ரீமன் தொகையீடு பயிற்சி 9.1 -3

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j8r1Dn0SzyD/0Q6dZGib4LJ+ziAPPMDKLIqh47rnJp+ANUl5g93I0GPs+ZyQxaDygvM+aYjfqnVXbz6Rat6XBcxKOUcY9moZvzhww/48LNWTDuYW9krqRpxte+1FYP5HJxmg/+Zcm/FGxWDenmUCi6yaYw5v/vwvxgeod9rfMahycOYm6YVAHphXseh+s523Mcs4sTj573sitk3oQlNnaK1LwKJgmQ/xs0/Vm0oQMqOwbVzE5qaD2f9zfLedcmxGXQ2Gc4m2QuHgpRpbTAZuo77mssKTs3qSOORYXriVyIrdCTmHWZyQqORcomb6sjq1zaHUCJ3qw1mX3toh2zVZG5wZty6qxSk+NCxpXxeze01k1l4RglSFqGO7sTpRpHz2WFnQotJ+7VDjKUkeo4l5LaaohPzGGYTTJr+M1uUxjKLFlgsuYBCeYd9i6bi0r8lxp3nkaosZt8UF8KyJaScWLzHLjVcYKF+wE6XAfTqZEb7SXGUm0fO21Daj4+lQMrj0MzRzNj/oIpAU3Nr1WDM/v4V3WYdozzreUTamdDKPVHT01bfX4+VcWfmyWUsisO1qTnOuwr0qlMh0U7mtHJNKC+nLJTNmuEe/yIPXjFng3xYfbbq0JrEw622NP/CmG4zU7T1qJRE9xY0tosgTy/V+h6qLgXiPPeURtTKotu8ySQMslx6CK9eUzlkUAy54etVTSjIImCATS06ttJD4jztmBWvtYPiKDPaNsI2rLIhQ53JagtjnZiWHkQw3m4VGSqJ3NhpOAemau1UTkD9YAcT+vegq2kb3OK07zh1JiFD2jBpbwHUw/b1ZSyHr09dr0i/OHYyLpuzkMoOMa2lKfbbqwzJq++yafYqbihzifN0ZFmFeNZEoOZh5DgGdu9Mk9aT2Kf12qkz1zCs9QTi5KqsOIFveyOGhdxDTR477Mzo4J1i0OH5cfUgGg8pfx8pDkymlfk44qpMQy/c6UCTDjM5WbdmraKY1f8vS2RqC3PGx1RNaDfOZu2ZeUxRx7zX57lTcHDy1zR13lOlw/2UqLGN6ehzDAWlJHn2ZtpBg4cG1eUl9DGqMr9b7mT2sSVMJ+hVXApwZMEZJaoby7Ew+o5FF57TjhXH4uG0mSxJQdLUlpiP3l6lfVFzd8Oc19gOVDfLy868RAxqg6uL+b/gPeT/dgkF07PqvaJYfecAq+cvYvvlKpVFTq7BikEVN4KHM2TpJb2H7WV4y6/XRQyWh1DzJHUNln//iI+azSLNsCP3gkRrIwYlcmInMzrgoq4cb0sMajKuvs2qnp/x+wGbMViLVHKZbf6+LN9/+wXle5VLTznoNZZgza7mKp7m5uvc8prYlKks6GLMkFVaL6z6PqFT/PihWB7WOkXCvqPc0kwVUHIhYCx+R24RYdeUbn5nynvnpQm4N5VffEUaL1zIICM6zpBfMPL4933WDzWmx/d6Q6yUkODajKZjd1GhqRRHZuCy8mathidfTkDBYc9WmFlvrRSg6kekLJuAVeemmI0MI1t6yh5PL/bJKqrsED5jV3O7YuRIcQq/jhUNjOw2uMqKsb4cL80hwsmGkFvlorcgt1A3XPVs/yRatfSg/F36lBgnM5o47uapMo1A50WcV6q5u24CMw7KCaopepxHsQSqy0sZ63OYvJNz6GoygtCH5WJdlR7IgE6zOH51Na6zjmhEhLr4MXlF2kyWHsdv1GwOxHjQ0dyRKHnoU3GMme2Msd74UNN5Kox2olkzVxKK5Us+dDSyZL1GsGsJKlKY0caU0VvLhYji5Gw6G1myQbfEvTppKXsH85emoii9TfK6hSxYfZC7sqEVZ1lg5cHepHn0NLMiVI5DnifW24i+AelVhGz1eOtyJn/HBFx3apQAJ2a0p1GnSWyISeD07XJJrM5YgeXorRiO+JUL5ZaOazkYF8uh1AcaASwPE/d0k0W/mmePbnM7M9Pg8+P9PE09LkjwYmxg5ftCfSuYwVUbvcJoXBo3Z3J8hTukhANTHVn/4202jPfhkMb0ReTlFSOh4krgGGYmP+bU7M6YW8mNpExBxdUlfek68yTqm69u+7rwfO69Un3qenmM6pIcjsyyZvreDG4dnkvvr7oyO+ku2YWKys59yQH8/ZMoubueSdMPltfzosfklT8cLLP34cjjU/h1MsV6c3m9luvV0j6dmX1CgXR/A1ZGrfCWd+QoO4x3q8Y47tDfR6KIWJcmfKN5H6m5tdIC055LuGLQnihJndeFxiOr1pnnkqnVSY0HsmJkQi+EMtWf74xHaoRUXfJeWp/nTu6kDDSmd0AVj78yle+7NGLUlhwkdQYrB48mXCfwyjOdF2FH42aOrEuMI+7geR7KWlEeJu7mru2AqSnNv8E6uzGsu5xJesgozM3HEn7zEfmlFS9U+ZVXQk6yLzbTYsm4eQT/HkZ8NzOJu9mFKHT+iRIS5/qTrDeCpIfurRzWTgzKWZGKKRu4grxh1+ovBrOOsmGeLyEn9Xvq2vI2UDFYcHQu9l77eBVPet3FoAY4OaED+exfhxJh2GF5QcWohRiU7rG8y+/518//g//4D+3ns0/59Qef8G+f/4U+QbdrKUpqkVYNOX0WPph/7xKEtu0vv+vZOUK/X8TmH+7XEOoVTyvPsdB5KZceJLJ44kTGD2pPR8cI7mifVSlrM9ZGHfDVuOnkhv0Ic7x3k5++FnfXJQS79aCtXTgPFNcJdl3MeaVEbpg15v2D0DgHFceYJYuQ0Gyk0gQmN22E/TatB6AkHvemTXHV74or01jUzQiL5Td0IkF5fhFO/lpx+YrF1AVTXWdF3+e8/CR5aM+cXgsvoFIcZ96UTRr+qhtBOM+s9CZIWZs0POTGRvNXuBvX8ZHkKU/x/aTVZDw+QbD7eFwGdKSnd6LGm6e6tJheRkNYp5mjeIkl3Y00Q0TK3G24esRRjILDM6ax6/FNds6ciKtVF9pbreXkFle8ZfFQdpCpLdvic6Q8TfXNlQxu7UFsxDRmJBZxe9ccXCdY813rway8oEBxbDYuy6+hkhvA1q2YdkiB+s4aLI26MF8z5qvgxIwOmI3YQrak4vLiHph8t5CLeo2gLDj7GvUjSDOmJvFg3TBMv5nD6ed06ivYKpLm4LevkLP+g7EYY0cfczOsN91Dce577OedQqFMY2E32QNZiFSwCyfTFnjI43Ov7U/BqbnOBF0tH/6XOx4tLOcStmEmQ1t3Z3ZyPoqTcxjkeVDX0dMkLQvltl/SeugMQkJXMbVXS3rNTOJxcRHFmuegiDMbZzFjuo/Bx3f5AR6o84me5MzWcrWmie5ZjDPNqngklWf86CoL7nKXuMZLfsLXjsCzB5nluZO8mzuYPXEi1p3bYL32JFtdp2mGLhUHPWjTxlsz11TuKNwMGkj7KQd5tvtVbf8aYNenrkt5pCwYzShnDx3LqZZtMDLrhYvXNMb370h3j70a8as8v4TZWx5RmjwD7x2PuRk5C9cJVnRrbcW6E2G4eyZQioJDU1rSwUv7jKpvEmzRhqkHFSiSPGnz1TBNB0Z1ZQl9jQYQrB2x0FBQnsW/s6n2fVTKAddmNHGKrlykKN8kPSbCxoQus0/pOnf1JSh7IFuaOhJtMOYqkbfNFvOOszklOwbrkPfS+jx3ZYl4NDPDJcogM0iPt2Fv8g1+sjtU7gAP8OSQgRBTcNynHcZfWzJrTSirJ/emdfeZJOcWUyQ/NMrrbJkwHHvXaVo7e+PQrRHGHUbiPX0qdj26MGZjOnmHF2I/whlPb+2zNXkY7f/RmD6O3ng7D6BTVw9i5YZQ7jjPDHslfVFfe1WEr70YRM3/eW+iYNrDeotBTeLq6yy2dCRab0Kz5nwDFIPFF1YzwSOC23qNiVLxglajgq72/1cTg6A8NhkTM09O1jqp2gg0BT9dOcnx48d1nyOLevNvn3Rk1qETXH5o8ERUKYn+19qkpX9/5XHhdivaeZ3We/nkE+cyhPmGXdbKAPU5UmeyduJsQgPcWXZJifr2aoYaD2R1ZrkaLJWHTvTnUqnSWeG5gsRVc1h3S40sdHo3ncj+wlPMd9+ArHee7XKkSQdfzUuN/B04NDJnUlwJqmvLGGDUjYXa4W6dSNLbo0/KDsPGWNub15arcPd47Nfdr6UIfwmMgl04mrZk6sEqIqQ4gSktWjAloQTVjZVMWVy+YvhZjBsTwiunIiiSPWlr6kDFiKo8qdklMB2V6iorPZdzPMwTv+RSlBcW0svMgd2FEk/3jKd5Yydi5Pft02hcNMOtpSiOzGRSyF3UKEkN8GN7wkLm7i5AKozBpUkvvLwn4icPGclb7nRurxODxfHutOuzlNQYH3z3pbDYdyd5UgGRo03o7p9KboQrXvEKkIVvHxONEC/aN5EW5i7EynmQHrJ5uDHd5S0e1PdYN8SI9p5H9ARS+dxOsw6ztENjJRxwbU5Tx906b+3zKCuO+TEl5CDLvNaQqS4l0a0FbacmUbjfA9cIeWgzl60jTTRCv0TjabQiVE9EPS/OOp2TtygZ54XGtMWxTDI3w0nrJTzs2Voz9KQ85YeFe4JeWWWH9WqGyvVSu1ChNGU6HY0GskpfONSUEeUp5tsvonIGh5Kzfp0x1U2FkAPK22VYYWow1FjIbhcHttw/S6BfOIkL/IgqkHga40SLnp7MmDCH4xrT+9GtXYUYLOaAW2v6B16leO8r2r6mctTlfH3qelk8XpO2600NKOKA29eYjQjVNPQa0dxoNJH5au5vnMbis0qUqUuYF36ARXN2UyB77Z2a0sdzOq6z5REGJWfmdKFjhRiUn+NWfViWriRroxUmrb1IUUjkbBlF43Y+GqYVRZUebmSk8Xcsko0ni8j+xvRccEHvvStr9pPM7mCiEYwV4er3v5pbQRaYdluI4WipgpPylBmbcPIkqU55r89zJ3csB8le7MoKrCme4oQvnRrZsl2em6I8xdy+kzmg3/Rp5j3qjeqUpjCjrRGDtdtkqa4ux01/1wX1HeTOWVfNiJFE9mYrGvdeTILnJCL05okUxbvTyngkW2SvkvIM8zqZYB+Rj/r+RrwXnjW0Tf0MUefQtReDxT9R0mM3pdd0fs06J2YYQF5A8gV9QvT3JZPdsHuw/fxTvltV5bwyk/2rVrE/s4oyqna/mntJK5kfFE/mCzxqZXts+fzT71hVxdWnzNzPqlX7qUim6MJKrPq5suWIVjwdTSZm9URcVqSD+h5JK+cTFJ9Z8xYOmiLVJi0lj65d5p5u5LyI495dGbC6fOsd9b0kVs4PIv5FhaKMPbaf8+l3q6r0MJRk7l/Fqv2Zz61sVYeJX2taz9LZty2+cnVtXgq+IyYRrc/9yRYG/f1NLSBRcyd0Ihbd7FibqaLosDffNBrORo0HQ8XlgJ6YDliJZvRTU0FVXF/pgM2IEUxYn0KsTw/Mui3ggiKbiHE2BCalEDyiKU2swzS9+9JkT9rJXrG7amSPSVPzccRqRuy0PWGDBhIUhzxobTyqckhCyiLSyYplr0kIyxPGv2mkF7/2oVOemkMXeZJ4lpqccFemayaaKUld4MQS3YtS+yLvUzHZWm7kx+GdIAtLJVeWO+FsZ4VHXB5ZkQ58/bU7iU/vs9XGnGb2kZqFCOWLVwYTckfBrVUT8dd6GBWpy5k+ZSLTt2ajzg7HrtlI1m+fhv2Sizy9sZKh5taEZUlIhedYOqg1VmszUOYlMNfNg/FOy0jPOYZvZ1OGh9yhVBaoAWkU3d+KnXlrph16ysWF3TEdqB3u1nhHTTRDQKq7GxjZyBwXg4nZReyf2JRmznvKvSSqSwT2MMZiRYbOW2v4rtJ+Kz3FAqvhjLD25YecSyzrZ4bF8usobgQzwSeJ/Nx9uLc2x3lnLg82DMdUM2/yuTG92smyQ8wYXz6kqjz/Pd11niAFKV5taNRnGer767C2WIb+FNTi2Ak0bzqJeO27RW4gB35l2CGpMUNliXjZ6U0jkB6wabhxFU9SqWZelrldpG6zeyknGje7lWSoFKQu92LqBC+2ZavJ3mpLyxHriPC0ZenFp5avI28AACAASURBVGQEDaL5yC1kSRKF5wKxbDVMs/+l9Kq2r7EgdblQj7quukawozsx98s9B4qbG7CWPcgb5U4RaDqfstessICYyR7skTsvilSCpnngOi2cbHU222yaMypkO962gVwqvEHwoCbYbMlCkhfiLBlMO8u1ZKjU3F41ELNBq/lRlcMuhybVOjMlCe60Mh9fPh+4NB73JiY47qyYnFLOQ3q0GWvjLvi/tp9/kj2QTWk8pnIajCYl6RGhVo3oOlcWPHXN+6s/d6XxrrRoJHda9e0v8WizFWadtIvH5Ok8VgMNF9ZoOlvNcNtf8dDcIri/EW09D2s6WlLOTjxdt3FX6yAqPOFHL6OO2hGm8jm6Jn0CuR7kyJToirm2N9loZU4Tq41o/AOliXg0L/daFkRPwVPTm9bP59s9rlEM/jM5ifzP11BgEU/x5IM8G5FA6ZHiSq+g+gmlvVbypG/aK24384SN/X5PY72tZaSs0+wIGI7RRx/yXz1nsSWlcv6YOt2f1h9/TGv/dB2h594v3WFpp0/44IPf0ikwU3dv5YFE1ukdBAw34qMP/4ues7aQcls7JIaadP/WfPxxa/zT1aguLuO7P3/IB7/6Fb/S+3zwcVu+v65GurOUTp98wAe/7USg1tNUmY58VPu0UBxi/N8+4pP/boOliyuTnBxwDT6l/bkiiTtLO/HJBx/w206BhklUfJOyOL0jgOFGH/Hhf/Vk1pYUKouVjn/rj/m4tT/p2uHRimDy/4Zi8PWmpc5YRa/Pf8PH/25CF0s7xkxYSMI9PRerPFPoih9f/64LQQbjxvo5rOexOovkRaOx6D+Ugd37MXHjhfLJ7PIqUxtT7SRivTQUmezxGUwHk68wbz+CJSnlnrOicyuwbtWIph3HsO6C/JIo4rBnOxoPWs0ttZK077thUjF8jIIfvNti3LQ71qNHY6/9WHdvzldGHRhsW35utOVA7BYdrTKZWC8vdTpUI08Yb6QXf0W6Nj2/xrjLfM4rS0j0nEiYLMalHMJdpuhNKC8mbnwTWk+p2FNQwSGv8YQ+0HYAyzKI8rGkU1MzmrUegHfULa6uHUbTv31B2z6jNGW069cWk9bepJQVEefpoVkpWV6EIi5tccOiWz+shw7HbUs6JYoMwp260KJxa0YEHuVwkD2D+gxiwrLDZGmqiETBufW49m5JE7NW9Bm3kYuauWf32evZl7bmLejjEcUdZS4RtiZ6dlSRsXksPXpYM8ldHs41p9vQ0TjY2TPWfgxj7a3oYW6E5dryBpq87dgbf0G7vraMsbNjjJ295l4Hzb1jGDtmHAvjH2iKUXItEu+BbWhq1pJejmtJlRsZ6TFH/IfSsUkzujltJr20fPFIM5e9hkNydbJl9ZtVGcG4aqYTyJ4ga8zazyhfhKS8wOLvvqSZU3T5XMV+/Qi8VNFpVpG+wpKOY8J00zIUKdPp8GVvltamA6K6xFKb6Ryu6FhrVlh+QcvuI3R12n70CHo1+wdmHQbqzo0aNpZlFXvYFV0kzLU/PfpaMXz4JMKulKDI2IpL56Y0bTWcZUeTCbazoP+gcaxIztIK8le1fXVur3SmHnW96FIYnjYjsbcdTu8O3zB4SjhXZX7SY/a7tqGZzVYelh5ljlNw+VQT+U1ycQuT+3XDwsqSkZO2kF6iICPMiW5NzGk3bCnHkoNwGNCHoS7LOFL+cKC+sxO3Ht0Z4TyJMT2b0PTbIdjr6q49Nj1aYGoRrOnoynNJLb4w5hsLW52NNO+GwZ1o0sgejYP5lUBVCSTPv+v3JabtK+uCJh3bIXQ1NcEhsnxOY13yLqfwas9d+Qpr42rvQ1ssvzWjsa7zIu/91x+LgEs6Z4nqygqGt3Ngq+7dJ88x/oq+SyrmAKu4t38+42ztcRg5kO4dezAm4HD5ynzlZQJ7NaKXvGdg0SW2etgyarQtI3p0oLOFB9vTNZWBvH1utDe3JfxBKcdmOdXOU18F9+v8WqMYhP9DuvIAZdI9/u9qUaUI1KX+T6RbWfzfLcVzruluqvlAdY4Z5r+tw6bKagoePqTgOWKmaiLK7AzS93szZuG1qpde/l1dwMOHBbUcslOSnZHOfu8xLKxpR+UXpVglLakkm8z0y1zNzNZMsDcIqswmI30/3mMWGpyu7Rd1wUMe1gaeHOFrTksqfkTG9TvkG2pAXdY1m07/9h9M0s4Z0114CweSJO94pf9XzJ3TB4jbW75vlLx3VE2fvaHT6NuoKVb+EcTu2YXfAGPtNg/68TXkYxXFhcXaxlfN43MbmDLSieATFT9RJVFSUGgw5NgwSyOhUsr+htr9STlh2Jp0Yq680vh9+lM8paDwKXm5ueRkZ5OdnUPOg2skzh9I82bDWXNJ7tRKPIoeTzfLIC7pRhn0Cqm+T+SYFjQeEGTgPdS7o8qhioxVdozbVvP+i4rTfnT9qhsL6rjLQpWEXvFr3Wz/ionUMZiCZ3m55ObkkCN/sh+QmXaQUO9BdO7tSczt96ze1bH07+Pt0qNoJnYeRvDF5z403I9woFUjC4L196dRK3hWkE/e41weP86nsOgpeXdOsdW9N12sV5NWvqYLxdM8HufklteFnGwe3krj0ObpDO3YG6/o2zoB+q65vUAMvuGsKZIY97c/YrWzosv5GtNT3SF6li87X7Ay8HWlproTzSzfnZW/s/u6Iq4Wj4o70bPw3fmaF1hUS0c+8TbTkl2TUVj/++fYvMmNBp9bzuonlRcWMczKj9CwrYTX+NlI4KTeNDP+BseFGwnfGs728HAitkWQeKWwirisnkZDO6O4f5JdIavYFHuZvNoqqoZWiDrkpzjejZYVw2d1CPeub1VdDsZhmCOT3dyZovlMxmPKNPyWRnDyQcXohqwHczg4vSedrJbyQ1al8JAK0tnh2ZOm5kMIvlCH927JRdY52eAbk1Flew45rWz2jmtNs+Hr9aZavGtS7zB95TmWjrJifIWN3Ccz1dOb2d+vZFvi1V/E8/UO6dcjaYmcRB96dxjBspSsSoEmFZAe6UlvsyZYBl3QTQdT39yIyxB7vWfRnSkaW89hxY5z5GgcH0pSl9hg7az/vHriM3MBwVsTudrAXrbvTgyq05nb5kvGJ+m9xOphSl1Q6Qlpe3Zz6qca3FC6G+t/ID1JY8/uU7z5pCSepO1h96mfXjynqf5F0ngW3l5a2gwrjjDJqAneZ968zV6KqCSN1WOG4zJnNRGxh0g5dpQfjhzhSPJB4ndtYtl0eQNtC6wnLGDXxQoP2ktjbdA3KIvl9b6/lD8l5+Z2qbIA4v0ou/p+HPNdF3JQb8PbGnMuPSY11IsRXTrQra8lVhbf0c60MR0tpxNxyXBlZY1x6F8ou03cHGsshk1iftBGtkXuYEdYCAud+9FrVABHHv0CehH6PGo6VmcSNXMyQUf1frWipnvF+QZGQCIvNZTpw7rybed+DLccSM9WZjRtN4wZ2y8ZbEgtZSey2NWPON3q+ecVRU3mrpl4LH9d04Cel8brO/fuxKD8w84LujFojbwbufj7JROQcjZj2cmX1AagBcvtUELWxRTid28nfNN61q1ew7r1W9gRk8ipa9mUigr7HldXBdf2bSA85TWt3m7wJBTk3bnKpQvpZOaU1PtdW/IwjSOxu9i+ZSuRUfGcuJ5b6UVp8CxEBgWB2hFQ5N3h2sULpN/KoeQX8r5/h2JQnhV6mfXuU9l85VntLCTu+vkRKLrONq9JBBvsvv/zK6YokSAgCAgCgoAg0FAJvFsxKFNR5XJx/xEqfoq0oYIS+XoTBFTcSN7DmZ9+OYOUb4KiiFMQEAQEAUFAEKgPgXcvBuuTexFWEBAEBAFBQBAQBAQBQaBeBIQYrBc+EVgQEAQEAUFAEBAEBIH3m4AQg++3/UTuBQFBQBAQBAQBQUAQqBcBIQbrhU8EFgQEAUFAEBAEBAFB4P0mIMTg+20/kXtBQBAQBAQBQUAQEATqRUCIwXrhE4EFAUFAEBAEBAFBQBB4vwkIMfh+20/kXhAQBAQBQUAQEAQEgXoREGKwXvhEYEFAEBAEBAFBQBAQBN5vAkIMvt/2E7kXBAQBQUAQEAQEAUGgXgTemRiUnlwmfPo4gtKq/iCtmsxQJ3p0+45hS04jfpuiXvYVgQUBQUAQEAQEAUFAEHghgXcmBkHJCa9+TD2qNMxg0WGWL09B/FqxIRbxTRAQBAQBQUAQEAQEgTdB4B2KQRWpvoOriUFV+lamDO9E82/Gs+uO+k2UWcQpCAgCgoAgIAgIAoKAIKAl0ODEYHm+JJ4cdKWna5IYJhZVVRAQBAQBQUAQEAQEgTdI4J2KwXO+g6p5BnVlLYllztwfqDKIrLssDgQBQUAQEAQEAUFAEBAE6k/g3YnBokxCRzZn8OrrmlKUJc9m4sab3NjsjqPvclatDONYtlT/EooYBAFBQBAQBAQBQUAQEARqJPDuxGDVLKnLKJPdgFIJBYVlVa+K74KAICAICAKCgCAgCAgCb4BAwxGDb6BwIkpBQBAQBAQBQUAQEAQEgRcTaKBiUEnOteMcPnKG2wViqPjFJhRXBQFBQBAQBAQBQUAQeHUCDU8Mqn8kYmwnentuZu+eDUwd0BefpDyEJHx1I4uQgoAgIAgIAoKAICAI1ESggYlBNXdC+vDn1vO4qgb17SV888kH/ItFmNiEuiYLivOCgCAgCAgCgoAgIAjUg0DDEoOqVGY0+ZRGnifLt5RRZRIb4MeqlEfCM1gPI4uggoAgIAgIAoKAICAI1ESgQYlB9Y0FtP3odwwMEz9GV5PBxHlBQBAQBAQBQUAQEAReJ4EGJQaLdw7ns9/8FeeDitqVsew+dw32IlRR9KzkLXkR1WRl/khx7XKK8smPXDiyl/Adx/npPZ0AqSrKJvNyGlcyH4tfhnmu3Uv5MWEZU0b2o1v79nTra4dvWBr576m9n1tEcVIQEAQEAUHgZ0egAYlBNTe+b8NHHzXD96LqpaCfpYWzdG0StzVbEqq4vcuVjn/5lF9/8BH/atSP2Qey3rgoLE7fziyfDVx4qSNTIj/zKEv6fc6fhu+g8KWlq+MNqkyifByYtOoMRXUMWpvbS27GscjJCmvHKfj6L2TWyG9o2c2RoCOPEL8eXUFQIifOnU6tB+K9chcHkhKJWu2DVetmWK68XEU8q7m3xxcnl+WceG+UosTj0+Gs2ZFGoRC3FUYX/wsCgoAg8LMg0IDEoIIEx7/w4cddCHr44tZGuheJy5hgMrSaUbq3mXHWvmw/lsHdK9F4dfwjv/nTYLYaeA3fjL1KzsxhkP127r1MFakzWNT+3xmwOfe1Z0R9fx3Dv/gbX3Xw5WQtnaq1zUTplfWMGz2HfZkl5UFUl1k+2pllQS50bjqC0NsvK3htU3rP75MeEmrdn0WpWk7a4ihvbsS2kyvxT/XKJ+WwxeorvvhbczwOvGaD6SXzWg+VaSzq9gVffDmUdXeFzV8rWxGZICAICALvmEDDEYNSDmt6fMIH/zKIrS8ae1XfYW1fU+z3VvrAys4c4ocnlQJSlTqTJp/8g0kpb+OXjfMIG2yE5bYXL3KRHq7iuz9+R/BLhO4r1QfVTXZ4OjA5JPX1egaV6awc68HeR5Vs1XfX4TozBYU6kzUDzbCPyH+lLP/sAqmusmyUF0nVfjynmP1uQ1l0Xr8uqrkf64fL+BWcfF/20VTfI9KpHc07T+dQwc/OeqJAgoAgIAj8ogk0HDGoPIOX6W/49Z/tiK3WoFbaSHnKE9M/WRLxgrFW6aeVdPusK0F3K0VMZQx1O1LfO0rYirl4zY/hjuwQeZZO5NxpLDucox2Glni0theffT2HS1VGtxX3jxK2cjnLlmwgbrkFn3dYyA9Hwlgx14v5MXc0Q6zP0iOZO20Zh3NeIa9SNmnx0URHRRl8Yvaf55Ge86b4+i7mu84m+q4axZ0T7K1yf3R0LCfvVvdQlR6ZhUvQDQyK9TQR33HLOXFuCy6tuzD3VGU4qfAqyTGGeYmOSeRKXnnZpMJrHK56Xc5LdCxn7qtAyif9UIxBWcrLFk18ajZIT7me/Pzrcafvy79lyOMLB4g9flszLKt+cIa4fefI0mNByS1+2HuUW4YOPE2lKM9fEteqCrSSB6QlxZN0/gGlVauP+iHnYmUbRDLfagAeG3YTHb2H45kVdyo54+9AwHklqtspRO4+ZZgfQHEzici953ksgZR7kcQ9J7mrrx0B9aPzxFcti0FeSsk8uqcau5g9J7gjP08vZaeNTCriXuph4vfEsDcukZTUTPI1eZF4ei+NH+JjiTtwilsFak2ct47vY2/MXuJi49i/P54DCYkcTDrDjxUdutJMjlWzeTSxJ+4Y5F58EQQEAUFAEHh3BBqOGCyLxvqPv+Y3RpM5VqUhrMSjInWGOZ+2mF1NeFXeA3kRVjSx3sGr6Cv9eMqP1RTfWM+gv/wN5/0XCJs5nXnz57L2aK5uTqLy+BSMftuG769XqA4Ft3a6MchhHVeK5AZ+C4P+8DEtZl9GpS7mxvpB/OVvzuy/EMbM6fOYP3ctR3PrLgalnK24WM0mfPtGpvX8iqaWfmzbHsHO5Js60VJ6eR2uE4I5pxFkSi4GjMZlaTjbA+xo90UHXFaEE7njMDeriSMV6UsnsDi1qjEk8s/vYOmcuQTHXjfwRJbEe2DtuZGIsNlYmhhh4RVKxM4UftTqRcXBaVi5hRCxfbvmE+5nSdMvujFlfTxXZAFWvI8pQz3YpL0eEebLUJMv6e2xifiLeVB2EG9Ld9ZtKw8fEebH8MZf0sNtAwmXZXdVPjvtTWkzNQkFajJW9Me07zJu6KlZxfEZfNvCjQMVWk3P4KWJU2hlYs+OPL2TT0+xqG9r+k9ewZq5joyZm4S+qdR3Qxg7yp9t21bj2vlLWlkvZFtELKm6yqcg0Wca0YVqbgcPxKzPMq7r5QdUXFrUAzOrzcgO2GfRTjRtNY3DBh0iidywUZj3WMxlg7B6+VScYp71RFZtC2ex9dcYd3Vj3bYIdiXdKLfRS9lBcfo2vKyG4eQ5n6D1W9gSspRZDj1o23Yw4yaMw312EKFhoayeM4bubftgO8KK8Qs3lttzqz8jzb+k1+QNRMad1zFSnPTDdmIwEVsXYtviS7q7hhARsZPkG5Wefb1SiENBQBAQBASBd0CgwYhBKSuILh//io/azEenqaoBKWLroN/xyXerNA1ntcvyiZIzzBnkwI7nDMdKyjJKiosprulTIkuI5/2Vsd/hf/jv1m7svFddtKkzF9Phkz9hE6NxwfDkkButvp3D2QqBlbuBvv9mgucprbAq24/D//w3rd128pzonpeB555TJPvgsjoTteIEvh2MGbnxgU6gagIoLxHk5MNB2eUk/0mPiRjnSsxTiYKdY2liPpH9FR6c8jv0/lVwcu4kQjKrEym+f4FT526RZyBMVFwMcGTBGSWqG8uxMOrBEgNXqYoby8fie6TCk6jm7tohmLSbwQntKdWlJTjNPaVbbKG+vZqhRt/gp50Iqbq+HCd5iFqbS/XdtVgatWfW8Qq1eQLf9kYMC7mHmjx22JnRwbvyflDz4+pBNB6yjvvViqXiWmBvTHsFclWvXPm7HGna0oODGluWkLrQke/1JmYWx07GZXMWUtkhprU0xX77Y0MbqO+yafYqbqgUJLq3oJlLbJUV6IXsHmPGtzNPoEDFxYXdMR28FsNpeQqO+3SgebWwleZS31vPuGmJlEqP2GLViG9nntRxku96GTspO47pdr4cfKhXeDmg9IBwG3O++qID3oe07ngpl9jxrTAy7s2S1HL20v31WBl1ZI4eG5n3vXXOTE8sRXoUirVxB2ZXGLsy6+JIEBAEBAFB4B0TaDBiUHl6Gia/+YBP+22i5ilJeYT0/IRPeq/nyfPASXkc8h3L9yeet7y3iBOrXHFxdsa5ps84L7amV2kMtenkbejLv7VbSEY1EQFS1kq6fvwpA0KLoOwH3E2+xPlAhedDza3lXfjs7xNIrlAx5LGh77/RbmFGDeJTzbNHt7mdmWnw+fF+nq6BVxZlc3qhLVN23iDzxEIsjL7Be98t7uc81Q3rFh/0wXWjLIy0f4qjzB67ghsqJad9v8GkmuiouFH+X03Gygn4GzTuEgVH5mJtYUmv5l/RakzFwhk1pXnXWWc3hnWXM0kPGYW5+VjCb2aRX1KR+lOiJ7oQoXOrlRA/qSnm9juomHWYFzke152V1i+Nd+NrkzHs1N7wNGoi47dVemRL9k+ihd516f4GrIxa4S2DLjuMd6vGOO6oiF0uUxGxLk34ZsYxHcfKEhdoRFmryYk6ryrIIqw9plqvnXyv6upyXBed1wRTl+RwZJY10/dmcOvwXHp/1ZXZSXfJLlRUCsKSA/j7J6FQ32LVAGP6BFzW2UcTifIc8zubYBMml+spUWPNaDXloGH+pAdsHNYIi2XXDcNqMy+VFXJ3+3jsA8+QeWM745uZYhuSzt2H+Si0/YAXs1NxZel4FpyW3aUqnuU+plgbTpm6kNGeezg4rzvNRm0lSwLF2e9x8Iklakp72romaH4dqCTela/NHInSTd+QUBTeJWKcLcvOZJKx3YWWJqNYf+UuWfl6fLRlEP8JAoKAICAIvDsCDUYMlsXY8Kdff8hfxsYbNoQGbMqIsv4jn3Rezv1qDroiUldNZvb+nyobYoOw9fiivkfU3L6Y/MGC0Oeo0HLP4OfY7ilDET+W//mLA/u0w3yq21sY9dXv+W/7So+Q+l4Uc/ua8AeL0OeLWoo4s3EWM6b7GHx8lx/ggfopJwNssXby0F3zsuqAkVFXxnj5MHXYt3zrvIN7atmz584G2cX0NI3QaU64OFgzdKAV9qOt6NnkH5i174dl3/7Y+8dz7zkaWHlqHs4BF8p/DUaDL4+d7h7EFUrkbbPFzHwS8U+vEjpuOKMnTtPmx5sxXY0x7jAS7+lTse/eGduQy6A8wwKnJZXD+6pLLOluRP/Aa1qBo+DkHCdW6NxyKjKW98O0ZwBXNHlTctbfiUDdtkMqLi/ugUmfpbphV0WSJ22+GsaG+xKqK0voazSA4JsVYhRQnsW/syn226p47+SyKU4yp4Mx1pv0tiRS32btICO6+p3RMVBlBOHgGU3KgtGMcq60wVTLNhiZ9cLFaxrj+3eku8dejXBSnl/C7C2PkEoTmNzUDJdo/WXFsrN2G3aNvsVP9hor01jQ1ZghqzIrBbyct7JkvFo2Z3J81bFtNbcjpmBj5850bV3xcexF03+0xtJtOtMdetGhbwBnSl/CTvYYu03nUOEl1o3uRqeW5rSyCuGaUknq944sSlWiSg+kX1MXYp+Wkuxty7J0FSX7J9Kyo7yCvdwWpv2C0OBWZxI52RoHNy9dnXDp2RijVkOY4u2FU8+2WAScrscDKYIKAoKAICAIvE4CDUYM5oX04pNffcTXflee6/0oL7SaH5d24neNPKkYcS0/X0TaSgccAg9zLSODjIzrXPphCz7+0WjXLtSDmZofd69g+5WjeJj8FYe4J1w9dJgf9TXGsckY/a4zy+5IPAsbyO//nzMHykD9Uzzzpvri2Oo/GBJ0jhvynnLqH9m9YjtXjnpg8lcH4p5c5dDhHw0b/xflVnGCeZNC9NJXctavM6aDVmvOKeLdaGE2nrjSp0RN9iShDAp3eTAlOq9SJBcnMLm5GWMj85DKbrLBqg3W6zKrp6q6wVqHCURWjKlKOWwd70F8sYqbQRY07h/EtUvLcAtI04kl5FW1fYz4zj8VJRI5oSMw6xmgGSYc77GfipFz8iIY06glnoe07lLpAZucp3FQp3eKiRtnTotJ2jDy8KezB/GVERBpZ0Ibj0PazoNE1kYrTFp7kaKQyNkyisbtfKgYQZYLJz3cyEjj71iUVnUeJMjDnMONuuB/Vu9aUSwTzRvjsrtSwMnzHq0XrMZr0nYqpxYWccDta8xGhGqmLyjP+NG10Wgi89Xc3ziNxWeVqG8GMdDoOxZd0Itf1qAnZvFtI1siHgMFOxjbqBlTEnQuZI1N1JmrGWI8kDVVh+ylHMInz+SIjplEbrgtjb/2IKlUHhpehoVRf4JvPHwJuwKi3NyI3DsL1w33UMoeVuPeLE1/yt6JY9iSLaEZsjceQHDGI8LsnNhRCCXxk/i6mTuJpblstzGh/bTyIXl5LuvUmYcrPaxS+fXWHocoRcWNZf2QhaPGJkrlC553zS3iH0FAEBAEBIE3TKCBiEE16XNb8tEHv6X/5sphwueVXX1rKZ3/1J1VujmBSi4s7cZ/fPgBv/rVryo/v/6MgaEVK36fF9PLzqnJCOjMX1oMxjdaXvlbxqFxf+ePzUexQm/xiLyC9afVPfhTl+XIW+5J97djZ/wn/qdlL4aMX0taXjyO/+9/GbR8F3M6/YUWg32Jlpcllx1i3N//SPNRK+q2eER9nzAvP45oNyuWchOY2t6EwSszUKHgwoIemPZZylVVMTGuEzXDdqVH5jJ53U2taFJxL9yeVuZjiNTsw6jm7prBNB4S8lwgivT1OFtNJ1oz4V9FxmobbKbPwbp1V3wOPUb1OIqpDqtI18w9lMg76EnnLzsz77QsaJRcXPAdJn2XoUiazvh1lUPWimM+dDQeSVjFXpCliXg7b9J40zQZUV0isIcxlmvKV11TlsQM5/WV+zkqjjGzXSNGbcnWilw1t1cNxEwWxaocdjk0oanjboMNvksS3GllPp64ihF8vRKXxLvR0tyZvZW6D2WqP92M+rJct+KjkGSvYcz54RLBju7EyCugNauBN2Btbob1xrsaUV96YDKtTB2JLiwgZrIHe55CabwrLRo5sFs3jCqHlHi02QqzznM5JzsGz82jW1VvJnJYN1q29CTZYFGJHL6UY99PI/yu1q1bdp21QxvT1j2Bp0hkbRtNs5buHMh9GTuJx7EejBw2FBvfOI6staetqTVhDxVcChiGXdARkgOG0NTchb0FClK8+zNhyxHCnNtoOiG3S1Lwt+59ugAABwlJREFUaa3ncS09ykLPrVRkS3F9NcPNWuEhb7YoZREx2pw2bgmoLi7DwuQrOnokvGBqiAax+EcQEAQEAUHgDRJoIGJQwZFJ/+DDD/8fLhWeohoLXUiCS1MGbnjxvn41Bq/LBVUhTwr0xk8VeTx6YujZQfqJDQO/ZsJBvXmK6kLyyvfj0DT4RfmFGu+HqvAJhtE9omp0tcme4mYUc8c54mI/AovOnbCYtImLRWoeRHswsK8Ta8/KikPNrVVjmRZfKC9n5sTKKTg7OGA/rDddOw9jRlSm1psnL5zog2nvpTUmXXwzlsXjrLEeacvoYf3oP2wKIUeztB4dFXf3zcXRygb7Ef3p1qEnjsuOabZJofQ087p8RRff42QEjWOebvFA+eIR067fU+Gkk+fiTfA/XelhLNyNs1lbZqSUe8lUGSuZ4Fe5KKJ88UhXFujt36e+sxO3Ht0Z4TyJMT2b0PTbIdjb2eMgf+ztsenRAlOLYG7peXXLC63iSkAvjE07YWk7GvvR5R+7Pq0x+ntL+o/SnrMajI1vgmZrmKJLYXjajMTedji9O3zD4CnhXJW9ltJj9ru2oZnNVh6WHmWOUzA31eUrm42NOjBYL3770bZYfmtGY7sdGjGUt300pn9vSb+K9LT5sO7eHBPLDTyoNjVCNu1xgt0dcRlry7Aenek1yp/ohEiWeNozqO9oApKyUNSCHVIep4Od6NXMGPOWvXHdkq7x4kqPEvDt0wxT865MCLuu6VAorofi3MEUs1bDCDxRgOrmSgYZ9SJQt9RZ4vHxlXg4OuJsO5Tenboz2j+KxMjFeNtZYDF6EclZapQXVzC0SWO6+6Zo5h3WWAHFBUFAEBAEBIE3SqCBiMEyokb+gV9/1JYFz1uhURVB4VFm23hzUG+j6aq3vK3vBYdnYO2TrFsE8bbSrU06UtZOJo1YyNnneMJ04csuENDLiFauCbpTdT5QlVBYkEfe41weP5b/z+bOxUTWOnehTT9/UnSLRl4Qs6KQguIKlabi0X4vhloFcqLqnn8viOLtXlLwLC+X3JwccuRP9gMy0w4S6j2Izr09ibldpdPwypkrYq+zOR2nH33BXNpXjlwEFAQEAUFAEBAEaCBisICNfT/hg3+zJLLGrU4MrSXl/EDI4k2c0Pt1DMM73vQ3iZ+ObyZw3ZGat7l501l4afxqHu71YJjdUlKy9DycFeGUd4nz6Ippc1vCbj7nesV9L/hfeXYJo62ccB0/DhdHBxzsHHB2dmX6nKWEHUjncR01UXFmIiHz5rA86jINVgcqz7F0lBXj3dyZIn/cJzPV05vZ369kW+JV8io07Qu41fqS5mfgTLDZUp8pD7VOTdwoCAgCgoAg8Ask0DDEoDqDhe0+4jcmVReGvMwiCsoM59q/LMBrvV5WVm0S12uN//VEpiLryHLGDx7IGM9ANu+IIzEhlh1r/XDp2Yr2g2eyO11volwdE1Vn7sLXdRnHtHMY6xhc73Y1WfEBzFiyh+uvnh29+N7goTqTqJmTCTqqtyjnTSWXH8kYU+1q4zeVhohXEBAEBAFB4BdNoGGIQeVR3L/6DZ/2XEvFeoJftFXeROGlIu6eTSR66wZCVq1hU/hefriWK4Ye3wTr1xinlHOaHSExXGroAvk1lllEJQgIAoKAIPB2CTQMMVgcwdB//YjG08+KbSberv1FaoKAICAICAKCgCDwCyfwbsRg2U9k/Jiv21tPdcmX5p/8D44Juk3kfuFmEcUXBAQBQUAQEAQEAUHg7RB4B2KwjDj7/+TXH7fG/6o8017irvxzbS18Sa3jYoO3g0ikIggIAoKAICAICAKCwM+XwDsQg2quLunMX9v4cqwIFD9GYt+qC/6nX7T/yc/XAKJkgoAgIAgIAoKAICAIvEsC70AMys7AQq7uCWKOjxdevivYl1HL/WTeJSmRtiAgCAgCgoAgIAgIAj9DAu9GDP4MQYoiCQKCgCAgCAgCgoAg8D4SEGLwfbSayLMgIAgIAoKAICAICAKviUDDEIPSEy6HT2dcUJrYWuY1GVZEIwgIAoKAICAICAKCQG0INAwxCChPeNFv6lHEguLamE3cIwgIAoKAICAICAKCwOsh0GDEoCrVl8FCDL4eq4pYBAFBQBAQBAQBQUAQqCUBIQZrCUrcJggIAoKAICAICAKCwM+RQMMRg+d8GSQ8gz/HOibKJAgIAoKAICAICAINmEADEYNFZIaOpPng1VwvlBowLpE1QUAQEAQEAUFAEBAEfl4EGogY/HlBFaURBAQBQUAQEAQEAUHgfSEgxOD7YimRT0FAEBAEBAFBQBAQBN4AASEG3wBUEaUgIAgIAoKAICAICALvCwEhBt8XS4l8CgKCgCAgCAgCgoAg8AYICDH4BqCKKAUBQUAQEAQEAUFAEHhfCPx/tTGgIXtWQdwAAAAASUVORK5CYII=[/img]

Information: ரீமன் தொகையீடு பயிற்சி 9.1 -3