Looks like Republicans may be in trouble for 2012
presidential bid. Intrade, the Irish
betting site has Obama above 51% odds of victory with an upward trend. Seems the Republican presidential
debates and the “personalities” lineup didn’t help much. There is also some evidence the Democrats' performance (probability) is correlated to the equity markets. But more on that later.
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3c7dgyt8ModeMrPn6v+PgtYe3zRH290KNLGN96Y8e8sMMveR1f7nkIpX2z3N1vuTvueY+7Qb4eyIHXl51Y4b6DBX52Pkw+Z7YbdDa9Xms0acxmk6O0vBAorjT4tRuNxvHxcbzKiaP8v9JKh0rib4wnX83NzQV388QiQUpSqlQsy8jISk9Pz87OLC4uvltQ/Ohh6927ra+9utb5xXcB8hcU5zX+35V9vfb6C4veYUCrPVhfQ7Q/0kgfn/o27fABMZ30uRd7B0bf5M0+wIb2usEHEfKu9V+mxN1o56DrmOD65R57vZg7qS5/+urLq9z4vhVee7yYOz2x/d4MPx/WMS/ssBd26LVlJ5LudHz6uwAGsHap295l7gc8sJ1L3fbGXe/dvDqJRdu0hLGTDa7OkLbZ5+w6vcpsnZ4x6xfSdGRL80+7yviFazQa3MzxmvHTysO/a+COXNJoNKpUqqampgcPyoQibkpKkkgol8uypJK0zMz0nHxldm5Gbm7xo8q+dasDnBe9j9HXIeSNrotWb9uY1FBnPPX9LQ7zY6LzOyt81t26Vj7QbX/3zcN4KPdi7PHE9rvDBzzRgyz67uWeuxurLeUlI5///hRE/q0XZ83Jo4LJUXtU+D0a4Q8/8drvie31Zhzywg56IL4veZ6ESOuS7jxST9gP7o7xwL5kAL//5Dcnqipn2hrtL/vs4UDbX3Y/5Y36vvny/rFhu3XWZJgZmTFrzBbDzIxxZsaI5/BPFdM+P//Em+FMtVr10NAAHn8WKu+/g3J+fh5vXel0up6enqqqqszM9KTk2FRuIo8rloqzpJI0pVKZmSPPyEovK62/Ei1/cdGbIOkLuutaFrCd4rxu+ZKt+flNdQ39SYn3Nm44m5/X2dYymxD7iIOuYoEbl7AOuMG72OAOT9TXDdq3lOOHUFfevp4zMmRtbtCe/u5OctJ9jcre1W7/4yc/sOGvlrrt92H7eqK+ntj+JUy/JYzjTGDzN2sDNZN2vdoed7vw7Kk7I4P2uVn7zesFbGStF+PAMuz0CtZpFm1jwCnevM2u0gzOmHVmi2HGrJ8x6x1V+tlZHKDdwWt+ft5g0I2NjUxPTztU+O/b+N9EiTsOk8mEN0hramqKioq43JS4+BsCYWpqilAqyZBJ05XKjPRMZVZ2fmlJy4fvbqcRf0dx/pTuuhImrwXJqyD6769eUVZUdpWVtzc0jlY97mlomPr2WCJI/tQN3sEB93qgezDqJk9sN5O+zRPbj9LWblhzurdb39Y63terHhjSd3UZcrO7vd3WerN2uSN7PbH9S1gHfdiHljAPe8DHvRgH3v7ZjodlA73d+qnJ2akp8/CwdmLSvuGrswjti1e8v1uGnV2GnfVh+P7i1d393QbzzJzRqDfN6HCtdHRB8Fj0TGyxWGa0WvXg4KCjvT7/l125fxYlXhA1GAwqlaq/v7+0tDQ9PT0+PjYh8ZZQlMrjisQipVSiVKZlKdLSCwsrbl5Lc170U4D0B5C0EqasZMFrGPAXixa9sntXSG3dwL3ixw8fN94rqayu7fnk4wOExe/7cHaxwR3uyG53ZKc7usMN2b7cwxeifPbmz1bXVHe3tva2tXc3tLT3D6oTEwophPeWeezwZu5fwvRzh/d7or5L2UeXMI4vcz8AU9+XCIrHx42DQ2NDI4PDI2NtHaNvv/UVB1vpzdz7qkegB/3EUsZhFrAm9sZd+5zdYDDhteSZmT8X0h1td9y0n4byWYtlBu+P4gMKf18xn4MS/208kcSTrNra2tzc3JSUlNjYmKTkmFRuAo8nEPClYpFcmZYlV2SWFNdt/Oq0y6JfwpSVIHE1TPly8aJ3iK7vrF9/Wq4oLX1QXVxWXlRaVlFVU1ZRJ5EWf/TbnSDlIwbwlRu8hwPuw6hbPLCthBc//PD9PUpFeVtbX0Njc0dXZ0NLc2NLZ33jQGSE0I35R3dskw/r8FLWt0sYx72wg2xoMxv9PDKM39M92T8w1DfQ3T/UPTDUPzgyrUyv+OUbm+nET7xR3xWs7192/84D2bxhdfCM0W40WHU6jdGoN5ufdOgWtovxtM8xzYAX4gYHBw0GA+7r7H+78vYsSsdGymaz4QlQT09PcXGxTCaLiYmJjY1JSY1NSo7l84UCvkQiVijTsjMyCnOyql5eupL04ocYbT3ddTXV9ZMl7usC/MUVlaPlD9py8kvKKisKSgrLKqvKK+ura3uqqob37b7KAL/0xPaz6Ps40E439Oujh5JqqtX9vYaurpHGpraGxubu/oHWjt7W9pGREXumsud3vzrrBu/xYZ5YwjjOBnf8z4dncrMGdGr74IBuaHhcpZnu7e8ZHBoZnzJOTtl7uu27tl3zgLcuYx7xwfzY9M1vvLK9r3vOYrbr9VocpcFgwKvoeCcZ3y86MiS80WK1WoeGhtRqNc4d5/vPorQ9ndUzGAxDQ0MNDQ05OTnJycmxsbEJCXHJKXEpqfE8nkAokMqkSrksIze3LP5OFkr/NeD6GURa77To05d99kSGFoiETSJRlUhUerfw0b37pUVlxYXF5Vk5ZWnK8uysprISVWRICQfaiZC2+7D3Hz+oKLqrysroyE5vzFA+rK/rqalpqW1of/S4Lf9uXcHdzocPjErJ+GcfXeJAu92RvV9+cjk/a7KpwVpZNv6gtKe7a6K/f7x3YHJ41PCoqu/x47G6Wm1bs/37o1lLWAeWMv1WuB1gAp8W5LbPWe1492hmZgZvI+MzM3jjzNHUfdImtlpnZ2fxGQWtVuvIn/7xxvHPRcnZWZPJpFKp2tvbHzx4kJ6efuvWrcTExMTE+ITEO1xeUmoqTyiQymQKoUCam1sWGhTnvOgNiPA51Wkd3WU9B9noyVrHYX3GZv2OgX7w1lurc/LKHzys4/KzvLzeW7H8D55un3iyV67w2unN3O8O72cCm1/22evFWbfEY9USzhfebh8nJ9ztaJtubBrfsOEYi/HBsiWrPNmrX1qye5n7AXdktxdj30+X+b352r6fLF3/+ktbPVmfHNgbOjJkGRmdS04uXObz2c9e/frlFV+9tHTL6z85utzdbynTbznnAIP+2c2rObZZOz4yh8+M4BVffMTBse9e2HbHq+tDQ0NTU1Pz8/OOxOj5KOf/cloK/zaMRuPIyEhdXV1+fn5KSkpMTEx8fHxcXFxSUgKfz09N5YnFUqlUKpHIsrKKjhyKcFn0Juj6J8B1A9VpPXnxF2SnPwCUT0DaJwj9Uzr5V7duZtXVjR3xu0ZyfYsJ/xGmfo7SVjPom1j03RxwLxvcxgI3McH1THC9O7wRJn26Y9OFzpb5ewVDy31Wc9A1nswt3qxdHHgbB9ruzdzvzdzPgbZzkI1ezO0+jP3u8KafvfR1fbVmetL+9VchKP2P3uxtPpw9nthuDrjXDfL1Rvx+4ubHpK/0P5Vim7Xj/XgcJa6Y+DQOHqkdAd1h7PPz845qJs7X/rxJ0udopSPg9PX1lZeXZ2Rk3LlzJyYmJi4uLj4+PikpKSkphZsqFIulfD5fJlPcu1e55ZuThBd+CRE+p7uspzlvoDmvBQirYNoqhL4apqx2WfThru2XK8q0v3rnCNX1Ezb8NQfewgQ2s4DtbGAvB9zHgXZyoO0caLsbvMMb242S177x8p7q8vnoiPsw9XMPbLs7stuHfcgT2++J7fdhHfZhHfFEfT2xvUs5fssY3/tgfh7oWl5CfXO9/Y1X93mz9viwjniifktZ3y7nnFrC+NYbPraMdRgmrty7/cqs2a5SqfAeMt6Jx2k+o5gLt0N2u12tVg8PD2u1WkcL6K+HZBY98zOu0kajcXp6uq2tLS8vTyqV3rx5My4uLi4uLiEhITk5NSWFy+eJhUIxn88Xi6WFhRVrVvq6LnqT7vIp+cVV5BfXUZ3W0FzWgOR1AGktSv2KtPiTt14/khTTxYa+Qakb3ZDtbGgzE9jMpG9h0nYxabtZ9N1scBcH2u6O7vBCt3thWxHSl4k3ujasjAGJX/mw97sjuz2xvR7oPg/E1ws96o2d8ESOeGGHljD9vOFjK9jHUNpqv3381LheBn3DCvcTXuhxb+ykN3bSh3HKE/7WEzm2jHOMA27ctC7CbLSr1VqVSqNSafABJhwo7i4XTjI5ohC+VcFt3Gg0LkxC/yZKvNaE++ORkZHHjx+np6dzudxbt27h1h0fH5+YmMjnC3lcEZ8vlMlkPJ4gM7P4qzV+ri/8nO7yCcXpS8ri1TTntTSXNQBxPZ2wDiSupruudEe3fPH7azDpa4y6hUHfBBLXssBNLHALG9zFou9mATvZ4A43ZLsHtp0DbljhvgujrFv58bWfLf+WA+30xHZ7oLs8sb2e2H4v7JAXetQLPe6NHfNm+HkzDi1l+i1n+2G0r9/9+Q9r/xSDUbctd/t2Kes7H+YJT+SYD/N7H+b3S1nfLeMcdYO+WfWZv15j12h0OE0cJT7MhCum8ak4pg0cfhOfiV3Ym3yG5qKFHPEE1WQyabVaRw4UGxt7+/btO3fuOGimpqZyuXweV6RQKPk8sTLt3ldr/JwX/Yzm/D8U5z9SnVfSXFZRnVfSXNfRXNeCxNUIdQ1G+xoirWfQN+KLCXzDBL5hgVtY4CacKQvcxIY2c+BNbGDdEuZmN+gbBmUDC9zkjm5jQ1s9Gbs80F1ejH1ejAOe2H5P1Neb6evN9PXE9vowd3lhWz2wnUtY+5Yw/bywQ94sPy+mrzf7gBfT14d1xJtxxAs7tJRz0A36+ss/nFZNzqumdRqNTqXS4BDxRwdNh3riE+6OWW+1Wj0yMqLX600mk6Mx+RyUjtaN1Wo1GAy4defk5Egkkps3b8bExMTExCQmJiYmJqakJCUlJeB5pYAvEQpkyrTiVV/4Oi/6KdX5N2SnTyjOf6S5fk5x+pzmupZOWEdz+RIgrIKIG8gvroLJa1HaWoi0hgVuYtK3sMAtbOgbNvw1G/oGXxx4kye6yQ36xhPZwaJtcke3eWDb3ZCtXszdntheL8YBL8Y+T2y3J2OXN2uPN3O/J7Z7CXO7B7J5hceh5e5HvLBDS9lHfNwOumO7vNn7lnD2L2EddIf3ezN9X/L2Y1BXf/77U9MTtskJtcPGNRqNWq3GY7r+qTzNjSwWy5MxHtzpjYyM4AObC9P4Z1E6ckmLxaLVakdHR2tqatLT00UiEc4Rd5QpKUk8fnIqN1EoFPJ54tQUgVCgSFOU7N4RQHH5BUD4Ldn5d2Tnj6mun1BdPqMTV9GJa2DyWoz2NUbd5oHuYUEbWNBXTHA9G9rKAnaygJ1saDMb+oYNbebAWzjwFjdkuzu0jU3f4gHtWco84MXY48nY4YZsdUd3eCAH8EKGJ7bbk7HNi7ndm7XHi7FnGcvXG93vwz7kjuz1QPd4Yrt93A4s4ez3YOz1Yvr6sA4vczu8zM13hec+iPin7d9E6TX2iXHV1KRmelo9OTmtVms1Go1Go8HHbBxADQaDyWR+uhWy4H4Pt3Hcmf5TKPESb1lZmVQq5fP5cXFxt2/fjo+Pj42NTUpKSElN4PGT8XyIz5MIeGkK+b1zYfFU55dpzm+4Lvqp86LXCYt+4bLol8QXPiAsep+46F2a028Ii34Nuv6e7vIritPbCPkjuvNvQZc/gC5/gAj/AxE/gogfwcSPUfInGOVThPAHNm0li7IKJXyOkD7lgF8wqJ+y6F8wqauY1NVM6pcs+p/Y4Gds8A8c8HMOuJIDrHUDv/JENmDkzz2QNZ7oahb4uRuy0h1Z5wau84TWL8E2uAFfeDFWLuF8mZpYZpmxT0xMTU5OT02pJiam8Eiu0WjwuSWHei6MQmazGa80jo2NDQ8P45nic1AurJbPz8/j1t3T04NbN27UeNhJTk5OTk7kpibyuEkCPlfIF4iEcpEoIzk1TS4puBOdGPld9LlTlyPP3Dx3Ji4yIDnMP+lCSMqF4NjLIfFXQpOuhSfdOJd0MyLx9vnUmChe7AVRXLQ4/pIo4bIo6aok+Zos5bo85bo89XoG90Y2/1au4HaeMCZXdCdPHCrwufsAACAASURBVJsvibsrib8nTSiSJ5UoUooVKffSUovSeaUZ/DIFtyyNV54pKM8WVeRKHuZJK3NklTmyynvK2kJ5daHocWVma5G8JldWVVXRNzZqmZzQjI2N4YdWcMFnP5/qplar1Wp0aq1eozNo9UYDjhJnqlar+/v78cmD5/hKx6Q3jlmv109MTLS1tSmVSrFYnJCQkJCQcOfOnYSEhKSkpKc0k3ncJD6XJxelycQZckmmkqeolmeXxXHLEvkVydKKlIxHvJwKXla1KKdekt0gy2qR57QqctvS8tqV+Z0ZBV2ZhT3ZRb05xX25Jf159wfySwfvlg3llw3ll43kV4zerRwreDhe+GjiXtVk0eOp4uqp4urJkuqp+zWqsjp1eb26vF7zoEFb0ah/2Gx43Gp43GysajU9bpmpbjXXtM3Utpnr2o2PmuyNffbaHtujTltNj719VFPXaR6cUI+Pj42N4MMtExMTk5OT+OwnnmziQNValYPmwllvjUbT39+v1WpNJtNztNLRIcJdqVarxTc5YrFYJBLhIRvPgRITE1NSUlJSuFwul8dNEaRy0wTStFRxgUghibi4c9lP9rDdfDlsP5bbYabHCY73cbbHCY7nMab3MY7Pt5ylJ92Wfee+/JTnT37weum098tnlrxy1ufVsz6v+i/9acCy1wKWvRa47LWgpa+F+rx6zuenkct+hq/zy18/v/z1qBU/j1rx8ws/eSP6pTejX3rz4su/uPTKLy+/+tbFn74V/dpb0a/9IvrVX158+Y2LL78R/eqbF3/2y0uvv3Xj5+9eeekXN155+87rH1776XtRr7x1/s332+4kzo6OjY+Pjo+PTk4+ORE09VSmp6dxoGr1tEbzlKZO58jedTrdwMCASqXChzie2YwvctSB8BwKH4V/+PAhl8uVSCSxsbFxcXGJiYlJSUmJiYmpqampKQIeT8Dn84XcVCVfLI9PLeaJY3wPbaLRDhCcjxKcvnVefPLFxacWLz61+IXvX1z0gwvxtAvlLAHwJ9IDSFAgGQyiIMFUOISGhdLRUDojDMAiAFYEyIgAWJEAIxpALgLwJRC5DKEL1xUYu4owriKMayjzGsq8jrFuMNg3GOxbGPsWxo5BWDEI6w7KjGGw7rA5sRy3Oyg7geGegnkmox6JTM8U7+XnaLBs/Qb74ODY2MjY2MjExJPzVVNTU5OTk5OTkwto/gVK/OQanm4PDg5OTk7q9XpH+fIvwo4j4JjNZrVajceclJQUPKmMjY1NeipcLjclmc/jCfh8roDPVQol8sSUB1LFtZ07t5BIJ8iEM2TXAIJTsItLiKtrCNEpyPXFIGfnYBdCiAsplEAKJ1DOESmRZPp5Cj2KCl6ggdF0+CIAXwJxXthlCL2MQFcw8CoDusqArmCg4/l1BnydAd9gIjeYyE0WepOFxrCwO0wskYmmYCgPRfkYxmcyBCwmn83is1lCJlPMZElRdhrHU8hwE7p73USQ3K/X2/u6R4b7R4YHx0afjCriQ8AOY3+qmGqtVotzxBUTHwLFz7Dg5UtHkfhZlPgwuUql6uvru3fvXnJyskKhWLDvTkpNTeVyubxUPo8n4PJT+YIUqVAkS06tVKRf37lnC4F4ikwJcCUELXYKdiIELXYJdHEOcH4xxNkl3MX1nAspgkCMdCGfJ5CiCNQLJEo0iX6RQrtEAS/TgCs0+CoAXQPQayB8BQGuovRrGHQNA65hkOP5TQy+yQDxx1sM5DYLjmGgsQw4CYFTEJgHI3wE4WMYj4GmYGgKAxEymSIGUwghEoTFRxhCd694Jkv+5ef27s6hwd7hoYHRkSF8xHt8fBw/AfiXiqnGoxB+etAR0/GjgHiV85nt4yL703lDfA56enq6u7sbL1AqFIoF0SaZz+dzuVw+X8jl81KFXJ6YyxcKRKmppQrl1V17t5LAM1Qk2IUWvJgSshgIeIF6xol6ZjEp2IkQvphwzokU4UyKcCZHupDPu1KjCNQoAu0CkXaJCFwmA1fI0FUqdJUCX6HBVwDkKgRfg7BrMII/3oAYN2AUf7wFMW7D2B2YFYswYxH2HZgRh7LiMXYyxknGWElMtwQmK57JiWMwExicJKYbn+XJZ3nz3HwS3JdcRpmiVSvnujtHBnqHh/pGRwZGhgdHR4bwE6n4lDeeJE1Pq6en1Y6qB57D4/uc4eHhoaEhB8qF7nIR3nvAURqNxqmpqc7OzvT09KSkJIVCgfvHlJSUlJQUoVCIo+TxhakinkAm4omEYj6vWKa4tmf/ZgL9DAkKXEwOeYEc+gLdfxHtrDP9jDM5cLFr6GLXMCdiuDMx3Jl0zoUU4UqJJFCiSPQoEi2aBFwkA5co0GUqdJkKX6bCV2jIVTp6DcCug4zrIOMmwLgFMm+BzNsQKwZixUCsOyArDubEI27xiFsczIlD3eJQTgLqloC6JTDc45nusUz3WKZ7PNM9ieXJZ/vE0pnJLJ8Ez+VRCFuwaq21s32or3twoGdkuH94aGB4aACnMzo6PjY24Ug5p6ZUuHpqNJrp6WlcMXGUeH8C36Q/i9IxymIymcbHx9va2mQyWUpKilwuT0lJ4fF4uEqmpKTw+UIhXyLgS7hiIU8iEEjEIh63RKG4snP3ViLpLIka7OQa/oJL+GJy4AuE004up52dzzq7BLo4B7kQggmuIQRSKIkYSiSHkojhJMo5MjmCQoukUiOp9PM02gUAugjAl6nwVQp8jYpcp6HXaehNOnYLYOArBmDGAMw4gBUHsOJB9pMFsRJgdhLMSUbYKSgnGeMkMjiJDE4KwyMFdecjHgLUMwX1SOYsuYpy+H/6YqatZaivG1/9fT0D/b2Dg4NDQ0Mjo+Mjo+OjYxNjT3XzL2P6k7MxAwMDo6OjOp3u+Vrp2LHjCX1ra6tUKsW1EkeZkpLC5/NTU1OFfJGYJxHyJUKxiC8RiCRiMZd7Xy67vHPbViLhDIUc7OIStnhxuDMxwMnlB9cXTxFePOvq7O/iHOjiHODqEkxwDSISQknEUBIxjEwKp5DPUSnnqJQIGjWSToui0y8AwCUadJkKXaHBV2jwdTpyA0BvAOhNELsFYLdBRgzAuAMy74DMWIgV/3QlgIxkiJkCM1IRdjLKTELZSSg7FXPjohwB4iZAPbmIewpnyTWUJfjjn2aamwZ6Ogd6Ogd7uxwoh4eHh4ZHh0fGcJr46RjcdTqA4qe3/jFKx4DV6OhoS0uLRCJJSEhQKpVcLheHKBAIeDyeWCiRc2VSnkwiEovFQqlYIufySuWySzu2biUTf6CRA4jOgS6LAwmuPxCdT5JfOEl+wZ/gFOjiHOTsHOjiHOziEkxwDSUQQgmEMCIxnEQ6RyafI5MjKJRIKjWKSrtAo0fTgWg6cIkOXAbAKyB0BYSugfA1EL4JIrcg9BaE3oaxGOjpgpE7EHIHQuJAJAFBEhFGAobFYYxYFEvGWCkYi4eweJhbMsJO4nhdQRm8zz41NNT1dbb1dXX2dXX29nT19/Xgh9AHhgbxqfnh0RF8r+04hI4zxWn29/f/PZSOmhCulS0tLVKpNC4uLjs7WygUikQiPp8vEomEQqFEJFXw5AqeTC6WyERChUiiSE0tk0ovb9uynUw6TacGEF0DXF0CSaQfCK4nyc7fUZz8CS5BLoRAZ1d8BbkQQlyJIQRSKIEUSiSHkyjhJMo5MjWCQsPNPIpOj6JTLwBANEC7CICXIOASCF0BgWswcg2GbsDoDRi+iWA3EeQmgt2GkdswEgNDdyAkFobjUUYchsZijDsYEo8yklBmKsJMRtiJCCue434JwZI/+b22tqanvaWnra2no727q6Onu7O3t7evr69voL9/8MkZBPyOCHhYx3eZOE21Wt3X1zcyMqLVah0j638T5ejoKG7gt2/fzsvLk0gkEokEByoSiSQiqVQgkwmlcrFIJuIrhaL0lNQKsfTK5q07SZQzNDCQQAp2Joe60v2dKWcI5NNEYgCBFOBK9HchOFaQCzGQQAohkINJlDASFV/hZNo5Cj2SBkbSgPMA/TwdvAAAFwAoGgQvQsglELoCY1dg5BqEXUfQ6zDD8XgDxW4iyC0IvQ0jd1BmDINxi8G8iaGxGCseZSUj7CTULR7hxHE8LyBYwu8/1tRUd7e2dre2dre3dbZ3dHV0dnd39/T09PT19vb39Q30DwwNDg0NjIwMjY0Ojz05DTfuSOZ7e3sdKJ/ZOy5yjP1ZLBaDwYCjlMvl169fv3v3rkwmk8lk+CZSJBKJxWKxWCqRyKRSsVQiSBOLM7m8Sons8qYtu8jUMzQwkEgNdiaHuoBBznR/V2oAgRJAoAS4EhfSDHIhBrkQg11JIQRyKJESSnwC9ByFHkEFIqhAJA04TwOi6OAFAIoG4Wjwz5ufKzCGr2vQk3UVQa8j6E0Eu4lgt1DGTYxxHWPcxBgxDFY8xk5C3ZJQtzjULd7NOwrB4j/+H3V1TU9zS1dLS1dba1dbe2d7R2dnZ1dXV3dvT3dvT09fb99A/8BA3+Bg//DQwMjwIN4gGx0dxWere3p6cAN/ToruiOA4yrGxsfb2dqVSefny5YKCAoVCkZaWJpPJJBKJVCqVyKQCiVQol4rSRGIZP00qShfwHsilF7ds2kannAJpZyikACIxmEjzdyWfJZL8SaRAAjHIhbBwBbsQgnEzdyWGEkihBFIYkRxGJONmHkGmR1KA8xQgigpeoEHRdPgigFwB0CsAehXEHOsagF0DsKsgegVGHChvwOh1BL2GYjcxxm2MGYeyEhFOIsKJRThxHK8oGI393UfTVY87Gxo7mlo6Wlo7WlrbW9va29s7Ojo6ujo7u7u6erq7e3t6e7v7+3sHB/oGB/qGhoYW3qcDR6nX65+/21nYsJ2YmOjq6srMzLx48WJhYaFSqUxPT09LS5PL5XK5XKaQC6UykUImTBeL5AKFXJwu5FcoZJe2frMdoPwA085SiWdJrkEkylki6SyZfJZM8ie44LE7mOAa7OLydDkFu7iEuriGuriecyU8WURSBIkaSaZFkmkXyEA0BbhIhS7RoMt05AqAXAHQSyB6CUQdKHG+lyH0CoxcQ7GrCHoJRaJR7CLGuMZg3YSZsQgzDmbHQqwYmB3L9owE4Tu/+c1kRUV7XX1bQ1NrY1NLU2trc1tra3tbW1t7Z0d7Z1tnZ3tXV0dPT1dvb3dvf19v/5MDcYODgwMDAyMjI93d3XgX11FIf7YyhNu4yWSamppqb28vKCi4ePFiRkZGcXFxZmamXC5XKpVKpVImk8mlCplMJkoTCeR8uUKcIRJUKGSXt2zeQ6P6Q0AAlRJEJodQaIFEsj+JfJZMCqLTTjotDqSSgknEAOcXQ4guIa7Ogc6Lgl2cgl2cwpydwp2cIp1cI1wI4QTyOSIlxJlwkUaPIlAjnVyvUqFoAvkqFboGwhcBGLf3SyBOFrkIIBdBNBqErzIZlzE4CgXD3VlRPksCYSya6XEdY99B2bcQ1m2UE4N5XEM4FxD09q8+GC+939XQ2Fhd29TQ3Fjf0trU2VDX3NLS1tza1NRS39XZ2tnR0tPd2dPT09zZ2TU81NPb39/fj9/toL+/v7OzU6VS4Vr5zGDBIkfvG0c5PT3d1dVVUlISHR0tk8lKS0szMzOzsrJw9ZRLZekypUIml6SJhQqBTCFVigSVctmVLZv30WgBIBBEpQZTKCEUWhCJEkCmBJDJZ4lEfxIpjEoLcnUJdHH2d1rs77TY38X5rLPTGafFAYudgxa7hLzoEuz0JBxFAXCIKzGSTLsModEk+nlXyhUAiSTTLgBQFADhNPHS0UUQvQiiVzHmBQC6iIBBCD3lk49sQp7k8y++o0DXMLfbKPsGwrzB4MQwPK+jblEoev2D98bKS5sfV9dXVTdU17c1trfUtzY1NNfW17V0Nje21be1NnS3NXc3Nfd19rZ19zV39/b09vf29vb09PT09OABSqPR4INtz0HpGI7BC8V9fX0VFRVXr15NTk6urKzMzs7Oz89PT0/PzMxUKtIyFRlKRZpUKRGlCeVpMqVIUCGTXt68aR+NFgiBwTRaMIUSSqXjKIPI5FBXciSBGuZEDF1MiKaAwc7EAFdiAJl2mkQ5Q6ScJdACCLRAIj2ABPlT4QAa9AORGgKg/mTgB1dKMJkeCWERABRGokYA0Hk6eAGALjwFGgWj0RB6kQpFU4CrDNb3dIps20Z75f2G8PBTbI9LmPsthH0dZtxAWHcw7xuY5zkUvfD+O4PlpY8rKx4/eND4qKrpYXXtg4r6usf1LbUVjRVVzY+ammsHOtq6qut66tt62ns72ns6O7u7urra2to6Ojo6OjqGhoZ0Op1j1v9vosQLxUNDQ9XV1YmJiVeuXKmuri4oKMjPz8/KysrJyclMz8hKy8xQpsszZGKlWJ4mSxcLK+Wyy5s37afTg2AomEYLoVLDaEAwmR5IoQZTKGEESrgzKXQxIdyVFkICjyxyPuRE3O3sus3JdZuT647FxF2LSbsWk3Y5k3e4Una4UvaQqPso9H0U+kEafa8rcb+z67dkagiEhQJwBABdoMMXaOAFGoijvAii10HGVTp6GWYcIZIEe3YMpklHpJLz7/0qHGZfgxiXIfQqwoyBPa6jHmEIFvHeO31lpY8rK+orHgw3Nw9XV0811A/WPeprrOrtru/sbqh9XN5eX4uj7GzqbG3uaG5ubWtra25ubm9vb29vHx8fx+8N9RyUjnkrfAoQbzc2NDRIpdKQkJBHjx5VVFTk5eXl5eXl5uZmZWRmK7My07MUmWmSdElauiJDInqokF/duuUvUUI4ykAKJZBIDiSSg0g0fyp4yIV02mvZjT/+6fLKlRfXrrmwdt3FNesvrV5/ae1Xl9Z+Fb1+/cWv1ketWhmzedOVtWuur12buGVTzJdfhL/+8xMQHAAiEXQkmg5fokAXqVA0HY4GkGg6fI0GX6MiF0HGYQr9xuZN/ffyB3Lzbq3fcAZkXIKYlxDsMoLdAt2uQx7BCCPivfdacnPrHpS3PSgrF/Cyzp0rj75QEX2h9HJ04Z2b7WVFLVUVTY8ftdTVtdQ1NFTXN9Y31dfXNzU1NTU1tba2tre343VfvCHx7HSGo9eIj3PgNwRqbW3Nzs4ODg7Oy8urr68vLCy8d+9eXl5eVkZmbkZeVkZ2WpZSlilTZqRlySRVyrRr27YeAIAgGAqh00NptDAaFEIBgqi0ICo1gEr1p1H9qeAJMn0PFRRs3dHO59WKhFVS8UOZ9JFUXiWRVslkj+SSKoW0SiGtUcqqpILaNFmTUtYoFQymy5uvXz3m4fE9HQ6jIRcpyEUyGE0BL9CgKBoURQUvuFKu0JBLMOcYyIxa/3VnYWFLbm6i76GTMPMCzIxmMC7C6HWAcxX2CIVZEe+835ab11he1lyQe3bVF9vcOH5s9ml3jyNsd99XXi24em2gprqxpqqmpuZxTXXV45q6uoba2tqamhocaEdHB37fDTwTWnhK7M9hx4ES7zh2d3cXFxdfunQpMTGxubm5vLz8/v37hYWF+bl5+Vl3c7Pz0nMyFNmKjKz0bLn0cXrGje07DwBAMAKHAkAojRZOhxegpPjTqKepwHEatBPGMr471aCQ5XJTlXyuQsBL4wuUAqFSwFeK+EoRXyHmZkj5aaLkdAkvU8LN4CcVchPrkhL833nnCBUIokBRFPgCGThPASJpYAQdiaACl+nwZQiLBBjHQPaVzdsbs3Mb8wulgUHHMM55jHWegUTB0GWQeQVxCwWZkb94tzUru6Ygvz0349Sv3z/BZl319rnF9IwAWL40LO904HDlo4dlJRVVjyrq6yrqqh88fvTocdWDBw9qa2sbGxvxHhnuKBfuvp+gtD/t3NpsNhylRqMZGBioqKhISEiIiopqbm6uqqoqKysrKSkpvldUkFOYn3s3My8rLSctMzsjRyGrzsi8sX2nLwiGoEgoAITR6ecAJJQKBtPowTRaII0aQKWeJtFO0OHtEEPx/en7QoGcz5VIJGKJTCqVS6VyqVQqlUukcolYIRIrRFKlRJYpk2fI5ApRtpBXIxGdfOvtA2T6WRI9ggxGkulhVHo4HQwF4DAaEEGhRFLpkRDzCMiKWruxNbewKifv3q3bR9juEQxWJAZHgsBFkHEJ5oTS0YifvdmUllZbkDtUmB3x8a+/B6hXYOSqK+UmzDmFuOWe/GH84eNHJffvPygvelh5v6qypKK8vOJBcXFxdXV1U1MTXj/HOzfPQelo3uJtMrPZjN8Goba2VqlU+vv75+XldXd3V1ZWVlZWFhXeu5dXdDevIDMvKyM/IysnM0chq8vOub5txwEACGNgYSAYAcJhNCiMBgVRacE0WhidGkqhBhNpZwFsF8TMOO1fKpEoRCKxRCaUKsQShUSsEEsUYolMLJXgSyiViNPSxGlysUKSJRE9Egq+e/eDA2QwiIaeo9DDydQgOs0foAdCcBCdfgEAIiiUcJh5CGBeWLmhKSP/QUZOeSr31Euv+kNQOI16FcOiAPg8iJ2DsYjXXm+Uiauz00ZyFFG/eS8IoV+F6FeptGiUcYTBuhcS1ldaXpZ/t6ysrKT8QVHp/aKy4sLCwpKSkkePHvX09OCOEg8t9r+SRY4JVUfVEneXbW1thYWF58+fj4+P7+zsrK2tLS0tfVhRWVJwv6iwOLcwL6sgKzs3K0chq83KvrZ1+wEACGMww0AIRxlOh4NpYBidHkImhZFJ50hAMMDcSUMVJ88US8RSiUgoVQglaWJJmkScthClRCITS2RiuVIgVQgk0gyRsJIv+Pbt9w4QgSAKFE6mhZApAXTqGYAWCMFBNDCUQDhHJofC6EEQu7Tmm+b0vPuKjGqF4vxHvzsFwRcQ9BKInKODF9nugRRqxMsvdwgFvfmZ/dzEoFeXBdBIUWRCJIV0jsXczWCU37jRUlhcdregrKi0qKiooKCgoCA/Ly+vuLj48ePHfX19KpXKaDQ6plX/JkpHLd3hLquqqmJjYwMDA1tbWxsbG2tra2seVz8oqSgtKcsvuptzLyc3Pyc3TV6XnXNt6/ZDMBrOZOEozwFIBIiGAnAoAIRQySFkUiQFCoXYu+iI4vvT9+UyiUQklMsFUoVE/GeUeBVKKpZJxTKJWCESy4UiSYZAVMkVfvfLd30XU0Jc6aEupGAXF38S6QyFHEgGQ4m08yTyeRotEIL30eGo1Rvqldl5InFDbl7qnt0HafQIOnIdZobRoHAMDUfgkxAk27t3ICWF99Xq4yDtEotxBYHOQ/AJKm3fUp86obAiJ6fobn7h3Xv5uXn52Tk52Zk5Wdn3799vaGjAx9hmZmZwVv8ApWMnjp+wqK+vVygUAQEBWVlZ/f39bW1tdTW1NQ9rK8orC0oKc4ty7xbmF2SmN+bl39yxyw/BzrHYoQB4DoDC6TCOMoRODwVpwRTSORIQCrD20NGMMwGlSoVYLBTJ5CJZmlSUJhUrJE85SkRimUgsE0olYoVYJBeJJBkC0aNU4fdvvnNwMSnUlRruTAxxdvEnkfxJ5HASFO4KXKBQI6nUs3TaTiotfPXa2vTMTD6/Il1570LUUe8lZylQOBkIAeAAOi0MhgIR6CjK9F/20kkEPUWlhpEokVR6JINxkEY/98fPGjPTC9LTsrOzs7KysjIyczLSs5RpOVnZlZWVHR0d+OlRfL/4fJSOs4y4OEZV1Wp1U1NTUVHR9evXQ0JChoaGOjo6mhoaW+pbq6tqistL7t6/e6+4sCQ3r7Xw3u1de45gzAg2JxyCca2MhLAnKGF6GJ0eSYJD6cy9NCTjtP99hUQi5ktkUqlUrhAqFEKFVCyTiiVSsUQiFkrEQrFYLJHIRGKpSCxN5/MrklK/ff2Xvi8Sg53JwU7OgU4vniG6nCEQw12hc4tp4c7EQIKrP0DfA9DD1qx+nJ6RKRTmiUSPJfxTv/rgGISdw9zOUOEQCImAgHMgGARg3xOBCIb7OQC5CDJCyUAAgO2lQcrTp6uVaTnpCpkyTaZMk6cp0hQyhVyam5tbU1ODx+6FJ6X+WZT4yHtvb29FRYVAIDh9+nRubu74+Hhne0dnS1dDXWPZw/KiB0XF90scKI8x2VHuHpEodgFlnIcZUQgzHELDYDgYAs7BSDSNEUbn7KczM077l8jFMrlIKpc9QSmSScUSiUQiFgvFIoFELBSLhWKxWCSWCkRCBY97PyHJ79XXfJ0IgQRSkKvTWdfF35NdfiARw1yhcCcglEgJplCCQXgfQA9bs7pcJsmRSLIkorIMaeLJY7sQRgDD4zSAhcKM8xAY7OISTgbCKGigK+08yAynIoF09DjMOPnazyviEwolonSlQiiXCqUSsVQiEPBkMklRUVFrayteWHNMqP41x7/IKx0o8cEt/N5l9fX1OTk5N2/eDAsL6+vrG+jr72rtbmlqfVxf/aD6QdmD8tL8u+1FxXH7DhxGGZEct0gUi0KwSAg7DzPCITQUgU9D9FCMEU7FggH2IaZnTkhYUbpUkiYWKSQimVQqlslFMolMKpJJBVKhUCyQiPlSIU8sFAmFQoFIKOdzi5ISDr72s30E0lkq5QzZ+TvKi0cB12N0UgAFDiSAAWRaEA08Q6buIVEvbvqmRCTIk0iyZJI0GbciQ3z217/ZRQa/h1n+VDCUQLhIowYRyREgI5gIRICMQCpyjApvhVFlgH+RWCARpkpkYp5IKODxBTx+ampyVk7mo0eP8Dkhk8nkSMD/HkqHOO6Rodfr8dON+PzQ999/n5eXNzY21tne1dne0dTeXNdc//jxo4dF93rKK5OOndgEoifZ7t+i2CmUcQrCfoAZ34PoSQT1Q5BjTPZhMnwI4uzz+Unuxcv3MhRCmQBHKZHIJBKZSCYVyqV8qZgvEYhFPImAKxLyhUKhUChUCHj3uKl73/7lKmfnXSTiDuLiLcQXN5KdNpEJewm0/c7UXc5EXypttwtpA4V28+ChEpk0UyiWCgU8YWKGOLk85vaxn76+nP+YawAAFShJREFUjQx9C2BBABRMpgbS4TNUOBhm/0BnHCACezG3lAO+ZbzUdBE3lZeUKuSm8HkpScm8VG5qanJJaXFTUxN+eyyLxeJg9XyU9gXT047Igw+94FNtHR0dubm5ly9f/uGHH/r6+voHB7p6OvEqaXd7W92D8rqCwpq09HMbN5/5+A8//Ooj/1/9NvD935x964PTb7wb8M6H3779wffvf3TsrQ8PvfPh7cPHSwTCHKlYLhNJZGKRXCyUSnCOQrlUIJMIJGKRRCgWC4VCPp+XKubz0oUCedyd1HPhhz7++NCvfuX7ztt+77xz5L33jr77wXfvfvjDB7/94YNff/fBh9/95ndXdu3NiLmTLRaLeFyJRCQU8ySpSfeFgrxLlwM//vRrEN1GBvZToUNE+BjotoeIfO1C+/a1tyQnThXHJWQmJsj53OTkxPiUhCReckJSfHxiXHp62uPHj4aGhlQqlePGWP/gELPDxh3ldMe9m6empgYHBysrK4VCYVBQUFxc3LR6qre/p7u7c3Cgr6WhvrHqYcujRzUFBS3F9+uycxoys5vSM5pkaU0SRb1A0iCU1vKlD3miSqHsvlBSocwoTlfKuanpcolMJpHKJSKZFF8SmVQskYkkYoFIKBDxhWKBQMAT8bhSAVfB40oT4gvE4nweNz8p9V5yanEKtzgpuTSJW57KLUlMKufxi3j8PB4/UygUJCcnJiYKREKBSCgWCRTclLt8XmlykuTs2chVawM+/Ojs27/+7hfvB3/8pxS/Y4XXbxelcNOTklJjY1JTkhKTE+KS42OT4+OS4/lC3r17Ba0tTXgpyHFO4p9CudDGcZr48b6xsbHm5ubi4uKYmJiTJ09WVlaqVKr+3r6Bvv6+nt6O9tbaqkfNddWVxffKC/MfFhWW3c0uyU6/n5NRlJlWlCYrV6aVyhTlyoxCmTxPJstRyORiUVZmulwulculeBtOLpUpJFK5WCIRiUUSMVco4ImEApGQy+dxuSlCAU8q5Im4/6e9M/9KI9v2+L/87jO3V7pfbqKxk5holKGqqHkuqooZinkSUcAJZ8UBURBRVJyicZb3w4n1ENPpvHRWvx/e3asWKw5E6lP7nH2m/d2cwlIKTdlY2sExNoawMZSNIVQad3CMylBWmpQFXrHKVkW22lRBtkqyyFG4SGIBqxCX+STPpK18hCejMhtROI9AqTwpCjTLUxhDIAyOMCRKkyhJsDzn92mz+antcuX0+AScPP9GwHmEUrfWsTqY+YDhej6f1zTtw4cP79/1bG9VG/sHy8vL+/v76+vry8vLcwuzExNjubGR3NhIIh2PxkOxVCQ6GI7Fg8mglvRryaDf57R5HGoo6PP5PE6n3eNxud1Ot9Plcji9dqfH5vAqdpdiczgckmyVZKusKlZFFq2SIIm8yEmSIAicIHCi9CW1gBdoQWQ4nhJERhR5jmMejttZWU6geY63SlZFEiWW50iBJWQWlwWcpiFWQHmJpEWc4HGcwxEGN5MYROFmkoBQDCcom802kh7eWCse7O1fnH9Zmnya8/QVlH9EE4xIz87O6vX6ysrK0NCQJEkvX3aSJH1xcbVe2ixtlGs79a1qbWZhfnZ+LjuRS+eGY0OJcCISTkZDiUgoGYrEgsGgPxILh6Mhf1DzhTQt4PNqHrfX43a7n6J0qU6bpCpWVZVtimJTVbui2ARBECSRE3ia5xiRpUWWEhiSp0mepgSO5FlOEkWrxLOCQPMSK/KswDAcz/MERWI0zssCI3EYQzAizQokTsAW1EzRGMvSJEniKEZgJI6TMGyBYYsgSLFYYmFhST+F8XRp8k8yb9tQgpVgMI8EmlBTU1PhcBhF8Y5nv0Si8U9nn8uVamVru7ZTXy9trhbXpmamxycnsqO59Mjw0HA6MZiMpeLxoUQgFvJHg1ok4A363H6P2+9xaW6Pz+v2elwul8vxPw3cqdpcisOlOJyKwyapMm+VJUWVbVZRtloVSZIFSeRFgRUFRuDBxVqtGMPgBMWyvMSKMidJjMCTrJWTGIpleY6TRErgUI5GORZjKBS30DTJMhSJExiMYDCCQyhmtmAmDDFaaIzyebTJyalyudw4Ovx0fvZHAljfQtlsFal8WL4EudLgEFe5XJ6YmHB53GYL8h/POuYW5o9OjguFQqPRqFW3K5vl1aVCYXZxbnJmKjM+OTyaTaTT8WQkFo0k4sFoJBAJR2LRaDwWioTdXo9X87m9HheYUricDpfT7nTY7Xan4gA07ZIqc5KVkxRBlnmrzEngS4kVRUYQGUGgeeGLlwo8xQkUJ+AMj9ECTok0K3E8ilgoiuEFCScokmIYVoRgC47jCIJYYITASBqjSAQnzSgN45gBplHSpTozw9lisdhoND6dn32+PG/bePiTsNOGsm1UdHNzc3x8DEQ0VlZWRsfHrDa1+83vv/7XbyCDcmO9tF/fa9T3qpvl8trG6uzS3NjUTG5yIpUdSaZTqVQqPRSNxyKxaCQS0QL+QCAQCAW9ms/j8zo8brvbZfO4bB6X6naqTofNZlOssk1S7bJik1SbpKqiIvNWhbcqvFUVZIW3ypxkZUWZFkSa50heoHmeZFmc5kmWJ2mOoDiKJnGC53maZlGMIHAGQykUISiCtlgwFEVRFIdhC2xGLCYEMcLQgBmDUEWQU7HBxfmF+s7u589nDwqYj9YlvxF5/lCl4O5BPOJBFfnT0dHR3t7e0tJCMpWQZamz82Vn58t6fafR2N/drR0eHlQqmzs7OyuF5aWFxZmp6exIJpfJptMjqVQ6mUzF48l4NBGJxMLBUCAQ8Pv9Xs3n9HocHrfd61Z9btnjtLodisMuOxRZVayKBOKPJEmiKMqSVRJEKy+ILAcuieEEhmUolqU5luZYmqEIEsdRgsAohsRoHKUwBMcg1IJYMMyCEwhpgVGLBTNAZiMMIThmgMwfB/oNJqPRbBKtUiQSWVxcrO/WTo4PP5+f3Fx/vr25urv7cwmxb6HUA5aeHg6qGBweHm5tlWdnpxOJmCjyL1789uZN9+5u7fj0aGVt+fC4sbtX39qubpQ35wtLUzPT2dFcNjc2MpJNpdLJ+GAiloxHE5FQOBwMAaA+v+bWfC6f1+51q26n4nIoLpvsVK12WbJZRVUSFFG0Sl8uUQRHkAWO51mOY1iGYWiWoRiapCmSpggKx0mMoFCCxS0UhpAohKNmCwIhMIpgOIyhZosFRmAYNsPQgNFgQuABs6nPMMCKghYKjk2MbpRLh4cHF59Pb64/N2+v7u+umg8ieD+CUqfZuiQMaJ6enh4dHhTXCkuLs8GAV7JyXa//9e7920q1fHp2slHdrOxs7R8fVHa2NmuVucL8wsri+FR+dHwsPTKcSqWSyWQikYhHY9FwJBQIBv2BgObXNM3na+037YoTxG1ZVq1WRRIUUVBEzsqzEgcuRmRpgSE5CmcInCVRGkdpHGcIkiYICsdJC05aLBgE45AZhcywCYJMMAwjEGwxQ7gRwgxGqL8fNhp6P/QYjQN2u2pzqBP58dLmeuPo4Oz8+Pbmonl/3by9ajZvAMo/5fgtlK1Mb1vKlHw6Pd7fqxXXCvNzU8GQjxfoly9fdHV3FktrYCK0U681jg7KtUppc329UppdXJicmc6NjaZHhoeGhlKpVDKeiEdjsVA4GgwBoH6f5vN4PS632+12Ou0Oh81uV202RVVlRQGhWxQkHtD8wpGnCZYEQ2uYxlAaJ1iSYkiCwDAUsaBmGDbDsBmCTOCCIRMMmRCTER0wwH0fMYNx4P1780A/zzEulyM3li2W1g6PG+cXZ58vTu9ur5v3182b6+YXOfAfQqnTbD5u7GCZ4/Ly8uzs9NOnk8PDg5WVwuTkeDIZxzDsX//14nVnV2Fx6erisr6zW61sVStbh3v7G+ulYmltYWVxcmY6Oz42ks0MDaeTyWQsFgNAo+FIOBgK+wMBr09ze7xOl9fp8jjAUVibXbWpsqJYZVn60mPyPM/yHMOxJMvQLEMwNEbjGI0TFE6SOIHhOGLBYASDIYsZgh8IwpAJNhogw4DJOGAY+Ggw9L9//w7DLKJVUO1KdjRT2lzf3at/vry4urq6uDi/u7lt3t/eXt807/6yLnoryradn8vLy5OTo0aj0WjsV6vVsbGxeDzusNm7u153/OM/o+HI+aez85PT7XJlf2d3b7derVY2yqXl1ZW5hfnJqXx2NJdOpwcHBxOJRCwWC4fDwWAwFAgGNL/m9XndHp/L7XW63DaXy2a3qw6bogKUVlGSBJHneT0f66GjJEmaIAgMxywYjFjMEArBOGJBIAtshiAIgiCT2WQwGvpN/b1GQ1+/4ePb3nc4QwiK6PI4xyfHSpvru3s7eoLY9eXV/W3zSzWPJ0z+1yj1N+st/fah+g3IRD39dH50cry331gvbU5MTsViCY4TDAbTP/7RQVHM3t7B8fFppVLd39/fqVVr21vl8sb6+lqhsDgzMzU+OZYbyw4OpeLJRDgaCYZD4PIHA17NB2C6nD4H2MxV7bKsypIiCVaRlwRO5FmBZwWO4VmaYSiaoUmCwDALiiIWC4zCZsRshiEIMUPogBnqNxn7TcYBY//AwEeT8SMMGXoNfbxVklRFC/inp6e3ypWjxuH5yend5e391V3z+v7u5r551/yi8f+YxndNHL9qevBpXYW7ubk7P7+4ub0/OT07/3xZ3zvYqtZm5xayuTGrrMII+uJfr16+6pqanv18cXVwcFCrbu/Uqju1anWrXCoVl5eX5hZmZ+amxybG09lMMjUYjscisWgwGvEHAy6f1+PV3B6fy605nG67w6PaHCD6iLwEUIKLZwWeZhiKJgkMxywoYsEsKGbBEQQ1maABg6nfBPcZjL0D/b0D/f2GjwZDPwyZcMxiVWROEgOh4Ozs7NbW1lHj8PLs/P76pnnT/ELzrnl327x7KI3ShvJ7h+jfds/blnKfYNMcJKPu7+/XarVCoZDJZHw+H8dxv//++7NnzziO29nZASXD9FJalUpldXV1ZWVlfn5+ciqfyWSSqcFEIhGNx0KhkM+vBYNBTdN8Pr/X63W5PKqqyrIMXiWwpMFxLMvSNE2TFEmSGIYBaQ+CIDAMM5vNBoPBaDSaIcRgMr7v/fDm3dv+/n6SJHmeZxhGFMVkanB5eXlra2tvb+/09PTq4vL2+ub2+ubu5vb+FrhOU39t9aefiVJf02wdIQFY1Wq1WCxOT08PDg7Kstzb2/vixYsXL17EYrHt7e3Ly8tarbayslIqlSqVSrlc3tzcLBQK+Xx+bGwsm80ODw+DcOT3+z0eDzi47XK57HY7OAMvCAIYVOooSZLEcRxARFHUZDKZTCaLxYIgiMFg6Ovr6+7u7unpwTAMQAQJsLlcbnV1dW9vD0zh9MJy+t3dP7afjLLZfPR82qIQqGl5cnLSaDQ2NzenpqZSqVQgEGAY5s2bNx0dHT09PX6/v1arXV9f1+v11dVVcOyzWCyura2trKzMzs5ms1kQiwYHB6PRKNhBBVgdDofdbgfZBSCp7UvMeUj7R1EUQRAEQSAIAhB7e3tNJpMgCCClHYZhURQHBwfn5uYqlQqocQAO9gG3uH2s8N18vLjzk1E2W/pdHaVuV1dXIE/19PR0d3d3dXV1ZmZmaGjI6XQyDPP27duOjo7u7m5N00ql0uHh4cHBwfr6+urq6tLS0tLSUqFQWFpampuby+fzmUxmcHAwEokEg0Edpc1mA4MhfcKjOyZN0yiKwjAMwzAEQWazmSAISZJYlqUoCsdxlmU1TZuYmCgWi1tbW4eHh3rup64W1gqr9Wa/bT+OstU99e3J1q7z/PwcbK5Vq9X19XXQfkOhkNvtZlm2p6eno6Pj+fPnDMNks1kg8Vyv19fX1+fn52dmZqanp/P5fD6fHx0dTafTyWQyHo9HIpFAIKBpGkjUUFVV7zGBY2IYRhAETdNAC8But3McB0EQ0PtwuVyZTGZxcbFUKtXr9dbarnp1Pl3gs5XO96Bso/kjKO9bZkE6ytaSguA4HCjcWCgUxsfHQbIFy7IDAwOdnZ3Pnj179eoVTdPDw8Nra2sgoQMcmp+enp6YmMjlcuAYYiQS8fv9Xq/X7Xa7XC7Q2EHmi8PhcDqdmqZpmgYyW81mc39/P4IgHMf5/f5sNlsoFEqlEpBTAx+stb6hfhffz+4bNH8Q5VOaoMcBYR2sfYAsy+3t7dXV1YWFBdCH+nw+ILjT19fX2dn5z3/+8/nz5729vYIghEKhoaGhxcXFQqGwvLxcKBQWFhZmZ2fz+fzk5GQ2m83lctlsdmRkJJlMBoNBoN2DYdiHDx+6uro+fPiAoqgkSaFQKJfLLS4ubmxsgPACJBb1+s0A4s3XCsH+rSjbfLP1CYPjCOCxg9J54Ihho9Go1+vg1NHi4mI+n08mk36/X1VViqIgCHr37t1vv/32yy+//Prrr8+fP3/16tX79++NRiMEQQiCoCiKYRiCICaTqbe3982bN11dXZ2dnZ2dnV1dXR8/fsRx3OFwRKPRkZGR6elp4Ob7+/sgwRMIr4FdP/AKbqFtIfL/HqXum08Hnnq979aKy9vb26VSCcSl8fHxdDodjUY1TXM6nSA6WywWHdnr169fv37d3d3d3d399u3bnp6evr4+k8mE47gkSR6PJxwOp9Pp0dHRmZkZ0JZBEaJWXYE/qh7eupb4bVJfZff0N3+8umgbzfvHw3h9qPQUqF44uVKpFItFcOJwampqbGwsk8mA0WUo9GV5GGQNBYPBSCQSi8WSyeTQ0FAmk5mcnJyfny8UCsVisVwu12o1oMJ0cnICYoseYfRh44+h/H77S4Vanz691g5U30wHe0QgIj0Ux/t0fHwM/BTUU9/e3i6Xy6VSqVgsgukQ6C7BOAmYXkBuY2OjUqlsb2+DIm2t+nR66PtqGeK/grLNgX4yyqdYW5t8W2PXPRRgBUxPHwx0qSDzGvAFudi1Wg1oW4AMWF2/Rh/GglZ88WC6JurN40LDP4zy7vH299+B8huftbXVXz/UF9ZnSroBb9XttMV0bZpW4VMArlWzs7VP/E6O3+mVbU7zd6Bsdcy7lqLTT7G2orxoMV3XtE2Y8/yx6W/UObbKxH/VJdvazfejbON4/zhC/HyU9y29yR+hbP1329SzdQ4KrK0Q+1WLtS1AtP3nX+X1F71St2+89ydXrW+2zCzb/lLbJ2iberaSbfuOTu3mibX99Lal8tUf+eCPoXz6wP4OlP9v7d8of5r9G+VPs/8GcsJfZUSgiEYAAAAASUVORK5CYII=)
When people bet money on a candidate, they are not saying this is who they would vote for, but who is more likely to win. That makes this process a better predictor than traditional polling.
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