQQWVBVlV5r6L/Vf0UvNHglHs5Iyk12/wOg9TStj7WvpHVaT7DZh8ZaIugPoxRklmVn9yWk3GT3PwBaT9P6WPtKWqf1BJt9aKwXGvA7YhFkoWGfSo/39/ex62gTQgghY+b+/v4kiaDrOnrhiv23Nn0YLx4kEQghhBBiyTGbHrE6IEWcEV4w+NamV7RWGNw8SQghhJC4jDN1EiGEEEJOhBKBEEIIIQNQIhBCCCFkAEoEQgghhAxAiUAIIYSQASgRCCGEEDIAJQIhhBBCBqBEIIQQQq6Y1Wq1Wq1CfDMlAhktXdfp7J/Ekq7rYh8CIakwmUwmk0kIlTByidB13Xw+Xy6XsQ5gsVjEzR0ZSFruScRxom3b6XSqa4jYM51OI1qPBS57slnVm6aJ2+e0bRv3uYtofblcxu3xFotFlNMvimI+n4dQCSOXCF6hKWNQyCqWdbduN1FMt22b5/lkMol1BcqyRDfdtm2sXiNW84urjOu61gnXjem6bjabxdLlEKaLxSKWPF0ul0VRNE1jbzq6ddQWjug4LIoilkTAWFPX9dlVwsglwmQy6bquruvZbGY8WKKrWi6XqFY1m82Mm05d1zjlruvsH1pU8nTOlWUZRSVUVTWbzYqimE6neZ5bjpfSSUEnmdkV4irj5XIJL0IUZVZV1WKxsLfrnFutVqLMuq6LohLyPEc/s1qt7AfLiNa7rptMJs65tm0Xi4W9Pl6tVkVR4JeqquwbPy7+2VXCCCUCbk9ZlqvVqq7roijKsmyaZjabmY2Ui8WiKAo0GgiFqqpsZjZ4MpumaZpmOp2WZZnn+XQ6tVRIVVXhcQWWKgHTOPRTTdPgUcH1tzkASMM8zzE84O7bmHbrlZ2IylhYrVZ5njdNU9e1zRWAuwgF6KuqghPLsqeGLBCBgj/N7j6UGRyHeZ4XRZHnudk4Hd16WZbz+RzzgaqqptOp5a3HmU6n0+l0WhQFml9QixhcqqqSmaeIY6iEc138EUqE1WqVZdlsNvNe1xUmg7JcLmezmddAq6oymFJg2ioDw2q1girqug4K1wxPFsznc4OLj3HRUwNN0xjcevEwo+HBdYS+0vLKTyYTjMr2yni5XE6nU+0tg0ooisLGf1YURV3XXdehr+y6zlIaAs950HWdme8QcxK4DNHa5/O52aQornXnHPSo/Ikpoo1p8R9oQschIfKgLEv8C7eN6BJ6EbYhvbNcptVqZen0W61Wk8lEZg8Yns0mc7PZLMsy3UTatrWZy65WK0yg0S/bLzHgyutRAQOGjTQsyzLLMm2rbVs8wwZ9Zdd1IlA0ZsoY8zYsw9svx5Zl6XXKcOcYXHl0OLIIHWWJAbN2/Qpk4uity8oOZgJu/dAZ9zw6AgNHYtAA0OaxsCKem7P382OTCMvlEtcIMxgIWzNfX9u26I7Fuo1dAa51z/pisbAZoqbTKeYQs9kMjyi8f6FNa2JdeefcYrEYHCDNuktvmDRTxl6EYF3X9ioB6lDuu0QChbaL5Tw4uuWsu64zHqI8XQKtZnYLIlrHZBojNP7tus7s8YfXyimB4tQoEIK2beu6lhPUrQ6xomcPxBmVRMDSOyLU0FAmk4msCodGVsLQO9iPVfpBhXV01jaTSOz1kj/l3A2sw9E3mUxkecX4yjdNs1gscKZyzfXaSugBQySg/fwJD5onC8z28sB34s0KQhvVHl3tpEFEfWjrGiwkzedzrGgYey/iWsdll5kJuv2+Fy0cEIJwW3ZdZxB7gShgeAtk/U6rhBCMRyLoDASIFnSGyXPgY3frqZu8GHEpFIdk5kFBBy1/ho69KMtSngq4uPGUYoTQdyE08/kcHaX0EQgXsnGf4EyhkHDulioBygDYLzFgqK6qShbyzFQCfHVYQxR9hhYY2rQABwakOTofywDJuNZxo7HFUXp+s8BYCFPE+rRti+hsmRwGAhdcni+tDPqrbGfkiiWCjl13vTHJMp7WrefQmM5CU1uG6szncx0hZSnnsayASy17O/EABx0t9LQVclB2+hnvtsLDKbfe0rRzTgJjtRy0CQ51zuEWoMnBBWqpEqqqwinrTZ7hMtF64GS1o844Dwr2FUOm6BUWm+sf0TrEGcKMMIk37u2xlQBzejQ8iIYz7iPoI4leBG91L5DdK5YI7vE40TSNDEvos2yOQbYMaFJEEaoAACAASURBVOePzf4FAUsqYtHymfE2F83n8yzLbGZycvexiUP0QWhno5ftACerb31Q6wI8ZLArY2ToWZR23ri1RJBBApFANkNU0zR4yvS5h251qzW4zmiBGBtkfTPoAQBYWSwW8/lcLr5kIgmHBFphRDS27tah3/CZydgMoWDmLkV0qhyPlgVBV5r6yU5s0q5ct0Rwj1UCHLzYFGs2QounEeP0fD639PRCyIt1RAkFbTc6FAtebvQXNkG8Hrj7UIdYk9ZzmnCIn9mtA6bQTZjl2xanLuSgdJehlbHnJ8C4iAuuu87QyKKSLOjg3EOP0HCPaQWMCyK7iw2QBxynjGuuw+XCgTUFTD/srbt1RLBbyyMDi328k/U8uOGUip4DizlKhL3wfAk2elbAncPvlom98IjqRWiJ2gs6VEMQSEvFTALXPHR7lbVn7SARlQBlZhnMrNcCkZ/KLEYP1wGdNVYizdLF6BNHI0QohvE6C2ZsUAkI4DI4d1x5z5Z9nnWkh3LrjRtIA2Pj4dcpZ4ytu/XSklxwgxyO8v1d19V1ja5VEmTJElsg64gnQ44TedJ1OILBhORaJQIGKhkL7fdZYUSUHMP2E2jJpQU/m/E2v75LzWAKK0MjsoXIk2l89xGFii5D7Abd6eQha/DitFgul7KlIijw08xmM60S0HWaDRKyiUBW04zzi+ugSMslcEkLhgfBPvAFa1tRUqojYyZ6XbFukPNDHNIIiYXbDGFw2L8WrueHjxYp/KWTl02eZhOSa5UIyCgMeYVX0F+bHQCeUszjl8ulfSp+dBaYPXubwoMikZi6pxB3a2jrcOvJAiSCip1zlkvgcFrgzyg5AJBZWY4EI4fBMWhnfpQTd+sFNYwTiCq3sQttJJM2iai37HOWy6Xs4jZL6A6gzORPBCabXX9Mpr3VZJuVTYn+ljPFvnrnnOSRDIGs4corOHEEgy8WC7M54VVKBFHTiCmVm2eWX1kCmCFsp9OpTQY9OQBpHxJSblNgDT0jFDSCEoznExKhs1qnKM/z3HJVUkSJEKWeJ05clldsduR74VFIBGKmEsRRgVuAZz/LMgPTosYkJ5hbryranL70bHjMIU10GZSg4MS9F9HkbE4feUvlz5VtnSSoBC/pS+ixxotABxKUbclVSgQsQUkqgqltjSKoOTi6xdNlmQtdVwmC+8ss/4EEA0r8tn3+RFjUK9+Wc1lv5mSWqgWtXbtqJATBObdcLkPfBdlfKunbdNbh0OgdbnDzunXWpkAWdVITbOuFENcqwQYJ40fuVJnCmhW0hNcKfiObMt/oY3XMR5TVDfGY6p3knUmWJDekEqJUMb0yiaBXPWU+16+ZFAhJoocOy75Iz2q1wnMiTRZHElSgeG3Urbd0SqqccE/L4Fyhbdssy4xd3JKHH+OTOLHMui2sLGBJS64JuozQWShgFGODjk8087HLU4+FcPixQrvZsbNRAk2cqkuUZZlZTy0xLvCaIHjNvtIxol5EJwW1hceq69UcsVcJ2jkn4eFBt8vhLsv99VSCcfoHcE0SAd4CWf9Dz2W2v7GfRA/Ds9kc2vN3dSYpkhaLRZZl+smUsETkpQ/aZDclyzOOD/Xy8MN7lGWZWQy/7hy9WDkMG0HvApaBtSrF3jObc/eeereu02PTAPSCN3QYYscMTLteTne3HkJs+hzkOPEaeegYCEwAdPPWcXmWDz6mQLrzgTwK1+z78QdOqQRMUQKZ3sKlS4S6rvE8SAkAPXUz2PQixE2iBzxZEHQbLpDk51pNS9ZbG29bXyUMLo6GI24efte7CJbppeFax+82qlQz+NTbgKVMfcp1XVvqwsGc7mbIBdcRJ/P53EAeYZUBuhxKVDYZWmJvV084sc4luaqwtG12JJqLlghopoiQgqdXGi6yvdocBobhWEn0nCpf6WJ00zhxrRJ08w0KeknEXlju6kTedZ0gKEoefigDzCHMqg949FWpWe6HpmliPfW6aJ79Ewfi5nSH6wgOM/vqG1BjuuaOWX+rHzqzW48lrbZtJckHVrGDZnTek8uVCNIviGMfgfR416YSvFPFM6Ik0XO98pUufL4ODzhyOpVMzQyJjrQcIFfrIpnSJy6Xyyh5+OHnRMdhrBLiFvFzylsT5an3RsTOsECRc265XGKEjpLTHe4T/C5rWEETAAwCX4LUyrL0FuuHzqbxi6umbVsEpcrrlnPRQS5UImBIxu9SvgJ3K3TCCg3c7DqE2zKJnttQvjI0iLroz5v7m39Co8NzsCncYIDsl0tx6w7LMg8/0qQ45+bzOaZxUAkGVyBuET/3eBnY/ql3zunUF8gNBalkYBplxGPldEduIgl3QOhclEB6t37oDEZoyZ89+NAFXc+VLfTlUE3nKLscPS5UImh0Om5424I+q9rR5NZJQuRdyyR6CIfUTcQgolWcXfB34QmRKKGg+xf6VFUlFx/ODBuJgM0y6COkJUDgBzXdTwgje1i83DWhD8O+iJ+evPaXgaUiRlCwkNG2rfYbWboM3drHLi3NMqe7W5fpEpehZB8JbbfrOl23UNBrrIGAj9ZrbGYPnd61oVWCl4QjIlcgEWQrsMFUBrbQW0lmkihbcvHARClfKTG0WAmeTCbYkW9g2q2XYOUuy+5/sw0/6K2QuBM9lM2KIDIgec4SnUgx9AEI9kX8EKivY/XtVzewQwrridhmaeM3ggTXO7ejZK5E+AXy97nHNaIMiOio6Ac+Gz90ksjfKZVgoI325AokgnMO++ANugwUDMTvcG9iNc5YJeg1hTpG+Uq9HxexezYxesg6IC4+vIgslhHDdgwyV8KZjN+9IRnefgP3CZbAJTdRaVXET8I7uq6TIcqZqwStxdFrG/iN4KpBlhH9iNmrBEkfqWOegnZ6aG/4HfoY/YxlxZnBVUUX/qGT9QXXe8SMs3rv5Dokgji9QxvSm1Dhc5OFBssJDZyN0kHYl690GzKAhrYo/oNYYeR9apPaH3K1MT7Bc2M5jYAskEGibVuzIn4iR7p13RNJZ26wrVfwRmibKYFu5Aj0kYQTZsfgOfkHF8UD2RURhkVVnDuiH0JbB4OJbQyaHBw2sm3KS4d1Cf2ecFkSAUNyf2xApjObY5DysvKnzRowipxiPuHilcnR4FKYXXlvBdosRG61pm8LbiSz+EQEZyEOAA3AbGlJL3gb+8zEpy0PvllkrnMOGQPd49zSyA1lYF3i9nG7EQNhGREscmT6uMqwWQPwbEGvmE2HEHqlvQWSjiIoWMVA/DvCX+wLAe7JZUkERAZhF35EJaUn0Js8UWenW5eilwfVUiX0k6IDmxB6rGVgaPR24RucPgJUo2Qd6B+JsecG9MWZWYkgfQBal9ukxsICvM7DL7mlzdS5xO3DotmcBOjdvPbJD/DEiUqAPjBeg8f1h1HxpQWypXsYxIDjdoMo0Rg7iS8RZEkGK9D4PbqfWXwJZmoaj4d31nVdGzwweDDg4rNcCBTrSNcoGyiMb72Is+gSwZmrhG5dCUlf9rquLUcpORLMq/CLzb0QRY6t8J1tbmlBfAkuxgYKHfZkqRJ0no8oIeGCVCEJ/ehhxVwkqTQ/hKUb18Pbk8gSQQeU9meQZgmCdHllAd7XoEYlLAgx5LLdSHrqcNb1Sqc4mRE5ZTBYlqqMrJTjErdb6DgpjWxv82of2FjvhlLm4UgMrMtaxnRdUhxxAKVVkV8POQAzhYRCqchQFKVGjqCjkg3MYV+frLBII5ROKShiwlMJNve96zq9Z8qYel2OC9tZL1MWaOJ7EZxzErURxXnglVc2QzQ7onnFvYmLoGu3BMJT7ovFAlcAvtagpvV8Bc+qzN6yLDOOfvA6LLOIYonOi1X1Q7c3qUxm8wAiQVBfgnch6zsLEncCieYVcrShf8cxX7JpCViDh/cOqy0GRrVpXXDE2HNpXARuEKlsHleY7kN8iSCRWVFUwqpXXtnGLsCJ6zJueknS4AC0SpB9+TbLwJ5XE/Nm7C81e2awxoFTRkFLSHuz+A8MVGYx5J57AEYl/4HeSxJapSH0IUpyGESKec+XwdqKjEy6uHZQi4PogmRY1IDnxnKQ1gsraIGWayvYWAtBZjCJ3xRYA2eGZWHx44gmEWRjYT+AP/ROJ+mauxjllfsH0w9RtDwAL1bI0smsbzqcKGaL0AJ2WGH6aHbl0WvowvA2KsGTZcgLhAuONFl4PWiUqCyr4U/7RWgEzGOQQOeDJcXQF1+6F6+4dlCjfbCwIkE/Xdd5RcvCodMBQSXUMWocQw5ifTP07onVrsrAF+5CcHG9CIgRkz/NgmUQeTDotAitTjSbkqnZNxrjblqXctbnHjq1tjC4fcMgR5CAsG04G3XJFoNb3/fYYS5ludjhJTUvyzLoZE4y8ANM4hEdNpvNLMcnueD6T/vQVF3h3WwtfNorR4d+wMZ/0PVSWIKgBaKwpKKrzERZTzyRaBIBkwlvcLIJ4HfrZeB+LLcZqD4grSd6FgSzzkJ2T8grxuc+uH0DsxmbY9BtXntcDcCqs5dBD9k4jNue9+AH1UZw2Aw+4+JICArGBmx/789JbNS5F5rqlFAwsB6lHJ0GWwp1LLbN1nrxDkbv4Y8mgkTwAkrRWWAR2vIwdDCt5e4Jtx6l8LtMnW3kkVekyjuqcHZlAIaTGdFqehXc7OGx377h4dV0xjEY2NWxmfYdVr/hmfmusIaCEVGikruuQ5Eeg4uAWxwr3Ar0Q1MtsS9Hp5GAM6zyGD/y5bo+8DXqAxdFIvQDSqV0ioF1XbzL66zNgA9DdltZBh9MH1dDN7MrarpbF0mCJLKfTwDL7RugU/sbozQ8L4ObcYKgwYZns7bi1Ji0WCwmkwmCyc2WFLHrXV9tm5hQzWBoaji82xqlHB3A040KvVjiwQJfOIvo1rBbBKdsFo8cgggSwTigVKNXwQE6azNJi17SrSsLo9FYRsn1q6HbmHZDz4kOkQuNrEBL0kzL7RtoZtrNa6wSul6OYYSJGXRbWAKP2PDceiFJYsdwPDZdtrQx7bnBioNN3BWsbwpNDUR/BlLHKEfnnBNVVNc1GmHQaQnuctM0Xk2s61UJphIBqsoyoNQDugR3UTYdmekDtBL98MDbaayTLKuhe+jnxDJETuIPpMa38fYN6ad0uJZZcmt4+CVxoeQYDm0aSE2miA3POQePnXEfjQU16eIkbY5Z3I9YNw5NHUwSalyODtUUZY2jM0nMpbenOecQoSm/X/j+xkFMJUJ/BTRoQKkGvdJyuUTgDFS8QT+lK35CzjdNI+oEpZtCH4NHbVsN3cNSTYtfHX2TdrQaL8ciVgu9FabRZmOVdMpY++8McwzDlt69ErHh1VaFEz2jWZbpQbFpmqCPPK65pGfV1o1DU/sqwXJhBXoU4hj50BAuGtTo4K6oC8nsfjRGEkEapagEy1pNVVWhGpO2iPLkQe0ul0utBrDTEqrILJmjFLLThK6Gvh1vz1s4pMQqLrh2OdrIeXTKOiTWObdcLoOmh8LcEb97y64GEYLdutSIZNXVgsCs4fWXFJ1zegeaGZaRoehe4CJC5xY3kN6rh2cm0WRPu1u3BAhEgy6338YMBpqgWEgEr5kaz6LcerEfK5FQCfP53OC24cS9+CwMWmi1oQ9AF7KzBw/n4KKvTU+tJ47w8cJtY+Nwhi5BUCqm74hgCu0569b1kPCn1zWHjhDs63775Ej9jbXAbOMMnjvpYWzG6U6Vv2rbFvq4bdtLUAlm9fAgkoqikF7XODoSwRaep5xehAG8bki7lxFBE9TpJMWF9cFgYICf3+yeoa6XtFekQ5jP5zaLkV4hOwOLAvzJTdNg4mhmVwZIjAd6Do2GZxanpuNskCJmtVphkSu06e0qIRxak+mtfZYqoVtnb/Q21hrYlWBAtHydXtpgmUPf9MViAXmKvi7KIosQuh6ee1wuGLZ0Bs+gEgF7JfQrGOyWyyXCQiNe+bMQRCIsFgtkvNfzV7lwoZPsYgkDLlatEtBQLONl3DoRuna4yUphUFC6MGIhO1xnvfxvhuyXwUqk5QpoXdfSurS3wNtwaEBfJRioUvGpwrrevGCzvxFpeew31up2jpRoeMW4CAUuuw6JtfFyy/wntKFN1uUiY5uSvIKpUbiGB99kvz9Hy4fXMJBpM4JIBLi5cPm0oxs+3qBdNvSB5IeBY1+2nWRZFrqjRESkzFNlbBgM8Q0Hrn8Xr5AdVLz0m8bKDGBCaZa+0JurwWOE3zeVcgmKpxJsRmgxJ4H0ZuFa8BJ5tgw2+Hk62HvcjOv0eDd9Pp8b9DkIDPSus9lDp58sJGCQIwm6qIe2fY37GA8i1EKDeFkRVWsWmahHYswkMJs021yHk0UzReuUSyElaENT9soZ1+EL2QGsLECWSVdlUP5gi2sKG7JDD5BeVwVzuBEo+RplPVJm82bmPB2M9A821vHs60fMZoOfDr+VHKnoc7CVJqj1PvLohX7qJSoQLdyTCNqJGwicoDcHkAQMmCaFs462jfwWePxH4DPoE0oiyKiAlmrgPxD6ATKWIXtooOga4ESxXIzHQ+uVYLcpZOfWqzniXoa/N8sylLYLanp7JiKDOLVaVVvQXv26rm3iDzYRNEVP/7zQ9jCHxoq4Te4HHEmUtJV6SNbBB1mW2QTG9k3gkIJGKWLHv7eUXK5rxnZdZ7DDUNIqeyoBQT/hmoE4BeGZRheHQMXxqYSAOxoQWWq/79/1vPrGacl1k4U2yrLMzLTsKTXuK5GxTlfZNr71sdJpC7jvxsvPEcEiWv+Co94KNLrBc4c9fjKLjagSvLq1NkVPnHP2a1ib0pKW61qOlgFAzrYc2pb6zpbVYs0IKBFi5UgBohKQatfYutdkjQVKFJXg+bQ72yz0IuGjqwTL/TLRiS7LZD6HICR5MaJ735nsctQm7IclyYjVti1CROVJ1xG7ltioBMmkPnhzo4w1oQmbFwGbf4Ka2AJUQqwpnaWwRXzoYH4qy+7bcx4EdXFrdOXM6IOW5X2/BOJecMS+yMSuU7WywrEpCU9/Q0FQ5DG3lwg40yzL0MF628digUcv3PdLMxssNzOdTo1T6dsQViIsl0tjj1MskLDP6xdqk/rOwGu1/eihQOCx9MpqGy8xIEpOzh0dVsTl/9Bd1eUgWTei1NSGJtDFF7yiw4HY0si7rpP6fgZAJWC0xnWIsrDrLiaHYOikZHJnvf5WsmKMjwiVHscHAhKj1PJCkiid7Bauv9CPa7cuWIdTXi6XMnWGyg5qvc98PpfVWbNMDPByD26miChQgiIRebo6lIuhEmRMkgBJ4wRN9lJYQHYZLOqJLwEelCh78HA1onsRwoHmLdn0wfUWbzwISoRTgZPfrVdDLRsNegoswMNdgQl00DhqPC0wsVgsYFfSYFgOEkgeJyeLzdl6U3hosJ0VZabHOofog5HYqw7lHkcDGADXkZRWl6ZoAJ47hEmaqQS9aOh1MnFTLEep7m0J1heQjM7zDva3l48PSoRTEfGOscqyzK6sv1pmme0Ph5Iv0qzKrVPTWVxw8XibDdV6zho9AMKYsiyNq0MJaIEygY4SaSR5Vix9Ccgb6HqZOpHJ0az8RJ+g6QsvAWlvbshDOWJtBCgRjgSLjlJsAtvfnXNe2umgoL3qDIahLaJKofci5pSb9kEFArkW4MKxLwzmerLAeA4dHePqUBos7sBzZpxWHGinOmq+2DgwZB6CNo8XbfInpoxsjoOjFNhkmrkEKBGOBE+pOJml3LDBtEbSkqDYNLonaIXQpgd1AJbk9UZtM5AP3zlnWVwbVbjgeEzKeeBVRzMuUbNarWAaurBt29lshjx6NgeAhz3Pc2gUNDwESBrHJyIGCE67pISpMaI+JR0f/kTWpksIzzSAEuFI0Fy0qxNjRmi76B1kOETwvNk+KywAe6dpWaAIwRYSIYipJGplGViHlxseI4iDdFQCRDBOXJqfTXUogH1lyOgnOxckB3BoJDJX5pQ2z91qjU48IFHJ6cxljcH9xT4RmYNZFtm5HCgRjgS+Jkk4auZjR5ljpxSJ8X4byTAtf5pNJcWWZG6B78RMzus9dSgY42wDIIzRN1dW0BAWKtfBwM+vt+3A2Qv/geXoCF2i436apjFYUoQG9WRo3PjE0YNwVFzepmlEGaSpEigRDkN3VZhPY4+fZRpBlKeS5Vgbuxo9hbLsquDl1nlyzEzLtnstR4wTe0dBVhPQ0mTmarYA39+249ZFs4LefWzYEe+UrCTK42/puOp7qiLGJ44e77mGMpAiIImsLwiUCIehi0ZK9IqBrsTKK5ophknnHHzsoU0Pgn0coWdRkF8o19k0DQpe6F2OBtP3siwRDikRJ1K3M5FlYB1zAMcJqjDYyCP7bTtuHRiIlX5dkQsyBe3QYISGPPKiXkavSqPTd1BVVTXKzIn7QImwL5Dz9hVTQD8/D0qGjLi/kMhtiAOpuCGr0TYLHCjwrfc3woOSQggCFuBR7FhvMd1SevuMyF5i42072Mooq3g6ChjhuvP53CbuR7vooBJS2Igfi+VyKTXcvWbWNE2snj86lAjb8GKVY8WmYcIKzyeSFGHL5bj1gTcOYWxGiWG96Ss0q9UKS7+69kSsNHbG6BU08SWYnTsW8uy37XSqIBMiTsx2MuvqD3BZQZRApCJEMYWGFwVdm8qLOZjNZqmFIAiUCBvBmIQOQu9+sVQJss1sPp8jLk+i5MaN7qYFiQ+1QS/udOs6lkktRs7nc32yWZbZuFsR/yvzNuNtO259uxH0s1wuF4sFlhQNVta0GMVKIozSeWCAXkaUClXplHcfhBJhG3BvYqOdCAWoBJtA7v42M3QioU1fAn2VYOzu89wY8DmnsL4g6NgL6NRwzR6XV1QIFv4jlsnpNz+bDZaDGRuxqhjadJrI+oJ7fJ0lOV6y/gNAibAN2fSFQARMZZqmsfHw97eZweOdzhDlddObivCGoL+4Y2M3OsgNJes4NrEX0AdYwhBD0bf2DbqygjJY/QG9ENcXAlEUBRJwSRG4RKoT7wklwg7gMMDg1HUdxunQRhE1HWub2UUh3TT2udlYhHc9tcUdgPUU7Vw1iL1ARKT8jjUFhKlegkowC3yJUv0hcZCSS6ZhXgkMQomwA4mltzSq93fZbzO7NNBdWg4VXmrhRBZ34DKRaAP72soQgtjmh+fOXUACAMv0G7GqPySIdomh4SEYFpiJwsuHEmE3xqVi4NSVPy23mSWOHglkgExqcUfP5p1tfmWoBL0l3Su8O2IuofpDaqCbhSDD8pakU8zzPNksCH0oEXyktLF+JfR0CsnaNvkYE9liFx1v3pxUJLPE4nkXwVIc67X/uq4T6aZjVX8gkswbu0kTaW+HQong01+L6rouqLsPnTJ2WIlFrkTa44WnzefzFBZ3ECqIoC00OeMSjt7BoFZTOgNkrOoPBGDDGjaOjf5hPwJKhO+Q9mEZOY/8vvh9Op0ul0tJ64Y/bQ4jceTWy4Z4+H7jHpUNUolAT6SC7m/cDsJFR6wPLqT6AxG6rpvP51mW8cr3oUT4FlT0wqzRMv0+MqqKm3E+n08mE7RUyzipZEGWC9TEEnGG/dCjjz+Q2lTYQQPPAUpRGFiXBfikvGUXUv2B9KELYRBKhG9rBaFQENKoodSsma8PKkGGKKZJsURCERGmNPpuQkqVOucQmSg5hvGiTeEPbwE+tLkL4UKqPxCyP5QIDltcIOR1zhbLcVp8Cc655XKZTpRcFObzuQyT2l2UQj03nUFcWjhC5KqqMksS1V+AH704c1GrPxByHKlLhNVqJRHUs9lMp5AzSMmugUpAx8GZRFD0MKnv8nK5HL1EcOr0tQhGonHL4iNpLsDHqv5AyHGkKBEwg5FZS9u2KNjj1tGteH25XBpHC5Zliep2lkbTRIZJ/LJYLLA0nsJcFk4UjNCTyQRb7Gy0kTgPXMIL8LGqPxByBMlJBPRHiAqUx1I2YTMIYMToRPcYI0UloK5gIuIM1RC0K8Wm7AjiD/DowW6yC/D21R8IOY60JILO84+djfATSGa3pIKrU0NvHtEuhESUgSDxsManv1gs4E5H6ENql93DuPoDIceRnERA34SMmxgzLOsLk7h4m0fcuqJj3KOyoSgKyQQlcfXQSaFNL5fLyWSi953jSUxhWWcL3NVMLp+0JIJb902Su7DrunT2XBH3ePNIUiDfA5Sxcf7E2WyGcpHaURe9PhMhZCfJSQT32M8Jd0LsIyKmpKYSvDALxAlmWWYziS+KQhx1UobAwC4h5HRSlAhurRJQKZzbjRLEK2k4bgZjDqqqsnEkeAVHEBxqYJcQcjqJSgTnXF3XWZZxQpMsY10I77oOp4bATLzYVwmh/WfL5RJFzLGgwLJkhFwj6UoEQkbJYrGoqsqtgwRFFnh/BgVBoG3bwlFX1zXLkhFyjVAiEDIqmqaRFQQddlPXtVn+RJSGwu9t2yIimAH8hFwdlAiEjATkhvLKgEElzOfz0Lkj9ULGYrHQgQ42paEIIWeHEoGQkYCdGm3beklC27bVGccDocMdsKyA9Q7kMw1qmhASCEoEQsaD5IbKsgzVSquqMtuzgz2NuthxlmVJ1V8gZGRQIhAyKiTrA6IFg8YfICxRFAC2kiaY05qQsUKJQMjYsMwNJbYkY2OalS8IGSWUCISMEMvcUChi7lU3RiACIeSqoUQgZJxYbiJILac1IYlAiUAIOQNUCYSMD0oEQsjBNE3TX8goy1LKPRNCRgAlAiHkMNq2pcOAkBSgRCCEHMZisZjP523bzufzoii4eYGQsUKJQAg5jK7rZrNZURR1XS+XSyZPJGSsUCIQQvYCasDbzairRhFCRgYlAiFkNyjrjChF0QRYaGBQAiFjhRKBELKb2WzWti0qL2iVQAgZMZQIhJBtrFaruq6RiGk+n6MoVJZl3N9IyOihRCCEbEOnQMjzvOs6VIeKelCEEAsoEQghw6xWK/gM8jzHK3Vds74zIelAiUAIGWaxWBRFkWXZZDLBKL6fNgAAArFJREFUXgYoBkJIIlAiEEJ8uq7TCZGKolgul1VVzWYz+g8ISQdKBELII+q6nq6BIJjP58vlMvZxEUKsoUQghLiu68Q9AGXQdd10OsVGBrgQYh4fISQGlAiEpA6yHcjKAiSCvLJcLrWAIISkAyUCIUkDb4EXeSCvML8yISlDiUBIusBbMJ1OtQ6AaJjNZsyvTEjiUCIQki6z2Wy1WkETeCqhruu6rqkPCEkZSgRCiOurBEIIoUQghDhHlUAI6UGJQAj5FqgE1mcihABKBELId3B/IyFEoEQgJAm6rpMMiU3TMGEiIWQnlAiEJAEWEeq6btsWqwn4M/ZxEUIuF0oEQlJBAhLhPxDREPu4CCEXCiUCIakglRckIBF/csWBEDIIJQIh4wfegjzPXc95wPhEQsgmKBEIGT91XWdZpmUBlxgIITuhRCBk5CyXy9lsBi+ClGvquo5Zkggh26FEIGTkSFnn1WqV53nTNHVdM/6AELITSgRCxkxRFAhBAFAJrN9ICNkHSgRCxgzDDgghR0OJQMgIWS6X0+kUGxqpEgghx0GJQMjYWK1W0+m0bdumaSAOmP+AEHIElAiEjI2qqkQNtG07mUwc8x8QQg6HEoGQMaCXEhaLhd7QWBRF27aRjosQcsVQIhAyBlar1WQygUrAskJVVc65uq6Looh8cISQ64QSgZCR4KmEoiiyLOP+RkLI0VAiEHKtwFswnU7n83nTNO6xSiCEkBOhRCDkWhGJUFXVdDqdTCaz2Ww+n+tyDIQQcjSUCIRcMVAJCE7suq6u67IsoRViHxoh5OqhRCDkutEqgRBCzgglAiFXD1UCISQElAiEjAGohMViEftACCHjgRKBkJHA/ImEkPNCiUAIIYSQASgRCCGEEDIAJQIhhBBCBqBEIIQQQsgAlAiEEEIIGeD/A6W/6pc9gmYgAAAAAElFTkSuQmCC" alt=""><br>
</div>This is a graph shows, along the bottom, the top 20 clubs by total entry count.  The blue bar represents the visual percentage of how many of their beers went to the medal table for consideration.   Note that this does NOT indicate how many actually won medals nor can it be viewed as an indication of the quality of entries as a whole.  <br>
<br></div>Now this can be problematic.  Imagine I'm club SCOTT IS AWESOME and I sent in 1 beer.  If that beer made it to the medal round, I'd show as 100%.  Now imagine I'm in the same incredibly named club and sent in 100 beers but only 1 made it to the medal round.   I'd show up above as 1%.<br>
<br></div>This is the problem with averages so don't get all excited thinking one club is better because their graph is better.  What you're interested in is the distribution of the numbers which falls within a deviation.  (Trust me, I'm a poorfessional.)  <br>
<br></div>Drat!  No cheating here!  Maybe we should dig more!<br><br></div>Now look at this graph!  Ah ha!  The Smoking Gun!<br><br><img src="data:image/png;base64,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" alt=""><br>
<br></div>This is a graph, by club, of the number of entries that won a medal against the total entries for the club.  You can see nefarious stuff here!  On second thought, maybe not.<br><br></div>Again, the distribution looks predictable, in fact, you could make a function that would fairly predict a likely result for the SCOTT IS AWESOME CLUB.  Back to the drawing board.<br>
<br>But, here's the proof of cheaters!  <br><br>BEHOLD!!!<br><br><img src="data:image/png;base64,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" alt=""><br>
</div><div>Now this graph says it all!  This is the percentage of medals awarded, by club, to beers that made the medal round.  You can CLEARLY see the trend is completely shattered by a whopping 100% rate for the Texas Carboys.  This means that EVERY SINGLE ONE OF THEIR BEERS THAT MADE THE MEDAL TABLE TOOK HOME A MEDAL!<br>
<br>Now that's clearly impossible without cheating.  They must have a double agent!<br><br></div><div></div><div>So, there you have it.  NTHB is correct, there is cheating at the Dixie Cub -- by the Texas Carboys!  Off with their foam heads!<br>
<br></div><div>Scott "Numbers Lie, So Do I" DeWalt<br><br><br><br><br><br><br>P.S.  Brilliant bloody-good show, Texas Carboys!  You didn't enter in big numbers but all four beers pushed to the medal table took home bling.<br>
<br>P.P.S. And Mashtronauts, great job at getting nearly 50% of all your entries onto a medal table!  Outstanding!<br><br>P.P.P.S.  Foam Rangers, we're keeping the Dixie Cup.  After all, in the end it is about numbers and the graph of the final tally would make everyone else cry.  Excellent job!<br>
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