Chemistry-
General
Easy
Question
The major product of the following reaction is
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAacAAACLCAYAAADF9lZhAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AADxvSURBVHhe7Z0FWFXZ18b9/uOMOo5jjzm2jt2t2N3d3d3d2AGK3SK2iIpigICEqICCijQC0t19g/c7e9+jpIoKCJf1m+c8DuvWufeeu9+91l57rUIgCIIgiDwGiRNBEASR5yBxIoi8RrIM0iQJZMni30iGVCKBlBuSIZNKIJHKFTcJJMvY3zLhFoJQHkicCCIXifB8AwtjAzzRf4RHevfx6JEhrBwDkCTezkiWhcP9tRke3byIC2fPQkvrGh48ewuvMIlwqwTh3g54rncTVzXP4PzZi9B5aAwbj9BUYkYQ+R8SJ4LIDeRheKt3HBsWzMWaLbtx7LQmtE4fwp4NizBz+kLsu2wO/wTxvskx8H73FJfW9ELVv0qhUa+FuPLcAf5RUuFGGaID3fBCay0GNSqJ4hVUsOHcI9j5REFO4kQoESROBJHjRMNWczkGtm6L2cctEC5aFcTizcUF6NmiLWaoPUVQYorChFtsQ+fq9TFk4wN80q3PxJhCdXgDVGq/Gi/8mUdFEMoFiRNB5DDRtqcxtmk1tBqjBufMdETqjgvz2qLGvyrYb+QthvikCDTfhq41GgjipCdIWDoinmLbsIao0mE1LLziRCNBKA8kTgSRk8gi8WS9CmoKHtDUkw6iMSPOWovRrUoRtJx/FQqtkSPQbCu6cHF6gAzyE2kieE5MnFbhGYkToYSQOBFEDpIcb4vdfWuhVp022GoQJVozEmu6HyOal0H59itg5qfwnYIEz6lLjfoYuOom/GNjEBUZgciICERFxyHOSw8bBjdA1Y6ryHMilBISJ4LIQeQxT7CqfXXUrtsVBywyrByl8PoEJrSrhHINpkHXUxHEC362HT1r1ECb/rOx/5A6Dh7YB/X9wqF2CEd3LsTQVtXwb9d1eO5N4kQoHyROBJGDJMdaYHP3GqhdpwN2Pv2yiMitjmBcm39QrsUiGHnHc1uQ2TZ0q1EPfRaegZ2bK9xchYP96+aGDzaXsaxvPVTptJrCeoRSQuJEEDmJ1A9XZjdFjZqNMP+Sp2jMSPDDLRhY/2/UG3cSrhEsY+/TmlNDDNv8GBnyKOLMsWNEI1pzIpQWEieCyFHk8LqzDO1rVkOX+ZcRJFrTEoene0aiWeV6WHzNHjE8m1yakhCx4T5i+P1SEW4sZuuROBHKCYkTQeQ0sc7QmtcFzZv3x14j3zTVIJgIRdqcw/yeTdB99im8C0spSxT2XBUqgjgN3fQw3WMEok2xfVgDVO6wGpb+bHMuQSgXJE4EkQtIAixxeulIDB6zBOceWeK9vT0c39vB1vgStk4fionLjuGlvyhByYmIDPSAxYlxqPlXWbQdtxeWXoGISpAJN8qRGB0KH/MjmNSqNIpUH44zRu8REBGPZKoQQSgRJE4EkVtIQ2H34DT2blyFjVu2Yefmtdi4cbsgVm8Qktr5kQXDzlAbx9ZOxZjhwzB5+hKoXTOCA69vlIggl5e4pbYW8yYMwYgRk7H2wDkYvPVDqlqwBJHvIXEiiBwgLo7WgQjiZyBxIohsxv69HVavWApjI0PI5eTOEMSPQOJEENmIh7s7Rg4djOJ//IZzZ09DJmPrRARBfC8kTgSRTfj4+GD65Iko+WcRrFy6BCEhIeItBEF8LyROBJENhAQHY9niBVyY5s6agfCwMPEWgiB+BBIngvhJYqKjsG3LRpQqXgSTJ4xDUGDmW20Jgsg6JE4E8RMkJibioNp+lPn7T4wePhQ+Pt7iLQRB/AwkTgTxg7BMvLOnT6FC6b8xsG9vXpSVIIjsgcSJIH6Qm9evoUqFsujZVQV2du9EK0EQ2QGJE0H8AI8e6KF29apQ6dAWli9filaCILILEieC+E7MTEzQpEE9tGvVAiZPjUQrQRDZCYkTQXwHr19Zo13LZmjeqAEe6umJVoIgshsSJ4LIIs5OjujZpTMa1q0F7RvXRStBEDkBiRNBZIGPnp4YNmgA6lSviosXzolWgiByChIngvgG/v7+mDJxHKpV/gfHjmiIVoIgchISJ4L4CmFhoViyaD4q/1MW+/fspkKuBJFLkDgRxBeIjY3Flk0bUKFMSWzdtJFXgyAIIncgcSKITJBKJTiktp8L06rlSxEnCBVBELlHtomTTCpFZEQEIiMj8+wRxY6oSPGMiV8F/x5SfS956YiOjkZYWBiOHTmMfyuWx6J5cwRblHjmBEHkFtkiTt5eXrxdQLfOHdCne1f06ZE3j97du6Bn107QuniB1g5+AfHx8Th8UJ2nY7PvIrPv6FcffXt2Q69uXVCjSkV0bNuKd7UlCCL3yRZxunRRE2VK/MmP9q2aY1C/Pujfu2eeOtg5NfqvDkoU/R0tGjeEg729ePZEbmFr8xoN6tTk30Hj/+oK30nfTL+rX3kM6t8XbVo0wz+l/0bNfyvj7m0d8ewJgshNflqc3FxdeeHLGlUq4erlSwgNCeHhvYiI8Dx1sHMKCgrCqmVL8U+pEnwdgc3kidwhNjYGC+bORsWypbBx/Rr+XeTV64R1sL1w7iyqVijHJzVsjxNBELnLT4kTaxmgvn8fiv72G5YsnA9JkkS8Je/C2hp07dge/1Ysx2ukEbmD/uNHqFSuNHoJExlvr4+iNe8SFxeHuTOno9hv/8Pxo0eQnJws3kIQRG7wU+LEwjT1a9dAm+ZN8eK5hWjN+7DBhi12jx4xjC+AEzlLRHg4BgseSI0qFXD+7BnRmvcxeWqMpg3/43X07O3fi1aCIHKDHxYnNrNcumgBShcvih3btojW/AEbLFm4pso/ZXH1ymXRSuQUrCEf85pGDhvMw3v5iQ3rVqNksT+wfs1qJCUmiVaCIHKaHxYnQ0MDVChbkmc4fakDqJXlSzx++ACGBvq/5Hj44D6cHB3Fs0mL3j1d1KpWBV07tUdAQIBoJbIbr48f0a51C9SrWQ2GT/RFa1qcHB34d5XZd5gbB7tG2bWaGcxjYtfIvxXKw8LcXLQSBJHT/JA4RYSH8SKY7Ad76uRx0ZqRNs2boFChQr/0YIvwmSGVSDF9yiRULl8Gu3eoilYiu9m4bi33mhbOm83XKDNj3uwZmX53uXm0bdFMPJuMHFI/wK+TCaNH0p4ngsglfkicLmleQPmSf2H08KEIDw8XrRk5f/Y0Nm9Yhx3btv6SY/2aVXxW/CVsXivWzFo2aQS7d9RmO7uxtrJCk/p1+eHwlTUb1lWWfVeZfYe5cbBr9MJX1sKCAgMxZEA/nuV5S/uGaCUIIif5bnHy9vZGh9YteZjmawN/fmHb5o0oLww6zMOijbnZR1JSEmZOmyx8tn9h357dojX/oqOtjVrVKqNbpw5crAiCyFm+W5xUt27m9cbmz54JmTT/D+ZsD0vbls24B8XSnYns4Y7OLd77qEv7tvDz8xWt+RdW9HXqxPH82lfbv1e0EgSRU3yXONnavELj+nXRtEE9vLd7K1rzPxc1z6P0X0Uxfsyor4YpiazBPIsRgwfyiiHaN66J1vyPtaUlGtSthRZNGsLRwUG0EgSRE2RZnFjIa+bUKahcrjR2qm4TrcpBcHAwhg1WJHicP3NatBI/yjGNQzwJYvzokUon9iy1nL23JfPniRaCIHKCLIvTPd27qFvjX6h0aAt/JQjTpOeJvj4qlP4b/Xv3gJuri2glvhf79+/RQ6UT30NmZvpUtCoPnh7uaNWsMRrWqQWjJ09EK0EQ2U2WxIm1Ehg2sD8qli2Jq5e1RKtyERMTw0swlfyzCHbv3C5aie9l84b1KFGkMNatXqW0tQtPnzguTGRKYtyokYiPixOtBEFkJ1kSp8/lfoYP5YUxlZVX1paKckwtmsHy5QvRSmQVU5OnaNrgPzRrVB9275RnTTI9rLjxgD49UbNqJWhdOC9aiSwjlyA+JgoxCVLIZElIkma+/42RLJciUZjkJEoy3idZJkFCQiIkkiQksn/lmdc/5M+RwJ4jYwJXsnAuiQkJSOLPkYAMd+G3J0L6M6UV2XPEs+eWQya8DjtnmfB8cmmi8P9JkMnlkCYmIDFJhvQvI5cK55UkTWdP5o+Ni4vnz5llZAmIjoxCYmYPSZZCyk7qCyTz85BkOL+c5Jvi5Origh4qHVGlfBmYCYOPMiOTSbF/724U+e1/WLlsCU+HJrIG8zwXzJmJooV/w9HDh0Sr8sK2UbC2Gv16doePj7doJbJE6Dvc3L8B6nccERHsCmvzZ3AJScx04JPE+uGd0W1cPXsOtwzfITSVeMjCPPDa6BYuaV7GPQMreMdIxVvSIov0gZ35XVw5ewo3De0Rlupu0mhPWOnr4JqmJnSNX+FjmDhyy+MQ8tEBr80N8VjvAYzNreHiE44fKW0tj/OBraEurp07jQsXrsLgpSNCBLGN8n0P45uXoHn6NK7cuAsrtxAkiC8viwnGRwdrmBs9gr6hGd45e8LT9QM8fUMgRTxcjU9i7Yq9eGwfpHjAN5DF+ODV4+u4cPoMtJ+8QfCnFxKQRHjh7TN96BtYwNE3Ks175Ofx/hWesfN4YgZbJ3d89HKBs2cEvjAXyDa+Kk5SqZRvUGSZbKuWLysQrapdXJzRs2tnVK9UAQ/19EQr8S1u39LmadaD+/eFh7u7aFVeoqOi+HaKsn8Xx56dO75Y/YLIhBgvvLh/HbrPvXi1dy9TLRw9dQvvgjObDCYjKcAGWsu6o2GDXtiq+wGf7yU8Nt5FC0tmqcLAPuTLs3rhfpKQN9Ba3guN6nWHqq5LqgFYjuC3utg+czFueooCmRgK6xt7sXrJOpy4/gTWr57j4fkdWD53BU4buiLuuwflZER7GGJNj3roNH4f3kTL+eskJ8vgeGMtetdtiNmnTBEiVr5PDLSGluoiLFmzF9cemuHVS1M8vKqGxVNmYfMJI0QgEQ4XFqBHt/E4/dyPP+arJPnjsfpKrDmgA7dQT9zdtgjbL79EmOApJSf4wfjMDhw8fxN3rhzHwYNnYOal+ITjA6xweftiLF65G5fum8La2hwPrxzEpkVjseiwdcr3kEN8VZyYp9SicQPhC62N9wWogsLFC+dRslgxTBw7GsFBWZuZFGR8vL0xfNAAlC35F25eV57U8W9hbW2FWv9WQfvWLXhImPhRAvFgzyrsumiC4ExdExk8nx/HmJpl0bj7DGjZRqUIUaIx9u26Dlfvb0+cAx6pYVqHsqjWcQ6u2qRkkcZ4O+Hazt2wYPOL5Hg43VyLIb3G4bCpv+IOHDlcbyxB/x4Tcepl8JeF8AvII12hMa4F+i69hhDRxogwO4gxHbph011HURhdcXVZX/SdqoE3EaknPFGwvX4CB4/ehg/788UhTBg6DSeffTs5LfrlCcwcMxmHjRQ1RKP1t2DEqHV47BGB6BBzHNp2BYpRLhDP7x3DSW1B8BLccXlJP/Sbug/PA1KfRwJcnhzC+oOGPyDS38cXxYm1kpg7azr+/P1/OHxIvUCFuPz9/TFp3BiUKFoYFzUvQP49cd0CBvOuTxw7imKFC2HWjGkICQ4Wb1F+WMLHnh078Gfh/2HFkkW8Uj/xDZKliApwgY2VDZw+hgqyoyDKaAcmT9uEB84xmQz8sXB8dQ9H1izH0sHN0WHEVpgFJSpuSnyKA3sEcfISq91Lo+D1/hUsXz6HhcUruIckKOwCXrpaOHdsFab0b4lOo7bDzE/x6rE+zrixex9Y6V9ZoDn2DG4IlVknYJ9+yIsyxrqejdF9zmX4fudwKItwweEJrTFg1W3h3aSQZHkcEzr3xGZBnBgRhpsxoFk7rL3vLchhWmQBPvjg6CBIiPAxvtTAxGEzBHHiUvUV4mF5agb69l+Iu07ip/1BCzNV+mLrI3dERDnj2p49uGX+CrYv7wqfzxHovotBhMkeDGzSEWu17TN4SEmJIXjzyhFJOdzj7IvidOP6VVQuXw79evUQZsZeorXgYKD/CHVrVkPHtq3g4uwsWon0vHv7lnvXbHPqU2Mj0Vpw+ODqyrdX1KxamVe6J75BciJ8zU5i1oC+mH/oqTB0injfwpK+g7BBxx4ZJT4G78zv4OqVp/j45jwmtqqP/ksuwYPdMdkMB3YL4uTLRCgeDnd3Ye68zbh67TR2zJuARbvuQdQgeGifxpWnL2D7XAuz29VDvxWX4SGMvEkBrlycXgn3CbM+i3F1a2DMrkdpPByO3Bvnp7RCi44LYBCeavErC8giXHF0YnOojNuKB6amMDc1gbm5OR4dWYw+rXtB9T4bY+Qw2TIArZqMxKUPX+8zJ3mRVXHyxr0tfdF1wCYYf3Kygu5iafeWmHHMDnHyZATa6OCUhgaOaRzB5fvWiBT+M94/HPUbj4WWdZj4oNwnU3FiYZoh/fuizN8lcOfWLdFasGDlajavX4u/ivyG7du2CH+nzMAIBfHxcVi7agWK//E/bNm4gWdNFTTYmsklLU38XawIxo8eQXX3soD8oxF2ju+NqWqmEP0fIMEM24e2w9jtxgjIkNfAxOkWzp57Jvx/IlxurUSPRi0x+7gVIpNe4uiBmwpxSo6CpeYWbLvB9in64O6m4eg9dCNMxELyHtqncPGhBYIE3+yDzlr0btgC889YwdffEzp7D+C1cB9/cw0MqVEHk9XZ2k46ksNwY04btGg5BTohmSdffAl5pBuOTWyGjiNW45owidG7dxd6enq4sWcWurfsje33WduhROgs6YLmLabgjs/Xw5RZFyd3aK/uhi7DdsL80wpFsC6W92iKSWqvEfXJ+UmKQmT0p9+vO3TW9UDtljNxy+7X5RlkECcWpjl8UJ2HKubPmaXUqePfwk2YFffs0hnVK1fAyxfPRSvxCeYpVSpfBt1VOvJEkoJKaGgopkwYixJFi+Dc6ZNMscRbiEwJsMChWUMwXT2VOAl+i9ro1hi8XBdeGbbHieJ0xlDhaUkDYbJvFNq0HIg9uprYc0AXHuJgLg13gendW7j/+Do01ozB8JGb8VSc/HNxemCmWLMR/KKnauPQoe1gbDiljxsH1Lg4xdhewbSG1TB06x2kXnHiCJ7TWcFzatlzNZ5Hf1+o/1thvU267Pcjw9Mt/dCy0TBoumaX5+QHPdWB6DF4C55+yp3wvokFXdtgzpn3iM30Ug2Cwd5h+K/BaFy0DhVtuU8GcbKxeYXmjeqjYb06sHhGzdU0z51F1X/KYdL4MdTSPRVhYWEYOXQQKpcvjZMnjorWggtrWli7WlV0bNMSjvb2opXIFP9nUJ+ZTpySrbB/VBuMWP8YvimKJSKI0zMdnDtrnBLyi3LBpQXd0FalFbrPPg/PUMGTkUXg1fXt2LD7Cl472cNEawUmDd8I00jFQ1hYT+uhuShOAnFOuLqqlzDWCV7cvF2wYrboNzgxuTlaj9iJF+nn5SEPsbx7C4zcbohIQZvkMT54Z2kN10/rX1+BhfWOTGiFfsuuI/VwH2mmgbGdemGzrhP/O9xwE/o1boZ5l5wyrDkhMQZhwYHco5NbZlWckvBGcwEGDZ6P246it/fuBMarDMGep97I3P+TwU9/JwbUb4L5F2xSQq+fSJYgxMcXsTmcS55GnKIiI7Fq+VIUK/x/2KW6jfb5CERHRWPqpAmoUOZvaN+4LloLNixtmmU0lilRDGNHDUdEBBXLTYiPx4a1q1H0t0LYumkDYgvAtosfRvCc1GcMxlR1sxRxinqCDQO7Y/5pa4RnGPNiYWd+E6dOGqZZj0oKMIbqkAaoP3g3HNmIHWuHfSOaY9Q+JjMheLR9BPoNWgwdtwSeePFR5wQu6H3ynBRIfYXnGNgULftvxguuBonwNzuEyT17Y8U5G6RMR4NhqjYFwyZug5GXcNaSaHyw1MP1Mxo4fOQiLN0DYKd/A3dNnLhwpSc5yg0aY5uj75JracQpwvQgRrXrik13nRWJIAnu0F7bDx16zIaWZUBKcogkFI7P9GFk7c7FQv5SAxOGTsep58y/S4aXxW3c0H0B/8SMgpHgdBXLJ03Ffj0P/rf/9cUYPWs/nvt9ZXyPccetNf3RsfsUnH7hm3IeydFwtXiAJ9beyOSlspU04vT40UM+CPfp2Y1vviUUvLCwQNOG/6FT21bw88vCvgIlx8PDA62bNeFJEI+UoKdXdsGSQ1Q6tOPVVFi1DCIzJPB+ehRTO/yHrtMPwTpQXMt9fwYzhs/CGWEgTJtqIEeslxmOr5+C0WPX44GjP+JTDf6RtppYvek8nIMkwoQ/FIb7xqFHpwFYtv8oju1djGEd+mLr3bfwC7CH1tIRGDd3E7Rtg5CU6jkCrbSxf406nn9KY5fHwtP8CvZvXI0d+9Rx8uRRaOzegu17z8HUNUIxUMuTEBUWjFBnU9w9dwxXH5rg+IwWaDBwE8ycxczBTyQFwPaeICbNq6Jpd0F0LFy4gCWE2kNnyzi0rlwdg5YdgblnFH/vkjAH6Kovx6wpk7Fw+Trs3L0PR09ehK6ZPYKjWAZHKKxOzEKnRq0x97ABvOMCcXdVX3TpPAjq5uL5pUYeDdsbe7Fp2yHcuXsFB9Zvgpa5Z5rPIDOS2HkcWoU5EyZh0fLV2L7nAI6fPI975nYIivm+hJAf4bM4Bfj7Y8SQgahYrhTvYEukwBa9VbdsQtUK5bB7x3bBc8j5LyavIpVKsHH9Wl4dYfGCeXyNklDArpOjGodQ7u/imDxhHEJCMuR7EYLYxIf74YOjPVzc/RAp1tJxvrgKS3Zcgl1Y+t9WMmTxYfD1cIGziyeCoxVeUApJiAiLQpJY3kgaHQC3929h/8EHwYJ4eLu4wjcsGomJUfB3d4KzqyeCIhPThcxkiA0NS7dvR47owI/44OomTMbchX8/wD8io6cR42MHcwNzfIyKQsCH29indgYmlum2U8gTERnkDTcHezg6ucEvLAYS4bXkSdEI/OgKJ7v3wmfhg7C4VGWKksLh4/oedu8d4CK8B3cvf0QmiLcKwhjh7wFnewe4+4YhXpaEMPc3MDq2HgdNQjMvtZQYAS8HK1hYvMBbt6DPlSi+SVIkfFze4/17e+GzEz6Lj76I+HYUM1vg4sR+VOfOnMbfxf7A5PFjERUlBmmJzzDxZskR9evUxBtbG9Fa8Hjx3II3EWzdvAkcaG0lA8FBgRg1bAgvIHz96lXRSnwZOZKCnuHMgaO4Z+2XTnjyMGy/lp8jnuk/xivPcCTIEhDw1hAPjSzhFZv77yLO9y30b+vDWRDQzLTpE/KcrjmUjXBxYiG8lk0aokn9ujCgbrBfREf7BmpXq4KZUydDIsl0K7tSwzadsnRp1g7joNp+0Uqk5+5tHfxXqzo6tW3NOy0TX0Ye+xHP9W7BwNoT8fln3OTn/fTMOqxctR67jl/G42dOCPTzQUhCxuKtOU2yPFrwsjwQFJVLLk0uUYgtbrP2BiwUsXrFMtFMZAZLEJk1bQoXKNaGvKBx5ZIWqlepiL49u/FsPSJz2G9qwdzZKFviT55YRKHPLxMXGY7Q8IgvZI3lYZLlkCTGIz4hQVEZXforfb7kHC/C+isoxMI0NYQBp3P7NpQCmwXe29lxD7Nvr+7CAP3r9gDkNv7+fuiu0gnVKlegSghZ4PXrV2jboinqVKuK16+sRStBEFmlEKsiXb1KBRzROCiaiK/B1uc01A7wquVq+/eIVuVHdetmVCpbCrOmT6UtBlmEJc9UKlcG0yZPUNrGiwSRFdi4yYpof08WeCFW8n/Y4AGICKe9KlmFNZvr070bTwqwt38vWpUXa0tLXj+PraO8fWMrWolvERgQgN7du/I1utsFMAxMEKl5YqCPXt1UoKV5HoGBigrpX6NQ7X8r88ZpxPdhoP+Ye5zLFi/gXTSVFdaGfO7M6ShVvCj2793DGzISWYdt3K5e+R9BpLoguABVbCeI9BgbPeG5DSwCw6IJTHe+FoUptGDOrAKZefazsEKwyxYt4K26mVApKyzxg/Us6tKxPS8ITHwfrIDw5AljUaV8Wezfs0u0EkTBw9rqJd+gziIJZf4qhgZ1avLC0VYvWbOSjBQqCF1LcwonRwd0aNMSXTt1wJZNG5TyUOnYll9Md3S0kUzdXn8IlhDRuF4dtG7WGG9tC0ZY1Ob1KxzYtwfbt27Bru2qdBToYxt2CseMqZNQrdI//GDFtCuVK80zWju1a827STvwJZKUtMM05YuI74NvXj59CsX/+A3Ff/+f4l8lO8oIF0/vbl0KZE+v7EIqkfCuymX//hPTJ03k142yc/rkcfxTqgQKFyrEG1HSUcCP3wqhRJHCXJRSH8yTKv77/6Fh3VrQu39PvHoUkDj9BKxKOdsjxgbwCmVKKuVRUTjYjN/BgbYZ/CiRkZF8b1g1nuG5r0CIk7WVJXbvUMXmDeuwbfNGOgr0sYkfrLv4J8+JiRLznJhAzZs1gzdfDE+3d7IQa3r1CUdHByyaN5dXnCYUnDx+FCuWLOa9ndLzQFB69uGuWLoYNq9fK+WxcO5slCv5F08l/5QOzbIVd6huxZYN6yGX5ZuCMzmK0ZMnmD1jqvAjMxUtKbDfU3XhBzl88EDExKQrCqqksI3H7HphrevpKNgHa0rKDr37unyJoFK5UlyYBvbtjXt37yAsNPP9ooV6du3M888Z5mamqCo8uHe3rnByUvQXKcjYvXuLLh3aoYYgQDbpNlIG+PsJn5MKb9Ht4f5BtCofbNMxiwmzyhCWL19wG0uRZpu269WqjocP7nNbQSYkJJjv/2IdgTXPnxOtCnx9fHg1+7o1/qWsWKJAY/LUiEdjWCTmxNEjvF7p1yjEFEx9/z7+Byv4yryAP3//DXt37SwQ4YcvwUrQbFq/jrdpX79mFWJSNRpkt2moHxBEqyJOHDsiWpWXA3t385kO62vF+hSx988KBbOMG1ZrL/VnUxC5fUub97ZintGHD26iVYHq5o38s5s3ewaVMSIKNKx5LSuR5+TomKWIS6EqFcqhQ+uWnytMs1hxkwb10LJpI1hZZp7iVxAwfWrMezixrsDMg0rN+/d2aFi3NoYO7M/XE5Qd5in169UDFcuU4kVNGWzPztAB/VCtYnneLbig4uX1EazKChOgm9eviVYFr6yt+PXDUmbTX0MEUdBge5q+p7pMobWrVvIf1tJFCyET1Wzfnt34o/BvWLNyOd/PU9BgG0/ZWktR4TNgZZ1Se5Bs38r8WTNRv3YN6OkWnBpz169eQa1/K6NXVxWEijHixw/1wCqMsNix18eP3FaQYB7k6ZMn8Gfh/8Ps6VMRGZHS15v9CGfPmMb7Xu3ZtUO4L63NEcT3UIhtrGzZpBHfh2FooM+Nzk6OvMzEvxXKw+iJAbcVJNgiXaXyZbi38CHdetJDPT1eKJe1zWCDU0GBifLEsaNQuXxpaBxU5zY2GM+fPYv3LlLbv7dAfR4M9jth8fNG9Wrjib7it/OJu3du47+a1dGxTUv4+qZuDE5kLxKEebvC3S+CN/BDchIifD/gg084WOu+hOhIRMXkYpEBeSLvkBscGoG4dFHcZJlwW2gwQsPDERYagoi4rJ9XQlQoQsKihXebluSEaISGhCIyOgbREaEIZvcRJkJJ0WEIDolAbGw0woNDEB6TvsFi3oenkp87cwql/yrGGw1GR0XxG86cOiHY/sSUieMLVHsEFsIaO3K48N6L8xYRqWFZJUywmjWsD9vXNqK14MBixqzZYqumjeHmpsheZC3sa/1bCR3btoKtTcH5TFiUgaXH/l30d6xctuRz1IERER6GkcMGc6/y2pXLBXrtNucJgeGBRVh38ilC2VcgCYTJiVVYofYEEcJwHOZliyd6xnAIyKV1UUk4PN4Y4fJBVaju14JtYIqcyBIj4PZMB+c19uH4TXO4BXw7czMhwAHPDO5D795tHlK/o/sQlk6Bn1uMyMI+wlpfE2pbN2LHQS0Y2XxErDQRkV5WuHvhALau34ajFx/DkYt1/oKLU0hwMAb26c3TXbXENHI/Pz9hkB6GksX+wC3tGwViViwT3iN7/2zzKVv8D0pXnJAljvxboRwflAoqbEGT1cZiiTOM+Lh4nmZe5H+FsHH9mgJTffu1tTVqVq3M12vfvXkjWhWwJBnmYY4ZMQwRqUJ9RE6QAO9XhjB74414NkTJ4+Dz1hRPrTyguBKj4WRwBurHtPE+JJc8KFk43mguQMd/K6PPiqvwTNUDMNn3ObS2zsduA4UT8DViPhjgyIrZWLlHE4avHOD63hw6x9di3uxV0DTzEt8fkOR9BdNb1kK3xbfg//m1YmCjNRstanTEBu38mU38eRMuC1eVK6lYP/DxUYQhbt28IfwAK6JX9y48JVbZ+eDmxmvI1RQuqgf306ZIs9IarAp5hzYthM+n4NaYY/u9WjRpyHd0s60HDPv3dmjXqjnq1qgGk6fG3KbMJCQk8PUkliDCyrKk5oPgUfbsqsLXcU2Mlf+zyBckOOKS6grs1nyJiNxyYr20sWFKN9Sp3AqLz7wUJFIkxB7Prqjh3DeCDNIYe5yb2wM9JmrAJY2mhuGx6ih06bMI99zEZ000xoberTFh3wvEfvYhZHDX34bBHYfikEn+nCB9FqfYmBjMnzMTJYoWwf69u7mNVUCYM3OaYCuMk8eOKnUqbFJiIveMWJmNZYsW8s/jE6wS94K5s/iAo3XxgmgtuJw4ehjl/v6L7/hmqeXM4zx+5DBPDGCFhMOVvP2K/uNHqPxPGfTqJkzaUq0nsdCe6pbN+EvwvJmHST2ccho5Ir3ewuTuJdw2FzwlYRCP83uLJ3dvQdf4veA7fCIZDporMGX2Fhj7pM8WS0aMjw0MhMfcuXEZ1+48hXvqsVziD1tjXejcuIarV27ins592AQkfHv9xukSjpy9Bo3FQ9G25QDsfSyW/wp9D7NL+3HmleJPSEPh8Pwx7t++iWtal6Fv6wepIKDhZqro3bg55l/K2OY/0vwwRjauh6nHLcD9rwRDrOvdCpPUXqUJ3fkY78CQjkOgbpw/l2XSlC96+eI56lSvJnyYzXh1AIaZyVM0a/gfmjWo912NovIb796+Rf06NfgC98vnFqJVAev8yjZRDh3Yj8I0AmzTdp8eXVGzSqXP63LMsx4yoB/Klvwbunduc5syEhUZiUF9+/DKIOfPnBatCp6Zm/PfCuuU/Ma24K1J5j5yRHkZYteoVhi45h6CBd1J8DDCrold0X/hRaQOysc8O4jxfUdA/cnHNMKSFP4OmitGYaHaQ5jePYHl40dj3ZX3isQD6Uc8Oa+Gg8cv8V5E944swfBOg3HgeYjgl3ydZAdNHLpkCQ83W1yY2x7Nus6DtrNwglGOML8siBMfXpPh/mAXFs5ahpP3jPBgzzQMn6UGa78oOJ8eh+ZNu2CXSRx/vjQ438LizpXQftENfGBhPKkx1vdqjl6Tt+PS9ZvQuXkTt3Wu4tj6UejUYQQ0niqBOCUlJWL3zu0o+r9CWLtqOeLYrFiYDbKUctaHY9O6NZAoYRdUVmJj5bKlKP1XUbBaUKk3iLEEiZFDBvGZsrGRoWglWCmS8iX/wqB+veHlpZgVXr18CRXKlsawgf3h7+fHbcrGxfPnuAc9Il0posiIcCyaPxdFBc/78EF1akOTawTgyoLuGLXxLgKZ25DghdtrBmLAkqsIVNxBgb0W5qh0wQItK8SKJkZShBPunzgEA+ESlrjcxurBKhi1VY/fJ8xcHXNnroTOO3Ehx0sLM7oMg9qz4CyJk/oFM3hGC8/r8xAb+jVCp6mH8drJAZbX1D6L0wdDTWhqm8I3PgHOF2aik8pMaDv64e2xMWjerBv2mGUiTu53saJ7JbSZexWu7GaZIE69W2DQ4rMws7LmVfBtXr/E3cOz0L3jMBxSBs+Jwerrde3UHjWqVBBmC4o+Rc7OTmjfugXf52KthBtzzUxNuPh069yRrzulRuOgGt+rsmThfArTpCI6Ogqzpk8RBKoEDuxVtKtnYWDWRIyFtS6cPaN0WWp+vr7o3K4NX5N8/PChaFXAvEUmWv1791DqclZ5jzDcWtEHYzbrgifGSXzxYPMoDFqaTpzcbmJx106YevIZ0gadZQi114fWGU3cu34KqtOGYrzqIzA5sjkyDaNm7sRz0QWTeF3Dwp6jcNAiq+JkAjexbFzQi+OY1LENxs3ZgisXNXBBdKyT43zwUvc8Tl+4DYOTi9F/4GLoOAfD78EydGzcCit0MnaMlb7Twsy2tTF0lwECmBuYZMTDehPVrJU3rMdQlKY5hZLFfucDTVCg4itm61CsaN/USeP5grCyEBUVhbGjhoNVyjiqoSFaFdjavOY15NgOf2pPnhGrFy94s8XO7VoLMzVFEJ3V2mtYpxYPDWdWLDc/s1N1GyqXL8PXYVN7Rt6C5zh6+FBKHf8lKMRp7JZ7CGIjsyhOg5ddg6JiqIjTZczr2h0LtaxTrUUBcb4m0FgwB+r6Xgj1eYULS0dh7LZHYPEh2xMz0GvAfOg6KTwniYfwHD2yJk5w0sKhi2Zw/1zTNB4OtzdjUN2K6DJmCbRY6yLhTKy1tmL1usMw9gxBjOluDB+8CNou4UgKNsCKHk3Rf+Vt4R2mxeHqcvTtNALHzPwU55EoeE59WmHC3ueI/XzpyeGuvxWDOw3FwfyeEJEaVpBv/OiR+LvYH8KP7RK3seKWPbt05rH2+7oplczzO6zkTMWypTCoXx9EhKXMqSRSCd+/8mfh33DwwH4acDKBDdDbt20VPqP/Yc2K5Xxiw5JmWLURdu3s2rHtu8qV5GXevnnD1yP/q1Udb9JNVM6ePok/fy+MmdMmIzw8f85S8ytyqR8uzeuMwauuwSdeDnmcB26t7I8ec87DS5qyuhT/4jAm9h+FAwYeSPklyxFqcxhjWnXDlsf+iHa9j41DVDBgzkk4JsoR+PwUZqg0wYBFR2H81gHPr6/DsHZDcNg6HPERLrh3Sh03XqTxzzjJcikSXx3FlkO6sPOVpLxechAM945AZ5VxOMfF6SOuL++LnqN2C95ZFFwvz4dK61E4/MgGwYLv5nRnG8b1H4uDT9wRExuLuNgYhL2/g60zxmDFMRMEMzGWyyAJ08WSjg0xeKM+ghNk/PWSZXGw01mBrk17YecDH0hl+W/8ylScGCxMwSohsKrl7mKY4uolLS5OLHQRGZn/EwOCggJ5CLNOjX952nxq7t/T5ZtLWbme9MU8iRQcHRTdgFmF8k/t6q2trNC+VQvUqV4Vb5UgMYCJLltPYuFd1c2bhB96yryZv//WLYT3X0Op2/XnTZIR6nQfqmNV0GeiKgwcQxHh+Ag7J3ZDr7Gb8MApVEx+SIbL1dWYOmczDD3S+jzSiLfQXDEC/YdMx/4TZ3B252wMG7cB95xjhQE+Fu+0d2B6v84YOGEFTl/Zjak9xuP4qzBE+Zpi1/Qx2HDdUXymFOKDXPH06DyMnbISZx/YITJVrE0eaIP7FzRwh4uTFO6GhzF/UA+MnLsLOjcPYvG40Vh8yAB+XHji4PHsKtS3bsTuA4dwTG2n4L3vguajNwgVHXd5hCde3tyM0Sqt0GviVtx57o64ZDliPc1wdtMYdGjRBbO2XcU7v+g0iSD5gS+KEwvdsR9kMWFWrC56Dsw2cuhg3iyK9TnK7zCPqHK50pg0fozgBaTM8JnnOG7UCJT88w9cv3JZtBJf4uyZUyj++++YPmXS5zRy1p6blcdnNQrZRt38jP6jh2j8Xx1eGcPDw120Cp5jkoRvQC7++29Yu3JFgSvflBeQS5OQEM/6BiVAIpMLgiJBAusjFJ+ApE+ek8QV13esxp4L5sisc5BcksAr68clJEEmPF+88FjJZ09DjqS4aERHxyLa4yoW9BwDjefBkDLvSHjdBEnGAF8yKx+UoOhllJjEiiilI1kG4VQ//7/i+eOE85VCkhiP+MTUj0mGJCEWsew9xbF/E9OGFIXHs8coeifFI1E4H4XnJOHnFxfLeiklCuerRJ4T4/mzZ2jVrAnq1675eRc821jIPCrWx4jF2vMrbm5ufLBh742V5fmEYs3tNEoU/R3TJk3g2XrE1/H2Vqy5lPnrT1y7coXbPnp6okeXzqhaoRyMnzzhtvwI+9Gz/VysvNfZU6fSCNDLFy+E3wJbc2sDW3HNjchbJCdFw9f0Mk6du4lXAT83QMvcL2BahwHYYxoiWoic5KvixNi2ZRNvQ7504Xy+nsA2XDKPiq3TbN20QbxX/oJ5gauWL+XZVSuFf1OvJ7EwDa8SUbUSnlCYJsuwMDBLFujXq/tn7+LsqZO8HTPrc8QST/Ijl7U0ebPJfr17fk4OYrCZ9oypk/FPqb9xYJ8iW5HIa8gQH/AOTx8Z4Z3PTyZxSWPh/fQgZg0eiW3adohIzH+eSH7jm+LECnyyCuVsIH9qbMRtrJQPW2No1bQRrzGW32CeUsN6tXkBV1cXZ9GqqLy9e8d2Xidu3ZpV3JUmsgarUL5kwfzP+3zYRIYJEks0YVmel4RBPr/h7++HIQP7cY/wfrr2KKxFP2tfP1h4f6yyP5EXSRI83xhkyw6Q+EA4vbbES4vneGlpC+/IjOE8Inv5pjgxWM8ats40bFB/xMZEQy54Gvv27EKp4kWxaN5cPqjnF9hepelTJvCBhe1hSu01sQoZtav/i/atmtEO/x/guYUFmjVqwNdn3toqMtp4ixHBC+3aqUO+C5Gy66PUn0Uxe/q0NE0lWYWM3qxChvC+2MZjgiCynyyJEyvZM2r4EPxTqgS0NBW15by9PgqDeHPedI8NQPkFnZs3ULd6VXTp0A4Bwsz4E6xGHKst+HexlNqCxPchk8k/15ZbtWwpnwhIpTK+X455T6zpXn6BdTvu3L4tqleuiGfmZqJVwfGjR3jFlMnjxvLrhiCI7CdL4sR49OghTw1macMs3ME8jkuamihRpDCmTByH0JC8v0jI1gxGDhmMMn8Vg/aN62m8pkcP9FCu1F9pqrIT388HV1f06NoZlcqVgokYBmbJAqw2YduWTeHoYM9teRmWlcrKWBX5v0LYvHEd4uJTwrus6njLpo34xmwzU0VVdoIgsp8sixOrsTdv1gxFIoTww2WwjbnDBw/g6dhamoo+UHmZE8KMl62dsYoQqStnB7N+Vn178T1cF8V+VsSPc+LYUZ4cMWrYkM+JEBvXruaeN6v4ntcxNzXBf7VroE3zJnj7Jm14l1Ubr1i2NFYsWZwxRZggiGwjy+LEsHv3Fk3+q4MmDerhjbim8EDvPg9xsIrU7u4pe0DyGi7OTujdvRsqCQNL6gKun1LH2aI37wQcnUsdM5WYiIhwLkzsuviUWs6ujeaN6qOpcO3k5Z5PbNLC9/f9VoivOUmlKWWK2NaKBnVqoVWTRkpdoZ8g8gLfJU6MXdtVeSdUtkjMYDH3BXNno3iRP6ChrsZteRHWFK5EEUVL7fhUWXiewqDZsmljNBJE19BAX7QSP4vunTvc+2Dt2wMC/LmN9QRjG5vZ/jG2fygvwppMsvTwQX17pyngypJ+Jo0bzT1vJloEQeQs3y1Ofn6+6NSuNa8xxvocMZ6ZmaJezeq8cnlezHJj/ZlaNWuMhnVr83Lyn2DpzpvWr+OVDJYtXsBDl0T2wOruzZk5nZf82bNzO7exbL1PWW43rl3ltrwEaxzINhP/U7oELqVrKsnOt3a1KrycFwsDEwSRs3y3ODFY+iwbdIYNHoDoqCje/4htyC1cqBA2rFmFhDzUWoJ1tGXtLti5sdYOqXf4W1m+5Av1rP16flioz2+wSuXNGtXnLd3t7ey47e4dHe49DR3YP0/tD2LXxflzZ/getykTx6dZkwwMDET/3j1RsWxJ3L2tI1oJgshJfkic2A93zIhhPD2YJRkwWEuJnl1VeE06L6+P3JYXcHN1wcihg9CvZw84OTqIVtZYMYm3/2DvQW3fXtFKZDcstZwlzMydNYNnR4aHhWHm1Mno0rEd97jzClFRkVi7agWvPM6K/qZGbf9eHs6bKogW62NFEETO80PixGBpwuwHy+qnsfRahrOTI2/Xndo7+dWwc2E1ANkCNgvjfeLOLW3ePLG7Sie+qZLIGdj10Klta175/fEjRYM+5jE5OznlqTAqE84wQTgd7e3TdLi1s3vH9zuxTeiWL56LVoIgcpofFif2A2ZptSX/LIKtmzbmq/Wa8LBQHqZhRUnZficiZ7l44QJPLR8+aACvSZdfYN4186ZYbyoWtqZOyASRe/ywODFYajmrUdeySUM8M0u7iz4vo6F+gAvTuFEj02TuETkDW5ccNrA/qgvex6njx0Vr3sfwiQEvxdSySSMeFSAIIvf4KXFiM8sjhw6iWOH/w8J5c4SZZd4f6FnrcBZmYhtu2b4VIncwNnzCJwTdOnXIF61WWGRg5rQpKP77/3Dm1Kk0IWGCIHKenxInhtfHj+jTvSuqVWYNCI/xgYeVN/Lz9c1TB2sg6OToiPmzZ6F8qRJYu2olJErSQjw/wPYJsaxJluW5bPFCvgaYF68Tdk6enp58zx4LRbKq5P7CtUMQRO7y0+LEuH71Cu/5VKdaVQwbNIAXiWUdc/PSMVo4p369evCF7TYtmvIFeSJ3eSeGgdm+sr49u+XJ64Sd0+D+fXlDTVZ1Xztd+36CIHKHbBGn8PAwbNu8Cf16dOP7V4YM6MvLGeWlY8TggWhcvy4vqTNxzCi+/4nIXSQSKS5qnseAPr34JCYvXifsnNg1zI69O3ciLCyzxt4EQeQ02SJODNbvhu0pYmG9vHiwlGZTk6fo1rkDr65+8tixPJXyXlBg65Rs3S+z7ygvHZ4eHoiPo+w8gvhVZJs45RdeWDxD2xZN+R4n1oKbIAiCyHsUOHFimJmYoHmjBrxR4t3bt0QrQRAEkVcokOLEYBXI2R6Wpg3/g4H+Y9FKEARB5AUKrDgxHty/h3q1qvN6ahbm5qKVIAiC+NUUaHFi6Gjf5OtPbGPuG5u81+6DIAiiIFLgxYkV/GQtQGpUrohe3VTgRGVqCIIgfjkFXpwYrB/VhbNnULVieQzs3xsfP3qKtxAEQRC/AhInEalEghPHjvD+TqNHDP3cWpwgCILIfUicUpGQkAD1/ftQsWxpTJ88EcHB1OeJIAjiV0DilA5W1miH6jZBoEph8fy5adp1fyJZnoS46GjEJiRBIksWremRITEuGjFxCZDKJEiIiURERASiY+OQJJMLzyEVb08EfwpZovDa0YhLkvDKFdKkOMTExCIx/7TJIgiCyDZInDIhKioKG9et4Z1+WfXy6HQN8uRJQbA31oHmnuVYNWs61hy4Cpug9CKVAD/HF9A7vQPrV63HkWuPYG5hgsfXj2PXynlYtHQ19h69BAtHP8SyKkoxPnhjegvHVFdixaKFWKOqgTtGr+BDJQAJgiiAkDh9AVbMdvnSxaj6T1ns2r4NiQmJ4i2C5ySLQ7CHHSwfHsKWEQ1Qpnh1jNquC880pdhkiAn1xRudNRjQYSyOmjjA188LLiYXsbhdERSp2hlrzlvCOzQGEnZ3STQCPd9Ba0EHVCtZDJ3ma8LG3R/R1NWDIIgCCInTVwgNCcG8OTN5+wTWVDEpMUWgFEjg+mgdOhb/HWWqtsHyi1ZIX8NaFnIPG+YchE2UWGQ22gWaU2qhaqeZuJlJ1rq75gy0/68GZmhSxiBBEAUXEqdvECII1PQpk1C7WhVc1roImSz1IlAU3hodx4ohozC+ZzVUrDMQ6k/cFJ6QSHzgHUGc1GEdnKAwhNrh7KTaqNpxOq7ZZVyvcj43He0EcZp21gXkNBEEUVAhccoCfv5+2LVdFVYvX/JNuymEwerBcezddQvWJgcxqn4JVOs4H7fepvhP8QG3sX62GqwyiNMMXHuvMKXGhcSJIAiCxCmrsD5EGRHE6b4GVLc/QlxyEmzPL4RKlRJoOmYPnnlL+T0SMxGnc5ProGqbMdB46Aa/jx94fyM3tw/w8PgAo72j0KpeTUGcXEmcCIIosJA4/RQKcdq25Y7wfwIyb+jtGInG5cqj96pr+BDH7qKLjenE6cL0hqj8XwdMX7kXGgf2Yv/ePcKxFwf278P68R3QsFZtzDxP4kQQRMGFxOmnSBGnENGCKFucnd8ZNcvXx6wTJvD2f4it89TThfUEz6n9FFy0jkV8fHya4+2JyWhLYT2CIAo4JE4/RSbiJCD7qI/twxuheq0uWHt6D5bO1sDr0HRrTp1m4Hpma07nac2JIAiCxOmnEMRJ7zBUt95NI06MSBstLOxWDRVr1ofKkF2wiVKsQSH0Pc5NFrP13onp5an4lK03ndacCIIowJA4/RRxePPgMLZuu48o0ZKaj/q7MbRBedTpvglWn/Y5xTjjwqQaqNJxFrSdFKbUuJ2birb1qmP6hU/7nOSI8bWDhZklXINE74sgCELJIXH6IZKRGOEFh5faODS/H7r2W4obr1wRFJXe14mG1bmlGDZiM16ExiMxzB3WdzUwtVEhFK7QCvMO6OGdZwgSWHZ6fDDc7cygPqEJKhQrjBYT1WFs4wivQE+80DkD9c2rsUX9Ml4Hih4YQRCEEkPi9EPIkRDqBhsjHdw4sQ9qR87itul7+IVn4tlI/GFt8goBcYlICHKEyf0rOLl/B/buPYBTmrfw0iUAcUycYv3haPUQl44dwIE9u4XnPI/Hz2zg6u0FN3dBwHyNcGLbGhw1iFA8L0EQhBJD4pRf8LfFoyuncc+ZQnsEQSg/JE75glh4vzbEQyM7hGWseEQQBKF0kDjleSQI934Dcws7BMUKf8ooh48gCOWHxCmPE/XBCAfnj8O0eYuwcvNBPLKgauUEQSg/JE55HGlcGLxdHOHi6gxHZw8ER9CaE0EQyg+JE0EQBJHHAP4fABYw95RNsAoAAAAASUVORK5CYII=)
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/answer/906018/1/3516200/Picture129.png)
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/answer/906018/1/3516201/Picture131.png)
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/answer/906018/1/3516202/Picture130.png)
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/answer/906018/1/3516203/Picture132.png)
The correct answer is: ![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/answer/906018/1/3516202/Picture130.png)
Related Questions to study
chemistry-
In the following reaction sequences V and W are respectively : ![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/485896/1/908897/Picture122.png)
![](data:image/png;base64,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)
In the following reaction sequences V and W are respectively : ![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/485896/1/908897/Picture122.png)
![](data:image/png;base64,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)
chemistry-General
chemistry-
Given
Kcal
Kcal
Kcal the heat of formation of methane in Kcal will be-
Given
Kcal
Kcal
Kcal the heat of formation of methane in Kcal will be-
chemistry-General
maths-
A set of (2n + 1) elements is given. The no. of subsets of the set which contain atmost n elements -
A set of (2n + 1) elements is given. The no. of subsets of the set which contain atmost n elements -
maths-General
chemistry-
under Hofmann conditions will give :
under Hofmann conditions will give :
chemistry-General
chemistry-
Which step is rate determining ste
Which step is rate determining ste
chemistry-General
chemistry-
Which reagent (X) is used to convert I to II
Which reagent (X) is used to convert I to II
chemistry-General
chemistry-
An organic compound A upon reacting with NH3 gives B. On heating B gives C. C in presence of KOH reacts with Br2 to given CH3CH2NH2 . A is :
An organic compound A upon reacting with NH3 gives B. On heating B gives C. C in presence of KOH reacts with Br2 to given CH3CH2NH2 . A is :
chemistry-General
Maths-
If r, s, t are prime numbers and p, q are the positive integers such that the LCM of p, q is
, then the number of ordered pair (p, q) is-
Be careful about selecting the r s and t for this particular problem. Because number ways for each selection of r, s and t there are 3 cases. Because there are two values given
p, q . Hence to calculate the total number of ways is to multiply the number of ways for r, number of ways for s and number of ways for t. So, in this way to solve this particular type of problem.
If r, s, t are prime numbers and p, q are the positive integers such that the LCM of p, q is
, then the number of ordered pair (p, q) is-
Maths-General
Be careful about selecting the r s and t for this particular problem. Because number ways for each selection of r, s and t there are 3 cases. Because there are two values given
p, q . Hence to calculate the total number of ways is to multiply the number of ways for r, number of ways for s and number of ways for t. So, in this way to solve this particular type of problem.
Maths-
A rectangle has sides of (2m – 1) & (2n – 1) units as shown in the figure composed of squares having edge length one unit then no. of rectangles which have odd unit length –
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u3NB3btbbSgZTBt8HVtXWGwhL2bBmBMWTsIsvEMHmv7dBW5G2kJu9YC4OYk2PI2F7KM6MF9Z3at9FlEvIWLZRfRzWMP+ELvY0OGvhedcXlamWMZTWdv478v3WLpsrTxpdntGGLpg11luFdMWJkz9m4QV19n44hbXytKBdteenFF5jiRfKbYiLvJVXP1xFYyyw0IO0L7yYN6un70UbYBta45CLnPtFS2vM8UbTC0idKlTjV1K5VI9l+NjqQsnatmpv6MgBWlo5PG6M4fB9+jzbk94N0PFN55F3rCB8GNJSmsfSHrW+9lejh0ZBlpXn5pZfM9T2768jLsoMXxVoU83UsTfnINmS0Zu3Jx8Q8H4WjgaFTWgsNSFl5+Uuj0Di4FpSSj8OU7JcHaXykDL50Imjhi5U0tDwPkxe3Bd6Lhi15aiFFZjneQetE8AWRGXmLC9KhoFW+FhpQ6aScdilZtJDKi9z8X/nC08Y3wQ95kREa5IUnJvD+b2egSyA8+YuiljhV5C1cUH8ntcyG+pvwFR7wSm2nLPUJ6UPFZVkIrWuf4C8DL64ptHHq9wmT2ZcHPrQvszmrDyYDV8iy0rz15psJi9by+nGqy6iCewCjBqMSo0QGFM3v3rWzjLRNdGRgpqEjM1J069xRaa10gpQzOtSuWUM+zunCs4jBEU1HMhlxGLltdCBl8G1Y/2r9sMw058hM11ym9Ou6dA6Vt9u1HXVmYCalQ/BBLr/kYtOmRTOtkymtIDJ37dRB9mCXqbzMNBdfeJ6O3PC10YBdhAa+dWvXSplpSsv/r9DREZ42vjyjDZmNODnzZxqWs80aNdD3CW1jWVrRlnxLOlKxgvn1vZkprpMyGw1I+8K7WaNrdFPtzTQlzeWXXuzNqg59oo3IzEEL36ZU8aKy+qiZbD8rnSBlzHIN69XRWYp+WEYGKPbJfB/akN/PQCvPkId3vZo2lm96TGYafMAnjLvD29NUOEPXkRhTsi5mLcraOYisQTe9+rJscB8x19S7SvcWLLFwq2VdC62NDqSc9euoEbeqcxIvylSL2/FGWVO/+PxzVjqQMvjOnDFVDy3gW1+WaoseuE/P+MPkfeWlF3V93Pf6Xjoi4sg2sN8NZuXyZbJW35gpLYjM7F1uGT7U29PIjNxVPuTTT61Uvs8JvY3uRaGBLy7duqc5XvY0suSgvdeuXqU8bXx5RhsuX/a4Dmj+nobOxbt6e6XM2/iVl1/Stf4NfXrp0uzUAvlMH1lNbJB9AGU2GpD2hTcndigA7cQpIwa13t4iuk9gvc6Sl2/DnugO2Wv47WejA7194TqDqzODJzP6uWdV0AOiFfJ9aEN+P0jHM+Sh34wbO1oH8GOyp7GdnnE4oKdRiVMPG2KpvGvXTpk1WuuUWENGoydXPiF0P4fSUo7/Ni7Wqadn+KboaYiFJhXhSyP5p2esa7e+9ab+rq2+j5RzAnTX+DuTp2eT75loPv/sc2v9VPTfad7c2cnTs1uGD9O7izC+0FC+VDqcf3pWV/Z93ClwhGuj8RHaTz75h56eMdL7p2fvvL3VqxPRxpxEpp6eYbX8/fffh8rr47vv2k7PdqtMtvo+8m04rg6envntZ6MBKUM2lODI6VkVdaT79NNPI2XmzuuYnp79cfc0j/8B9zRBf5qZ5tCxuKdZdZT3NPv/G+9pPH+af9s9zQHXexrPn+a/ziLA1YyGs/WgGU1WLAKYzv+rLAIsZjSxRUA6/OsWAbHtWSgElSa2PcsIse1ZrDRpECtNNMRKEytNGsRKEw2x0sRKkwax0kRDrDSx0qRBrDTRECtNdiqNKEjqkTMB2FwbiI/KkTOdlyNnDOdc4DdpIO4u/Gg02L5xD+AKnLL4R86EcOK0xwW++/ZbDSznHznPmjHdHNjvFiIIINawrzSjbrtV7xZcYNXTTyWPnIlGs3b1avPrL9EdeO/ePWbh/fcmjpzL6zG3a7gqYMo9dyeVhotnV9j18S4N0sfAwpEzirvnO7fBhcD2N1zfU5WGI+cnnlieKIkG4uhBi9Jw5Dxn5kzngYk7wmN25Mys4isNmko0SdcG4qNiKsKFUq0al+otrSs8sXxZ8p7mpiGDzeeOYaOA11/bIqPvJcoX0w/Xuwsi38+YNjWpNESE/OGw210LsHjxoqTSjJGR+OdffkmUhMPatWvS7mnWP/NMoiQciMJP8G+MW7mn4XadC09XmD5lUlJpCHToCp/KCoKLUZSGi1UGi4OO8ceIU9a/b+9k3DOsJlyB4IjQYv1wSdULzfw5c5wHptUyMFW76HxVGixMslVpUs1ozql4pppMsHx4fcsW0XzBzZut+MZrr6kHYuNr6qvJxEXMUrLcoUMrrYUGpPylF17QcLAEI8dkgtkCH5MtmzaF8qQMvkRTvKhKZZP75BNNo/p1zeOPPKLPM6WV5/Bds2qVGTSgv7pAnF3+DFHWQebZteuSdTLQJZD3AQkQiE0USkMY1I3r13t8LTSg0glfLA/OOetMc8pxf1N7N266X3r+eY+njW+CH56wRMlkBYBJSy/hufTRR5LlGegSCE/aclD/G9T2DKXBPGrTK69IWbi8/DYmMyyTMDXCSoSwv7SdX26jBWmLNTKLtm3ZTPrECRrSFguTyD4hZch2/4L5agKD8SUKy2C6bu1apX9tcyb0Qsu7EuYXSw98u7BXy9awtO9s3WpuuWmojmRYlmI20bJJY9krtDWd2rYxHdu0tuK1HdprPdbadCIM++peeYXp3L6d0tpoQMrbtWxhrqh+qc4yGOdhW9WsYQPToXWrUJ6UoWAN614ltBhs5jHnVMA1oIE+z4yW5/BFXqZ9jB+xeSMSfqumTZJ1gnQ+dmrnvdMVNTDYLKxBzKtWOc+0ad5M+dpoQGjgyzIUfgQUx2CT/+MeAU8bX30utMhLJHxmN4wfCfiN2b5fHqTzEZ78xXcH27NihfLpAEX7+mU25Df57aYyEGIcisFm2dNKmBrVqpoWjRsly220IH2C9qTD+wabdWperjzD5KUM2RrI0pV+qAab+n0u1N/zZM782/JX3S+EhljOTaUv4aznCllWmpdffFFdAxgViOBPdPtCecCcpmBuMIcVC+XNbQpKHT4IptxY0haWZ0doM6GTcuWTN5d2PmiJjcxv8TyMJ2XQwad4oQIJ2nweT3meOa3QSR3+8jHpSIzAZDpIrZNOcwT9dzpVBgd1DYA2v8ickMdGA0IDrcorNCVPlXYS3oWTNPC08YXOK6Ou1/FT5fXLg3Qe+u9K4HNM9EuovB6tV5YZnS8P2QI8mX159ZslyzOh1+8v7ZT4rshMe/vtZ6MB/TKllb6Q5Ct90XtX72+QzkPvOXygJb43hy1vvvF6oodHQ5aVZrNMbf37Xi9Kc4bONCwFrpGRvHnjhpGIhTPR+xGW0ZCR2FYviIwErJUxzGNU4TQLxzJbXRvicMQUDl/400i2ekFsWO9q2bd5Ju8gJzQs72x1bcgsjLx8VKy6yRxgqxdENvK4BjAzssmtJbMsbWCrm4qN6l+tPJmRkZelEu4XtrpBxAOSPar604ji8F0x+bfVDSKHFcxqnmtACZmxLlBZbHWDSBtjqIm3KPSc/NnqBRHZmC1YueAjxbIdh0HX7wOfUrKCyHHC30yDunXU5cUVsqw02HzdOXaMboxZE95283A1AecIOBy369Ev3pDkXeEFiY5vr5uO7737jux/JusJGB+lR7cu6r5K2jhb/XTcrsfVdHj4wn/tmlX63F7/CL768svmVnk/vE3xHyI2MmtlW10b4s7tZw1goHlDRjMXvvPmzDaVz65gTv77X3VgWTBvnq65bXVTcdOmV8xdd96hiZEYHG6UfQkuy7a6Qdz+4YfmVll2cxDAauCmoYP1uNpFXk5BuQZg6Yvi3XnHGN1z2Oqm43Y9NsbPBXfncyqeYWbNnG6plxGRbeljjyotgwQDxOiRIzW+s61+Ku74cLtmeuOAh4MA/JCydU9DmgM2pl5Sniqa/4UgBy7w/eHvTbcunfUU64rLLzOEVnIFfORxxmK2YU/FcbArYB7PaA3fbp07afoIF8BQlAg0zBIcfHCg8PtvbndDADER8JxkqYP/hits2LDeXHT+uebvf/qTjsQvPPdcoiQcfvnlZxkglqjzGwmpsDwmmIcrcBLqn55NmzIp8TQaMBTljoeBlBGc1Hw///RTojQcMNW/sX9fPT07/9yz1HfKFXAPgZbTM7Ls3b9ggfn1Vzcj02fXrTOXyIyI0uDkyG+5QpaVJni5iQKhSC5AZ01mDZDGdY17xgfA/8G/3OTEjlM8V8CRyr/cxIPP9cIPS11OsvzLTY6fiQrjCvfftyB55EzWANc0ENwhpF5ucur404/RnRDXCwJp+Jebt992qyb2dQVOlHylYZbkwtMFSDLL8bZ/uUnuS1d3ka+lXmrWABzpXADZNm96NS1rAMmguPdxAa4wYouAEIgtAqIhtgiIlSYNYqWJhlhpYqVJg1hpoiFWmlhp0iBWmmiIlSZWmjSIlSYaYqWJlSYNYqWJhlhpYqVJg1hpoiFWmmxUGiLPoCgXVj5XmZJR1zVcD6kgunbuKIJ6rgEvPO92aQeQYcC/3Bw+bIjzRwHefPMN6UieawAB9FzN5bm0nTl9WtI1YN7cOU5Zln14aMmDyctNAm67Rnd5Zt06c+H555rj/vQnNVHasH59oiQcfvjhsHlo8aKkawCxyz6XgcoVZkydnFSaKZMmJp5GA/dvd48fpwML5k6EkTrsaKJ/SOoNuOH6pGsAwe5dgUtraP3LzXvnzdNYeC5A8EWsUlCabHcNYKa5564JOtNgusCsQ3ryX3/9JQJ/Nbt3f6yBuBnxCRb49FNP6nN7fR9/NYcOHpTO8KCGpmWmGdj/BrPtgw/ML7/Y6gfxVw0q5wcL7Ni2tTa2C19m0Inyrv5Mg0PaV19+ZakbRH77VzN/3pzkTHPrzTdpeKFwvh7dchkF/ZmGgWLlihXm4IGDgbpB/FVDZDHK03GZaW67Zbh0hncsdYP4qwbYo+P7SoMpDB0wXF4P35eZe/TIETrTYPs2d9YMHVyjaaWNpV7vHt2SMw2ZGjy68HZCNlYQ0DLTYCM4fcoUUeAvtNxO5+EvP/+iJjjY1x2TmYYfx94Mu7NypUoY4iLffNMQNdkIxXFj1fyFRi2QJ4eGXcWGjOfW+j5KOVM/NkbYgBEs+6ora5phgwbqh7XSpKLQ9+3dU/1h4Htp1QvM4IH9nfgSoRJDRmYLZriWTRvrMstaPxX5bcF2MoJhFFi0UD41MMV7M5Rvgq5bl06mfNnTTb6cJ6vCdu/SWZ3YrDQ+Ct2IW24ybVs117Y9o3RJNUQk9Ya1fioK7Z13jNa4zxhrkjmgaaP6mvIjVN4E4klLvGzaqVL5surjwiARSSvlt948TGbGS0zBvDlU5q6dO3h0YbRShmx4bTKrYuhJ0POWzZpIGwyP5Eu/YcVDYH3C0vKN3966NdHDoyHLSoMhXv/re+uHoROeWjCPWqh6fzNHRi/qYfHLhylWOL8pKv/3nttpQC0vIH8L5FXzb58Ws3tb/SBCD58kX/kN5HDiy1+pCz9ocU1AlmDdICpPQQwffb4oThRfn4660HgR/OEbLiuov4tsgkl5Ezxt9VPRkymdr7ZxhLypSD1oi4m8GKjqN4ug9fl68nrW1cjA8zBanw5XBr9P0E76rg58PRQ+ghjxelbOryd6eDRkWWk2ozR9rjfniNIUzJtTX5hGxvcjDE8rWkjr+f4lIEsBnpcsaqcBk3RKk2igxG/Y6gfRyvfUBN9A3VT06Lz6nqx8VH4nmi+0Pl+f3u+MbnyFDwi/FFpbfR99eX2F8d43Rd6INuavz9fjJ3RCEyUvCI9UnvjFeN/WXt/HNL7avt5v8DyMr5bJbzMj+m3r/ZW+qHyjZUZOX2lINEZ2PFfIstJgDTrylpt1/cp0SkoF3HrZOEbh6FEj9BQLByVcpVk22eoFceKEOzVFBTxZ7nCiNEKWiJPvudtaP4jsgTBbhy9ehUTzt9ULIkuiVvJ+5Uufruvmtq1ayOZ6tLWuDTt3bOctz+TjNGpQV5cNtnpB7N3jOlPhjNImX46T9RACp7+7x99prZuKHDaQRoK2ZTmJ/w5LTFvdINKWpEKhAzNDtmjayEyaeJe1bhBxb24qSztSobAMZt/IktpWN4jIXOeKGqagrFrOLHOa6XldF2u9ICLboAH9TB3Z57I8I19SO/k+pD201U9FYlzgfk6uGpZnZB7I1uVZfOQcHzkHIT5yjgAUxDty9qLRzJ4xXaPru8C+fXvTjpw51XKFlSuWazQaPXIeOlg7tCvg/JV65EyUexfgxGpG6pHznNlOJvo+LFn8oCkn8vpHzq6dcN26tcloNHrk/KxbdgX8lZY8mH7kTOJWV0iNRsPM4wqc2uH85h85kxPH1cfq4MFDadFoVj39ZKIkGvDr759y5Lxg7lxzWAZYFyDwxzE9co5nGjeIZ5poiC0CIiBWmlhpghArTQTEShMrTRBipYmAWGlipQlCrDQRECtNrDRBiJUmAmKliZUmCLHSRECsNLHSBOH/jdL4WQNQmmmTJ5kvHCP4f/nlF2khnNatXZMoCQdSZz/+6CPJVBsawmmXe9biow3hRBiiyZPuSSrNzOnTnN0ggAfuvzepNIRwOnjQLfPwU0+uTCoN0StXP/20k0vCd999q5mVfaX5V0M4uQ5KH330UVoIp3vnzzXfOnRegE6eGsJpxfKliZJwQLZgCCfcVPY43hly73fMlCYOFujWkYA4WGA0/L8IFsiyCPsrGqhypQrm5mFDNH8KfhtRuGH9sxqDFyM5Vbg5s631gvjG66/p7IbdGDF7r7u2k1m96mnz7jtvW+sHcfGihTqqwBfzd3LV2+oFkfw5w4cOUVsubNewd3vpxRetdW2IopBqA6tf7OxYTtjqBZEZrfLZ5c3Jx/1V4zqTrIi0FLa6qYhTH1YAtO3Z5cuaftf3kqXdSmvdIL7z9tvmpiEDVWmwPWM258bdVjeIJKEiBC52Z/ioYLOHtYetbhCf27hROy1habGcR1lt9YKIbDj5Qcvqg4Ft5C23aIhkW/1UfFfedYYstVlBoDStmjfJ3rC0m1591fTr01tzkWCRiokJgaixFI1CllfkTaETEeOYqdxWL4gsUTB5YKlDQHH8anBIs9W1Yc1Lq6myYWIP/ysvr26tF8Srr6ypy9BSJYpqGghm17q1a1nr2hBF9QOg43/ETGmrF0R8jkqXLKozFClCSPFBG9jqpiJmRvCkbTEUZbapXdPtXUkexZLQt3K+QL4rz2x1g8i3OF86IDxpZxSHtrPVDSL1zq5whs5u0OPvZKsXRGTDNApaP9UG2wXawFY/DYWWmYnA6X4A9DffyEYr55dfeikt1YamRshLegjSI+TSFBg2JO0D5fg/oGx+qg0PM6ej3PubkmpDOj9uCTwP40lZEZEPpONCW5RUG/JbPMuMlufw9enVZ0Po6cSpdVJpUtF/p1Pz51We0PJv//dsNCA00NJWdFyyMsCbNqYcehtfnvltWCghbzLVRqDchv670q7FRWm0jWVgI5WF3/425Dd9eWgb3lPlhSZ3erkN/W+AD40qa6KN/faz0YDe78p7yV/kTPJN/J4ns52ecvL+wAdaTbVxVTan2mBqw9zcT6bDGrZ9q5ame5drZdnUWfcMNuzZtavWY/Tj5RhBMUbs0aWL0tpoQMqvTSQ6Yj/D6FD1gsqmVYumavwZxpOynl27aAIozNbJh1L5rAqa+IfnmdHyHL7Iy5IQ03NGMpZKLAf8OkE6H7sn3gmZkRdlv+TCCwzJiOBrowGhgS8jIbMFHxiPxPpX19ZERfC08eUZtO1bt9IsA7QTM2O1C6qot6lfHqTzEZ78ZUb2fVPIwNa1U8dkmQ35TX4bj0mSX5UuUUyzOpCAq51Tn+iiyZlwmy+cP7fOrsyo8AyTlzJkI6seKx0/1Qbyd2jTOiFz5t+2myzvaVNocovS4NaQrUmdPt6509x15zjdGLNMIqXeujVrNEMaPglvv/WWFVkzP7NurQrI3qKqLCNmz5yhdEproQEpI90baeVYtvCiuMRywrT1rTdDeVIGX6xuq57v7WmaSEM/sWypPs+UFjpB9mpDBw3UJcA5grfcNMw8L2twv04GugT674Rls58+kNmZo2/la6EBfTqOts+tVF7TB7IE4Sh1syyLlScYpE3QbZQ9I8lpWaKxEugjPFcuX5Ysz0CXQMrIz4Lbsr+nwVflzddfl7JwefltjshZspPegyXSqBG3mg3Sdn65jRakLbDgxsrY39Pg7wJdlLzI9uDCB/Tkiz0Ne+xb5fs8t2FDgjYTeinbKu86dbJ3KprzhL+re3a27mm4k0lPVJs114AuKa4Bz2XZNSARjWboYA2g4AocJKS5Buz+OFESDiRbDboG/PhDVlwDFiVdA8aIAv3ieO/BUfyRRLVXifI6ugZ8fygtUe2xcg34zOYa4Hi8zjH80boGbFXXAC9RbdI14PDhRGk4rFn19LF1DfCVhg0f9zRcAroAx5/+PQ0p0Zl5XODXX7zoIf49DSPi7o/dOj7AqZWfEp17Gte7C+4apnBPI0rj39Ps37c/URoNwZTorkfzROm5oMqRexp8P4igEgV79nyXTInOPQ0RYnZ+tCNRGg2TJ96VVJq7J9yZeBoNu3btVAXlnsZPie56JUCEHj8lOvc0T6xYliiJhi2BlOizZ840e/e6pUIhJNgxS4keWwTEFgFBiC0CIiBWmlhpghArTQTEShMrTRBipYmAWGlipQlCrDQRECtNrDRBiJUmAmxKQ9xeFyBqSarSuCaqxXAyNVEtSkNqdlfAMDRVabZ98H6iJBz48JMmHklUO33aVLPnO7fjdSA1US1Ks3+/28mbLVHtjz9EB/bGcDI1US1Ks/3DbYnScGAACiqNa8D2HTu2pykNiWpJ8usCX0m9VKVxTVSLbJtefSVNabj+4DQuEmSsPaaJaplVUo+cMXxzzeRL9uFrO7YXQb0jZww4nUA+6PKlS9WuCKUZNnig8+wGbNm8KXnk3KVDe7Nrp5vCkcl52pQpyXsaLJ6/P+QWDR94cNEDSaXh0tE1ov1qmYGP3NPUMc+sXaujYxSQlYGI/Rw5c09DR979sbsLxdRJE5NKc8/dExJPo4GQWFhUM7Bw5Ix7guusunfvPtOvTy9VGu5pMKZ1BUJzQYvScOQ8b/Zsc8DxfojZ+w85csb8gciPO7Zv1yXUD4qHLfiD+emnHzV1dvs2rUzOE/9uqkvjcmFJR/JobXSHtZzLUzoDhpaYaQy4oY/e4B4+/L3UyZzW57v+2Wd0BERp2rduqXZGzF5h8sL34107dcTF2JJRlKXap598quVhfPWdfvzBzJ0zU+T1lObmm4bqci+MLzTQPv7YI+b8ypXMCX/5sw4Uyx5/XGa476ROZnyFTpCsDHNmzdCOe27FM9WFAquJzOk8hOf333+vHd9XGqwZuHikzEbjofe7b7+91YyUmRQTJQwuZ06fqpkkXPrEx6LUPbt3VaWpXKm8efihxcqTtrDTee2EbM9tWK8RObnwvvj88zR9Pf3Tk9lG78lDGhCW+wz6GGxmu9KwLJowbqya0VQqX04vl0iDsUE65rPPrNXb7CA+s26NeeH5jebhJQ/KyFnb5M1xoo7ehGnduOFZpbXRgZQ/9eQTZsTwYaaqLAexA2vTsrkufVjerX9mnZUOpAy+mExgOp7nlBNN3TpXqJMUputh8j63cb1+QELEVixXWq2jMRV57NFHtE5mtKC+k8yiw4YMVHusIgXyygzbTpce8LXRgNDAd+zokaZShXKq5JfKCDp29O16GQdPG1+e0Yb40gy6sZ9aKHNLTqaFe+fN1fdh4AjS+YgLxNo1q9TUp1hhL2h6L+nI3Jo/L2U2GpD2hTf7KEybaCeWsoQBfuShJU59ApmJ2o8ZTYVypcztI29Ntp+NDqSMPDbMjE0aNVDTqnMrlpfvc70u42lDfj9IxzPkod8w82MGRlhaNaN5NxvNaN54/XW9kUdIrHAxRWjSsL5qa1vpzG1aNMuIIhR7iaZSD98URl5mjDq1aqgJA7RWOkHKWzZrrMZ4LM0wEkXhSO3QukVT065VJjwFKYMvigItfCtVOMM0rHeV6diudai8HWRGRF7WvZiso6wsAbCdo06mtILIzIyGSQnyFi2UX2flFk0aKl8bDdhOaOBbu+ZlaryIFW/5MqV0hiW2MjxtfHlGGyIv9nm0LTJfKAMFRrG8T1gbY4RKW/ItCSKOxTBLF+J0d5QyGw1I+8Kb9mR/q64BwhsZXPsE/k2VZS9TpEBupcc50W8/K50gZfjA4FZAx/ddA/zvQxvy+xlo5Rny8K446vFNUZrG19Qzb8mM7ApZVhrfNYCA03RCfE1YUzLKEFCaES4DJkZq6tEwWNGWlBfl41YsV8ajtdEJUs5fRhMaB7N1eDIle+VhtB5fX9ngi0UstDwPkxfr4jNF3tLyMRgcQD4M71ChbMi7CvrvhMzqGiDIByIfivKFPkDj0Xl8aZeSRQupvMjN/6FVnja+0AkiGzJCg7zw1HZKlGegSyA8+VvmtGIJE/2C+js88+TNhI7fFIQHvFLbibbzy220PE/2iRLSJ2RZCK1bn/DK+K6nS3+ijVO/j76PjZ5niefwoX2Zzeupa0A2+tNgDYtlMzPNadIBGU1ZLuFNyRTdpVP7DIiRZK/rupq2rZrpCUmR/LgGlNRNbveumLt3stKBlBMJ/6pal8vHOV06RBFdpjH7cKjQ7dqOVjqQMvgykvBhcUlgZGopozZr4TB5e3S9VkclMqjRIcqU9EzPiUxPeWa0oL5Tl06mdq3qKi8zTbWLquiIDt8uQm+jgwa+9eUj0oHx/6CD8P9OMkPB08aXZ7QhCZ04BDhT2haZq8ksyeyGvJjDB+l87NHtWtNF2rLGpVW1I+HrxB6QJaWWWWhA2hfeLZo00lkKnuzhal12ibadS5+gPc+XGZFvU7p4UXXU89vPRgdSxtKzkaw2WA76rgFk12N2ow35/SCd/93oN/Vk9YEFOjMNs+LWt7LRNWCXugbcoXsaTOZv7NdXNqqP6bHuSy8+ry63QcQFdcvmV83ypY+pz3ueU04wFyRSD776yktKa6MDKWcdOvq2EbJUqqKdl87HPor9wcsvvmClAymD7+yZ081Fwg/XALz0Fi98QIMyhMm76ZWX9Sz/BtnHMCLiqTqofz/dW7z4/POZ0oLITDAPsnyVFnmZkem0q59+Svm+IPQ2upeFBr4cPmAmj1U2XpsEuXhG1uTwtPHlGW34xIql5qahg3QpiLJ169xR35X3CWtjjm6ff26D7tmKi4KfWiCf6durh260KbPRgLQvvLGsRrloJ04Zh8nynbZz6RMc/TIA0ieYYcaNHZ1sPxsdSBn7ntkzpmmaDN3TVKpgBg64Qe+4aEN+P0jHM+Sh35ANDXf9Y7KnCZ6ekX8TRSKoA3kbM0MslTkp6dC2tU6JjAr4xJA3M4yW8gP792s0/CM5N/uaD95/X4MyhNN6fNkY+jk3We/icMTv2mh8pPyTf+w2d08Ynzw9w+L5y8+/sNZPRe+dfjHz581OHjnfMnyY3qOE8fXpli19XE/Pjv+Ll3PzieXL1braRuMj7/rZp5+YeXNm6ezP6Rl5Y4ij4JcHaXyEJydODIb+6RmdFzP7cHm9v++9965GvuH0jP0Mg9Sn0k/CeIJ8G5IG+zk3OT0jGInfDjYakDJkQxF6peTcnDppkgZ+CaMFyfxAdCNOz/7r7mnWZ+me5vF/yz3NtR3amZ3O9zR7zLQpk4/c08ycYQ4ddL+nWRS4p/nB4YISWL0q/Z5mnes9zf59/zn3NI4m+pjyH/U9zeuvpd/TzJptDhw4kCgNBwKO/B93DfjRakbjCv8nzGgcFO5fMaOxWQT86mgR8EeY0WARcLRmNFgExLZnERDbnkVDbHsWK00axEoTDbHSxEqTBrHSREOsNLHSpEGsNNEQK02sNGkQK000xEqTjUqDgqQeOU+fMtm5gfioHDnTeTlyfvaZdYmScPj9t9/0AjU1Gs0/drtlaAa4oEs9cv5ox/ZESTgQUWXq5EnJI+dZM6abAwfcTM+B1Gg0t48cYb53DC9EbGT/yJloNGtXrza/OQT23rtvr/L0j5zHjLrN2Q0CmHLP3UmlmSgK5Arcv905drQOLBqNRgYLV7+j7777LhmNhiPnlU8sT5REw2uvbUmLRkPM632OPktPrXxCFO0YHTmnKg2aOnPaVO1cLkCIIUxI/LhnGzesT5REw4rly5L3NJjxcInlCjSuH/cMcxE+sgvsl5lh+tSpSaWZM3uWOeww4vuw+MGFSaUhKPhPP0enywCwwk29pyHCvQscPHTQLF70QDLuGekvuKB1hWmT70kqzaSJdyWeRgOx1bB8R2m4WCWM1IH9bvclOOalxj17+qmViZJoeOvNN5QWWzKUZv6cOebQ9273aFhn+EqT7XHPuP2fMM4zoyHqJJEYV67AdOEVRaZMG25+dZOaoDRqUFdN9FnacYNL5MhwulfN8xs2aFwt7JswmcAWjRtdzCnCaCmDfv6c2eai8yqb3CefqGY8jyxZHMrXp3t65UpzY78b1AWC6JHMcMQg8+sE6Xzc9Ir32yNvvSUZYbN71y7mmXVr9XdtNKDPd+JdE9QaPIcoeY1qF8ty+G6NHEm5ja//nHQkWAFgm4dJS49uXcyjDy3JlM5HeL7y0kvmxhv6qu0ZSoNJDcvaKHlBzPGv73GdRvXEBQM/Hi4Po/lu0qUnVse4Bpwl9BPuHKc8w+goQ7YFc+eY1s2bqPHleaKwREMll48ns51ef/ellzWuG5Ye+HZhAZ2tETYJ60l6DUYyLEvpyE2vaWCI3duuZQvTtkVzK3Zo3do0bdhAzTvoRGVPK2Hq1LxczbyhtdGAagbetIkaS9I4WPDiL9Kofl3TpnmzUJ6UESu4vuwLiB1dOF8etSFrWPdqfZ4ZLc/h27ThNerc5LsG4NvSvNE1yTpBOh+1LQSRGXmJ5Xxh5XNNiyaNla+NBoQGvrUvr6HW1YXzea4BtS+vLm3QWHna+OpzoW0m8lZPcQ1gYMM1wC8P0vkIT/5eIvsCL3h6Po0DTfsSHzpY30d9T/ltBiJs+4gfzXe9rOqFzn2C1Cv0JQw2kfnKGtVVnjB5KUO2ulfW1L0bbYyFM32xWaOGiffJ/Nvy98qa1fWb5j75eO2X2RrL+eUXX1THLFwDyBpQSD5sMip77pz6zIZ+9Hg+CKbcWNLiL0L0d57baEDK9a/UTWYNKJDXo8mVI5QnZV4U+VymeCEvawDGiNCqPJnQenTe+/Ax6UiMwEXk3wVT6gTpfNS2EGRwUNcAaPOLzAl5bDSgJ5cXqR+akqdKOwlv3l3Lhd7GV5+rvDn0Xb2OX0Bl55lfHqTz0XvXHKZIAS9bQQmVN48+i5LXk0lohZdaSAtvZEgtD9L56PcJnN60TyCzvHtUn/B+1/ubnjXA+6Zen7HT+/LSNpo14MTj9bAlW7MGbN68Wd2NSeDDTMOI1LhBPdOqWZNIpB6W0QjL3gQDTFu9IGJ6ribvsuFjVFEnNBndbHVtyF6IvQV8WVKSo8RWL4gES1eTdxnF8MDElZdRyVbXhmyKkZePynKUUdVWL4g4SOEawIfFj0ad0KQNbHVTERN3eNK2jKLwZKax1Q0ilsaXXFQlmZ/GzzhgqxtEnNA4FFLXgFJe3iHazlY3iNTj1AzFgZ79mK1eEJENY1ZmKc81IDHDOX4f+MAPd+drRH5cXlwhy0qDu/P4O8bqxpg1Iet21sP403u4KxPcqWtKXpacIKRuW3j/ffo8im7b+++r3zknYCw9el7XVdf47K+iaEH2PxxJMhXjS8Pewi8Lo8OM/7ZbblYfHPyHMLrEc/VInSCdjx793XeNV09GlHVAvz7qs+FCt2DeXHOebIpP+ttfVIHuWzDffPDe+8nyzOhe27LZTJS1OsrNHgxr8PXPrkuWZ6Tzcad+1xE3D5MRnz1NPjNcluBEmYmiA3E/JnMa2eI4HJpw51g1kvXL7bQgbbzJXNuxrcl9ygmyjzvDzJk9U59H0SEbRrz4/DBIXHjeuWbs7aPM66+9puWZ0+80uz7aqdbg7L84CGBPla17GmvOzYP/N3NuYi7/n5Bz8/ljlnNzakJpspZz8+tvvtYjagZS7oiyknPzx38p5+a7lpybbndLz8rAecxybgYvN1Eg1+NfOmtqdmfXuGd8gNS4Z4xqzDKugHL6l5tkDdjmeOFH7C4inPiXmzOmTdWwTq6QGveM7M6uZuu2uGf4gEQBrhepcc/wceHi0RWC2Z258HQBogylZncm7pmru8jXUi81u7Nr3DNk4/4tNbszcc+493GBYxr3LLYIiC0CghBbBERArDSx0gQhVpoIiJUmVpogxEoTAbHSxEoThFhpIiBWmlhpghArTQTEShMrTRBipYmAWGlipQlCrDQRQC4aFAUDRJjOmTlDTehd4MCB/aZrSkp04la5AhbS/uUmBqNffemW/wTAhDw1Jfqnn/wjURIO3x86ZGbOmG7OP/dsvbibP3eO+fmn6CzLPjy0ZHHycpMg5r9Jx3QB/Iy43DzuT39SM5iN691cKIiM/9CSB1NSoo82n8tA5Qozpk5OKg35/F2B9PR3jx+nAwuuAYSRIjK/C5CtYMAN1yddA1avejpREg1cWkPrX27eO2+e+dHhPgvgjhATKZQm210DcP4iQCAzDcECJ04YryYYBO6LQlJna7DAE71ggVzi2eoFEaVMDRZIVE9ucLmxt9UPIn47GixQ+BIskPQTtnpB5F1JJeIHC+Si84vPv7DWteE8GXH9mYZggcwEtnpBxOHOT7XBQLFi2TKzf+8+a91UxK8lGCyQjmWrG0RSUNx159ik0mDBQIe21Q0i0SmDwQJZkdjqBvEfUi8YLNBWL4jIxqALLTONHyzws88+s9ZPRUKCPf7ow8cuWCA/ftvNw7UjlT29uCFSPcH7SA8RhtwYk3oCuyisU/FR6dalkz631feRcpYZHUXZ8DEpVfxUWabVUD8elgQ2mlSEHqts+MGX0QXTCxe+w4cOVoPCM0qX1BmjeeOGasJjq5+K0IJtWjXTAN3YctW76krtxGF8fTriDp9Z9nSTL+fJ2s5dO3XUNrDR+Ajd8GGD1Y6Kd2VwIQY0aS9s9VMR2jG33ybvWk+NNckc0PiaumprFyavj4SDJdwv7XTWmWVMq+aNte2iaFVmqVezejVTMG9Ope/csa0+D6OlDNmu73md0mJ4SWBzQtTefNOQSL70GyxTyksb5zrpOE31gcuLK2RZaTDO7NOrh3yYstIJPXPyUwUJas6/w5B6xApWM/DC+dWyNYrWLy9aIK/S8FH5y+itdcL4Jsrgg6Vxkm+wngX9OrgjQAtf/h2sZ0NoQZTF58u/o/gm6ZBX+HkR/IWvvLutfir6v41xKO+YgWdUGwuqvAm+2sYpZVb021dQ2wmFE3lpb/95Wv1MUOUVnt4s58kcRptarm4b8BXMCl/te4IYDzOgZatrAMG78QgkWHUBURp8PcJ8H1KReuoTk/ATwf/BVs+Gvl8LnYGXdeUJIqN2XuELf3d5ZVAQ5VSlEeTfPLPVtSH1kVdlls7sSsu70glwvfDaKbe1XhD5fb+dtPMqT/d2ojN5nRd581jr2BAe1IenN6Dldn5X6qEo8IXe9V1B38fKV9asfB/40D4EQL+6di21XneFLCsNptecXmEGXkI+KutC/BFaNWusiYdYwgSRdA9+8h9M1mlg3JbZsOKuCq2NDqQcHwn2JKRxwD8FC15Gh+YyreJqYKMDKYMvyzlcCmhUXGpJs0Ck+DB5SWjkJSuqnPTcxMeE9A4tqJMJLei9UxNd3yMvnRhvU1J+wNdGA7YUGvjWukyWHCWL6oclvQiHGCwT4WnjyzP8YZCX5Wc5aVtkPv+cs3RPxPtQHqTzkSUdbcnBjnb8QgXUZZplSxsts9PRvvCmPbEEh2fZksUN1u8cYMAzs3by+0Sjeler6wXfplSxU9X9w28/Gx1IGcmgatesrkt22hifp6oivyb7kjbk94N0PPPkuUZPGMlzhNLggp+tSZ3Ir0nkEU6TSJ5DigU2nxzhcVy49LFHMuCyxx81+IzPnztLs1fly3mSrtXJ07hyxTKltdGBlJNWY/CA/vJhzpHOW0xffvq0KbqZwyrWRgdSBt9xd4zWY+O8OU4ytUWBCCBBSsIweZ98YrmelnHax+kMM2vPbl31SHfZY49mSgsiM1a0nOz46QPbymaTSDHwXSr0NjqCh8CXfRN7Az4oG9xbhw8zSxYtVJ42vjyjDRfMn2P69O6hgwqb47aioKRO5H2Wh7QxQccfk7Yk7wsKjncrAUjYlFNmowFpX3jjRsAJFO3EYQDxAmg7lz5BekM6Ot8G126CpvjtZ6MDKXvk4SUaN4K9FK7OODeyArpXvg9tyO8H6XiGPPQb9n/Q0MYMGu+883aih0dDlpWGEyVMyDk9IxkPPhscDhBVhFOuffv2WnCfOXjwgHn//XcNSXwQ9LJqF5ml8hIcQ0Nrp9ur5V99+YV01vnqE8OM0e/6Xjqd7t27RyPl2+hAyuDLfRCjPnwZ3TZvekWfh8mLGf+2Dz4wd4wZrXlM6Ax3jb9TTwopz5zWk5n0IDNnTFUnNEZRDkF2S9vBF3obHe0AX46qq5x7ljnhr3/WZFbcUZHiA542vvpcaLdv36bHxtyV4KFKB8QZTOUNbeMDZs+ePbqBZqZhT0XIKXyWDkqZjQakfeH92mubRbGHqqMeMx2K+uG2bcoz83byvg31SOLEhvzcs87U42q//ex0Iq+Ukfoc3xsUnWsIVgSkRdmxY4e+j72NPXnJBkGkIO4Zj0miWi4y41QbbnDsU238B6VE/8NSbbimRP8DU238Nzqhud6S/19wQtux/f+wE9qmV2MntMwgNqOJzWiCENueRUCsNLHSBCFWmgiIlSZWmiDEShMBsdLEShOEWGkiIFaaWGmC8F+tNP/K6dm6tWsSJeHw809eCus6tbxUG1k9PSNQuq80/w2nZ6SKTyrNVbU1qPf/l9OzFcuXJkrCAdkI5ni0p2crVyw/dkrDrMLsgtLAdPaMGWbfXrcRdP+/yZ+G6I+uIxnwZsCfhtz1LnDI96ep7PnTzFN/Grd0GQC+LeWS/jSjNCOxCzzzzDpzIf40f/4X/WnGjj5G/jSfH7U/Dakx0v1pnkqURIPdn8btLmytrHKOmT/N7o8/Vh+TC6UjYQozasStmr4AS4EwZIZiZMC+SsPSXnSBWfTA/frcVt9Hyrdv22ZmTp+mF5RYBPTq3s08/9xGlcVGk4rQ459CRHz4Yi+1XjqlC9/XNm/2wtJWPFNvu8eMGmneeuNNa/109H6bC0LfImBAv77ykd924kskT9rWC0tbXWaPBebDD7ZZ66cil31pYWmFJyFjbXVTEZ6EbL3t5ps0+DlKc/NNQ/USOEpecOPG9WZoWljaO8xrW7ZY66aitrHUI7QsIYMJSzt3ziwnnsjGEutIWNpzZIk4yrz5xhuR9Lt3fSxLyDlqL4dFAFYi772bjWFp3xeNxGYM+yaMGPHZ6NOzh7lp8CAzbBA40Io3Dx1q+vbqaS4+v7Jap1YoW1qEbWGGDxmcoLXTUT6oXz9NcUHOFYJdM5r16tZVPtSNUidzWspuHjpErQCwHSuYJ5fOkD26dtHnmdMOUr7IW/fKWmpcirJyO48Jj18nI52HNw323glDU+TFEveKGpeZAX37JPhmRufxbd28mXaEArlO0Y5I/pSB/W6QOvC08R2ktDf07qUGkBXLlTZlShY3V1S/1HTv0jlZnpHOQ3jSlvVkJsf2rFihfGp9MeTGAVIWLi+/TXuSDoR2wn6socyOfXv2TJbbaEH6BDKTwgRLaXL5YIwZ1ScoQ7bO7dvobIGhKCuQBtIX+13fW+kz5ztI3nWgGnXiI5VbBlKMOZm1XCHLSvPqyy9ryjZGMl6UDuGbopPOghQaNixZpJD+ZfrH9Fw/Dv8v7JmEp9ZNRcr5W7QAfLxUG/jkFIOvPA/jSRl8Nc2G8jnC138epAH9+vzbfz9fZv1/ok4qTSrCR9tDUOVNeT+/HWyo9RN8MXenrTxaeOZTnja++lzqIRu+N7SP/l/azPu//zvpdD4qT9pF6lBP6ybaqUThcHn5beWDfErn8/X+b5PXx2RbJHh6df1vlTmdX6Y+Vgm+vDM2czz32tBOrzz0Xb1vidKQopEZyhWyrDSviNKoE9qZZZUpo5ofDD0KqYd5P0IzOmAIaasXRKZ8lkjMbPiYsPFjxrDVtSFrbfjBlxmDadlWL4gcdOBKwGwB8s5Vq1S21rUhVrTIy0fFsxBbPVu9ILKJP724N0NhwYuxKG1gq5uKyAtP3hVzeXi6vivIu/rOYMzquELY6gWRpTr94LSiRZQ3Ayqy2OoGkXpnljlNO/FpxQqrm4CtXgYU2TigYYahjfGQJWGX6/eBD3QcDtW/OpuVBqvU0SNv047IB+rfp7ceB7N2DsVnn1H7sQYydWMGfqE0FincNjxrqZuKUr5m1dPm9ttG6L6ETsTGbfGihWa9/KaVJhWlDkalKBl8r5El1gP33avPrfV9FL6Y8Pfrc726D/NBbux/g3li2TJ7fQtyYIG8dP6u13bUwwwXvnfeMcacLev7nCccZy67+CJN10gbWOunIMe1mLyrskunv+7aTrJvvM9aNw2FJ/s8VhAoTLHC+cz1PbtrSpJIeQUfXPiA6dmtiyb6QkkxqGUfaaubhvLbS6Vey2aNTL5cJ6k7BO7IkX1CENlmzZimqVMYCEkfOKh/f3WBiKJf/8wz5o7Rt6vicBCAjw37TVfIstIQjWZqItUGo9/cWTPVfNwFDh06aLrJh+QUi1QbL774QqIkGjiGTUajkU3qN19Hn8f7sHXrW6ZmMtVGR+cTpR8OHzazZs7QjkCqDfLG/OqQZdkHfD78aDR3jLnduN0qGR0M/FQbnJ49t2FjoiQcCBrxyEOLNdUGp2d3jh1jvnRMKwKQdNg/PcO83xVI58EBRJWzK+l+E7N77tZcgIAeN/br452enVvRrF3jdncHsHmH1j89u2/+fPPzz27Rgp5Zuybt9CxbU21w5HysU6L/9uuvOiL9R6REd8xaDKSmRB91260aQcUFbCnRf/0l+qIR/yIyK+MawBKPFcGxTIl+XqVESvQF88wex/uS1JTo551TwWQpJfqWzRlTojteIB/TlOgc58UWAW4QWwREQ2xGEwGx0sRKE4RYaSIgVppYaYIQK00ExEoTK00QYqWJgFhpYqUJQqw0ERArTaw0QYiVJgJipYmVJgj/L5QGBUm9p+FC7FsHQYHvvvvWdOnUQQT9m142bljvZvIO8JJ+CCfieXHJ6gqc53NPA1+C4H28y80XB5cHFMW/p5kza6b5/vvDidJoeHDRwqTSEMKJy0cXYDBJDeH0zNq18qUThSGAvw6388SH80M4/WP3x4nSaCCIoq8090y8K/E0GnC1CIZw2r9vf6I0HPZJPcIw+a4BBFN0BeIvp4Vwmj3bHDx0KFEaDqueelIUzbunyXbXgH+f0lyiJg2ukKo0wwYPMp/+C0rjeuFH7K5pQaU55B737MFA3DNXXw+b0rhMqgTZyxj3zF1psPRIKk1W4p5ZlcZtVmX2/bcqzUG3uGfHVGk+/OADM3rkCF2yYBCIWcrM6dPMw0seDMeHFqutEEusfLlONucJPTlbeG6t76OUL7r/Pk2tgc8EMY6JMcwHxuHKSpOKQk8aCfxT4Etc50kTJzjxnTNrhheWVt4Tg8TuXa/VpYe1firy24J9r++pRqbYnrVp2Vz9ZEL5JuhuGjpI7bByn3SCLiFwJ1gobWCl8VHo5s6e6YWl5duULWXatmpuJt9zt71+KgrtQ4sXaYoPlAbjSfxUMIcJlTeBOKyR94d2wgiXFBgMMJG0Uk4bE4M6f+6Thb6UWnsoXRitlCEbjn3QljmtmMZ0JiwtIZKj+BLmeOjggebsCuVMzhP/nv22Z1s2bTI33tBHHYYK58+tAlc8o7Sm3ghDBKSeWhvLRylZtJBat/LcVt9HyulAzDDQYIWL4tApbPWDCD15SDQQufDFepiP48IXefERgSe8cShzfVeQfCvqGiAdEZl5jzC+Ph3tAj+Vt1gRtbeD1kbjI3Qq7+nFlRYkKDjvaqufir5M0KpLgrwv/04tC0N48H4+X9oMWaJofZlLCW2wT4TR+mXULVXi1JTv48YXxCaQd8198gkawJ9sea6QZaVRf5revdT8O3/uUxTz5jjR5D7l+FDMk+MErUd6AzoSvg/5ZeTnua2+j345DlnqG1K4gCmUL7fJc0o0TxB6ZhjcAuDLUilvzhOd+IIFc+cw6s8iHxX/IVvdICZp8+ZQeeFbKF/O5HMbDZjnFK+8gLQpHxRFZ5ZCflv9VNTfFnralFQk2k55czl/G/4io+cakJA3IU+wfhDhUTBvTm2jogXziwynONFSDi0pPjStiNDz7vouIbRaLr8PLZkVeFfSdRTI48YXL1FkhC/9qIG6Brye6OHRkGWleWfrVnPLsKEGHw9SFZAFgGmRlH5hOLB/X9Pzui66xFLPTZnKWzVvos/JTGajASln3YoXZKUzPN8WTmiwlsbC1UaTitCzZoUffPH96Nq5g8fXUt9Hynt176rvR+oKzM/r1rlSs6rZ6qcitCDR8JEXhWWfgR+SC1+WC8xSBXPnlMHpDHXRvuH6Xtb6Pqq8PbrJqFlH35XRngMB3lXrhPCFdoC0Je+K0tB561xRQ/3vo+QFu13bUS2ry55WQmb1UroP63VdV6d3ReZLqp6vnZ+ZAi9KnofRUoZsfNdLZF/C6oWUJJw0kk4wii8rJfiw3yTwetNGDczbW99K9PBoyLLSsLGcOP5ONZVng4x1K+vBPXu+i0RyM7ZNyRpAhBlbvSB+8dln5j7ZD+AyTOelA72+ZYseLNjqB3H100+p6bifNYCjSlu9IHI0jUm/nzVgwp3jzEfbd1jr2nDGtCnSEbwYAayhd+3aZa0XxCWy5iZrwIl//R/dAz7y0BKN+GOrm4ocLwezBhCXwVY3iETh5+DAPwjAKptIMba6QdyyZVN61gDZb2774H1r3SB+IPU0a8DJXtYALMNt9YKIbMQCx52b5WvV888zd48fb7Z/+KG1fipivc4pI+4tHASw98vWGAF+dudUfxrX0EQH/63+NG4hgoCtb71lal52xJ+G+yIXsPrT/OLuT/Nw0J/G7VrpX/Cn+THgTzPaZM2fZkpSaf4If5rzZaDIij8Ng3BGfxq3aEFBf5pjfLl5j/Odyeeff5Z2uemaNeCnH39MyxrA5SZ5YlwhNWsAl5uMgi7ABV3a5ea0qWbPd3sSpdGQGveMy01SYbiALWsAGYmj4Jtvvk6Le8bl5vYPtyVKw4GL4uDlpmvIqR07tqddbhL3jJhxLvCV1Eu93HTNGoBs+EmlXm4S94wZMxJk8IqzBkRAbBEQDbFFQKw0aRArTTTEShMrTRrEShMNsdLESpMGsdJEQ6w0sdKkQaw00RArTaw0aRArTTTESnOMleZYHDkHleYPOXIWpcnKkXNQaVyPnFf+C0fOQaX5I46cUZqjPXJetvToj5xRGtcj5xXH8sj53xkskBnAFUhh7V9u3sLlpsOI4gMmEkcXLPAHTYP+bwkWOHZ04mk0rH/22fTLzY2Ol5s/B4IF3kGwwC8SpdEwc/pRBguUGY7LTdwnuNxcopebbm4QpIk/2stNa7DAX/4DgwWSkoFUG3SiC9SMZox59523Ned+FL73XsCM5rFHrfWC+MXnn8sIOj/NjOaN115Tkwhb/SCuXvV0mhnNpldfttYL4rb33zd3jBmdNKO5S977ox0fWevacIZ0Qt+MhlCtBNWz1Qsipuu+Gc1VV2BG85D54rPPrXVTkVkF0x1Ge2JfY0azZfOr1rpBxCSJ2cJXGhJCMXPZ6gYRf6Vbhw9TMxrSfKBwuJDY6gZxm9RLNaNZtPB+a70gIhtJwaD1zWgmTpggS8Xt1vqpSCDDxYse0JUSStOmZTPpw9loRvO6dFZ8WzAkxFDuSunIZDfDUA5jxkyxezf10cBeDeM8RgcM5XgeSivlGITiN+Gn2iA1Q8e2bRK0FppUlDotmzVWQ0L4wp+RJZJWynFYq12zunZ8DCBZHjJTWeunofdO9epckTTYxDmLWTacr5RJeeNr6smyroRaVRNDusk19TWdhZ3Gx26asAqetG3Z04rpqN+hbatkeUaaBApPcv4wQ2GwidUwiaEwuoyUV/52bNtal4Reqo3TZUVQS50NQ3mC8tv48FS9oLIpUiC30jeqf3WCZzhfZMPgl9QtnsHmaRqBFf+ncJkFpbxR/brKj9UHhrVvvflmoodHQ5aV5qUXXxTG3TTYNWbzdESshwvlAXPqh7Zh4bxePd9En7+ptDYakHL+UhcTfWgxffefh/GkrLDUg9Y30cfUHlqeZ0bLc18uZglkhZ5/p9ZJpUlFry1ymVPze24QKrP8m2fwtdGASiflRfLlUdcANZdPtJNXbufrPffeR9spRV6fhvIgnY/eu+bUdvVdA3Dh8MuC9X30eYLwgme6vF55kM5H7xvkkplNvmtCWVXmxHMbDeiXUe/UREoP+BbJL/0p8TxI46MvD3x4x1yy+qgrA022ugagkUz7bDQR9nzZJNepWcNcc/VVpsFVdUyDOrWt2KheXa3HbIGwpUsUkxnjQtOw7tUerYUGpLzulVdoCgUi8ONjQkR90g/Wl01yGE/K4Hv5JRcLbXFpqLwyEpbSZEc8z5RWnsMXedncwpPRjL0Nnp9+nQx0Cbzmau+dLpYlg+8Tw9Ll6itqeXwtNCA08GUmxeOTD8tBQjVZe+PqrTxtfOUZtMjLstlrpyKaEKqWzAB+eQa6BMKzwVW1lRZl9b5rJW3fhnXD5eW3a112iUbgZ1ZFbpbttS936xNXyexNVgYUFgdBMkNE9QnKkK36xReZijJ4+9+Hvsjv6fvUyfzb8q5+Miic0JjZt76VjTPNzh07dB9Dw5CvpW/vnmbJokW6sVq3BlxtxWfXrdO1Og4/pLw4Xz7QnXeMVf93j9ZOR/lTTzxhRgy/SWMS0CEw5SalHnkTw3hS9uy6tXpwQYfIc8pJehrFhp7nmdOuUb4PL1msKScqiqIzs5J247FHH0nWyUjnof9O7GOQl0Gic4f2Zvnjjyf4Zkbn8SUNHmlMSLXBXoy0EE+uWCF14GnjC90a86jsfQYPHCDKfY4s0UprsPd75V398ox0HsJz7apVpo+8K0pD8iyWa7hUUGajAb3fXKP7TZatZJvjpHFQ/37mkSVLkuU2WpC2YL/WvElDkzfnSep1yV7Kbz8bDUgZsrF3atroGl1mnSt7zv58n0ceVvrM+a7RgPIEh0fRcXcmK1q27mm4kznqrAGyeTuarAG///ab5js56qwBm17VwBrwzVLWANkwBrMGHDzgFrgBWCibWv/I+faRI8zhw26RbGxZA35zOLXbt2+v5qPxA2uMGXVsswZwLM/eDUvrPbLhdoHvpJ6fNYDAGlnJGvD6a1syZA1wPdY/plkDgkpDwiRX3xZSdqM0bL6yFI3mn/80y5c+nhKNZqDzhSqwZfOmZDQalMa1I3HSMk0GBV9pOH4+dPDoo9H84BiNhtO+1Gg062Tk5EIuCvbv32eJRrMrURoNUydNTCpNlqLR/GN3hmg0RPJxgb1SLzUazZMrVyRKooHEvKnRaObOmm0OOA5qXGHEqTZCILYIiIbYIiBWmjSIlSYaYqWJlSYNYqWJhlhpYqVJg1hpoiFWmlhp0iBWmmiIlSZWmjSIlSYaYqXJRqVBQYJHzq5m4BjZpd7TEKrIBf4pH5Qj56uuOHLkjPK6ArG/Uu9pdn60I1ESDrgBZDxydotKD2B86CuN3tOI8rtA6pEz9zRcyP3+2++J0sxh3/59Ge5pXDMkAKlHzhPvcj9y3r37Y73wZmDx72n27nE7ct4j9Tg2RmmyeuT8eoYj51lmv6PF/R965IwCcdHISBWGzAqkZGCk92caOgfPbfV9pPzw999rwDzMRFAaDEYJCodPhY0mFaF/8YXnkzMNxoWYlLvwJUDfPfKu/kyDAn3z9TfW+qkI7T//+bu5V0Z9X2lG3DJcL/xC+QoN5U+sWJ420zy1cqVmK7DSpOCXX35h7p0/NznTjJTZjVnVVjcV4cnIjXm/rzTjx43VGGKh8iZwm8xmKKg/0xCEHMt0W91U5Lc/l3oETPdnmqWPP6rPaT8bDUgZsuEnBa0/08yYOlX9c6Jk5qKYQfiYzTSea8A4NUshUju389xgE0AaozduaYPIJRTuA2tWP6UWu9j7XCSzFGk63t76ptLa6EDKX5HG4fIMeyHMUjp3bKfTKybpb75p5wlSBt/77p2ntmvwbdSgrln62CPyfGuovPjgYKaDgmIbRezqYUMGqRUDlt6Z0YLIjC3T6FEjEjZveUzP7l3Ncxs3KF/obXRvCQ18icJ/zllnmpOP+6vazWGVwBITnja+PKMN161dLcvA4boCwMav13Vd9F15nzfD2vjtrdqWg2/sZ4oXzq92YIRv3bz5VfOOlNloQNoX3lhrsEzCrIqww7fePEwdDF36BKYtbVo11xjLBHmfePf4ZPvZ6EDKWD3cL4NS6xZN1V2kytkVzU1DBptn1q3VNuT3g3TaDiIP7zpp4l2auULdRYQ/gQddIctKQwhanMD8WM5XXVlTU1AMGnCDNjQxdjNiH11S9eh2bTKWM6b6mOyzP4HWTne9lmPf1rh+XU13cXqxwuayiy9U0/P+fYk1nDktZfBlJKko/OB7fuWz1eQfZQ+Td8jA/iovrgEoKvZNWCT0vK6rlmdO68mMsuHOgBEjBpuM/oyK8IXeRgcNfLHFwjWgQO4cqqz8nzjQGofYwpdntCHy1rvqSnUNQObLL62qy1H4DQxp4yGDBmhb4rtTvEh+mWnymdq1asjSp7fIO8BKA9K+8Mblo2b1asrzTBn1cU9AFpc+0bNbF3OxLJMIuA5908YNku1np/PaiWVZ25bNdICgjVmB+N+HNrS3sffdeFfStbAKyHXS8eqisjU7Yzm//NJLasSIASMjqKa9kM7MKHMWqMaNQSyrH596WJZiRYtlKl6NjOJKa6UjvQTpGMroaAINZutY0qJ0Wh5GK2Xw5UNCC9/ThT+0PA+TF77ISyoRTPRBFIdnlGdO68kMb2QuUaSQ8qVDoPTKF3obndBASwcgdQTm7n6HgFZ52vhCJ0jKC2TkXZFX20neXd/HRpdAePKXAOQlTvWsnPkdnnnyZkKXkAcevB884a3tJG3sl9to/T7Be5FqA2WFnnf1289O5/GlT+BDQ3+iT6R+H+99bPRH5IEP75njhON0oHnzjWxMtfHali2q6ZidFxdhsXZmhMJ5iJH1mrp1LHiVadqwvtZDYKx+aWTWv41luQStna6OlteXl6p2QRVplBLSOIXVK/FKmQEaSDkORDY6kDL4MsrToPClUXG24nmYvJiLYyDKIQAdl4/DPo7I+pRnTuvJzDKQNTPy0vnx/sRvA77Q2+igge9lF1+geVcYlPi4l1W90NQXWnja+PKMNrzqysvNRTKT07bIzL4GJ0GVN6yNhSdtiesDHalYIc81ALu3JlJmowH5TXjTnrxfqeJFTJkSxXQ14donaM9KFcrptzm92KnqFuG3n53Oayes5S+/pKoqAYrKqgf5+T3ex97GXvvxrniYMoCyPFMntOx0DeCoF4tWGhVtJ33G/HlzzErZvK5YvlQ2WI9lwBXLHldT7gXz55ira9cy+XKeJJu+imbUiFtlk7tCaW10IOUcAgwZeKN2WvxwSEUxc/o0WUs/KpvmZVY6kDL4jh83RuQ9S10S6sjHnD51sqaPC5OXNHZkLsPbklETs/de13VTY8QVsonMjBZE5iefWCFLgT4qbxHpEO3atFQDTviyCbXRcdQMX/YErO/5oAwWI24ebh5e/KDytPHlGW3I3g2rX9b3jP7tZK2OFTrvw+FCkM7Hp55aqW2J6zAKjmNX184dzeOyH3paymw0IO0Lb1ys8RClnVi2s5Sk7Vz6xP0L5qsS8G3wdRo+bEiy/Wx0IGWPPfqw7HNHa0ImBglcKdg3Ej+bNuT3g3Q8Qx7elSD66n4hbcy+6B3ZX7lClpUm9fQMzZ4wbqwGJTh48IBmDziwf39GPLDfHDp0SNMqtGvdUgW9TGYZIo+QI1FpbXSClHOkjf+MHyOAtTbTKXkdCephowMpgy+b0ssuvsjb9LVsrlbPPA+VV/jicz9u7JhkjIC7J4w3H+/clagTLjPvNGvmtCMxAoYM0rZTvhYaEBr4MkgQI+CEv/xZZzt8RLj3UJ42vvIMWlweiPzPDE6qjeFDB+mml/cJa2MCnuBWMG7MKJ1pSLiFVTYxGCiz0YDa9oIc/foxAjismTZlktnx4YceT5u8YKJPcMfD/ifnSV6MAHz3o/vEAZWNTb8fI4CDJY7JiVJEG/L7GWh5JvLQb5YsXqSnvzlO+Nsfc0+TddcA757mWLsGcOTcpYN7olruGtLvaWbKhz4WrgGWRLW/R1/k7pdO8R/jGuB4kbt3r5eo9mjuad54PWOi2gOiMC7wh97T4BXpHvfsc9OpfTvtvNzTuMY9+/mnn9JSbQwZOOCo4551bt/WPe6ZzHCT75mYvKeZMW2q86UdkJpqY+SIW3SUcwFbqo2ffoxOp86glJpqAy9I17hnwCRRFF9p7ho/Tu80XIC4Z3eMHpW8pyHVhutA+pXU69u7R/KexjXVBrIR9wxa/56GVBs4DrpAnGojAmIzmmigE8ZmNG4QK00IxEoTK40NYqUJgVhpYqWxQaw0IRArTaw0NoiVJgRipYmVxgb/stJMnTRJT8Vc4Isvv9AQtqo01atpLF4X+OXnnzV9uh/CidOzXTvdTd5fefmlpNJweubakTgBmjzpnqTSzJw+zezb69bxgQfuvzepNJyecf/gAmSy9pUG14DVTz9tfv4pOmsx8Zg57vWVhtOzHdKhXSF4euY6KH300Y600zMsrb916LwAnTz19IzLRxdANow2U0/PZs+YYVxDR3HxesyUhlmF2QWlgensGdOdw/UQYoibZkIpESHzheefS5REA7fAftYAbo1dRzKAi9Cal12ifIl3jIuCC3D5NnP6dDXy5J5m3tw5Tp3Xh4eWPGjKibwozVjpVK6pK55Zt9ZceP65ek+D6ceG9esTJeFw+IfD5qHFizQOM/c048aOds6QAMyYOjmpNFhau8IXX3yulu8MLMSP5q7o++/d7rMOST2MKf0QTqtXPZUoiQYssKHFEoGgivfOm+d8F4YF+zFLib47kTXgQulImMKMvOVm8/KLL+rIH4a4FDDit2zaWC1LCbX6wH33qpOUrb6PlH/w3nu6NGK2wCIAy9iN65/VuxobTSrCl1mKkQi+LZo00giNPLfV9xG+m155xdx683B1geC2+/bbRpjXt7xmrW/DuyfcmbQI6N+3j4b0deE7X5Szsoy6J/39L2oFgUnK++++Z62filzi3iXLKjoDxpBY9RLF0lY3FeHJcpdbfbUIEKUZPnSw+ixFyQviTIhbAfaIDKSk+Nj86qvWuqnIb2+Sep07tFXXAKwYZs+aofLY6qcisuF707l9G119EFWUqJnYRkbR79zxkZk7e6baTWIRgJUIPlaukGWleV808jZRFOybMJLDlqxXt25m8ID+Go50YL8brDh04EC13WJJp64BZUqZVs2amiE3DlBaGw1Ief/re5smDeonXAOKmBqyBLju2k7mxhv6hvKkbOjAG03HNq1NhXJlTME8udQPqGunjvo8M1qewxd52Udh24Sy1pOZ7voe1yXrBOl8HDzAe6fGDeqpvJ5rwCWmb6+eytdGA0ID35ZNGiu/ArlPkc5/hg40/aQN4GnjyzNoe3e/Tg0ZPdeA4qbmpdV0ZvXLg3Q+wpO/V8vyF9szwtLy3rTvkBvD5eW3CUlLfGyMYvmuLCld+wQyE7+ZoOTI3LxxI5UnTF7KkK1D65ammigpxrQoDtkKru/RPfE+mX9b/mK/CE1uGUibN26os5YrZFlpXn35ZfVvIQUEL4rDEp2iWEFpbMGiBfJZsXjhgvq3hIxkmHLzcfR5oQLhdFLOX6xg/awBHq3w1WeZ01KmVrv6l6j0KXwTz4M0oNZP8FUeQsOyBf7I4ddJpUnFYgUTPOU3kNez5zrCN1jfxyRf/iba6Uh9711tfP3nyKbtJPJCh+El2Qoyo/PR4ym/k6AD/fpH2iEjpvLFXk3ppL7K4cI30SeSfP13l79hdH7ZqQXyqNweX55538aT2U6vtIl35S9Kg5Jnq2vAKylKU1QY46NAdHzM16OQqRvtRmB8Pdhg2+oFEXNxjCZLJ3w2GEnxxLTVtSGzC/zgC39mO1u9ICIvvhnMFiBWsdgr2eraEBcG5OWjYhHOiGqrF0SWvUTQ56Myy7FXwLbKVjcVsYiGJ++KvLhhuL4rewLe1Uu1UUB9VjCft9UNIt8CXvAsVbyoLmeRxVY3iBdLvfJlTzfFCnu+Q+zFbPWCiGwYDHMIQBsz22Tl+3BoAR2HQ/Vlds5Wpflw2zZdO/IhEZJ189LHHjXPP7cxEnGLvabe1WoGzsfE/95WL4gYLI4ZNVI7DkuADm1ba0T/5zdusNYP4qwZ09THA74NZWP94MIHrPWCyLEk7+c5RZUzg2RZ8OQTT1jr2vAW2SOUSfjxXNels7oF2OoFkeNe3J35oNWrVZU95HhtA1vdVMRUH6/aqtK2dGI8aknlZ6sbxOc2bDD9+/T2ZtTC+XRgxKDWVjeISxY/aHp176qKRkdmP4Rtl61uEFcsW2ZaNW9s8uY6Sek5vLDVCyKyzZk1U5b43lKW/siyjON6W/00lHdl38VAzEEAHsR4JLtClpUmLeemaLWXc9PtKPXQ94f+bTk3XY80AXzGa6Xm3Pz8s0RJOPzwQzDn5jyn6P0+pObcpDO4wnrpEEdybl4tg4Nbzs2fAzk3sTwm2IYrzErNuTllUuJpNKTl3LysmioqyYVdgNOu9Jybbka8ACde6Tk3F5hfXHNurlubdnqWrTk3OXIOptrgEtAFvvrqy+Q9Da4BCO4Cv/36q85mqak2dn/8caI0GrCG9V0DuKdxvbv49ptvzZTJk5L3NKTa2L/fzVIZWPjAfcl7mlG33ep8DPu0zEipIZzWrFplfv0l+qJxz949ZuH996prAPc0o0eOcA5XBfBdfaXh5M8Vdu3aacaNuV2XPLgGcMHqegn8rdTzU21wT8Ns6Qr4CgVTbex1vEDmCiPOGhACsUVANMQWAbHSpEGsNNEQK02sNGkQK000xEoTK00axEoTDbHSxEqTBrHSREOsNLHSpEGsNNEQK02sNGkQK000xEqTjUqDghy5pzlPBJ0qHenbRGk4EKuKGMy+a8DGDW4m7wAv6YdwumnIIFFAtwtK4LXXtoiSeq4BxHHGCtYFiI+FovghnLiBPvy9W1pzYPGDC5NKM3rUSPOTo1sBF3ypIZyeXeeWOp54YMQN810Dxt4+Kkup46dNviepNAQId4VPPv1E498xsDA4cVdEnDEXIIV5v769k64BBC50BQKsQ1uhTCm9p5k3e466c7gAgQr9e5psdw1IV5qs5qdJT4melfw0BBb0LzePNj8NfP/I/DRYGLjAf2d+mtEJpUnkp3H0sTqSnybrKdH/a/LTbPvgA/UIpIEIuI0STJURio8VitKBiLxIFP78uU6RqbiiuWnoIH1ure+jlOMJOKBvHzVnIeB604b1ZSkxQW/crTSpKPR4TbJ0gC8mJneNv8OJL+FrUTLekxjQmABhFWCtn4r8tiBZAjCexPCyVfMmZs7smeF8E3R4plY8s4ymBmFgGjpooFkwb66dxkehmzl9qundo5u2LUaQhFu9e8I4e/1UFFpmB/xaiovSYDzZUZaxeIGGypvAibKsI12FhqWtVF5DFROqNpJWyqdLPdwZ8uc+WduZ7AZKF0YrZchGP2xQt7YGqccOEneRmdOnRfJdeP99Go+8UvmyJueJf1c3gWx1DdiyaZO58YY+5pyKZ5jC+XNroO4zy5yW6FiZY8UzSms9LFn5KBrl/fTi+txW30fK6QBlE9H7scKFJzOOrX4QoSdtBUGy4XtaMbIVlHTii7x0engSxR+LY9d3BTUKP+b90hGRmfcI41sRTNBp1gDkTUThh9ZG42NSXhlUoAW1neRdbfVT0ZcJWmTlfemIqWVhCA94+XxpM2SpeIa9vo++zFh0a58Q2nKJPhHG1y+jnaD1vw/ye3wjZMbfSNqUd2VgIh40Sz1XyLLS4E9zQ+9e6hmYP/cppkCeHCZfrpNM3pwnhiJ1QCx+6UiMvgXynBJJq+U5TjQFc+cw+EtgZo+yYrFsqx9E6HHmwi0AvkUK5JEZ52QnvgRqL5Qnp9Dis5HfFMyby1o3iEorSM4V9RORj1M4Xy79PRe+BaVNoaEjaDvJu9vqpqL3u/Ku0qbkl4Fvoby5hefJGeoG0ZepcP5cCdeAgiovvxclL0gd/13xh0HefPJ98uWy1/cROhC/mBIyIKI4+Gj5z200oFfm1WHpC1++UcG8XjuF0SpKf0JG+OY++USd6Uj25ApZVpp3tm41twwbZggIjmaTPqJ3j+vM4IH9Q5ElB8sVTtzw3MQLkymd57b6PlKOJSvedZiOM1Ox2ezetYueotloUhF6lhpE/YcvqSiu69LJiS8nM1hWY3oO4neBybytfipCC5LyQWdWUdgrLr9UA7e78G0ly6ozZMTkw+IC3LpFMzNA2sBW30eVt3cP06jB1TrSMjtdWaO66d6ls7V+KqpMN/YzJGNCaei8pKzwkkyFywt2J/lVreraRhXKljYN611t+vTsLrT2+j76MpNaBCVl5sBLledhfClDtk7t26ivFb405CDi0IRAG5EyD+gvfJroaiXXSceZZo0aqCW8K2RZabAunjhhvJrKs8fA/JxNFMepUfj++++JorTQ6P0cTS59/DFrvSB+9eUXGbMGvP66bjZt9YPI0XZq1gAOBmz1gshxLVkD2FRr1oDxd5pdH+201rXhzBnpWQN2795trRdEfIXIGnDiX/9HDz8effhhPf621U1FrLdnTveyBuCMhl/La1s2WesGkSguRJTxDwI4uOBU1FY3iKTmG3EzA2l5dQ5j77p92zZr3SB++OE206NrZ5PrZC9rwIOL7rfWCyKyPZOSNYCT3IkTJuhVhK1+KhKPe8mihTqAcxDA4J2tBwH403A3o/40F5yn5tgHHM3lCWGU6k/z4gvu/jRPrXwi6U9z87AhzgG2AXI01rzsiD+Na8D2w4cPy8Y/1Z9mrpOJvg8PP3TEn+aOMbcbx2slPVU84k9zlTqIucBPP/0oPI/403CiRaQYVyBNh680HO64wpdffamuBFXOrqTRaDj2dj0pJON1qj/NmjVud3fAu++8E/Cnma8JbF2A4CrHLBqN7XLTPWvAZ4HLTTeHIxyagpebR5s1gMtN56wBX36Z4XKTY2hXCF5ucifhArbLzR9/iHbqIuV88HLTNWsAF8XBy03XkFNkDQhebrpeQ5CZ4WguN5ENP6ng5ea3LneGMnjFFgEREFsERENsERArTRrEShMNsdLESpMGsdJEQ6w0sdKkQaw00RArTaw0aRArTTTEShMrTRrEShMNsdIcY6U52iNn1xhXHDmnJqpFaf4bjpxTE9WiNK5HzrZEta5HzqmJalGaP+LImUS1R3vk7Jqo1n7kPN35yPkPS1SLabUGC3TMu/LfFiyQGS5jsEC3jMfA0QYLJHpk8nKz3n9+sEBmuKMNFvhjMFjg2mMTLJBsClxunnzcX46h0px3jvqZjBszWjrlVlm2fBuJ77zztmnTsrmas1wmI9Jjjz5srRfEz2UmI90EzlWY0dzQu6cGiiMFuK1+EFc9/aQ2KnzbtGimKT9s9YL4/nvvmrGjb9fwpZjRTLhznNnx4XZrXRti9u6b0RDgcOfOndZ6QVz84KKkGQ2z68NLlpjPPvnUWjcVmUFxZ2C0x2btpsEDdTS21Q0isxT+N77SjLrtFp0FbHWDuHnzqzqQkY6EjkhuG5bAtrpBxLQKW0DfjAYXBVu9ICIbOWag9cxoKquZE2GTbfVTkQF30QP3qx0iqTaOidIQlpapDVN9RnCWXL2u6xqJRLdkqVM4X25TXkaHJg3rW+sFEaPDa+rWUaNLDCAJJN6hTSvT01LXhvhLMIXDF/40kq1eEPGlYdTG+BGsXbOGep7a6tqQmfG0hMEmMZlJaGWrF8RGDeqasqVKqMXvWWeW1ZQdtIGtbiri20S6CdoWNwYcwtq3bmmtG0TaEqNSlAaLbhzZenTrYq0bxPbyLTCfIVUGhpMYe9J2trpBpF5VmVUL58+t7ggYe9rqBRHZiMFM3Gr6xBmlTtMBBs9cW/1U5F0xT+Kb0sbZn9QpYbB5doVy5s+yfPib4F8E+XcUUo9ERaQ3YKnE8sNWL4j/I4gXI+tPnIZO/NufzV8DdcIQGeEHX/i70iLv8X/5k+6FQPYYru8KHif1kTeXzHAn/PXP+h62ekH8u7wry5XcJ0s7HfdXbScXWmSDJ++KvCf89U9ZaqfjpX7Ok47z5JX3dpUXHvCCJ7yz0k5en/gfmWmOV3re3VYviMjGdz3pb/9jcvJ9ssgXmaGFZ1O1cs5GJzROykgZiI8/vh44SYHMOlFIPUYjNvNlTyuhI4Stng0x/2ZkYHnGKOrKE4QP/OAL/9OKuvGFBw5V8AT5d1b4IjN08M0KrdLJTOO1E45Wp1rrBZHf99rp6OTF1aNc6ZJJeW11bJjaTixHkcGVL/WYYXBkgx5aWz0b8l39hFtKm4X3Vb5Sn/bt2rmDLCfdDoeALCvNIdn041Pz+GOP6NHifQvmq9l+jP9mvM/yLLsRnv9P+NJvfcTi2TXBLZBlpYkhhv/vECtNDDFkEWKliSGGLEKsNDHEkEWIlSaGGLIIsdLEEEMWIVaaGGLIIsRKE0MMWYRYaWKIIYsQK00MMWQRYqWJIYYsQqw0McSQRYiVJoYYsgix0sQQQxYhVpoYYsgSGPO/gk78kOFLOjEAAAAASUVORK5CYII=)
A rectangle has sides of (2m – 1) & (2n – 1) units as shown in the figure composed of squares having edge length one unit then no. of rectangles which have odd unit length –
![](data:image/png;base64,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)
Maths-General
chemistry-
Observe the esterification mechanisms for primary and tertiary alcohols
Type-1: ![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/485869/1/908673/Picture39.png)
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/485869/1/908673/Picture40.png)
Type-2: 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)
Mechanism: ![](data:image/png;base64,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)
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/485869/1/908673/Picture278.png)
In the above reaction (P) and (Q) are respectively :
Observe the esterification mechanisms for primary and tertiary alcohols
Type-1: ![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/485869/1/908673/Picture39.png)
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/485869/1/908673/Picture40.png)
Type-2: 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4n8UEssWFnOGynhb7OKpyuFtM8Mgrph9mgYYjhgTtUynd/RZY3HjZaaNlfo29YXMwi8ttCFGuRj8U7iPUwjU99OGatjoGdBxciH5KUnkV28n3C3VdhpaKBmcctsguDcTcwwMYhkKdzxLoxdCPrVhphdaGYofcU68mhUpKO22JraIG9xzXuPkknKyOF5BhfjlgosMJgJ0fjaxkV/g6f4hpqQWTbHh9ho9Iy9Lf6cKti8Kfh7almqsK3sVrXig3nc+nor6DMfxUqSls59rBmdvL/6T7ab2zESGsNhy99gFiPtdGScJh1y5Zh5BRATPWMbMUTdZRd34y1ji0OZ5NpeNtllozQHHuQrXrKaK2/yIPK/hmv2RygJfM8x1atQEnHjSvZbfSlHsNR14SVrveZ99bBPF+81uiis+E6/aJYi/zGEMVa5GPxdrEeyiLaxQJ9VXtOZQ3NXqjfkc6TAA9cLtwlt+AyR8ys2LT/Jvnyr18ycH8PO1dbYedfyntl0pvup1/orHeqKGPhEknqLFdymoEUH056nuFCrOCxy2s/NaY680h210BB2YGjCQ3z3x0tGCuZsTHEPK2io6dMEOvVqK7YjPudfFrHRhkeHGRoeITh7nqqr6xDX8sO94As+c7vzlRbBo9d1VissoMzSa3z544F7//5vRjuJZXS8sbfUPhyopR7O1XQ03PA/dGsH01OL5U397BuuQprfdIpv3+UvcYrMdoXSeHwsCyZjawI5zWYfIZDtrrobQr9FcR6hO7CeG77n+SImysuzm54ng8nJqfjV8jlLFjAwxVkJjzicVoV3fLaF7RR+vQhiQ9yqFkw89UEI01ZPAg5ywkPN9zcDnH4RCDhT8ppm/lDS3pozo7m6ll33JxdcD3siZdPOPfyWumTbyIyG1GsRT4Wbxfr8iBOrV2JxrorZM5VkulxJseEDnVsmIm2CLyMdVlpuo+LT5JIfvpUXpK4dUjwmoysWH+pjJH3EeupBpojNqOruhnXW8XzO4yJQQaHhoW//z6N/rYYrn3CNfvvWGp9krCct7yKcqCEiks2rFikiem2Q1wICSbIz5eAwCCCLpzk9EZlvlu6Gq/LC79p901M1SdyZe23LF11nttFC7yh4H0YicfbdCnGNsI5zUuz+IKujGBOWC5B2ymCrDBXXE3V+FHXAa/AAAKETi/QXyiBgQQ4W2CkrIa+QziDIx9RrCcG6MwPFa6pAVrLlqGsroG62nKWLFJExcaD4IwWeuZZVn9LxqEpmN06ZphvvU6evPYFyVxcZYSxnhsRPTJZn4GEkZZ0Ek/ZYaKmgrKGLjraGqj8+APLjXfiEddIt2xBbx+Nj3zxsF3BksUKLFXRREttBUrLlqNu54Xfk2b6Pt3H7G+GKNYiH4u3i3XGKdzWmKK95z6189ytGXRFccJMkR/+8c8o6ehiqKMtFB2haKL53e/5N0UrNgeVz/aApyeYGB1iUPAO55chhltyKfCxQtnwIGcS5g2QfhYMVj0gYNU3KK3z4VbhW95qO1RGZYAVSl99zbfLNLGwMsfGwhRrS3OsTfUxWf5v/OGvtpy6Olesxxnp76arrY329nZZtreZpb29i5q0MM5ZfYXSpiBiy940TjEuePFt8v3mttNOZ2czPQ2hHNZZgdlaH+52yHebQ39eBBfsFFBxCCb9qjOHTX/kn/6siLGlmXA+wjnJzkv4t+Y3fPWXZRhuiWDoowWYSRirvE+ogwLfae3m6L0yWgWPf3ioleJod7ap/YCWazwpzS+2nRrtpbO5Xui4G2hs7+flAMCkYMT2d/fS39NGa1MD9Y3tdA+OzxBT4VoK3zXX11InfNc18Kb3qAti3RiAk6YpZo4RFMlrX5CGn40hhtquC4j1JOW3DuGotAiz8zkU9U4zPTXJYKYfJzcYo7b9LgVdw0w2XcfDdAWLNXZxLqmeTsEIHh7qojHpFI5qi1E0cSe0bopJUbBnUVdby5//+Y+ypVvSd8CLiPyteLtY53jjYWeK1s5oKoT+YmHGkLRHcNRID1OLg1xKySE9LY3M5+mkP08hxkPwBkwEzzpgzjB4byVlT29y9fJlrl65zPWQK/Ii/P9qJHeu+xF1zIpl+gc5HVf1hsAmyQJDf58GI3VPCdu0CAXrE4TmLDTYKF0SJ3SS09KI8WLK/G1RVlzDniuPKKqpka3zlJXybNK9rdFQW4NnYLZ8X+HKSOfxJ0tJDTuNh4MDTjt3sNtpB3teFUecdh3l8I6duNj+FYX1PtwpXMizll5hCe15cdw8toXdO7fL2vqpnR04OTrifMgVv7uX2KWjitWa09yof7H3XLrSgzlmLnjWuwTPOtSFg6ZGaG8NIGnmOQml5u4hdptpo785jIGPNgzeRUm0C+u/W4y1r2AwznzZcG8Fhbcv4n0rh0LpsofBMtJDBTE010JTXQ/D9UcJfNbIEP3UpN7gxMZdeB3agJ21AZratuy4EEe6bAxbEOqyOwS7rGGlxgpU9Nez41wsmZ0Tr8kJLRXrIMGzFsR66zVypgXRlZUpoSRxwdoQI71D3Jgn1uOURh5kw6K/oH/yOfkvZyWmGqnOeED0wwqaejoo8TdDX8caO78yBmZaDNN9ZHvbYCoNFAyoZOC1fcCXSWNDI4v++jX//b//d1wODpDXioj88rxdrFsj8d1sho6FN4/7pdIxg6kWmp7fJsgvitScS7iYWrFpTyhzk3u239rJNlsr1s6ds+4qIDfGl5NeXpw8cYzTJ4/LyzFOHD9P8KXz3AjcgYHSepyvZcuivmfRnUZcyFVC7uQhc3J+K0gED2m4mZbOIfre8lb5aeEapHvpskxliyxQbp5vPZbF/TOHOHLmPpnVZUKnaoe66k5OP2uZY6CM0R+9FVNdO9yDpFEDA3SVp/EsuYCazkoKku8Qcf48/v5+BMwqF/EPusnNwIuEuWiyREvwrJ40zp87H0kn5rQ7zttdOBcYQGCAv2yoemZb/hcvEhIWTmxWMsEOmpgYbcHj0UJD+92Ct7cfeyUV1l5Ip+zeUXYbW2DhkUiLfItXlAZxer3+R56zLuKx93rU/2TNybxeZidbFa76WD9dwg87PFXN04s7WK9riv2JEK5e8+HMFgO0VnkRkJpBRvRujP7xT6ht8ML7xk2uHzTFcOVGttwopq3xieC5G2GxZhduV6II8dyIvbEhNr551PQt5F9PQNNlDuou45u/aLPOxQVnZxdcnA8KxQaVP36DkslRooSDnb33NIO1idzar4vSd9/zvfJKLDc7czQ4lqelnbL7bWq4iugNf0XL2oXTC8ygTKef4ICFCj843KPrVeJrESnSlYw5OVk8SoinvaNdXisi8svzdrGerOXZGXuslhmwPaJ8liiOlVzFd5M+GqvPcC8tAA9LazY4XSV1torQHLmdLTaWrL1UIRcj+QM/2U9PfQkF+XkUFORTOKPk5xdRXlFCVUEUXgYrMF53ktDKmePw7VReXYe5li0bvTPolNf+JpjsYbT6FtGPK8l7jWf5ioluOp96sVFRAb0tvsTUzewM26i+5cDKb39A0zGawpZKyi4JYq28Fa8EwcuRbyVDunQrfCNGOuvwuvKEgc5inoRf42HsNcIfFlJU2cNgTze9vT3zS78gPN111D90x05hKYY7g0lonPEjSpqoiNiA/jcK6G4OJq1tUJZ/vW9uOz099A8MMjQ6RHPcQbbqLEPNzpeEWfMnU/Tm+eNls5xlWs6yaPCBtOM46q9kpUsMVfKtXiLJ9uHoGr2PLNbpxHutQem/OuBf1S34yK+hIwxXc0EEV57hsUzRBW852xObpSbYHz1PSPheTP9ViY1hVcheulR0AidrS9ScLpMRfxjrpaZs93/+4rveArLuhhDypI72BaMwhXNvFsRaT5G//IsKVrt2sX2HE047Hdm10xTFf/xaEGuvBcT6BVMtKUSf2c221eaYGumhrayCtuU+jseV0dCVTciqbzBcd4LAeWvnBEovcWydLt/aXKWz/01zYR+JkXqK4i/j77mHvds2snXLdg4cC+b28/qfDKuOHNJibhGRUESr8EjNuqJ9lZQ+vklYdCY9s7LzvCdDtRTFBRN+4SgnPFzYvXs/zoLRdjez6fX3zOsYqaPowWUuHnZi15aNODpKX+hxibDHFbR+yGjGeAf1KeGEnNjPgR0ObHPYxh6381x7VEbT+7Y31UH1sxtcPX6AA9s3ydra6+7DtYdltMpvh8GyJB5Fh3M3q+3VNNBLhlsFh+ROCLeSa2kdXOjeFnkX3i7WAj2FEQRu1UbXcBMHzoQQeTOKm+EXOCZ4BsYGa9kTmk5tVQjumlpYbLxE0izjW0LDtXXYGRtjdSqN9vp8cjKySE4upKajXzq492YmWim+uo1NhrqYbjyKX1gkt29GEOa9Fwd9FYwczhGaO9v3+fXpYar4PD4RhTybqz7zkDA1UMSjYzZYqmtivMkTn6thREZcI+TUTjZpL0XdwhWftA6mR4sp8Tbh+2/tcL1XNrtDGO+kKcQGVUUL3HwT6G+vIfVOGIkBu3HxfUZK1UJd+Gym+vJI8LDAVF2bVbvOEHE/jth7t7h8Yjv2WsJxWHvin9IyP1J8IQbzeeK9mdVaWlhuP8q5K8I53QgjPOgYbmu0MdBfg1NIAU0jgvmWepDVyzTQ3HWTcvnuL5Gkn8JlpRJKtsH0DX0ssS7hyQV7tP5kyYncHuHXnIFknKmeWgqLa2iJ28966/UYuafNiMV4ymk9UzY6Ch5z8FHWLFmHT7FglEq/qrrEkZ1b0bc/xsPLm1DV9ST4xcT3OyBc9aZg9uoaomt1guhKwXArr6CivITK8lBcdLXQ1/fgpmDBTU8P0llbRW37EGPj/XTXVlBULp9iGaijPPUuoSc3YKWswCIdD67mpnNtqwIGqw5ztuDFZrPIOo2btRo/bo6ha0j+cE+NMj42wkf7SeSMtWeTLNzTWy2MMTdZia2NOdbm+uirqmFou49zD2poHxHu9TI/jlgbob4xhKy5EfI1dwnfbYCK2RkqG95bVmWMtmbw2NeJzWbGWJiYyo9DMCpV1TGyc+FCYjUdo29/5qTG60R3Icn+u9hmIeyvZ4SVhSmrLI0xMzTA1GILh6+lUdL1HkZSfxXZkZ7sl+bFMF2JlWAg2gjXa6W6ErqmW3ELzaZmaHpBo24uk/2V5EceZu8qU8yNTLCxkcaUGGGkoYauiQPukbnUD0zSfPcgO1eqYnk2l7Y5w4MdGZc5Yb4IQ7d4sptFsf5Q3kmshZ6XzrxwfB1XYqKuIXS0ehhqCpa58UacL2dQPTKBpP8Rl3fuxv30PfJm3QUS2h+c5Pghd7yup9CYeZ2gi97s2XaCiCcF7+YRD5eRfuUAjkZqaGvqYGKgha4gKObbvLkheGYfNSj3dUjGGOnvoq25hRbBIKlO9OCI7wOingr/b26itV3waoVO5LUpMzszeXDBkbXay1ETvB4djRWoKaliuNaDoKS6F0t1Rl5kMNtg/yKD2awR9ok+OhOO4LTtEAG3S2VLzkdannL/uBMHzyfyvP5drpKE6bY0Ys86oP3dn/mP/89/4us//xPKy1RZucGLkJTG2cL1NvpKyQ5zYZeVBjpqGujrqKMtfBoJnerp28JDLut/hM4/7xJHt+1hj2BUNMp2/AlJ6Q2C3baz/WjcRwww66E85hCbFv2IhU82BTPj7XrzyAxwYtXeEOKEc9u5xhat7TE/HXfvDfarG7N2jwsnQ16I9YXivhe/X4UfHtu3YOBwhieh29BU3c6p+LoXc9STzTTlPuTOM0FsFgzGfzlnbYaFYzizNTUFP1tjTA2PcKNlkKaCBO7duM7lyBSKK4R7IOAQ9lYe3KgYmPGsCMacz0Z0v7bF86lgnFyyxVTPCrtL5XO8wj6KfFZjqaGJmX8Fg7LfbJSO5/d59CiNjNlryP62jDeSc9mRNUt/xGDXZWKKul8YSZJ2yqWxDXqLUbS+SEzlINNVARy11Ed1fQjZcw2KujtE7NJFyeQUFR8i1uN1pPttwkZhCcYHQokv63vhdEwLjsXNA2zTXsJy24vEVQ+8Jv7gJ6ZHqymO2IGlwjKMtlwgMvfF1ATTPTSnX+PixmUsVVrL/uuFdL2TYTRMgyCc27UXoyRdjZHZSq+szxmiLcWHw6bLUNLagV9O3+zYhIWY7KY69gjblb9Hc/0prqQ2yUfzBmhM9uWY5RKW6LtxOaeT8vsu7DBSxvxMPh1zPLDO9CscN/0WPZf7ZIli/cG8o1gLSCYY7WunqTyXnLRkUrOKqGjqYWhM/otLvx+Urvkdn3eDTo9LI0uFMip4JSPttKSHcvLAMQJj8+h4x99uenyIvpYqynNSSUtNJ7ukntbeF6+RkwbZTE68h+X5t0DobKsy7hEeEESQ32kuuttgu/kwezyDuRzoS0hkPMk143Pyqc9EGlU8QE9TBaVZKaQmp5FVXEtL9/BPuYKl+b/HhhgYGGZ0Qp7m9RWC0ArXWRpFPzIqPIg9HTQLHlVdUSSnTobzLPVt4/EvmWZSOI7DB/fIIlwXffctSRlF9PSPfNBbgCQTQ/R31lFTlEVWehZ5pXU0dQ8yMjHj6CdHZOvFB+fmO5cyOcbokPCdcF99vJw30mjwWK5vXsK3mrs4GlNMU1c33V0N5N86zDa1RSjtuk1KUTxhu8zQ0tzJxZwOWlsrKbm+SfCu1uIUfJ3bYW7Yfr+KMwW9L8S63Ae3TWvRcgoRniEfnDT0WXfkFk87Ouh4dpFzDoZouSZS0NrPUG8XHZ0DM5Y6Cj1gQwA7BEPAxGHu0q1n+AjCZGLkQUBuFc8unycy+QmBHqcJj75MQJg7awXDw9A5gnvF7XRKz6UsAp9tJqzQOExEVRdDjeEcNVNlmf5+fNMaaesWtulupzHlPHt0FFAydiOk+kXef0lfBnf3rmLrfl+uzcsP+z5Ijdd3Dw6dLg3h3Bp1lhke5kaVcG3k9TKGSymMOsqeHReIyu9gtDSQY1YGqNlfWcCzjiZ8lx4rTE9/kFhPFwZwzFpN2P8o0Q0js1e4DBWSE+7J7u3nuVXUOXuqah4SegvCubhqMStsvQWh7po9aiUR+lPhPFx0FdBbe5ao2rddKeH7wSRCNqujq7WF48n9s2OEpjspifXm2I79+DxuoeMt9rukIZbI3booCkblxfRmemY+nBNNND06i6vjcYJTBOPlliu7jFUwX8Czbn9+meNm32HgGit61j+DdxfrmbzHAzYb4eGUCndPLVmBgqV26xGp7/2sCH97zh/Pzc7mZlSk0Ll8TDN/DtMDdDeWUZCdT25aPM8i9rL/WBj+UbkU5maQU1RJXY80qlu+/Vv4ecLUS31ePNePHuVygAcHvWNJK3y/qYJTJ47JxFp5uSL9Q29ayvWZMtFPe2Ygh80VWfTNYpZr6KGnociP3/yAopWnzJsYmhimN02ah0CN5YrLWaGyQijG2B2PJ7u7ioxrB7D9bqZYX8Rtoy0qTnE0dFdTeG0P9norWLp8KUpK6uiv8eRSVjO9Q08I2LCWLbuv8fhV9pUXYr1TQyrW1/jpZYzSG+UpFyz0MNR143rLCH1trfT05HPdzZOL1+Mp6K7gecAO7HSWs/iHH1j0/ff88KMi6jYHOX6vmnbZOusBmp74c8RWmWUKSqjpG2Gkp4rSEsFLtDqMz6Mm+oXNJGNd5Ef4cX2XFXt8bhD81mmeN9FDY20NFVWdb/VApbTe3YODrjLaBxNpnPccCYbESDetjW10DwlGX6EvXtbaKJod5WZeEcVlpZSWFFNaXkXlA29OrddESRDrqsb3F+vmKEfWaatjcPgpbfK6nxD6uKGuF8cxPDknMn8uvVTcd2bL0sXYeBdQulCmHUkDD/apo6dvj2tsl7zydQhXscibvVqqaG8I4OkC/sv0WC9dzU209028dRleX4o3HmZLWLYpgpzuBTquiV46mlrpHBil4uYBduovQffALZ5lF1FZXkJJcTGVNeUkh3myV+879FzjyXlzRiWRN/BhYv2hDDfTkRPFtbAoAg4eIujWYzLmWGEfgvRtW8b6Org6H5Ct9/11EIwIqYcvqPHUcBN9Oec4H5pFYuGUbF3r5JR0iY180785Ywy0V1GQlEhKSjIZ5e1CB/Z+D8mxIx4ysVaVinXfF5q/arqPlqx7RPqexMvjMIcPH+H4xUhic9t+8pgmumjOT+D2lUsEBl0h5NYzcpukN/UUfTV5PI9/Tlnv+Ith0oFKCjPTSMxpR5bHZ6CC7PgbXLvkT8D1GOIFoZa1K6kjK/oW9xLyqXk1pCjcPMPV5D5JJjmrbs50RAcVqU95+qTgxXD8qODpRAZy6Yp0NKfvhWE9UE1+YiTXA3256HMR38Ab3E2rpGXmkKV06DU3jqhLZ2XGmtfxU5y5FMn97Ca6pKoj6aI35xL7bNayQUfwonZ44h77c9ZhjFAW7cO5w8cJKR55i7BJKA22Z7WuJjYXihl488ZQ6MdJm8X88d8UMba2xm6NLetW2bDWzg57k2Us+24RCivPUNv8Zt93IcoD7bDW0cXOv3y2d//etFJ8YyuW32riFNUgnxaayyjFPhaY6Jmx7co75JpIPsRmdT0MDt6ZF//xvrQneLJL/0d03Z9R2//m/qPxjitOyv8ff1bQw8LKmg12NtgJ19t+/WostX5k2bffoOn6gII2Uaw/lI8r1uPCw172kHvRMdy88YDMiub3mwN9DVWVlbgJQq3ww3cccjlIs2A5/qpMtTGae5LTV7NJ/NAXYP3KvBRrFUGse3t/awF8vwKCFz08U9h+o0y35fL45Bos9C1Z7xFBQnkHvR9iJE6NMzbX3Z3qEeyLe4SGhBO0zZKNW51xjv95xnF3diCn16rJ5lev5/a+If5EQlnwBtboaWLtU8xbV5AV+XLMajl/UbBg17GTnD19inOnX3yePbgKG3UFFAWxrmme6c6OMdSWT0p0JDfDw4iMvEHUqxIhlCiiouK4tkcbE2Nj1gaUvzlepiOX9IQoQkPDZ7QjLxHh3IwLwfuADeZ/1WH/nSYaFhxeEMT6ogWmJpasOxZLyeMb3ImK4MaN2e1FCv+/FRXGA79NGCuZYupy981i3ZTG45hIwsLmHNsN4TyFcuNBFnEXdrHfRAE9z2fUSYdV3kBz9EF2qv8LPxrvxN3rpPxav7jeHltNMVb8K9quCeTNW38r8q58XLF+ieRtT9r709HRzhHB+1FY9C2HnA/S0vwrrrwWOrWxmmjuJlWR/7Pm9H49RLH+ROko4smZPXh6+3H+8n2eFbe+/zKid6E9m7LCIjLfkkfg7QxQH+fOJqEzV7Q9hn9S/WvnUjvv7WObgSrazonMn/qcZLy3gtzkdArr+xnO8+OotREam8PnZHsTaI3n9r4X0eAVjX1MD7bT2tZFz1gfvVV3CNy3HadNG9m2bSs7XhUHtjvuYMeOE/js0sPc1BBjweOcHyA7wVh3JfmPH5MZ4885zz1s2bRpRjvysmUzu7y82LN1LRuWLGWdfxEVC7rpjTw8oI6RqfD3ve+RcG4bB3Y6sHXr7PYchf/vdtrO2fPbWbnCgJUOQTxbwFOf7G+k5ulN7gcdwWW3I1sdHGa1IztPoWw7HknEmQOcWb0cJYcb5M2z+IQfYLSe4udp5Fd1kB26n52m6oIhVTZvnn4wP4wzFt9j6BZLtnTeYLiTjtY2OoY+2lDjZ8GvI9Z/I6Rz1kfcD73ysDs7XpPr8m/OtGCPjDI2PsXEL2+XfBQ+JbGWTI/S395IQ3UlVVXVVFd/SKl6Mc9WVEhBUQml5UJbC273DqWqnLJSoa2Scio/+HhelKrKCirKSimrqHq3c6sSzqOiQvi7wmel9HoI+8m+Ez4ryigpFtpa8NyqhL9TQnFhAYWFha8vRcUUFwulqIji0nLKq2rmtVNZXiqbrywukx7HzO8WKNIsdfkxhO9Zxj//r/87//cP6zlwq5imhVzn8uucX6vFcoND3KgZmu3VTpSSGeKA6VJznKPKac27wilbQ9Q3XCVnrsdad5cbewxQNTtJWVkhTTmJREfcJ6WoiubeFmoKc1+8fz8nm9xXJYvc3Dzy8iuoe+qN5yptlFdKA8zGZgeFjReScmkTJktW4nL1Ec+KyijOFfad1ZZQsrMoFK5NdnwAF2x/RGXVOcKzu19Ml7xiiP6SQFx0FDBY501Yfi/tVbkU5mWRnT27vZycXAoKcoXfOxbfDdoYaTvglTwnCE8yQEmEMzu0lmJ25CYxKbmUCPvMbEd2ntL2KtroLIjmzn5Dlqu8CDCbNRkmaaI2wQW75Xo4+qdy55oHe81UsTqXP8/Y6swI4YT5DzKxzqlrpbvoETHh0TxML6dlVCJLLCPydj4rsZbS3dWFxyHXFx62INjSRB0i78+nJNZTIxUk+R1g92ozLG1Ws3r1+5U1a9awepU1FrpKKH7/FV8tUkJZzwJb2XcL77NwEdoRtl9jZYC2ygqWr9Bjpa1QL7S/ZsHt31ykx2VrZoKRljqaxlZY2grtvO141tixdv0G7NevZ/36day1k+4j/ftWWJlooLRUGQ09U6zs7F4dk7TNNWssMdZUQuHbr/j662/45ps3la/56q+LUFDTw8jqZfvStqT/tsFMT4XlSxajoGGChfB7yK7vy+ObV9Zib2+DhdZX/Of/9nf87u//J/5P/WMEpS8wlzzZQEbAVmwET9TMOYIH5T0MjYwwMtJC+f0j7NX/kR/1PAkr6GayIpCjFroorw2WvYBolh5U3yZ0lwEr9A9R9CicZynp3DjrR3RoGDGtEsZepXGVfr4sL/8vQTJRTfKFDVguXobl4dsk1w4yPiF41KPNlNx2Y4f2jyw2PEJkcbfQljSWZWY7M4pEEKrhCorDtmC+VAVTp2BiSroZlp2TIMwFtwl2VGPZslXsCcmhXbBfJBLpvnOP7acimR6m4fYBnHSXobHRl9v5bfQJ7Y2PDdCeGcwxS0WWrViL17N2OieF7WXtzSzytqUXbKqDyhh3HJYvQs/Bh4jsFllbIyPdNKRc4oSNAouUt+Od3EjBXVd2GChheipnfjR4WhBepovQP3iXrOcPyXmeROiFq9wL9ONmjWBoiw72O/HZibWU9vY2Dru6vPCwnQ/S82tGiX+ieHm6y8RaednS375nPSV0RJV55KYlk5KaRlraB5TUVJKfPORB3H3uxT0k8UkyqQtt9y4lJYnHiUJbD5/w7EOPR15Sk5/y9PEjHj9N+fBzkxVh/6ePeJiQyKOkZ6Q8fz7v+6ePH5IQe4/79++/Q4kl/uFjklJmtiEtwnVMSuRBfDwJj56R/NZjziDzQTDea7/mP/2P/xv/UWEd+27kUr1gEhAJo20ZPDq3AWu1paxQ0cPc0gIbwQjRWLIEDfN9nElspFO6xrDEG1djDRRXBZIxT6xvcs1RAwV9L8pLyulqTuHK/t24egSS2D9n2wWRMCLsk3DSDktVRbQF42ft2rWsNtdCbbGCLG3rhScNdC4YMDaXKSa7iwRvfBeOK1XR0NQXzslKMPgMMVJTQcfQHueQVIp73iNgYrSaoluH2WGojPIKTUwsLFhva4yZhhIaK7fjFpZH/TtGxk30lZETspuNuoooKQltmQlGrJkOOoqLUdHbyKGoIhpHpmi66cRmbQUMj2fTOqftttQAPA3+gub+GDKrOujtSOfWMVecd5/gdtPY7HwRIq/lsxRrKdIgs8OuzoKH/Z1MuH+9KPFPEzfn/TKx/u7rv9Ajjk6I/M0Ypu3hMbYpfYuizVF8Hte/iDx/LRImu4p4ftufC54Hcd2/hwP7XfA8HcKdtBo6Xnpp3YVkPYjl7pMyOua2119DZep9ouPzBUN+hGnBg6yI8yHgYgChuSM/5TV4I9OMt+cTE3CU//L//l/8d//+79HXM+CMfzj3MupZaKXTGxmooijxGkGn3fFwPchht0N4nQki4mEh9e/58vQ7MXewt1Rjh/FiAk4cwsPNmW/+5Q/83X/zP2C2yfW922OwhvyEEC4dc8FNdr0PcPiYP+GPimmUr+ocrkojOe4OCfmd89KNjrSVkZsQSaxwXdp6J5mS9NKYfJXrF04TmNJDzxe4MvRD+GzFWkprSwuHXZxZsuhb3N1caWqcmx9L5HUkxMWybt06zp46yYg0JaiIyC/ONN15lzm3XoMVlscJyR+YM2f7NiYYG+yjT5pe9IOQMFGfzJOkDJ6EnyMswEfwiEcQHMV3pqOrSzBo/8y/EwxbH78gee3PY3p0kOF3SlW6MJvs7WWGtrGhvuz/kvFhTPR1ZXW7HTfL6j6MaSaGhOstXccur3lvWtJ5nvqcB5FBxAQe5WRsJ+2ia/1OfNZiLUX6jmWpZ73k+7/i5ekhetgiIr8ZRii56c0ZNy+uFI3ODtT6GEhGmKiN5/bVy3gfFcT61gPS2mSpRd6Zhvp6vv3Ln/kPf/c7ggL85bW/Lk7bHWXCbGpkIK8BSzMTWd2ObVvkNb8GgsS3PiUx6gpnj3pz/fpNHteN8cG21hfGZy/WUl4K9vo1q3nyJEleO83k2AjDw8OMjM1N3Sk8x/KAi/mZxF4GjAif8prPi0nGB7vpbmukqb6W6pp6Glq76BXcjZfnK5mU5kHvoXdwjIk5oZyS6QlGB3roGxhh9H16PZEvkEHaGxuoqe18T4/6l0K4d4X7dXywl76+QQZHp97bY6yvq3sl1oGX/OS1vy67dmyfJ9YWpsa/AbEWkEwyOdxPf28/AyPSIXF5vchb+SLEWoo06Ky0tJTunl6YGqS7Ko3Ht69z/cpVwu+mkF83IyGDZIzuymwKiytpmJu8a1S6tKOQvJJm3pLU5xNkgpHqRKLPOGJvqILakkUsV1iKpskm9gc+o0AeMTNUlcTtoxvY7ZtEQdtsRR7vLiHx5GYOno7iYdV7jCeKfIFMyTrrT/kxEsVa5GPxxYj1K3rzSfLbwUYTY2zWbWbn7h3sXGeGlfUmDvo/oXxU6h12knl+IwcPXSCsUL7fS5pjuOy8j52edygWzPDPR6+HGCy7yfkN+hibrGXHsQBCb4QTFXKWUztM0VfWx/50AtmDwpb5EXhbfYXy9gieznpXtWDLtKZwze5btNaeJiRXdK1FPm9EsRb5WHxZYj1WRUbgLuy1tbB0Ok3QrTgeSZezRPlxYqMBRrqr2XOjlPq+OhL3L8fMejcnU+X7vqQ6EA8zI7TXXOK54Dh+LmI93pXL0xNGqCquZOv5J5TOSHs1VnmfwHXL0VrlTkDJKP3FN7lg+y3qTjdJbZp9BSa70gm3/wFd+7NczRPFWuTzRhRrkY/FFyTWEkZyz+FmpYvOhsukzlk6PF0bReAWbVRMvIjIyyfmsB7rNntwaW6uwq5IvNfbYLIxmMzPRqzH6cgK4oju16g53uDxvFcaTdKbc5PIGzE8rhqhu0gq1t+hvj2UxPIBJsZHGRmRZmwbo7fuCSHrfkBvwzmuiWIt8pkjirXIx+ILEutRyi+tYZ3FKraFNizwhp8GCiL3Ya9syoHIpwTuM2a91Tr2Xs0jP+9lySX/vjvbDUwwdrjyGYl1J5UPnNm4aAlrvHMofMuLiHrzb+Fj9ScUjBxxPXuF21GhhF6/zo2oMK5ccGO75p9RsfchPF+csxb5vKmrqeFf/+kPMiH09Tkvr/112bp5k+x49LTU5TVgqKctq9u8Yb28RuRT4wsS625SPA1YY70Zj8dzktfKGKb20UkO6qqw0e8h53eaYv3DH/hqqTaGutKig6GOFkYqX/OnPy7HYMd1sj+bOesmymJ2s/qvKjgElcjm7d9EX+FdLpr/gW+++RFlLUOszIwxX2mEpfC5Umc5y//8exav8yeyUFyTIfJ509jQwHKFxfwf/8v/zNUrwfLaXxfn/fv4h3/4B1ZbW8prYO1qG1nd/r275TUinxpfkFh38cxDT7iBBbF+stCKziFqEo9zQFuVTRcf4O0oeNZmFmw+F0/ig3geJjzgQXwcT67uYp2WAcZbQsj6bDzrDioTnNnww1LW+eRTNCivfg19eVFcsP6KFWtOEBybRUF+3quS+egKx0y/QcP+PKGiZy3ymTMxMUFpSQnZWVl0dc1/B9evgdSAyMjIlL0o5SW1NdVkZmYK39XLa0Q+Nb6oYfDKgNXYmdvicL1hgcQHDRSG72aNkjkut58RtM+QTZvd8MmRf/2S5lBO2VljsunyZzVn3ZZ5CXetb9DZe5eUFnn1K6aYyLuO38mLBD2pp7bwFhdWL0J7/z1yuuSbvGQ4n1sOChhs9CYiv4+R5iKy03Ko6Jp8r2QTIiIiIiI/8QWJtSDXRf54rtZG0/YMcfWzvevBogDOrtNCw8qb28VF3HfXY629C+cz5Bu8pO4qJ1ZbfWZiDWOtz4l3VWPZinW4hJUyK89beyr3dixhkcIqnO420Vx6m4urv0fTKZJndXOWbrWlErphCQYOF/C/mU51cjihd+OIvJNGbfegKNginweTPbRkx3Dr0glOuDvj6nwIr3NXuZtR91Mu8qkGih/d59GTAmrm5ePuoDbrEYmxqZT0TP/Cz8UY/dXJxF89yxkPZw65unLkuA9X7mZQ2rHQqKLIp8AXJdZM15IZvAcHPV1WHbjI1ZiHPH6cSOK9IM5sMcHMZB3Odypp6a/j0b6lrLTaxYl5S7cCcDc1QHOV/2e1dIvpHroyfHA2Vkbb2AFn/1vEJSTw8P5VAt1sMVm+AnPnGzwTVHw4L5QzJv+MwuZQHtfMfvhHWp5y2ea/omp3klPXsqhNDyfsdpDQYVwmo7ZLFGuRT5+hBopizuC+3hBzQx0M9XUx0FZHW0kJA9sDnLpbSfvYJJLxh/jZamFtd5aoea8lyCTa1QZL7Z1cKh7nfd+t8VokfbRmhOK32xJT4Zh0tbQw1tPCQEcLPYPV7DwRyeNa0Wj+FPmyxFrKQAW5EYfYZaGJjpYOJkZ6GGiooW+xm+NR+ciWDU+3k3rKll37T3Ml78Vur2i8hf/uHTi43KTgcxJrKVM9ND46j9daddSWLkVFRRlNpcUsX2HAKpdwHlW/CBMfLLnPVScDVh+JJbNp9mM/1pnD3QPGrHe+wp2KaSSdz3ngv59dLmGk1vZ//PzPIiK/KGO0xLuzW1+B5RYeBD+rpXV4nPGxdmrjj7NXfykrDNwIrehleDQRPwtlVtqcImKeWGcQtd8MI+UtXCz4hcRaMsl4VThn1qiyQnkVzteeU9w+zPj4EH01Sdz2MMVISZWV+++Q1/v+qVVFfl2+PLEWmB7tpbOhjKJM6buCk0jNLKKisZv+0ZfSO8Vobzvd3X0MzE1aPDlEf3cXnT1Dv1I+478xk4P0t1dTlp1MUkIcDxKfkVnSQEvf2CtrfHp8mMGuNjp6hxmbnG2uSKbGGO4WvhOuXUd7F73dTVRlPSbqyHFuFTXSLN9OROTTQ5C3oWSub9FAT3MjHg+7GHg55C1lsoXsyCO4bN6Hb0oDXX0P8LdWxcz2NWJ9wBxjla34Fv4yYi0ZayLztCDImhZs8smkdWTmsznFWPcjbhw0RGe5Le6JnXSK7vUnxRcp1rP4rFzjXxiJ4BnL//khDOTGkXD1JKf9gjjpfJ74yjbm5KIREfmEGEdSfJ49mirobAggaQFrfXKoneaqKhq6BxkfjMfHShVj4/2cT22ktraautoaaoTSXHObi5sNMFBzxK9ogp//lsgpJvoec8lyETqWRwkqWujJnaDurhuOaosxOZFOVY/Y+X1KiGIt8jdjtKmE4qd3uJvwhEdp5bQOjotDbyKfLpIRJh8dZJ2qPsYud6mQVy+MIIRj8Vy0VWL5vyxCy3YzDhvXs2WjvfBpz/ZNRmh98xVKWrvwL57k578xfoTR5qu4qS9mpcNlYjvk1XPofR7AccsfUN5xi+JmcVLqU0IUaxEREZF3QSrWiVKxNsLE9R6V8urXMi6ItY0Syl+rYunkhschNzwPuQqfrngeXo+F4vcoazr9Qp71MKONwRxUUcBs61US5i6plNOXEcRx60WscIwUxPqznMj7bBHFWkREROSdGEdSeJZdmproC4L4fIFhosmBVhqKCylt7GS4PxYfKzXMV5/lZqt8g1fkEO1iyUrVbfgKYi2ds54a7KKrp39+nMw7McF41z3OGP2A3uozhP6UD2UG0zQ9OMoe7UXouz+loksc5/qUEMVaRERE5J0QxG0gkcB1aujp78Y756egyxeMUnH7MHuM9dkQ8Jzq1jgCV2tgseoMUfMSDWVx29lCEGtH/IvHGBzpoDb1PjG3EkgtbZMFrr3vjPL0SBWP3bTR1V7DrtAKBmcGvwlIxvKIP26FsaIRe6MbaVso67LIbxZRrEVERETemX4qrm3DXkUBjW1XeFA1wJhEgkQySk/eNU5aLmGZoh1Hk5voGkwkwEqFldYnCW+Q7/6K50TuM8VYdSeXcgWPuvIhcXFJ3Dznx93IWyS0C166fMt3RjLOULY3LibLUNLby8WkBrqmpMcmlKEaskO2skZZEY31ATxpnWCOlov8xhHFWkREROQ9mOrM4bGPA6sFwVbXWsmq9evZvNYMM7UfWaFlx96gbOpHJpkej+WM/o/omBzhWp1851ekErZTF63FGzifN8JAXxNNRQkE7tnN4WOXeTwo8+Pfn4k2KmPP4LFGC10dQ8GrX8+WzWtZb6GPvooW1tvPEZbd8QvMkYt8bESxFhEREXlPJruKyYg4w/G9W9m+dTPbNm9m534v/GJyqHz5itmpKjJuXiUqOo3ifnndK5ooeXyTyKtxZLdPMy7NVzBSR17UKc5fuMyt0nEmP3RKebqL5sworp46yIGdjuzasQ2n3c54+d4mqawbcfT700QUaxEREZEPZpzhXmmSpOEPz84nGWa0No1nz/NJvyV4vkF+XHw6yvgvEf81PkB/3wCv8j2JfLKIYi0iIiLyazItiGnFHcICAzhz+DhXI+NIbv3AYXCRzxZRrEVERER+VaaRTA7JUvi2t3XRMzjGhOgJi8xBFGsREREREZHfOKJYi4iIiIiI/MYRxVpEREREROQ3jijWIiIiIiIiv3FEsRYREREREfmNI4q1iIiIiIjIbxxRrEVERERERH7TwP8P4DZHWCZqfmIAAAAASUVORK5CYII=)
Mechanism: ![](data:image/png;base64,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)
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/485869/1/908673/Picture278.png)
In the above reaction (P) and (Q) are respectively :
chemistry-General
physics-
Two identical samples of a gas are allowed to expand (i) isothermally (ii) adiabatically work done is
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)
Two identical samples of a gas are allowed to expand (i) isothermally (ii) adiabatically work done is
![](data:image/png;base64,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)
physics-General
physics-
A thermodynamic system is taken from state A to B along ACB and is brought back to Along BDA as Shown in the PV diagram. The net work done during the complete cycle is given by the area.
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)
A thermodynamic system is taken from state A to B along ACB and is brought back to Along BDA as Shown in the PV diagram. The net work done during the complete cycle is given by the area.
![](data:image/png;base64,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)
physics-General
physics-
An ideal gas is taken V path ACBA as Shown in figure, The net work done in the whole cycle is
![](data:image/png;base64,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)
An ideal gas is taken V path ACBA as Shown in figure, The net work done in the whole cycle is
![](data:image/png;base64,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)
physics-General
physics-
In the Cyclic Process shown is the figure, the work done by the gas in one cycle
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PcXwRxk0Z9LiQuJFzkLnEWocYLpmkH0+dNoXMQ/fPMyJuyqO+UZy5Ko3HgsMvirgMqSeVFaFUsAvRZgu/qLGpRwXp/Poy3g4temMUt/Ozs8rWvfW34ffnLX965YTYChAgo5DkxGBE4Q5uf//znZx/4wAfGh/eXXXbZ7NJLLx1H7pJLLpm9+93vnr3nPe8ZO9N85StfGaQc8rMy1ecYCDDKEOGLIMZBFMC1Y/LiOuUQJGzOp6jpBt4vilLLdoo8r973jLxDkHC5F784WFTOwsdBwrv2zsLHT3j1HGVOulDTrpBOfdekBYueG5d4SXNRHHBen13vQU1TGGkmjYRN2kH8p2Hi6nWFsMlL4tZwuR8kTPVHHHvqGUOu670K4VJHXM1X0qhp1XtxFfU6z6vhA+fyvojIYZqHKfjXfAsbV1Gva5jqgnq+O9R4yV/KLfmuSB4D96fl6P3ZLiNROgTKJKhxGxuDvd4JJhVaBcTQpcpFcEjN0CblZWQMSbpGdIgQeX3yk58ce3siQz1AwmBezupR+2g+6lGPGulLT08SiQnr+SBOiBTJfuELXxhHaevx6R2653MH+fNJhL1GzzzzzLEXqD1I+WmlgXQ5z4yDep77ab17P+/sWYhWej7K5/LZBYhTFSeGN0Jf703zEX8uWHQvDqb1k3vCezZXn7koH/FL2BwD95PPpJlz5cPVMM65PCNI3PjnXBwOHEPAueZyLd3qF1eR+zlPfoWLPyRcXEWu8y7JU8LWZ8YvrvotAn/xky9O2cWvPmt3SNzqpnlM/UDeJajhc13D1/wkbMLLLyMf8Ev6CZewgfOkk2PO672pH3he8p5wNUy9li9OnIRfzYk3lcNF/p7tGNSwkHfn2Ao2UCcgv4yT9CDxknbjwGOvNsNWcRE8lQUq1xAj8tED0/vS+yNw2aHF5xD24BQv83N2dvHpgxaRNH04b6u0V77ylbMLL7xwCAcS05OTpiFNRItYMvcmDxEaR+noTcoTWI3qW0Mfwuv1+UDextu+Q6TEniFuFKSmVyFdaYqTOT+CjNDf8pa3zP7yL/9yzCvancbuN56lxymfkHLjUuzOPSffLjrmOXmHhJ/mJ2nwT57Ej6HKgiINC+8DwuZ9gb/rDNW4Vgaejdg9P3O7iSt9znXyyomXNDn508oVTk9b3vi7lidzxOIlbH0fz4H4y59vSD3XM/Nc6TsKI53kM8518uxaHpPfPC95Avel7dr9lL0w8s/JCz/vwCW9xEseFiF554RTtup9Uf6SftL0TC7lL66jvCVeysM1/5RJni0+eAfX6lkYaZm6cEw+yE8Wo/EXDmo64Fwc/uI4z3e4yqu+0zRvicfJZ54hzelz3M+7c3kv6aUexAHpcpDn57nylLyBe8pN3oWRLid+4sqHuJ6btF0LJx1HYaXBQS0PzrfHGvOmhFwbKWPvjJwpe3WSMmlsDPb69wCn0VQ2ZUGCfgbJsOQnPvGJQXAMKQHRu4uAu3YuHb1DjjLqNdky7RWveMXsRS960QijV3fxxRcPZz5PWMYQqeX7wghNhI0jrASdoOlV+hif8/E9MpYGxZGHCHCUxDUX8I+SEVRC7xnI27zjO9/5ztlFF100DL2eJWc4WP6iIKCcOOk5erb8Z1EOZZA+hUSsFMb7ei7IW8owabnOe4qfrd+Q89VXXz163cJ4ljw7TxmJJ7xnqx/piVd78cIkvnx6jvfKAiLpm+8Vh8LX+pB38fWI5U1ZeIYGkIYNoyCstCF5VHeQfOpZa7DIozBkxXPt5iOP03dThp4rnrw6BzLq2Zy8qVNxEs91ZECa8srfu3pvTppJi7zLR4hHeGUvPuS9pAGpd0j+yGKG4pU9meKc84ssemfpkVvxsrGEd/Xs9C68m7yBcoxh9Vzv56genMu3MvVejHHmxMVXn+bZ5YOBBnFDAiEMSHnxS1lpcKpzcSJT3kv+hM27gWvn0k2ZgfM496WtPr27MvAenqkOvLtGlXKSjvQdlU3qVHmRdXbGuyoDcTTGjRTJJ/lVZomrjDxffP7en1Nu8iA9dSkt70gXlF9kQlhxER+ddt+1ejcixaVzwL+xcdgrAiRMokVYuSiXCidMhiMNCRrmNM/H0CUcIYqhpljuMSQEkJ8t0hDgC1/4wvEMvcq3vvWtY17PXqMEnMA84xnP2DmPR8ikL2/ieIa0Cakj4fLMGG9+hI3yiCe+vHH846QF/KXNUUSOnyFYxCxvH/nIR0ZYzwk5R2GEj3CnHMA9SoQgzEsiTnlkzPyclHenOK5jAJOnnHsXzzvllFNGGhb3MAzq4e/+7u/GHqryrSHifUFe5I2REs+wMMJWf5QUcVpIZOhZ3tWtZ9m6TljzqMgQNFA0egw7M3CMlPeSvjjStQm6IW31i3jIhDKTN8ZCuIQPUi/qjpGwpZ6GjHdhaDz3/e9//zAownk3+QTP0djxbuIqU++mQebdOPGUSa0j8dVN6otj3Bg5ssZ5d/lEvuag1ZF3YvBSTuLJf8CPk3fwPISTIXnk7pnKXoOKnMurOPLHKEtfGCMq6lhc5aF8vLv3UZ6ZV/dukVfpeC8y5EhmwLn0lJMN68mD8PRRGZFBUw/8IrNp+EhL+smjdwLkoq7JinwKIz8Wp0kzjWKQlrQr8hz+0RXl6hl0KnP4RnLUi3KRrl+fIROIMJA3adAHekkmTK8oO9fy4f3YKjZLnXo35Q2eS26kw+UeIlVn3tNokneWD2moO3sDk1GyI9/yIF/0A+Hyo7NnnHHGmI55whOeMK4bG4u9IkBCkWiOHCEBSkDgtfLMi5njI5SUk4C4R/kMicaAMrLCUH5kZuPsl7/85eMXHoAwveENbxjDoJTIs+wp+ru/+7uDBCkBAZe2e/JDSD2H48+P0MUYAMWKcMt33iXCHhe4Jw4/58rB5xV/+7d/Oxbg5LcKPRvxel5FfTZQJvkm+JQI8fslC0ZIo0C6DCwFpTiIImUfAyvfMQp6zuJTJu+th/VHf/RHOxsN0pSGdxCf8VGOnutXNZwL550YPgSl7JWf9xLnvPPOGw0T+dUIkQfGw/D0+973vtFj8E7eXfocY/Wrv/qrI3/eFZmrx9e85jXDaDG2yU/eyzPlk5844r7qVa8aBlUZaHhocJAL58JpvZMxaShDxiXlwUDlucrUSIK8Kg/1xSlLaXu2/Lt2RKZIwtA8svLu6lE5+R1IZcWQcogociP/gTxFbhyVEWMsj37FRBl5HgIzevKOd7xjNCiEjyyrG+fqCVnJC0JmyOVZg4cMekf1plzlSRqc/MhfylWevJ9nG7bXwFC+npHy9TucGrHKRTx5lHdx6Y7ngjjSdDTCwqhLD0mJS7/piPqWN/ZBeshbmuA69a6M4i/v8u1aQ0b503v7C6sX6avTN77xjWNDegRbQe80Mr0bUibvj33sY4dM6DkqM+VNjjUewLM8N5Af8CzvyHbJB/nSuJMP8uX9pOW3S9kz+QX1gPjokXSVFbslvr2K/YYomXUvz2oceOzTr0FUpQ5cUwwuPRtKwHjYAFuFE14kR3kpoJYS5WWMtKz4U0pGHfQMa8uWMhBegpdWIEViJAhWjpz05ZMSEOoIFyWbvkeOCQPCTF0Fwc7QhtYj5ZA3CqHngyQYcHlkqCgOg6psOOTFX1iGg9NqVH6Iz7tTOu+BVMWlVOLkqCehNaqsGVXP8y4pN4bTszQuxBE+ThmnN+EeA8QoMJ4IhbGTN+/kHdSLsM7lR5nG+CtT9Sds3k296KXoYSgL90Fde4bnCSNvju47z3tKi2EgEwyO56pLMsDgyKs8eJ74ykPjyvOEd0yvRliNLfXk3cSRt5SFcvPcPDvvoM7cUzfq1XtIzzto1asrzxZWXHlI/VQ39ZeOvKkD/tKUr/QSXMuXMOogcZOvnHumciM3ZF+dkUPX8iUM5z2Up+dKK2Uu/bybMOIqX++HqMiS8OJFFlxzwstL8iQ9ZUUeOWHFlx4ZcSQnni1c0vMO0orLu6rv6fPEkTZZl470yRLSToPGO8mv+I5kgtySI/GkJZzwGbakJ8pOmZMLceUxMiI/ytl7uqfepEl/+Gl8sQNslHeMTJAPuug+26Je+HsvjRlO+UubroN3ahx47PUcYAjEkRGLQWIQEAJjo5IJngomWMKoWIpNEIS1YMZvB2q5EUbhtYi0irUigRHXEjXPpuUuHcT3e7/3e6MVSJCkCfKUViREkKbEBsLm9XOfi98UeWdhki5jZa7TEK08Em7DIoYyKR4SFodgi1/LLUdxhKVIFBSxMIRapgy2stRy9F55dt7XtWcwDAwYRZIWqAflpXEBKZeUv3QYHsYiBEhZhbeAiTKrU4ZC/t2TPsVnACg48mE8tLoZoAx1CxtlFja/+kEm5IHB8n6e4d0Yh5SRfKWxgvgZBgZPj0d+hVMmnmfISR14N867IQHPZCg5cdwjb3pt4onjvchlyoRjBOUdvAcnD/LNcHp/5SWO9Mhmhhtj3OVf3ms9u06Zu4aQBf1QZ54vX8qeY5iVg+fLa8pUOvLDMMuLNKQF6kv96d2qF/UhnnyIJz15UB7yKz1lpXzJn3PPko66Ub7kCJIX8aQpv0kn7+g5yFB6ZFn5g3xIz3vJm+dKT/mLK72US4VnpMzyDvKoHugZuQeNYz1faasLOpX8iU8m2AnlzJEJz6dnGkRGS5SXa+/oXt5JOs7lOQ09Oufd0nhU/sqMfBmOlQ4ZJx+GyKUvrnSVDzunMcnGkeuQqHKQX89sHHjsFQECIWAsIhgqXOUbvjGUwHCrUKsh/9W/+lfDaGZ4CsTL0KahNkLDABuuuuCCC8bPFxFw4Qyf+IV5QwsMOqFGgP/iX/yL0QtkAAg8YY2yROmdE2j+UaAIl3v8Es69pJHzoIatAsp4MxCvf/3rZ//rf/2v0VKUp+c85zmj96GFKp1qhMR1TJrAjzGgWDEw7oNjXEXiS0ueGC6OkoFyUkfSc55wjlye7VwcTlnx93xOvIRJOGHqO0ifi3Gu5cu59l6pA5BuSN199yqk4540Oc+M0eKf56UMUg5xgbRj0IRRHlzS9NzkO2Gkyd/Rs5K2ss27i6N8nAsnPwnHj4OkAclXjsKkPPP+wqbcxQXhOenX6+qkIw3nKZ+UEX/PyjOEkXZc8pEwybN8RMe9u/vONVSli1TES5op34RX52lgxCEBLj1V8VKWni09fiC8tMDR/bxL8pzncvLMOU8a4jnn8n4c8HOfS7ykwS/vmzQSD5JeXNL1Lsrdu7Fbf/EXfzGGQxE0G8kfERsNs8jP0L6GlTTyDMfGxmCfCFBlA4HRwkNob3/728dcnfk/lWlu4d/9u383hj61kggAItQSNHeC2Iyba/lqSRkafclLXjLmOBAbIFbj+4hSb4sgaTX/23/7b0dvUTjKFqENIsxVUaaCzK8KeXUVCZNwSYPiGiYyF/QHf/AHo0Vunsz8pXkG+VovpClfymqjEKWPQTtQIDMpv2kZ7w7KI2XuHGo9rgbvBVUu9gXKSJrJA0O/mUh+QHmspUx2B+nV8l1PHVVIJ0jd7W1au8Peyq08ibc/8rVIHvUGLdD64z/+49EZSA8RObIJpoRe9rKXDSLUI41MaQw1Ng57pS0RbkLHADDUWnQZ0tGTIwwqVOWboLai0JAAsjBkZMiTP3LTojTsp2VkWIdASIuxjGBoWTp6ludrRRJc15znCS8cAolwE6gIeFpqFa75e5fcX00h+E/TkKc4z0wekLweDv/1IuW6kUgZHGiknJWl8oos7Q7C1DpR/tN6XA2exe0vyEfq52AwVskPt9Yy2R0i47uro93VW70nftJzDFaLuzeQ9t7IrbKa5mstkHc6zS7FSSNl776hawt+soCIrBjR0tszEsa2CRc74Zxbb14a+4590pgIgiNjYDzeQgxj/8a4AekZFn3ta187+z//5/+MXhLnGgnq+REIcQxrmjszjIgQCZW0Q4QEBlkCYck9wuPonvF8i0fMSZknEkbYAyVcnr2/cSDzezBhre95sJbHdq2j3dVH7q12H3Z372ABvdZbS2O62iHXbFNc3kdYQ53Iz4iVVbQa9VadIkDkp/cnjYzypKxqg6OxcdgrAkyFq8AQoFaYyV3j2SZ3Df8hQWEzN+ibNEvfzfuZJ0SOeo5I09yfJeGIUDoRLmmDOb7MOejxIVtCQyg5PUJkatLeN2kWWJgQ18JKGvsbLayNxtYFuxEbFztH50NaccD+GNnyyZGpGtM6poVM5Vj1zh5avMNmSSPpBdJh7xobi70u8Vr5oGKt1jOEiQB19y1DR4LuWQZsONRKMHN4WkLmy3yUKqxWUsIjOEj6roVFru5bHGMOUC+RIGmpGVrV6yN4yNbwKjIkhO4fCLKq799oNLYO6HamT9Lzg2lPDYmZ6kB+bA/yM/dntIqNQn4a9siPzRNXGlziB+5xjY3DPjU5amU5JzBZLm5pr9WQPlOwsMVkL4KzHN65IQH+GRvXQrKs2HAoEDBOq4ifZc96iT6u9dGo1aXIMMudDSn4dgrBGgLV+8vHto1Go7FesCvplbFvzmtDmm0x7aJhb64P8Vn5KQx7xlZld52sU5AmO+konDTaRm0e9upDeAhBQVounCFKk76GMfUGDW9qCWV/TCSIyBAkMvSpAMLMt0ziE4iadh329H2RHqa08o2XeyE/K1F9n6W1ZVWpsHqm+2t4QX4qtA619qx6NafpWcb6fddj/D+tvkajsZygvyHD2D0un0BZmW5Fu2md9Px8x6wDoOHOrhmFYpvMEZqWYbfYCQv+MuXjOdJte7Fx2CtWSCVxKi6CgbgMFSBAK0ERmyFOQwB6fT769FkEhwDdQ5CEQM9RvKQrPZA2gpMeYdKyQn7OEaJ7CZ/WVFpUyV+j0WjsDdiPkF/O2RrTOEaakJ9vk33sbhSKPTOyZVRLIziN70W2MjbOPZjar8aBxz4PgcaBistYOTJT+YjLEADCQogExFHvTa8PiZnLMyxAOIKk6agHaAGMVpM4tjGSdoYVgDBVgYqwOa/3Go1GYz1gQ2KP2BHkZ87PpuV6fTbx8I2fKRkNe+sZkJ+eH8KEaovqnGLsFLhXibFx4LFXBFgrako2i0AIEJzhQMSI0CIMFblOWqs5qHHTakp+PI9zPn1Go9ForAexIY7m/KwvsNJcz89qc0OhpmbM+SE/jXwNdiSXuGyec71Ezr3Yqt3ZzsaBxV73AKtQgApUkalQ/iEmzn1CEGKqpFXd7hAhqfGCXAuTcBWL/BqNRmM1xKZwbI6en5Xm5vsRYPb3NMKVxX3m/0znsIEhOch1yA9iKytct63aOOw1AU4rybUKrSucdPVVuKNrlTut8CpkHEELch0/10E99+xFQpM0p89sNBqN3SG2J3ZGL88mGzbc9rmDBS16gxb6me+z1aMFfaZ0QLzYxFyzgxzwrwSY5yyykY0Dh70q6RDOIuLJtQrV0omrwpRK5qZpTNMTh9tduHrPczwvwlaf22g0GmsFu8F+WNlpzs/vMyI/3xdbyWnOD/ml52ddAlKLPYp9AzYpdijk5570oW3U5mCvCbBWbq0853G5zjHn4qX1kzTAeXUwjbcI/EOoEAKcEm+j0WisFewGorO3p4Uu9jO22tP3xRbj5cd1fWrlkyd2iN0RLzYstocdcm0aKGsg+MW1jdoc7FNfW6VVByoWEalkC17qwpeKRfEWOfcJSAW/kJxz4RBqhl9DrpUUG43G9kVsTdyeEJuSX7nxja95vwx7+qRL78/WjfnJsxBbGt5TYotNZJP4p5HuPHYq8Robg31iB5W9CPxVaMioktLu4sTlWvi4ioQhKAQIanzO8xBihHItQt9oNLYeovuO9XwKfiEfdgX5+XDdsKdPHvQE9fTs7pJhT595sTHisjMwJT5wr9oy9xMmNqvt1MZjnwkwlep8T0jYRS4CUOE65Jl7jsLzIyxpbTlqUaVXmNYWB4uEstFobA/Q/eriF8Q/dkJPD/n5RQc/aGuXKQtc9Px87uCXa+zvKXxd6Oeai+1iq8CR/3TUqoaJbYutaxx47BMBbgQIQwQiQgohQUTnnH8IkEOIcVDTaTQajWoPnMeGZJeXiy++eHbFFVeM7c4Mc+rxZetGm3KkER7ShNil3RFZwrZN2nwc9ARYQXDS4wPkR9igtq5yrWWWX4IgkI1Go1GJh22IYzN81+dbPzu8vOMd7xhDnzbcR3y2dER+vvObImmyR6ZenMcW7Q5rCdM4cFgqVgipIUGCEyHOEASSs62a1pojYUz4RqOxvVGJjmMXfOJQfzNU7+/tb3/77K/+6q9m11xzzbAj5vz8+oxtzuz4Youz2B42J4vv4tdYHixdtyhCHESg9Qbtqn7CCSeMffgIqjF7/mttjTUaja2F2Ivof+xFpko4o0QWvNjZxfZm7373u8cP2yK6kJ/eny3O8ssNSc95nHTj31gOLBUBamXZADtDDOBooYsNsv38USapHV0brqjhG43G9gBCqgtU2A9Ozw/p6f1pILs25/f6179+9p//838enzv4hZoXvvCFs5e//OWDADWos79n0kyvUdr8ufg1lgNLRYBIjABDbWnxN07v41S/Fu8nkxwf/OAH7/y5pEaj0QD2QI8NzPkhv8suu2wsejHnZ+TIL7lzfrvUqJLeYHp+i3p5/GoPsG3OcmDphkCBkE1bW1pyxuuRHoHVgssHqo1GY/shRKfRXMkrfnpxftnBd35vfetbxwfvVnc+5znPmV144YVj+FOjWiMa2BxI/NiWkF5j+bBUBBjiI7ghQEfOPUJp5xm9QUfXCdNDE43G9gOyqo1gdoL9uO2222bXXnvt7JJLLhlzfr758xulr3jFK2bnnXfeGEXy0TvyYztic0B6cZX8mhSXD0tHgISRcx5XryOYBB+mYRuNxvZAbAFH99kCc3/28rTgRc/PR+5+3kij+ayzzpq98pWvHEfbnRlRErc2smu6Fa7ZHK7tzPJgqQgwQqalxaV1V10wFdbp/UajsfVB50N+SCzbm33wgx+cvec97xnnpkr0+p73vOeNj90tqDOCFEKLvak2R5pxUP3T6G4c/FhKAoxzHT9HqIJX7+V+o9HYXmADkNIdd9wx5vz8irvf9bP4Rc/Ptmbm/Sx4qeQXgnNeCTCIran2JXEay4GlIkCYChssEsDql2Oj0die8OnCN7/5zbHQxc8aXX/99ePzKaT33Oc+d/bEJz5x/L6fxXTsR3qMjuwH4uOqnVmEancaBz+WjgCr4BHOuOrvPEKc80ajsTVQdbtiNT23sbUftNXr+8QnPjF6fojO9mb5yD0LXip5VdtR/afnuc55JcrGwY2lIsBFgp/rPZFgo9FYblSdjl5Ht3Oe68Cil2984xs7e35+zf1HP/rR6O3ZLCP7e+oNpseXNCq5TdOt9ypW828cnFg6AuQIWIYkOJgKXcJCC2SjsdxATD5FQGiO0W+uEmIlMHt86vnp9X3gAx8Yqz3NAyI/v+Zub89jjz32Tp861LTYFvN+i0gtfm1blhtLRYBTgct1SBCiFDAN32g0lhMhKNuX6alFt+l6iCu67jpzfp/85CdHz+/zn//82PXFb/iddtppgwDt7XnooYfuJD1gS6TpGdA2ZGtj6QhQiwyqwMZBCDCCW/0bjcbyge6GADnXdUVmfvElOq+XePPNN49tzS699NKxsfWtt946en5PfvKTZ0972tPG/J9dX6QlvKN5wfyAtvT4cY2ti6UiwIBwRugpRhXUKEHO+QsXgW40GssFeozsbGqPoBBVQKdjA4Lvfe97g/T8mK1PHlzr+T3mMY8Zc36+9XMtHelKP4Qa+8E1tj6WjgAj8JXUqvBXAZ6GbTQaywkEZa7Od3uIkF6H+EJWenLIzicOl19++ewjH/nI6Pn5ts+3fsjv1FNPHft7IlK9SXGlhwxjMxBhrpN2Y2tiqQgwhEYZCDDBJaz8uaAFt9HYWohOp5cGmfvLvr/Iz3zfO9/5zkF+tjzzk2hnn3327NnPfvboAfrcQVhxNYql5xpiX+LXNmTrY6kIkHASXEB+EdIpAUJah0CguUajsTUQcnJkB5DdZz7zmbG5tf099fz8Mox9PZ/+9KePX3aw4tNv+oXoILbDdfykGdfY2lgqVkB+vuEx/1cJrwowlyHPCLThDITZAt1oLB9CUnEBnebouu/8/KDtW97yltkXv/jFscLT3p62ONPzO/zwwwdRiq8xzCa4Zkt8LmF1KXvRPb/thaXtFhFkgo8UI9SENwKc+xy0UDcaywd6zAX0OLpM9632tLG1YU89P9/5nXzyyWOlp11eDIEivyx4AfEzKhR7kTTrsxpbH0tFgAS2zvuZ9NaCyz0uwg1adJQkPcFGo7GcmBITvfebflZ5vva1rx0/aGujays8/ZjtueeeO3p+fsmdTWADpmnEnlhckxEiDeYmwe2DpSJArbUsg06LzdE1wTU8ajiDciRsCLPRaCwf6DeHlDRm6baGr56evT39pJGe3/e///2xobVhT3N+tjfzM0d0P4TmiAiTBgfCJJx7GTVqbH0sFTNQhDrMGcElsCa9v/rVr44l0DfddNMgQmGaABuN5Qdyouf0mq7b0PpDH/rQWO357W9/e3zkfsEFF4w5P586POABDxh6j/DS+4tzjUy5Sna5l3CNrY+lYoa03iK0iJCf5c82udUSvPjii8ecAAXh34LcaCwvQkbITINWr82vub/vfe8bem4O0ApPP2j7jGc8Y/awhz1sDHuyDZDGb4gN3NMwdmRLpOkorFEjcN22Y+tj0wgwgr07LLpf4xFg+/tdd911Y8NbLULfAV199dWzb33rW2NIlNJA4jhWZQjqdcIsCtdoNPYNi3RvNZ2M01vToKXrH//4x2cf/vCHx6883P/+9x9Dnr71e8QjHjG2N8sUSUaJcg6O7EYc5LnC8kvYxtbHphBgFewIX8Vq9yO8adW5953vfGcoxJVXXjkmxL/85S+PIVDfBVnanHBp0VE0vcjp4pg8i8tcQ7cCG439h6pjFdG5qm/xc+Rvjs+oDuLzyw4aub7ps7H1M5/5zLHTi54f21D1ms3gF+c6fmwJsswK0alrItz62HACrMIfASOwhDzOdRXioAqzcIiOIiBARz99cuONN47j1772tUGOiMwzuTp8Kn3Xhj+qooUcaz4bjcbeI/pX9ZqOVT2j2+7xi44iKPpIj/2aw0c/+tEx50e/kZ1fdND70/PzqQO7UJ8R++JYXeA89oQLpuEaWxebNgRaBSzKEaWgAFGM3IMILGgR+uDVSjBHZMjPBDkSNE+ABF0jOelIW1rScE25QnjgucLW57UiNBr7DjrFRa/pGr1zHb2uOurc8fbbbx89P5tbG+UxwqPH5hMHPT8/amtja/GlGduR5wTR5ak+r9WvsTWxKQQ4FU6I0HIRQOcUAkklDv8f/OAHY7Wn4RBzf4Y7+ZvYtkrM74BpMRoSRY7uJy5FqUMe8c/zFpFfnt1oNNYP+hPdcoyuRa+iZ+Bczw+R+c7vmmuu2dnzQ4Q2wzbcabXnk570pNkJJ5ww9JiNSPyk73l5ZqOxCJvWA5wKZQSXMDuCMLVVB84NgfitL70/vT1KYQjEhDhyQ5DC2B4JQSJLvUPpuu84Hf8PkofkI4rUStRo7BuqDk31CzK/r9Fr5MYojh+05eiz+z50R3y++fPpg42wxWcXpMdByK/R2B02nAAJ/JRMQjrIKEoAIZ4Itmu9uc9+9rNjxacWIX9Lnzk/c4IE9QStDjVcouWoJ0iBxJd2jsJZ9uyZnhO/kGKUc5rfRqOxdkR/6RTnPI1P+pUGbvTfR+7RXcOeiJCe+r7PrzoY9jzxxBNHeCM+4ku32o5GYy3Y1B5gXFWOCDDF4Ag1QRdOq9Bil5AaP4pgSMTmt3qB3AMf+MDxIaz5PMumtSD1GH0awQ88sx4pEXgeN73faDT2HvQoekVvo+v0jp7zd/Spg2FPC9vM+9nejP6n52fhi2FPhCguF+KE2A3pVddoLMKGE2AVSIoQTP0jyASbomjp2ekF+fnWT4/Oz5084QlPGARoOMTWR8jvmGOOGRvi+iFMn0KYBxTHx/K33HLLSNczony5huSh5ifHRqOxftAfOlwJMMi5I/Kj48iPvur50U3bmj35yU8ezrnPH7J6G/JRe9XlPLN1t7E7bBoBVsEksFOlIMghKCRmlaeenN/70qs79NBDB/mZCzjuuONm97nPfYbAmw9EgI997GMHMZ500kljONRvhdkpxvBpfvokTl60IsXP86dKVPPbaDTWj+h11TsbUSMvOqrnZ2FbFry4d8opp4xfdqDrGrnCxi4gPmGkm95gdLn1tbEWbMoQaAilCmmUgjAHzq3uMvRpVadWoaFM8cwHGA4xNGK4My1AR/OAhkQpzRlnnDF6gtIQ34oyn0dYFJNnSU88R37VP67RaOwb6BUdRVTO6ZUGph2bLFQz5In8NHDBvL4GLqchq9GbVeHiptHqOqtA6TG/PGdqUxqNig0nwCnBpNdVBZZ/CMmKTsMiem8UREvRN0DPf/7zf4n8xM/uL+YCs1yaArnWqrSLhH0EbaNEgWrPryL5jAIlz41GY/2I/izSJSu56eWll146Rnno/aMe9aidC15MZxj2zDeC9NUcoHCID4G6F12WPluQ8I3GatgUAgzRVRDmHENIyExvzecO5gV8F+QHLv3QpQnxI488cgg9AgxhUogsdLEvoPB6gYZEtSCR4Lvf/e6RpvSElyfK4pjnO8pnXKPR2HtU/eboK53zza5RHau6rfykg3Z2yYKX/KxRGrlcdDTItaM06b904tdorIYNJ0ACjFAIKAcRYEIeoRXOcugMfSIuiuD3vrLru2+ACHyNL23EqacofT1EPUFbJjkivMsuu2x2xRVXjBWldpqQBv+pciWvyW8rU6Ox94huRY980uQ7Xb0/DVJ6iPzot0aunp8tz6DaCsg1ndc71CPkh/w44dzjWm8bq2HDCXAR0VXhjrAiHfN05gOuvfbacW1e75xzzhlKgvwIvh4ggQ+BJf2kRTGsFtUDNGxq7tBqs4suumj2mte8ZiyKQYLSr893TFqe4Tr5bDQa6wcdCinRbauy3/SmN40ftTUaY0pDA9eIjU8d6DjQO3Ez2uMaWULVTzrs2sIYYA+4RmM1bCoBAmGuBFghjJVePm1AYOYDDIvY+0+cCD/BR4CO0/QdKYQVZFaTScOiGKtKzSlmQQxF8XwuihOli4I1Go29A32lU3TUvL6RHaMwl19++dBBm1gY9vSzRhq6en7iCC9e9LqSnfvO3XN0nc0tch3XaCzChhNgEKEkvFWAA0J87LHHzi688MLZv//3/372H/7Df5i96EUvGsOgUQZwTilyTVkg6QZIEPEhwN/5nd8Z6SJTn0+EODn5yDyCo3vAv9Fo3LnRGsSv+junj/QoOmXY03e5Rl9e/epXj19z96kDfaSbRx999M6eH0zTpaN0HdFV/aafIcecc9HpRmMRNpwAq4IsQoSd8CI7q8H03PKzJwQfqlBHyJN2jtMwvhE0zHL++efPLrjggjHPgGQNpVKqhHes541GYxc0ChFa1eX07hzTCI0eccjPzxqZ63vXu9415uGt7jaX/6xnPWvM+9FvC9WkK33pOJ/qYEiw+juvZOe8Xjcai7BpPcC1oAp1HFCKqnyrCfk0DKUxfGoxDFLlKKDVoog16aaFWVuZNa1GYzsjvbmMjgCyMg0R4qqgO9nf0wrs1772tWPY0wrPl770pbMXvvCFo2FKD+medCxkkz69bSJrHCgc1AQIUYDVlGCtihFyMxRqTlHPj/PRvOFWSkvhhMkzE2+q0I3GdgT9QHyAqCB6BdHTqjtWY9vP02pP5OdDd5tSWIz2ghe8YDRCfapkzq8OYUbf4xqNA4GDngCjYFXRKhb5LYJwITLKm1WkGVKdDt9Afe5an9NobFXQEb0zCFlFNxAWveL40yOLXSw2sw2hTx0seLGHr4bnueeeO3vJS14yiFDPL3GkJQ3pJ61G40DhoCfA/YkoLEU2VFN7fJSttl4rWgkb2x2V5CBkBfSjOvfszmK3JR+523lJz8+CF6uxzzvvvPFr7ha/GIGRZvRP/HrdaBxIbBsJi3ICBU2PrxIgF1TlrsdGYzuC/CMkPTO6MV0EE9ArnxUhP5862MFJDxD5+dThzDPPHORncVvm3qUbsos+Vn1b9JxGY39g2xFgXFqbuRfyo2yVGCHHRmM7IwRIP8wFhpiiK45+tszvbiI9v+zgW1vkZ9tCqz1tZGERmhXeIdGabh2ZCep5o7E/sS3HGEJ4lfRypIRcIGwTYKMxR20cVt3gh/zs7ann51dX0vPz/e3pp58+O+uss8ZG9lZiZ+HZNI2kzzUaBxrbjgApmxbnlABDfFUBq3I2GtsZ9EHPzCIYOpFFMAF/H7n7TT8rPjkLYHx7m8+OTjvttPFbneIGSWM14msdbBxIbNseYEDx6pBLFK6VrtHYBfpATwxRajj6nCjTCJz9dW1Yb8jTTxrdfPPNYyN6v8mp54cEfX4U8pOG8xArPZSeOcGp7rUuNg4UtiUBBpQvvT6gaJQwig2LWqWNxnYG4koPEHnlNzsNeVr1aQGMLQZ94mC3JcOfxx133Pj0KIQXXYsOOrquozKtd40DjaUnwPW0DiupBTmPQjrWcFwUtNHYriD/9KPujkQv7PBiVxerPS16QYR6h/bZtehF7893f+b8APnFie8IiK+mm/utd40DiaUnwPUqyJTQKF0UL/fq/fWm32hsVdCTEBW98K0fwvORO2eTa0RnW7MnP/nJY8GLOT89P43K6FIamZz00uCM7rme6mSjcSCwdAS4iJD4LfKfIuFCcFHAKGHu5T7wj2s0lh1V/qcuWOQHVQ/yuYP5vne+853jR6vNA9rWzIIX3/sZ9gxZhsTE5xcyNZTq6H56fblXSXCal41G8rAoL9XPsdqPwHXKL2W4VixKj98i/8b6sOEEWIVgva4Kl2twXodLdicQ4kS5Ej/KmHtRyPjFNRpbAXSl6kuuq95U/4Sreucc+fkhW+Rn7o/e1N/sNOxpHrDqEBd94wL+lQyjezWs681EyiTlENSySZhsCu48SJy8S32fml784ydt31xKL3DPNed+fX5Nq7FnLF0PcCqAUK8jXFXAKvivplD8KWATYGMrI4ayGk/HkF4MfXXC0APnNre+8sorZxdddNHo+fGzs4sdXvyorV9Ysbm18Ekbokt0q4Jf9I5LuOo2G94h5eKdwDEu/vW8Qtzc3xNqGlytk9yLS5j4OzbWjqUjwFR2QJlMzJt7MPnumBVqkPBaSy0cje0OusHFgIaMGFg/QWRoM70N9/i7jk6J87a3vW32P//n/5y9973vHdd+y89PGj3nOc8ZQ6B2eRGWvomvR8Qtm/5NCcV5/Kp/SJpD4OwR5zxQDnpy6c2J7361VZBnCO/cPWFAPOXoHv800oVLeK6xdiwdAabSg90JZMX0utHYjoie0Ae6FBf9qP7OhadjDLfPGy655JLxs0Y+d9DgNOxptadFLw996EN3kp84DHb0cxmRMoGUS/Wr4B83LVNwnTJBVs6hhpmmET8EiCxj5zj3+eU51TXWjqUiQJUdYQCCQKDSskrrqrae4sRp4Whsd9ANOlINaPQKoVmxaRQlOgb0ypZm73jHO2b/7b/9t/Gxu+3M/KqDnzRCfn7lQbyqk44MfXpEy6Z/sR05VyZxuVfDhJy4EFygfJVz7lVXkeckvOvU0WrXCe/Ir7F2LHVpVYGLC+p5o9GYI0YzJGVILUaYP1SjjDBvvPHG2bve9a7ZW9/61kF+dnh59rOfPX7T74wzzhg7vIib4bnoHr/qlg3VpuQdFhFM3i2EJk4aGomvAaCBwU3JMEjcIPfjJ04luen9xvqx1AQYoYxgchHGHBuNxi7EiFYCDGkxpjHc/P2auy3NrPJEfha80Cuk59fc7fJy0kknDYMuLfOH4gsTQ+1c2stmpFMelWAW2ZT4CVPJP2VZ31s5ZZ2C8knZTJ/jGP/Uh+vUnaNr96ZxG+vDUhFgKj2VTYAIFYGKqy2kRqPxy6AfeiT0JUOTU0PqN/2uv/762WWXXTY+dTDn58drEZ/e36Mf/egxDHrve997ZzqOGYrLsaa9rEj+a/msRjjeN0RVbZEFRmzX9H7CcO5N4Tl5br1f/Rt7j6UjwLggAlUFKMLBNRqNXYhuMLwhKeBHf9xnrG+44YbZVVddNXv/+9+/8zs/G1qff/754yP3o48+eswXil/JL2lF9+glVJ1dBiiLak/icp1j9Y8N4pynbPXgzKHefvvtO1fZipNwQZ4XJK3VsKf7jT1jqQhQZU+JLkMEi1yGCBqNxhz0wnBlDHAFAqMv3/nOd2af/exnB/np+QlvoYs5P3t7GvbMR+6Jx9FN6SNQTlohgmrolwXer5ZRrrmQPBcC5B/7VO2UHXL0ps2l3nrrraN3nR7hFDUtLg0V57FnXJ5Rn9NYP5aOAOMICkEgFBGMCA+0UDQaixHdQVbm+oAhRXS33HLL+EFbW5x94QtfGPd83vD0pz99zP3Z4cWnDnp94kgrbjVEZ5cNsTNpTFekDGN3dveOen5+KgoBalwgRL+gYS/VlH9F0gZpKmekqVeedMSvYcSJa6wdS9csi5BFSKoQTIdjXK8mlI3GdkR6DfSGYefokiPjfO21146VnkiQoT7xxBPHYhdbnCFCizjoVBzUBqi06R0Hy26QERSy0WNTRkG1P9PymL4zArRpuF/L96PBytWvaCA1JBgbBjXdmo660RtXN5/73OfGdchTuLjG+rB0BDitbIpmIv7QQw8d2y9xzvllgh9aOBqNOQFmSC0NRj0/qz0Z2I985COj98do+yWHJz7xiWP484QTThi6BSFOkB5EJ5O+tJ1XXV0mICDEd9ttt41hS6SVVa67g3cNgQVW0/p1fOTnnEN+SNB5HZKuRArOlaO9V9XNpZdeOn52Cpki5cSDZS3rzcRSEWAqOMKl4ikwsjv88MPH8IwPch/84AePFWt6gpA4VTiSVvVrNLYiqozTGeQUkqIXehPXXHPN+MzhU5/61CBD+mOXF7/o7ueNXIvLVQJ0zUDnnnNO2q4TZtmA6JCfYccvf/nL4zcPLWRBWCHBvHNFbMqUBCHlIz7S0/tDYnpyqaOkmXT5u2/Y8xOf+MRYmPSlL31pEHKNBzVeY23YNAKsgpLztSBhOcJEkQ855JDRWrU0+7TTThsb8x555JE7f4E6wphngXMCRJEJZPwh6VfXaGwGIn+L9CTX1W8K96rsJ2wIiiH1O356FR/96EfHRtc+dLfi07wf8nMdwxqySzrRwUp4gWv3c75MYBv02q6++upRLogHEeoNIi/vlXdOuaZMwHnK3IIhQ8lWzmpIGEZOuUzjpsw45wgS8VpEg/j0zGuYPINfXGPt2NQe4LTycwzq/VT0Iqj0o446avwApxbrKaecMjviiCMGAVYkLUB6IT9umn4N22gcSETWqtudP+S8+sGisGQ7jbwYSH4WvDDwfs3d8KeeoGFODUmfOtAn3/plJAXEZ/gr4cVY57piNf+DHcpKb0/Py2cg5t6QoJ6gRoPyy3snfMqcn3uASO2Uo0Fho3ANc2Ws0Z5vKGtZJp04w6TmZZGfHulhhx02O/nkk8fR6Jd8TG1XY+3YVAIMUtn1fC0uiu1IyLRWTz311DFZr9VKQAICtihu4keI4oJ63mjsb0TepvIYucv9inovx7hFshx/aYOGH7KzyvODH/zgMO4MvdWdSE/PT0PSdAIjXdMDPT6GuxKA4yK3rJB376m3ZxPwkKAy0zPkDymDlI1zfiE1ZW16Rnk+4hGPGA115KWsOUSYhUXKWfiUt3M9To0Tqz+FMbqlcWKaRzxI+Mb6sakEGGGpiqQiVWh1qVxHSkwwuAxh8o9SEgrnCV9dFVZhathqfAJh4xqN/Q1ySN6qTHNVDqsMRg4XyaO0IsOJnzTSYwP3DKOZ67viiitmH/jAB8aCCg3G008/fXznZwRFz0+c6Iy0PGO7QOPZmgK/bei7R7ZGTwwZmS/VgMhQ6CIbxrlmXzQisjgP4RkSde7oXmxQrX8uw5+ep/eHSA2l+qV9cVOvqafG+rHhpVaFY+rqfW6Keo+rSh4QnGpEko70CYlrwuwaYRI+50kraTcaG43IXnVT/wrXkdsqu/GPHjCQ5JyfHgWDmjk/y/M1BPUsrPbMr7mn5wf0I+luFygvc3ZGlDQMTKloOJgv9RlChkKVSWyLI6T8AZHW+45pqHN1lCplzKk3w58aJ+rLghnkx8lLeuC1kZI0GmvHphBglLUiFa8iIyhRXOe5VvHm9giP8wjYItR0ONCqsgQ5Qxi5lzQck8dF+Ww09gciW+SN/JFjLjIdmWQI46o8OteQI8eca+HpSxp1/C3ddy9x7PDilx3s8mLYU6+CgX/a0542Vn3qXSA/z6c7nrcddUD5qQuL68zfGb60gAUhKUMk6FwZ7658pAPKPj281HscOKb+lb10zdFaeONZ7JZGCgKs0zupH+lz27Gu9gWb1m9OxU3PIYRXhSOtWeFcExKKHkUNajxwHgfiV4MCNS3hhIlANRoHAlVGI29kMkYy8jmVX4iu8Iuu1DQgROge/8wlXX755YP8zGMxpE960pMG+SFBxj4Lx8SRZvKTZ203KCPkZw5Pb1CZajggQUOihiiRVUXqpyJ1q9GSsq11CspX+qDhYu7R6k+fpRgytTgpdSRc4i96XmNt2HCJjiJNK18lpiLrPcKi9WM4wBCE3pvVWfwIHoHioqg5r61jwpf0kZxWlmdUI6NFFYNR0cLVOBAgc5FzckieDXOR7XwcTTZjFGuvMDJJjjMawl8cH28znsIkDj9zfn/7t387u+iii8bKTwswDHm+6EUvmj3zmc/cuctLdEqeuFwv0tmtDOXn/ZWJxUDK6uyzzx7n6spOORoU11133SjfQLzUT7UlsU+xOQmzCMJI0zCr7xCVu555VuW6Tn1Mn1ef2dgz7vb7K9hxviFQaXFBrURQiSE+k82+TTL2TiAMCxCKCId75jE4flpNhia0cLXOsmQ5xBeSizEJci5swC+CFtRzINTyqUVoXkVLzTJlk+f5FnEap9GAKhcxXuSyEl6VPzoS41nl19E1f4bTjiN6KYy0j6fN9b3nPe8Zi17ohJWIjDln2JNRzfOjh44cP/mZ6st2AN1O2bIdYDEKxw6pC/qtPPOjwLVOanmxEVaQWs2pgWLoWc8ym3akXjk2iz3TU2dX+Oml+ykqK0hrXcVe5Xn1mY09Y8MJsEJlpdKDVKJWkN4eQSAElJgAIT1k6Ny3Mc61aF0bkjBmrlVG0IQ1fJD99mJYYlwgz57mJUKW/AT1HJoAG3uDKvNkkSOXZHQ1wiHD6UE4kj3nemh0BbmReXqRnzJ63/veN/vQhz40vvXTONSTsLenX3bI4g7PrXLvudGFNBq3owwrW2Xg3WMz6DqCUpZGpdQDEkOAeovCKMMg5aaOLGZhz0KAet3iWiHqOalLjXeNF3WnIWPeTy9dvbEnwk0JcJGtauwZd1kpxF2auAnw+LhagYaBkJd9Ce2Bh1woOEEkhJQ/QkAIQdwIoCOBNNRjVRthqzvFCEt4IkDC13xU1OvpPcJsaPZ1r3vd7A//8A+HQD/3uc+dPf/5zx9DFlp3VSEaDTI2lb3ISGSQi1GbQi9PD4ShtEekY875Z8Pl7D0ZXWF0n/Oc54wftCWbei50JM+pz6p5265QBmwLpxyUpcY1e3TJJZeMc4R0zjnnjHI1n5r9UqdQH29605tGPCNUD3nIQ4aN8E0fglP2hpvVmcbLe9/73tnb3va24ffiF7949P70AjVI5EudVRlyzTXWhw0vsSi/YxDli3OP0CEXww1aW4RNL48jQIxAiDDpOfLTMmMITCDrmfnY1xAQZ0gIscYo5JnJx9RvUX4bjQOByBrZJMd6dQynaQA9ATpg3kljUO/g3e9+9+ztb3/7MJQXX3zx+KaP8dR70Nsg/3SFDmkI+jkjvQiNwNrzWyTb0QF6KE/bESGUzIlqLNgU3GIYjWkNCvXDxih3Za3eVoNylI765ZR77A24pzGt3oxssWOGPPXUEWbyk2PqKNdto9aPDR8CjZIHqfxUJgij5UMADGUa2uQMZWqJGTvXciKEhJHTovUBr6FHK6UIDoH1LEJlFRxDQFiyE4Phygjg1IG48lIFNfeCGKseAm2sFZEjrvb+gDxp+GngIT7z2pGtyy67bPQgrOQ0rGl0JCsRDVOSa7KfXkgaiQyrXZJe+MIXju/8jFKkZ+fZcRB5B/Kf+Nt1GNS7s0XeXRnQZ2WnbDRQ9Ng49aZRQf9jVypiIxBbGiTsmEU1RolAfRnCNt2joY542TY9QCNYqYPUEVfrJOfbsZ72FneupQ2CCooLaqVCrUwupInUKLNhHEONhh+e9axnjTFyfoYinve85w1/rV1hfddESLWiM2+oF0jA8rxKdkGenbw0GvsTVa4YWsRHLvXgMgT2lre8ZfTyjF4gQd+EGRFhlC3Rt7+knywi6xqF2QZwCr09BprhpUOMKSNN7j2biw4swmr+2wHKCpSPcw0N5KXRrbyVjV6boVHrEfQKY68C8dLoSJnX8kagbJRepPp1rr40pDVY1Bl5EU/YpD+1UVWmGnvGhhOgCqJ40wojCFUgEo7QxAEyI3S2bPIjnZTfEIFhHUfj8PYyRIBI0fc75jrE1wpjYAwlOTI4eWaMgPNpHmp+G419RWSsOrJnjonx88kCwnvrW986hjmvvPLKMRJiBETvwjCcnpwG4Cte8YrZr/3ar80uuOCCMcRpWI6sIshqdMlwDLnn8eeXZ0+Nao41je0G5aGMzLs5ulZOyCi7xFhFa6THaJW9QvXcrExXlxUaIJzyrLZE+UtXfDbJIhnTN2DYUwM+PXrxUlfiuY7L/cb6sCkEOK04qNeOBI7i1TCB/fSsutISc9RS4iznRnaGgUwsI0rDkRbBGGaQlqFQxkQrrSp2nkOwOOAX12jsTzBkRiAyCkHeyRnjhuj4M5bkWm/Dd2hGOCycOO+888Yoh2sNPr1ARplsGxI10sGo6glmoUuG5pyT++o8O8+Pi1/CbFcoA/XAOU8j2VCoFbWmYfQE1ZPem99UNDxtQVKFBkkINU45p2z1+NglPXz1yK6Z0kGAngXiQ+IGsVnux3Y11oZNGQKdoipenEomHM5rxTq6lxYVR6k5LTXXBIbyaw1rnSHGrMY0zm7OJC1k6UOOESZIXnKv0dgfiIwxplwMG3k0wqFhx7gygIY1fa+nt4f4HI1sIL5sWi2NfB7EiJJtcq8hyDBLU6PR8Ge2OSPT0THPdYxhrY5/wm9HeO+UE6euOOdISiPb6JNGiHI0FIoA1UUdCq31nLSAvwYPwlR3PuPSCNKAz9Zn0gXxk5cgshTXWB82nABXq6ipgkUBEz7C45jr3CNEWswUvw4PIEW7pk9/csR9QoQswXWONd1G40Agss0BmSV3ZFSPzdCaJe96eenpmePLdlxGNRCc8IbN8s2fo2F9RtP0gHDkX9rkXaMQAVaic15d8gQJE7fdUMvDuTKMH8eupL5MvyBBdakerMi1Yld9JD6wK0lDWAtpMvRpwZOFT4Y8kZ/604j33Ngk8cR3HlvV2HscFD3Aiggc5LxWcgTJPS0jLn4VhAMhal0RQufS0UvMUFDSr4JUn88vrtHYnyCzDBt5i4yRZSSFwBhVmzA7WghhGJ8xRGhkmFyba8rv1NVfDNBrNDee1Z7S9hwNPs+oMu48rrF7KCPlGSJUlupDb1095Zc0jDLZeMDOO3p0GueJlzTEZ3cyJaPHaOjavfT+1Z9nQGxQ6sr11G5xjfXhoCPAPYHgqPTa0wtccwQu3wJaVGB4wacQ7mldaT0jwQr3oApS0uuWVmN/gnyFACsh8dOrMGxp+NJCC+eMrHBk0EIuQ/gMq+XyvnHV09CTEF5P0SKwbMJAdqfy3Fgfqg0IkcUOORpatmAlPyelV2ihnc9V8pNTRqlSDwE7Zd7QylErf/X+DGmb99MDzOcRebZncfGrdkna0/Qbe8bSEaBKNraO2LSY7IChFWUS2fc1GU4gUL6T4rSwECIjYtyeoQgBRqikm/NcE7A6dt9o7E9E5shlCA746a3p6cXYCksWyT7jqodhmM2iCeTnezI9P3OD5qUQqfTIrmFPIx6u84zGnpHySjkq/1p+8VM/eu4WKyl/vW/2xZAmEtQT1EPXcMl3lUalXFu05PtAYaUtDb3J/Bo/xAaRgdXgXlxj7Vg6AiQISI/QIDfj7YxAWlGuLRu3U4Z5EcuS9QAJBvIjWIaJ6pZFMTBTIaoKwMW/0dgfiKwhOUeGjoPInOucG1rT8NPjM+xJ3jXs9Br0PMz76TmQc/EsxTf0n0UwntNYO1LuELJzrH5GovhrrOj5GbbWA0di/NQRW6SnrtduJAr5aay7Zrt8m4wYxbegBglaCKW+pB0ZqPYnspPzxt5hKQiwVjCFJjA+FPaBsP31fCzMvfnNbx4/+fL6179+9sY3vnF26aWXjrF1AmQ83SQ1wSRgWmxrQYS90difiAHjyBgZzWIY4Oc8znCZhpyGng+uGU5+FkpYJcroWpKfz33oCXJEgnqXSNDqaOeNPSPlX4nHdcgojWZQ1upCr938nV6gzcYNiSpv33W+4Q1vGBsZaMAgQfO3Guoa7OrVkLfvOC10kob0oeajwv2aB/enYRp7xtL0AFPRWkrGzRkAvTtCZNkxR8CMuRMqQw75oJRwaZkRSAJmUYFxe6gCVh0QsDoEFf9GY39gkbxFzsE5P8bVML/eBPnWqNOLOOmkk4axtWI0n0QwuOSZUTZcigDNIRrxyKrnxtowrZv01IP4VX+NDAth1IsdqtgdjQ/TMkjPPJ/pGsOf2TtUj90H9XrxGZ3yXGSrLqVdnwvx45LPmt/G2rA0BJiKZQwoNeXOHp9aUITJ/J9Wr7AILqupCKNvp2yTZnzeThqZI9HqzjBGBC7PItgMCjcVwEZjX0DG4oAxNWTmGKPnnDP0ad4vDT3DZxp1en6MLMNZyY+OcHQBURpOy4KKxvqgfpSpelC+ITv+zs2tIjh1l168sOZhn/GMZ4wfHNY7t+5AfCt11QviE08PXsPc4iWjU1mbELvkOavZoHodWeIaa8fSzQFqYVlxZSs0251lVwzOsIOfDbnwwgtnv/qrvzr79V//9dmrXvWqsZksYSRgxtkJLhDsEF6MTYS7halxoBDZivxxASPKOEb2GEwLJQznIz8Lv8xja9RZ9EIXGM0YSPGQH+IT1zXyEyay3tgzlGXILuXmPHYitgKq3UhDWn2wNerIJuTskNEnjRFkaUoG6Z1//vnDdrFNPnORVuTBuTxwziEk61mpy67TvcdSEGCtYK0mcx0EB8n9xm/8xk73T/7JP5n95m/+5uy3fuu3Zr/92789rl/+8pePnp+hCAJJ+CKoMT4R9ipoEbAWrsaBQGQrMlhdWv9Wd9pZxLCnvUH1Ao1cmCsy7Jm5bHEqxEWijuRZnF4Fun4ouxAge6Hs+MW/1iFUEtQIMeRsONToE1tlkZKeYL711Ci3sw8i1KOPbcpz2CNE6jyQdmxX4Lk55ryxNixdD5BQIDItJqRmBwbOOWI05GklnAUv5ki0tAyHEkaCxSgQzghQFegqQBHsCGSjsb9AxqYNrsgjOUVW5NS8kYVeNsW26pncG+UwpOZbMb06aVU55SLH0netJ2hOcGpMG3uG8mMvpqTjPETnKJzyVn+IzLGWNdLL1oxsEmfYWu9co174yERcjS99MuEIuR97lWNjfTjotWFasQTPMKihBB8J50iwHAkZwkurl2BJg+BEaCOwVYCCCNj02GjsT5CrKlvkkDxy5NOwp5XO73znO8eiF7KtB2HYP8NlCC1IejHKHIMpDH1AloxmY+1ImaqbODYkrtZfoP6Us7D1Pj9EZ0ES28SGIUr1U9OvriLP5D8lv2BRvMbucVARYK281SqSUmvNxlWIQ0gYgSqgEeQYGOGqAOV+dYEwq+Wl0dgbkK/IKUe+YjRdWyGI+F796lePTx6Q1ytf+crZS17ykp3zSORXOuLEiEqTflg0Y6Who0agkRGjIXluY89QVulxKUNkpY5Sb/zVQe1VC5971UE9Zn7WMHXqI2m4Ttgg6XCRld2Fb6wdm0aAtdKcR7AiQIQpQ5UqPajCWP3BdZx40ogQx5/g1BaUY85rGlP/RmOKyC2Xa/Kba6hhnFdE1oCcWh1ob09Dnu94xzvGpzwWuZgrsujL8L6RjmyNFh2Qbp7j+YyrVdIMrTCG2SytX6QzjdWhrNiAai+mrtqJRfYi146Rj9VkImGrX5D0k5eAf3WN9WFTCDAVXI8hvwiF80qACRsCTKsX3IurgiDulAAJUFptuY5hiHMvznWjMUXkrRoyMkveXAfxr+Ggypk4PumxZZ/FLq997WvHt6x6fpbRW8Vszk/PL8SXuJC8xOlZ6P15bsJxkfPGnqGcqm0IUo6pA0jY2iiJC4RVN2SAf+JWWVkUD1wn/cSDpMNN4zTWhg0nwKmyxiikMiNYKtv83XQy2dAOY+FbwJDb1MHuhKNeO190f+rXaFRERjgyl1WXkZtKdmTQOUIKGQpH1jnxrPa04CU9P6sE/fht/cjdHJK0NAwN/6eBmGdwrvnr/YWMHeMSvrFnpH4r4jf1h0V+gXtT+7Re7E2cxu6x4QQ4xVQoaiXn3JFyAyWm/AwOY5K4ME1LnLTIGo39jcgVmYsskrdcV3IC11zklCxr0NkT0t6el1122djmz6IVxIcA8+1qhj2TTtKXjnxE3h3lAVlaKGPxjAUX7uW5jYMHXR+biw0nwKqoEKWshoFyIzi9vBBdWsv5KaMYFahpxchAnpV0G439hSprzjNiQd4iv44wlfWc2xbL5w16fhwi1NPzjSvy8xG16zrnzXkWx6/qkqM8GCq16MUOMdlbMluhCZM8NBrbHZvSA6yGIIhyB84pvhasbYUosy2DGAXDQ2kR1zhBTT/pttI3DhTIF1lERiHE+EP8XCMtPT/kZ2Nr+9fa4cX8nz0hfeTuF+B91+qjaXJeG3HScB3yS/p5RiVAu8XQGQSo0Rh9Sb4aje2ODSdAiprhGy4KzVXFpMg+HrVxteEgCwFscWbnhPxYJIWGKHUMAsQIBa30jf2JKnNxZI5s809vkB/CC3lx2dvzYx/72PiZHOcWd/nOj3zXX3OPTFedyfPAtfQ55+LQDY1E6XCINPOHnt9oNObYcAIMQlAxIlFM/lFkrV+tVzulZzNrrVqt27SMha3GZZGCr+bfaOwLyFTIiBxGFsmuxpnrEJdrzrC+XwXwSyZ+z9K5np+hSp872NXIML+wIdPIbn1G4Dw64ygvyNQ8om247BtadYVrNBpzbDgBRqGri38UOUpKkfUC86sOPujVIzQsanhUnIQXd5pmo3GgEVmLDCIaBBjZDImBxVt+D87Qp9+IQ37CkmvkZ/jTL5WQe2mlVwf1OXkW8F/k6Id5P0OfeqMgTlyj0dgEAoyB4JwHVTm5GI8YAC1ihsFQjvOqxDUexAhA0ko6jcb+QmQrskfmyDWQ3ZAfAvJpgp/t8n2foU8LXsgx8rO3p7ltqz1DfoF40qErVaYhuiR9znnyJE5Np9Fo/DI2ZQi0ElQFP0odxa5KDzVelLteV4VP2BiEGKpGY38ickfWIq+Rt8hyen52eUF+9vbkZ3gS8Rnid65xlzTJP6cXiASnzwjiF//kJw4St7pGo7FJBAhTRaWUFF6r2PBNbdW6J4xWbSb8XVP6RUQJicPFIDUaBwqRU3KWoUtyTP7s7fnpT3969v73v3/M/bm2yMV8n1WaIb/Itzj0gEt6XH1O5DoyXp37i4gycRuNxhybQoBThQ3qOUWNA8peFd75FFW5a1qNxoFCZJQ8IjAO0Wi88TPs+fGPf3ys9rToxQpQi1z0+h7zmMeMOb+saEZaScfRtSHRECEX2c951YfEA3HBvaoXjUZjFzatB1gRJa7nuYZ6TZmdVyOwCIkjPGMQg9Bo7C9EtqYyiQAdb7nlltnnPve5nT0/1z5sP+2008bnCflBW2SZ9EBcZCZNBJieZAg2cs8FeTYHlQCDet5oNDaJACl6JaZqRLipgrvPqGRYCGIgEj6uXoN0xe3hn8b+QGRyCrJFNpEVebVfrV7fRRddNLviiitmt9122/g271nPetbsec973vjswa+Ap6doiJNMS4ef55j7488v6UbGoepOZDzXwiRN5/ziGo3GHJvWLaoKGaWcHisSjoJXRa9xcg7T83rdaATIoTaYgN+0txX/hK9+UOXypptuGnt7+mUHi178zJFv8sz3+VkjPUDDoCG1CteIlLzmec75pREnDBe5juOXMIuwmn+jsV1x0IwLViWuCr4IjIENfmNwHOt5jAXXSt/YHRBMekq5dq73lU8QQnK5J3wlQYicieNHbF//+tcPArTgxYbWen3nnXfeODfnF4hHTvX6ECLZBcfM/5FrSLjIdvwhuhN/1+JyyVvNb6PROIgIcD2g0HG5nmKRX6MxBTkJkYTw+CESR9f110eAPzIJoYRwvvnNb84uueSS8Wvu5vz4m+fT6/ORux+39XF60k1813HBIj9wneftCYviNxqNXVhKAmw09hcQRHpJCFDPDsHoafF3zR8JOhcu5OgakJlhTsOer3nNa2bve9/7xi+y29Da3p72srWhuy3JxJGWOIm/UWgybDTujCbARmMFSC/DjSEKRGdYMi7+em7ChQgNc15++eWzt771rWPBC4LziYNfdbDLy8knnzx+oUEaGaKsz9lXpDfKIVWu+nGNRuOX0QTYaKwAGYUAK4GEBDP3VklLz9DPGn3+858fQ59XXnnl6AkiPHt7+nWHRz7ykYP8srJT/P1JgCE3x0XEx+V+o9G4M5oAG40VhJgQReb9EFyII4SVcML41MHH7Zdeeun41s+wp9+tfMELXjAWvZjzO+SQQwYxSS9DnzW9fcEicgsJVjKE/UG2jcZWQxNgo7EDlUjAdebqnIe0rAK99dZbZ9dee+34QVs7vfzoRz8a83znnnvu7KlPfer41RK/xBDimaa9v5B0Het5PTYajcVoAmw0VoAsEB0guszVIcA4YfQK9fz8iK2Vnj558LNGPnL3e5UXXHDB+NTB3p7SE086hlczxAr7i5xW69k1+TUae0YTYGNbA1GE4ABBcSEWx1z7FMLenp/97GdHz8+c38033zy2M/NDzT530Av0Y7TCx4mPUDkIMYZw9wW7I7o8H5oQG41fRhNgY1sDMeTD9kWEkYUv5u+s9vzSl740dnfxyYPf9NPT85t+Frz40WafOkB6fulJhkSl61mO+4OUkt/kvbqK6XWj0WgCbGxzIKH0xpBECIqfc8SFIO3lec0114xhT+T3la98ZYS3rZn9PbPDC6IUvpJf0uQgZLivpJT4SYuTdnXxbzQav4wmwEZjBxBVXK6RWXp+Vnz6Xb8bb7xxfNZgoYtfdbCxtd/387mE8Jy4IZ4QKheEnPYVNY2QXciv0WjsHq0ljW0NhJFhzpAU8kIgiMunDRa8WOn50Y9+dKz8FN73fc985jPHL7pbAGNv2kA8JJgeH0g3fiEpx/0B6VQXTK8bjcad0QTY2NJIjw7xcM4rEET9AN51yOn73//+6PmF/DLsaX9Pv+yg9+dXHpCfOIhRzxBCpBCCXS0PG4XNem6jcbCiCbCxpVHJj6sIISAvLhDOL7ffcMMNs6uuumrM+Zn/4+8X3C14seoTEfrWL+kiOQSYtKTPL+k7j3+j0dh8NAE2tiwQDVeHH+MXF7+Ql3PDnnp+en02tv7iF784wj32sY+dnXPOObOzzz577PKSRS6VPMFcYH6uK6TnPL/urse5GUheGo3GHE2AjaVHJbJg6rc7458wjsjPUKcP3DnniNEqz/ys0XHHHXenXV6mQIghx6D6NRE1GgcHmgAbWwK1d+c8DhAPEuOQT8I5R0jO9RINe15//fWj5+c3/Qx9um+482Uve9no+SE/255xtYfXaDSWD02AjS2B2rMKCU6JLuSH7PK9HhiStMuLOb8PfehD45fcrfbk72eNEODpp58+5v/s+pJFL41GY7nRWtxYelSCC8lxuRfEH/HZ0xMRppfoZ43yyw56gHp3dnjxkbtfeDj66KPHri96kXZ7MZ+XZzQajeVEE2BjywF56b1xmXcL+SE8fnpxSMw9vT+rPf2au08e+NvY+qUvfemY9zv++ONHWgiTC5Jmo9FYTjQBNrYEQkZceoTpFfLLnKBrZKYnB7Y4+9SnPjV+0f0DH/jAIMP8mrufNfKRux5f0kivkWs0GsuNJsDG0gMZGdJc9KkDP/N97ruH/NIjtOLT1mZ/9md/NnvLW94ywvm4/UUvetFY9WmlJ0LkhA+xIkHXIdhGo7GcaAJsbAksIqKQIKRH6NpqT583fPCDH5xdfPHF49fc77jjjjHX9/SnP3186mBvz8zz1TQ8J67RaCw3mgAbSw/ElDk/5wHiQlSZE3T+wx/+cPa1r31tLHR505veNHvHO94xhkHt7XnhhRcOAjTnd8ghh+yMl3lESHqOIcZGo7GcaAJsbAkgpDjElKFQxIWwnNvb86tf/eqY8/ORu9/180sPftLouc997tjf8+STT57d9773HXOEiStNyCKYzP/Fv9FoLCeaABtbArU35jzXSAphGfb0M0bm/Hzg/pnPfGZ2++23z4466qix4IWzt+cDH/jAnQtkAAmm9ydNaYVcG43GcqMJsLH0QEgWu2RxCtKrvTeLW2666abZZz/72bG3p+HPm2++eQx7nnfeeeNTh4c//OGzww47bJCfdKSXRTXSkFaGQ9PzaxJsNJYbTYCNgxYIJm5PECa9M0BS/Ax7pudnyPPzn//8WP2p52fI02/66fkdccQRO78LhJoWpCcY12g0lh+tyY2DEiE+JJTziuqXHl/Cg3M9v29+85tjzs9KT0Oft9566+yYY46ZPeMZzxjkZ/7v8MMP3znnJ630+Op1nhHnutFoLDeaABsHFUJscYv84l8RUkKAhi718qz2RH6GPD/3uc8NP5tZ+8zBsKchUOQ33dvTOQLMcOcismsCbDSWH02AjYMKyC3Dj5XoViO/XCMkxOXapw56fub8DHsiQZ86mOML+T3ucY+bPehBDxo9v0pmSSdud0TXJNhoLDeaABsHDaYkNyWi+EPIJ4tV3NNjAxtbX3311WPY8xOf+MTslltuGZtZ+yV3Q582ub7f/e43wtc0G43G9kITYOOgQCU+QHBxq0F45GfVJug1WvRilxefORj2RIbILj9rhPzs8pJPHZoAG43tiybAxkGBSoDp9UEdDq2k6Jp/yI8f8vv6178+ftnB8KcFL77r81t+en+Pfexjf+k7v0ajsX3RBNg4qIDIAiSH4DhkF/KD+CEz3+dZ8fmlL31p/KCt1Z6+89PTO/PMM3cOex555JEjLEgnBBribTQa2wtNgI2DApXcID28uEpSIUb+97znPcfxW9/61ljw8t73vnd2zTXXjB6knp9PHfyskf09fecXQq0E2Gg0tieaABsHBUKAIcGQnmu9Ni734h/3jW98Y/ae97xndtlll40P3fUKH/rQh46VnnZ48ZG7Tx0senEvi2WQZM4bjcb2QxNg46ABMkNucRCSypxg4L7PHa6//vrZhz/84fGzRnp+iNL3fU94whN2kl9ITvrSEdfiGdeVWBuNxvZCE2DjoEGIL70/ZBWCin9g6PKGG26YvfGNb5y9+tWvnl1xxRWjd3f22WfPXvCCF8ye9rSnjTlA5PfjH/94xE881zbHll6TX6OxfdEE2DgokPm4kFzt9dV7ftkdeVnt+clPfnJ2ySWXjBWf9773vcdCF7/n54dt/azRAx7wgEGKSE78OJD+lFQbjcb2QhNg46BASA4pISwE5VjJz7BlNre20tOH7r73E06P7znPec5Y9Wm7s0MPPXTM+1n4ggSlizylpVd5n/vcZzzX6tH0DhuNxvZCE2DjoAAS0+PjpsSHsKz2dER+Frv4NXefPPjI3dZm55577tjY2pyfsNJID4+DDKk6upfrRqOxPdEE2NgQIJzVelr8KwFCiItz37yd/T0Ne1566aWjB2hza586PO95zxskeNJJJ41eH4Q846SP7LiQo15mrhuNxvZDE2BjvwGpVNIKkJGhRkOYFcK4l+3MxMsxBMX96Ec/ml177bWzt7zlLbM3v/nNY6cXO7oY8rTgxe/62dj6kEMO2fmZQwg1JOe8+iVMo9HYvmgCbOx3VBIMEeacq/crEFJ1iPH222+fffGLX5x95CMfGb/mjgjN69nWzEfuft1Bz8+cXohukUuaeU78Go3G9kUTYOOAAMEhMCSHbEJOengWo3DuIaH0yEJWHBjivO6668YnDub9fOenl2e40/ZmvvXzKw/8xIfVSK3JrtFoTNEE2NhvQDLVBc5DcIvuQXqHIT/Dnha8WOVpyNOP2yI6nzro+fnUwWpPfjW9RqPRWCuaABv7FSG46qb+SC49tgyDOmZoFPnZ21OPzzd+vvlz/xGPeMT4VQfuYQ972FgBCulpNhqNxnrQBNjYbwiJOYbopv4hP8epvzhWe9rb89Of/vT4MVskCD5sR3x6fja2Rn6GVSFpNBqNxnrQBNjYb0BClYgQGlSig0qO4JqzUtSnDl/4whcG+Vn8Yh7wqKOOGotefOf3kIc8ZOz6UuNx0CTYaDTWgybAxn5DJaK46XWIMPcQIWcY87bbbhu/5vDRj350EKDf9NPTO+WUU0bPD/nd//73H/GSlrh6lJUIG41GYy1oAmzsV4SIQlCca0TFL9/8QeYBf/KTn4yeH/LzgXt+zf2+973v+GUHvT9zfvb2NOwpnXwvmLQbjUZjvWjL0dhvCPlBSMqRX8guBBh/w556ep/73OfGt35WfN50003juz6LXuztqQfolx2ypydXybU+t9FoNNaKJsDGAUEICkJOruuKTde33HLL2N7s8ssvH5tbI0O7vDzpSU8av+Su94f8zPtlqBNChEmr0Wg01osmwMYBwaKeWb027In8rPLMnJ/PHfyKQ37WyC4vVnz61g/RiRvSc27os6bfaDQa60ETYGO/AiHpqRmu9KsMmfsDfjardm2Oz1yfX3Qw9Om7v8MPP3z0/M4555yxv+eJJ544tj3TazRUmnk/Ls/o+b9Go7G3aOvROKBAXnXbM6SV1Z62OEN+vvsz7PnEJz5xfOt36qmnDjIUFtGJKx0O+SG99P7cC8E2Go3GerDhBNgGa3mRulut/vinh5ZzPbcQILi2obX5PvN+vvXTU7Sv53nnnTeOvvsTB+EF4rt2zIKa+qyk32g0GmvFhhMgg8W4ZSXgeiB8jN7u0AZx/yP1lrqrdaCs+aWXlrrVS6tDoXfcccfsU5/61Oyiiy4azl6fNrM+//zzZ8997nPHghc/a5Qfv01Pz7WhU8eQn94fl55go9ForBeb0gNkPFcjqUV+kPAxvLsLF6wWprE2pMxzruyrq/fq/fhnyNPRFmd6e5dccsn4QVuLXwx7+mUHv+ln7g8ZIjkI+XHIUDoZEg1CgnGNRqOxHmw4ATJoMWTOq/FM7yHHGNNqWMWZGryaRj1Ozxtrh3LT2zNkqezUl3pLz4xf6khd5H6t2+D73//+7Oqrr569853vnL32ta+dXX/99WNXl5e//OWzCy+8cHzvZ4eXJrFGo7GR2BQCZCAXEdhaEAKcIvHXmk5j91hUxso+zv1FYeKHGDVkfvjDH46hzg984ANj3u/LX/7y+K7v2c9+9uzss8+ePeYxjxkLXtLzazQajY3ChhNgENJLDw0YzxBkNbQ55yqSRuJDDHNc0uAaa4fyytCj89RV7tU6ck9vsPbe9R71/HzeYMWnoU+bXB9xxBGzc889d/aKV7xibG/mA/fUa9dRo9HYSGwaAUIlLqhkNTWGuWaEq6tDpUkvYadpNPaMEJ1yVX4hJ9eGQxEcpGz5pw74IUb4wQ9+MD5s1+tDfoZAbW/2nOc8Z/T87PFpr8+uo0ajsVnYVAKsYAjjKiqxQQx0XO4nTOLnOL3f2D2UUwiwlhk/5JcyB8f0+JynN2jBi82t/Zr7e97zntkHP/jBsfOL7/suuOCC8bNG5vyET9yk2Wg0GhuFTSdARMUQpqcBjGGMcHoXEIIUtsarLmGCet7YeyhbQ6KZvw0hqh/X8Tfn99WvfnVsb2a1p30+/cK7nzN61rOeNTv99NPHnJ/4wi+qs0aj0dgIbCoBxvBV45fewGq9ghpnSnwwjb8ojcbqSDk61vJDcOYDlTW/2usDc362N/vKV74y9vW88sorx1ZnSNKKT8OePnU49thjx7xf7Uk2Go3GZmDTCDAkthpxwTQM5H69V8O4x7hytQeZNBt7RhoVyg6xpbz1AJ0jNUdhkKLz22+/fXznZ2/P9PwsgrHK03d+z3jGM2YPfehDd5IoQk0ddf00Go3NwKYPgQLjV10lNcbSMfdinPlNkTjB9LqxZ6TMuDQkAuWPsBCg++rB/e9+97uj5+fHbPX8LHgR5uEPf/j4VQdOL9Cvu6f+kKk0pNloNBqbgQ0nwBBZXEWuY1xDdPwZVK72GGp85zHOjtNwNWxj91Dm9RjUMs217c2s9rTgBQEiP3N+J5xwwuyZz3zmGPr080YhP3DUA6x13Gg0GhuNTSHAakSDXDOGMYj8EJrl9xZXMLbf+973xnBbnN5HdfyEEdZSfMZYfM9srA2pCySVYc+QX8jLufK+7rrrxnDnxz72sfGRO/9HPepRg/gMe+r5mfNLnYoL0pR2eoKNRqOx0diUIdBKdrsDY2oOCpnddNNNYwste0jG+VUBzrn5pzh+jDHjLI4eil8aR6LSzPNz3Fvsa/yDHemleU9OfYXANDSULfLT81Pu6uq4444bP2nk19xPOeWU8blDhTSSXvcAG9sdLfubi7usGKINteIhIBUfF4OYrDCKoPenF2c3EQbWllp6HcLFcCaedDlwT8/Cggs/qOoDbL8y4AdWbcNlOC6GfHcGOPmBaZjc832bHufrXve62R/8wR+M9P2ygZ/2MfR32GGH7XyfKZJ3mIaJ/2rPhdXyXVHDB7tLE1xzyZN6gBCi91UfiM8WZ1/60pdGOZjzs9LT5w4WvCC/pJW4kN4kP3lxP3layzttJXj3evT+tQziD/GvfhXbrewOZkzrzSiUfXDf9ra3jd+/pB8vfOELxw8/GyWB2EZ60nW5Mbjb769gx/mGQgXXSs559ScQBOeGG24YP55qgYVttRhciy70QDjnnO/PuK997WvjqAfIuScNy/QZ30MPPXSnkHExzEAA+UWAcw05VkiP8f/c5z43+/CHPzx2Nzn55JOHO/LIIwcBS7+mA6458R2r0OdeMH1uvQeL8gXCRamghps+K40H/rmXcnE/BGZImQL7zs+P2Zr7Q5AaF3p9ft3BEGiIP8+evh/UZ0HOq992QOqAm5YJpLwg9xK2gh95iku87VaeBwuUP0f26QjbZXRKA/IBD3jA2AT++OOPH+cQXV0kA40Dgw0nwFRuKniqpNOjYTVk9uY3v3nsKEKAMqT57W9/e7hbbrll5/l3vvOdcW3IVDjkhzARIWJkGHyInd+X01OshjpHqOfTfAXSQ9K+eUMIyFWLDgHqdXoO8qhpgWsCH6GfEsQ0/PS5NUzOq1/CxxBKfwph3Es+4pe8JK301CixckV6l1122fhtP0OhWrN6fTa49tlDGhjiJ72K+oxc53y7oL5v6gBSNsA/rmKRv/iZK/f5iZGT9NzrPOs0rcaBhXqhP/TQAjG2yCiW0RHbAVostogApzrTODBYilKOcmdBC4HyW3JaUH5B/IlPfOJwZ5555nB2HbHtFuHSI9NDM4xqXlAv0t6UCDHkIH3nXIQQqtGo/uBenHtxVYDTawL3avoJk4UgUJ8bB9Pn13v8Gbq4Rc/gEifx3K9hQnLxB+lwgS3OtGL1xpGfaz9ia7Xn0572tEH8yE9aUJ/Z7s4ucJ7yr3WwqA5Tj6mj1JOjutAANB/+8Y9/fIxGfPrTnx7TBnQmEL/dxjqodQjTOgT3qs1oHHgsRUkTIvN56a0ZXjPfZKWhvSVf/OIXz17ykpfsdC960YvGx9d6JIhRb4xh1ipmwC+//PIxh+W6kmCMThXKikX35C3+iQ8R9ghz7k/DxPBB/KXpXlUgcD9+8eeXtHPOBdWwLooHyad70lnUGNCr0HrVy9WI0PM75phjxkpP9aDBkZZsY31Q7ovqwDH3U2+pE6RmKM2eq0ZFNEiQ3nvf+96x/6qjBUpGPZBjjdvYGNR6U7cwLf/UMQgbGWhsDDZtDnCKaaW7jqKbc2J0KbNrC030PAy7mURmfA0nIEVHPUM/tXPSSSeNsJbhG0o1bGpFqZ6kOStOD9E8HUT4qhDmWAWXX/wZKullCNSCG8/1fHOA+QRgkTGraU4VI+GmLqh+8hui4xYpUU2/GsKkAd6l9iRr71SD4W/+5m/Gj9oaWlb+ftlB788QqAaGdKQ7fXbjl6GcqkwE/FL+kMYLhBTViQaJEQ3TAhdddNHsrW996zi+733vGz0/Ix6G+A3D237ukEMOGTogra6fAw9lrI45+qjuTB0YBtV4NIJlrtyqaQ1H9coJ29g4LFVpx2gzAIgGwZhEpuBHHXXUIDt+jobjGOkMiyJG83HAeFgUYwGNXiAQvLgYJ855jEYMR+4F4uRejVvDCRNjJgwjxyC5X+NMUe/FAHL8IXmuxJdnJD3HEBsX/ykSN2lyyofivvvd7x5bnJlf1fPTs7biU+9ajzxEGUinsWeknhy5lL8RD861er/ttttGw8NiKySH7N70pjeNVYXZek5vUFy6kIVYdAERJu3GxkK5gzqk746gLuIg9Z/wjY3B0jU3YswJU1wVspAEUHwtLXOBiBJpAiJkyLWgkSEhjMF3nmdIS9r8akucX31O4kKE2L04cF8anPvS15vNM5KeZ+Q5UMPGLSKxPDdOGC7XyilxoeY5acmbMssCIXky7Pnnf/7ns7/6q78aQ216t4adrfjU89OzSH7zfrnOu7Rb3UHqCNRJHe4Hq5f9mLAhTj29P/7jP5791//6X2d/9md/NobzLarQkzjnnHNmv/u7vzv7vd/7veF++7d/e2xDRwekp04dF+Wj3f51FdE/LjopjPqdxqGLkYXGgcfSESAQkBBHhWsCVA264U1G2lAkwwIEz8KYrJSLQIJj0pmmv0hghUk4ftXQJHzu5chf3lYLU1HDx9V8JEzO5ZuipXw49zwrLmmA+8KGgEF8Cyp86mDIk5HVu9CrRnwWvGReVfmFWFMOjqmHdr/sUk7qZVqn7humN9zvO0s9PN+PvfrVr5695jWvGdeG283radSpD3PefmH/wgsvHN+g+hTFalw99boKuT4/5+32r1O2tX5Tr7WeIWH45ZiwjY3D0hEgAYnwQBWYKnyEkVFnzBkLhMcPhEGG+UYvfvUo3UXCGP/cq4IvLQSTFvwigQdx3UeUUYAIf9INXAuT8NPeQYWwnjNtHPAXL/Gll+ck/+IgMeXlUxI9josvvng4c7CG1cy5mvMztHzEEUeMdEKAIVDPbbd7l3ICR2WnDI1GWLVpnsjc3jve8Y4x7/r6179+DEFrkLhv3tpKZ8T3m7/5m6On98pXvnJ27rnnzh73uMftXFof2ZJ+XOq75qfdgXEQPY0OO7oXXXMMhI0daGwMlpIAp2QQgYmRD0EwKuZOGHA9GN9IATI0b1WHRatREDfCmnsxIFCFVPhq0PgnfvIR/5q+tLmEz/UiCJPn7QmemXLhEndRGp5b8+c99IotpTfPxAgrO7/gztga+vSDtuaV7KbDEHN62CFz6dT3abfYKSPlnfnoq666ajQ23vjGN44eH9J717veNeb8yJ2FXi972ctm//yf//PZP/tn/2z2G7/xG2Olsx6gHYfyQTV5Tl1UuI5u1Hy0278uOjXVNUgY9anejbIY3tZAZxcWxWkcWGz4VmhT5PEqv2bFdQTFRst/9Ed/NLbdcm2FpaX3PnnQ4s23ZwyKeI75LsqH8IaSsnzf0nFzIr/+678+Ws3Zrixx8+ycg3y5DyEVfpznWNXFYP2P//E/Rk/J5xd6S1Z55VcQtPSSRhQleXY0RCttSK+KS744cSD54ZwnLT3aGDjhU37Sy7OEB+GE5593QX5WD1pC//a3v30srQdG1opPnzxYVYhga2MAkkbyyjUWQz1o/RvqJKMWt1iQZU7apg8aa9nyD6lZrWxfVSSYlcsaHeqP3CC2Wt5VttQ9GVXfwgJ/SH019h+iB+nZZZRJfdIpPXkNTJtx0CcjKhqVmadtbCyWigD92KprE/6EBglaiEGxCVkUm/AJp/di4YZWtA/fGRtCZiGHYSMEqjdjniQC67khkOSJk3a9F3+9SYbMUNV//+//fRDeGWecMT7Q95zsO+pdOHGSjrw4F0ZYhg2QtLxaqIOUxBPOOzoCP3mWnnQ0AgxLcggd5M13j3rB4orjPTzbM62YpXjeX1jkJ7x5P6sMfTYiXfNJNrj2yUnm/Xz6IR159vyUhWc0Vof6U37qVR2TUfN9hjbtsqOuEJZy1tjQs0N6hjWPPvroQYgxlJHBOGm7p17UN5LlNKTUsTTjF11pHBioD3WgsejIRhhRsZBJQ4eOmqvVULai2nytRk3qsbExWCoCJDwEKa1i3/0x4iGSkBQDY7iTAde6ZlzEQ5SIBkHZiJYAxoCvlQAJM7jmz5ggAz3A//Jf/svIs2cwWFp5tWcnjvviSStDtsLqYXknkF/f3VnsoDeAWMSJYQNphQAZN+XgUw89BQtUpI9ArRq0kjN5Ba1SjQhzecoQaerFeqZetlaq3V6kr3x8ZqLXrbEhz/wZaflhVL2f/DC0KcfGYqgXZUQ+DX+pIw7xkXV1LQzZQXgMIyK0dRYDqazVZWSJc86Jp04iJ57DuUfOyEkT4MZAXaiDOPVKv+giu0TnNCiNFrFDbAZdim1obAyWhgAt/UaADDUjzCDovZjziMAkPuWm5EhPbwpBUX5Gn9AhG/Narqe9R5BeHEh3mk95AwbGs97whjfM/uN//I8jfwgacXgmY5RWoHjJG/Bn1BDRb/3Wb42elvS1EC14MA9HYRhLz5OG9JKHkI00kKeWJGXSOxZOOv/7f//vsTWWZyIoaSgzZGn4xbd8yoFS+pbMPBTy8+2fvHoH4b2T8pYu/+Qnw2/JTy3Hxi9DWSk7daFeOfLJQIawlCtjqMw5MkpWQDlHjlLW8ZN2dfxAevHzbC73GgcGyjpHTl1p8GjosEumSugrW+RTlWwmkXpsbAw2hQCnlZws5BihYQwQoDk8BGgOj/AAo6yVTGgYZajpELg8hwHRitYzyt6hrhEHwzLNS55fkbShGp8YMz3A//Sf/tPIr7Q5eZS3kBaI572k59nyr9f20pe+dOxgw1gZEjP/ZsjX3BADKZ403A88m5/3QGLmQ72f9BATAvzrv/7r0ZOUBhLUg5AvCqcxII6ehpWfVh+aK/VsQ8d6oobqpGWoGMl6fvKSd0t5yw9My65xZ6S84iJDZDtGEiEqW0PVhsvIOjJU18pXPPXpCClzaUdWU0fkTDjPaGwMan3kqE41kI1K0XuNcN9uZiqHXjY2FhtOgFU5A35x4B4XAtQD/P/+v/9vEKBrRpxBMGzgWHshNQ2KH6Jk5BlwJOjonrCVnIBfvQ6Sbp6RcPKoFW8O0BAoQ0OYDS0iQXmrpCVeWuCeLX+GQPXEDHdJExkhPvNx5uUYujwvqHnQSzOkkvczZCltcfWaLaxAgPLKnxFVHvKYJfPK1XwU0kTA5kwzX6GskKrepfeRjjrwXiFETn6gvm9jdaT8QP2od2Vv4Za6iKyTI7LOqbc0+iJHkQMudcEJw6XOMrzqmVWWGvsfyli91DpSB0ZaNOidWySXxWX0ll42NhYHFQFS2oAAERKtYgLzv/7X/9pJgFrEeksMso+zM9SYdAKKHwJEEBkyZVQ8X9i1GoKaLiRuWu5+EDeLYPSsfCxu3qwaq8TLe3pH83HCeCfvkTT1vLIgIs9OXpMGxw9BiSsd75d0GLw6tyQPeSZlM0ybOUr3hEHmVqwhPqSOBOXfXIVvzsSRP+nEBSmT5LOxe6ScyLlytyhGY8UqQb1x5+qCTJElK5Y1RBAhWa4NP8h5ZKPWkWt1nPrJsxsHBtGL1IU6pstGVv7u7/5uzPuyXRbBIEB12gS48TgohkAhiuuY+xSW8TaHpQdoSBDZ6LUgmfPPP38sDSc4jHjiBoSQkWC0Q0T7gqRd844MDGsgC78Ir7VOqO3IwWDpXclbfbeaT/c4eU267kVpnPOvz4xSJQ1xvRsXxYPcl04dLkOY02dW6I3ogf7FX/zF2GcSfHP2r//1vx6NCfUi7Zo3rqbnmOc37oyUkfJRJ+pG40O5GwL1XaCVy5yFE8jRnLdh7hAh42lYmmxr0KQ+Uy+1blLvEL/GgUMt39SFOmbLTEf85V/+5RgGtcI3m0sYvWkC3Hhs+iKYihh2LopL+RHgn/zJn8ze//73jxaxVjCCefnLXz7msPR6GP8ofU2LH+Owr+S3GhCghTZ6gH/4h384VmPqLcmfRS1a6ggnkB/5ComEvCpx5V6MVb3Hv7og4fL+gTDS4zwX6jPzjJoeY8wII0A/rYNANTb+zb/5N2MITvikySW96Xs0do/IQRo65FTZ6ikYBvWrDkY9kKChM0ZUg4r8a/g5MpxkTgNPYy+o9Sp9UD/xbxxYVF0DdaehbH79//7f/zsamBo0IcDuAW4ONs1axdhWRDmrYxQQSDWs/GN06/0YYC6kl+t9Qcih5jnnjiGXCL3nppflvKLm3dH1akjYium7O+4uLX7uy4+eAiPpfBon6cbPuzCcMZ7gXd1Lmp6f9JyL21g7Uo7KML04ZalXZx7ZMLrdXyyQcq7xkRERq3XtFOPbMgRpSC3D5dINnFc5rPcaBw7KuZa1Okg9qGOOvkTP2JDGxmPDLRYFreRRQWBihOMiNMKGYCI0WlVxUNON8RY28fYF0pzmV7rpBYUEEybvUvMUTM/jKlbz3x1qnLx34qc8laXj7gyheMpUT1APN2mmzJNu6ifvmTJo7B4pS06ZVVlx7WhUwzCnFYLPf/7zZ8973vPGnLfFEsJYpKR36LtNn8yYN9RLVGfqQJiaPsc/ddc4MFC23LSsU8caO0aFrEnIJy6p+8bGY1MIsApGFZSpsMQBQ1yJjnLzi38MR00jrS7n8V8vappT5N70HXJe/XME+YnzfjkPqn9NJ2nEJWxc/BNWmdQ4U9Tw9X78QngJF6PKTcPHvz7Tsd2dXcpx2sBIHULCAfnV87NK2JD/7/zO74weoSX0wlks43tRn6/4ZtQ8YtLKc5K+xk99Rrv975R16niqJ3Q6C5pM3RjCtmLb8LV7id/YOGw4AUY5o4hBBCcuIEiMhOGdECBhSU8mLumJS5AqxIsh2BdM8zx9j0X5D2rYnCff8Q8W+a0FieO4KC+L8rUIylZL1VCc1akWYGip1jxN8zi9hvi12+VSLlV2g9QX+U1DAqzqRYIWvxgKtSBJj9AvQvigWnqR8aTJT/xqVKd5yLHd/nW1XFP+nGFPPT8bVdhf1w916+XTLw2d1H3qq3HgsSkEGAWNg1R+FD+CUMnPvQgSg8xlXiuGRHgta04crTDnmR9ZL6b5DFx7JrKYDivWY1rdyV8Qv8STt6nbXbhFqGHjoMapcYVPHMeAMiI/ysnoarFaaKGc3cv8RSCu93SvlkW7xU4Z5VMU5Ka8yHYlPVBX0QPxYkCtgLaP7ate9arZi1/84rGTiN4EkjR0GohT6yl1n3x0PR0Yp1zVFX1Qf+kJ0h96hPgMbTsa0kaAwqe+qww0Dizu9vsr2HG+KSAwKj4ufoSIICA0H3RbEu7jYGRGYKx+Y6CNpxM0QuYTCRsKWxBg9Sj/fP4gPdfSXg9qvmAaXx7lyfJm38xlAUP2KWXo8i41HUjacQmTo3jcNGy9np4H8lndFIv8gqSlgWGIJu/jnMFWnvKozNWPI0hzUX7bLXZB6kjZ5TwyMC1T16BuyBoZy4bZeoPkPWGSlnjS44Lkod3+d5A6SJlHl/kvaiwGzqd+jQOHTSPAKihTwYmw8NMqDrFZAcfYMsRaTiFArSdzH4jSijhLjH2awFgzEBG4fRGq5E++KuRP7xJBVwJMrwkBQgxaRd47Ln6QcggWhcv5IiT+oneO36J7yafy8p2Zd4lx1WNRlgmnLpC/8NJyz7Ea2sZi1PpTZnGps9RDyhRS5mSOH7Lz3amen+8zs4x+mlZ6l3le48Ai+pBz9RBd1mC0OYVPIjTS03gEYWp9Nw48Nu07QBUf4aiI8nLuC2dPSpP8eoD8zEv5hoZxZpiRjF00siDAR6Z6iX7Cxzd5wiPJvUGKJ8fkN9cIwLeJvgP0ITxjZH7Gyj3Dh/JBqBmgYPrOMH2O95+Gyz1wvjtFmd6rcadIWo5xgAQrEg4YY+/kKJ9xSaexZyi7kFrKNkNnrlO2KfP4QfUX33C/e2RN/NQdP/eEjXFNvMaBQeopepBy10jXkDdahATZLdsfsmWGtvM9c2Pj8MuWeANAMNIqrQodpa4KSiAQGDJBZuY+fGRuFRyy0QpmNCg5IrKXotVwPiQ2FIqgqjCuF8nLNF9QBT2uosapcRMu96ur5TBNdxquXk+dOPW9672K3K/hgFGlpJbWa1zohcdQB+om84J5Jlef1W51pw5BmamruJRx6riiygfQIfXCRZ+SRtJRT3uSl3b71wXOU89sEX3yMbwG/VVXXTW2u6Nb6k7Y1FljY7ApBAiUtBJgFR5CUFu15jtsf2a3BMOKhnv0rOrwYl38Ii6jbEhIqyqt4b1FzdsixNisdh9qGgm/J6d8pkZtrUjcRXGSj3oeF2U1PENBfWx92WWXjVbrIhIEeUt9LbrfWB1pRBiuJ8/qQDmmLJVtRcrWkROefGdRmMZg0kjc9CqqX+PAQfkr8ziIjtjj1wiVaRpTNnqFwqg3upd6bWwMNo0AIxy1NVvBL46Cm1tDegiNojMWES5hCA0Bi9GIELm32jP2Fclf3J6QMDXsWuLBWsMFwq8nTg2v7BCgec3LL798DCubW9XIyP2qpIlb02jsGcqKbEYXqj7sqTzj75i49MSxxsu5dLnGxiBlXnWFn0aptQzWKDjSqapL1XY1Djw2RSMIAmXV6onCThHDEIMQBc51hev41XuE7UD1SPLMRW4R4r8o7NQvbvrO3FpR466G+qwK5aVlqpXqR3L9HJUhZcopvWl5ij81wI21o9aD8lWGVfYrEq6eT13SqHXPf+rXOLCgJxmFSb2k/NMjdN950AS4sdg0bYhARGkr4lcdEAwCQmhCboEwEbCq6MIY+hF+X7GaYNY87g4Jtyj89N7UrRfipAzWiyin4WQ9waxaq0NoyVPqIkq+N3lt7ELKkJvW31rKN/ESNuGrf+PAI7Yq5e06OpIGjgZj6ji2petoY7GpBBi3Gqb3IlTVRXCSFgHiCJhr99PSSti9wVri7u5d9gZ5p41GypaCct49DQ7+Kecadl/KtnFn7I963wy5aexCdCJ16TzOdUhwSnhNgBuLTSPAvQHBCMHlPMIS4SJ44F4MuDDuNfYM5YTslKOFGfYuzEpbBBgFBsfqGo3Groa6Y2yU6+qiR1O9qTatceCxVAQIhIOQpPUUROimQ3IZZmihWh9SninD2qOuULZdvo3GnRF9qHpBd7g0MKNLrTubh6XtAXIVEay4GO861NDYM5RZnBVq5gCVZ8reMYoM8YPq32hsV0R/ohdQ9aQe+cc1Nh5LW+oIbtqKWs0Y84tr7BlpMFgE47ulfP6Q3vQionOdOmk0tjtCatET5/TK51umFfIrK75Vrpv5L9KtxoHDUhJgDG16ewQGuU17ezHKTX7rgzI054fwKKfvLs0HhgBhqqittI3GLrA3lQBd0ynz6TYvt42jo0096FbVq8bGYSkJkJCEBCMwBIiBzreFkDDQBLh2KKvsU2hTbxuPZ2PvaQMjrtFo3BnRjdgptsmen7Zx9JNWfhfQPqAamJBwrU8bh6UkQEgLi3NeBcdRz9B3a5zrJsC1Q5nacefUU0+dPfOZzxw/wvqIRzxitFQXYVoXjcZ2R+xR1QcNdEOfj3rUowb5+Q1Hv7iiYRmbBa1DG4elI0CCwtASprodmtZT/d7PNfIzf5VeYGPtQIBnnHHG7IUvfOH4BfLHPe5xgwBTtpS0uhAg12g05ohO0BE2yxCoXp99jf2sm3lAPUN6FdsmbGNjsFTWKsaXcx4gOWRHcEwqm2RmwM1f1XCNPSPlqyzNT1BUG5E7p5y1/KOorbCNxp0xtTt0hJ9GupXV9gG13WB6fSG+1qWNxVL2ABng2tMjVHqCiE/ryg/lmmDOj+W2UK0PyjVDyPmFDY0MfiG/hKvHRqOxOtgpP9l2zTXXjF9X8bNtfrKNnkEamK1PG4elIkBEhuhCaATFuaFQY+mPecxjxpyVH6R9xjOeMcbYkaChh8baQAk5ZGcDbBthc5RVyxUWDTs7bzQau8A+VTLzSRGduvjii2dvetObxtEvrthrNw36NDQbG4Ol6wEivAwX5Dq9P2PqSNDc1WMf+9jRCzRvJUy3qtYO5fvjH/94tFIpKfeZz3xm+IUgU/7BVNkbje2OqY4gNj+DdO21144fxaVfN9xwwxgO1YCkV61HG4ulXLFAUJCeY0VWWekNPuhBDxrzgMFUGBurgzJSyk984hOzt7/97cN9+tOfHgoc8nNU3lx65a28jcYc9CO6Ehipyjd/Rk40KDnn0SlhesRq47CUBAiLCI0AmfMjRHWFaGN9MCdBMQ15cn4J3pGiTgluUT00Go07Q+Mxc+l0iG1a1HCckmbjwGJpCbBxYEARM69nRa05VL1qH+vqGfKvJJjztGBbeRuNXwa9sepTQ5LOpKGutxcSbGw8mgAbd0IlMkqZxS0htinBuY5rNBrzRiHC44LaOKwNyeiO+42NR5d645dAGTk9QcM2hkQpbZSVo7zdam00FoO+cNERw52+S85H75UgKzm2Xm0smgAbv4QQoHlAq9YM3SDD+EMUlUuLlnPeaGx3VP0ABIcAswgmOuN+yA8SvrExaAJs/BIoJCU17+fzEts1WVEb8lsNVeEbje0MOlSJDeHpBSJA26Hd9773Hccs1qthGxuHJsDGQhiq8TnJwx/+8LER9lFHHTUUlSKv1subKn2jsR1BB+iKBqMGYXp7/DUq6ZIdq44++ujZAx7wgNEzjN60/mwsmgAbC6Glatd6O+s8/elPHySYvVXTy6vK6jyu0djuQH50oQ518jOa8uhHP3p25plnjs06bN5htXX0pnVoY9EE2LgTQm5aqraSQ35nnXXW+F1ABBhESRMeWnEbjV2gD/QjIyZ6hXp8fmYsBKgnGAJcbWSlceDQBNj4JWT+z69AaK0iQsM1hkWhkl910CTYaOwCfaBPyI/+mPvTmESCjn5ourdr3Dw0ATbuhCgsRyEzhJPWqfuV5Cr5NRqNOyO6FL3hqr5Ef1qPNgdNgI2F8O3f1772tbEHqB3rb7zxxrGNU0BZkWIrbaOxGMguBAgakrYVvO6662af//znd/4cks+N6FFtWDY2Bk2A+wEhga1CBojN939XXXXV7N3vfvfs0ksvHSSYbZwSJr1CSOu20Wjs6tlFL+iKTSW+9a1vza688srZ5ZdfPvvwhz88SPD222/fuSF2Y++RMl8PmgD3AxR67Q0tuyBTRi1VP4FEUd/3vvfNrr766p0tVajCFiVvNBpzVP0A5/Tn5ptvHr+y8sEPfnD293//96M3qLGpd5ieYmP9SHlPy31P6BJfI2Lgp4XrOptHOxcuY/7LCmRuuNNPIn37298ev1n2ne98Z/iH7EzqZyNfWK/gNRpbHVUn8g0tEvTDuBqYiM95fiECWofWB+WlXDk2OHZ4rWgCXAMWFbJz/pXwQgbLDu+Vd/auIfgg97npdfwaje0O9iD6UHXJ/DrSc84fuiG5fqSsUl57Y3+bAPeAFDDhJbhVePkjP9/HcVp5CRvBXkZ4J70772S7Jj8u7APeKDSXsnAe5F6jsd1RR4HYCvN/7AL9SIPSfZ9GxHZA69DakHKKnc2IFKfs14omwD2AkHIKVSFHsCvBhQzSynMeIV9GYSZEiM93Sk960pNmT33qU8e3gPyUgfd3THnEpawajcYu28HRD3pl70/76tIlR98AVqPdOrR2VBKM7eWqbd4TmgDXAALJ2Gutcc4DhW1cXwvP+bRClpEAvZ8Pdk877bTZueeeOzvvvPNmp59++vBzT3lQWmVRiS/njUZjjtgOvTzkR4fs/vKQhzxkbIM23Qu0dWjtSDmxsWytTsd0VGpPuMtK4O5vrxMhOIKN/L75zW/O3vCGN8z+7M/+bAj1c5/73Nk555wzdnswdCjcwV7MhCl5JEwEyUS94V4KqqVqdxgQrhJffbf4Tf0bje0E9gGiJ3SBrbCozKcPFpjpAdoYm0OMlQhbd9aGWk7OuTTS14LuAe4BKVQCncIm1HpAKWQF7jotPa7eXwZM39M7Im/zf34SCQGC+xlmSJwaj4McG43tBrJPR6qesAVGTA4//PAxmmJa4QlPeMLsxBNPHMOh7gtfdaixe0zLaWqX14K7/f4Kdpw3VoGCrgZeAaeQ+esl2dnBh602trWH5vHHHz974AMfOIY9VMyyCHXezXtppX73u98dH+pSTj1A78Ih+5xziZdyaTS2M+hPHNARoDcak+wEfcqUSvRmWezEZiO2uK61iB1aD7oHuA4o5Ah1BFWBa3UofBWRCqlhlgUhMPn2K/BI3UfwV1xxxeyLX/ziIHqo71UFjv+yvXOjsT8RfZg2DIFNsJuS3WB8W3vTTTeNxqXpBtgbA75dMS0ndoft5dZjg5oA94AIcBXiEBwsuq8CCHOIsYZZBif/PtL96Ec/Onvzm988e9vb3jb75Cc/OUjRPe+Y94fq53xRmu3abQcHjtF/Lj08DUhzgPbX/chHPjJ06qtf/eqddoKJq2m2W+yUay1fZZjPTdaKJsA1QOFWwWTo89kDg58CN/dnyNOwRp0LhFTawewC+Xdt9xcKaiNsSkrQ3DOE46g8wNF78nOcptuu3XZzsRd1eNPRzi9f/vKXZ5/97GdnX/jCF2bf+MY3RsOyhmm3dhebxNY6j41eK3oV6BqgiOKQXoY5jeEjQkL8d3/3d7O/+Iu/GItG/Ijss5/97PHtnIUkSEG8gx0RKu/klyD+9E//dHbxxRcP4Tr//PNn//Jf/svx+2XgfRIeUjauQ4yNxnZE9IKjE/SBftx6661jT913vvOdw2YcdthhY0HM4x//+LEYxmKzamsau0dsTVwQIlwLmgD3AAIcBwoW+SEJBKj15pcSDBW+/vWvH5Pbj3nMY2ZnnHHG7KSTThorvMRJ/IMZUVrvZtPeN73pTWMYVAvrKU95yuzCCy8cBO99NAK8U+I0Go05ohNMKz3JMN1tt902en8f+MAHxs8g+QbwUY961Phcyg9Osx3CN9YGdoht8gkJu2TRofP1oAlwD0B2cYRagTP8xvMNdxJq4/nmyS666KIh9Mccc8zs4Q9/+Pi+RxjxloEAQV69qyHPj33sY0NhKfBDH/rQsWxbq5UyZwg4cbhGozFHdD4EyG4Y/tTzM/TpG1uNYx/FWzGODIWhV4nfWB3sLDukE6LxkF/Yf/CDH7wjxNrQBLgHTAnQcKAiI6haID6C95NBfjfvsssuG8ShJadSDGlk+FP8ZUAUD8FbpeYzCO+ZbwK9W+0BgjhVYVukGtsZ0QV6EAJkN9gMnxZpNDvnx0YgQuQHTYBrg7JVZspOZ8O005lnnjk7+eSTd4RYG5oA9wBGnksxaXUQToRGuBGg7//8vpfhQsKNII444oidw5/iLhMBRvnsXBGFjBJnfD3l0mg07gz6Q+fj6ExtCNMp/vSIv/vAL7amCXD3UEbKzpCn0amzzjprzKeadloPmgDXgBRRjhHwLGv2jZx5QEff9YChQlsdqSRhQxbLINgUM0oJ8l9dkPPqn/drBW5sV1S9oAf0yTEOHKM3Ib3ES5jG6lBWbJQhUFNOFhzq/WWR3lrRBLhGREAJKwFNL8h3J4YJTWpzrlWMlonhQr2mZRNo+V2U55RBRCZHyHnKptHYrqh6El2aumm4OKhhGouRsmJrkKA5VMf12tsmwDVCMSG89OQUfFp27iG+fCiOAH0rZwFMo9FoNDYGhpfZ37U2wpsA14hKgM653Y3fV9doNLYX2AFYq/4nPLTNWDtquVmTYY7V4pjY5T2hCXANUERxITlIL7C2NhKGg/QSl02o845T1PdY7Z1Wi9tobBfQAW6q+1Odia5MdWY13WrsgjKrnY6UYfcA9yMUz9RBFewcQ3zCaInw10sMCS4L6ntCzfv0PRa9V43baGxHRIeiH46LdAWm+garhW3MkTLT63NkY+uI3FrRBLgHhNQ4UMCrCXOK0pFLuK0szLsrh0ajsQur2YHWl71D7Cwo27X2+iqaAPcAxaM3hwAVslbGVia0RqPRWDZUGluPfW4CXAMUUYoprYz4cYuGOOuH78tEmHnPHIPpO7he7b2mcRuN7Yi91YNlshebCeWbkTnIuUUwa+0NNgGuEykuhZ1zhT0t8Hp/d2RxMCH5XU0kpu/QitpoLMZqOrRWtG7tHsq3uvhB1l2sBU2A60SILUcFnXnBimmxLptALxKLVspGo3EwYHe0tR471QS4BkyLyHX8FDYSdJ0uOL9UQo4bXcx7EoKa/wOBjX7ffUEtg70pF3EWhV/Nf39hb8p4mp/dve+i/E+fudr77U3eDhQOZB0Eay2XvcWiupjiYCrzjYZ3z/uzx2st/ybANaAW7qKC5Yf8Mu/nWiXUbviyFfOi9/QOaxGs7SJSay2PvcHu5K2xf6CM61RFEP2dlv166ntRuPqc3aUzzU9jz0g9cv0d4AFAimk1wXU/PUAQLm4zID+1anNd88XFf9p7jQP34ghX/dYm8adpLxPkPajvvDu4L16UbbVycJ20kjY/SJhFyPdNWXVc85N4q8XdHZLvGAhpJD85QtKv9xY9k/+iMNNwm4m8szxVw2gzez9fZgtDYThh7OHrl1wcg7oSfPp+ezK2ni2u5zmq0+k3a8lfUPOTcK6DhE0YcKxpbBdU+ePUx1rLoQlwHVBUuyvYaVFupjDKS/LrGOVxXV3Cue9YlTmCFOXn+FFI/pB4wG89wnewIPl3lPe8M+RdEiZIeVYCrGWYdFJuuYakleuK+OUnc6xoSzqQdBbFXQtqHkE6yU+OUJ/Bf7V7kDQh9+r9zYR81fypV0TkV1v8koufM3MeGUdMfqPv8MMPHz+uapNlv+oC0qh1uwgpV2ET3lH69gt2tGHzooUa03QjA2kETZFngPvT9LYbalmsFU2AWxTTaq0GNMi5sPV+rmPcnee+e1E2x/hD/JLuMsF7ME7eIe/sXZ07cpD3y3XeOWHEq37gmHhBwuc8SFx54R/jl3KeprNe5Ll7SqPeF97za5nURlDShPhN48Oenrm/4bnKMed61Xp8fpX9S1/60uzaa6+dXX/99bNbb7113Je//MjqUUcdNX5o9RGPeMT4vTm/7pLGCOSoTDwDWUnfJvic65CdsMLxc9xToyYyp2cqDn/pSNe5e9UlrniN9aEJcBtAFVO2qWEOXMfPfWG5GDn3omAJG2UTLn4J47hs8B4MmPznPcF5fcfcD/KuuZ94FcLE1fuL4iRcME2vprU3mKZXkXuL8sNPOTDqaRjVcliUT5imtZHw7BCg3pce31e+8pXZZz/72fH7nddcc83sxhtvHD1CvT7hQzj3v//9x+/LPf7xj589+clPnj3kIQ8ZvcL6jZm0petHsP0U2s033zzu+y1QJCpNPUjklfCeIX7y5uh5GjrKV3p33HHH+Im173znO7Mf/OAH477e6AknnDB+8mda9iBMXGPtuNvvr2DHeWOLIQrql90dKdieFGWqWJDwlBVJpHUrvSl2l/bBDO82LZ849yDXyijnFfW6xkn4KRb5gbiJo7yn5Zx4q8XfHcTZXTzPSllM3xv4OZ++Uw2zGvZ0f38jz1OGhjn1+D7xiU/MPvjBD84++clPzq677rpBMsI98IEPHEfkEzJzj6z7WTOEphfoXAMAlNH3v//9QaII9cMf/vD4UeybbrppkCoyTBxpK7O4lDF/TprJp3x96lOfml111VWzz3/+87MbbrhhhDniiCN2Dp3GJT5Mj409owlwC4JyGT7RMqWMnGEeROgexUkrfoqqPCE5ioxAYxgcGQfKD+IkrXq+LIihh9Xyzz9lMz1W8JMelzgJV5+TMFDDKW/lnt53hs3kqYZLvL1BzccU7nneNH+enzzsrn5r2jWfe5vXfYXn/vCHPxwk8vd///ezj3zkI+NIJ5SxXtXjHve42RlnnDE7/vjjx8IXRKTnpRdGxl0jwPTs8juf6sl9aSOsSy+9dBy/9rWvDQIU9thjjx3HSnZBrlO24tAtJP3e9753duWVVw5Cpcee/bCHPWz0AJFgiDCodVWf0dg9mgC3ICgbwvv6178+u/rqq0fLl5JSVvcocCbiKQvlieJEeYSj+IAAEZ6hI8NGWqhf/epXR2s5cxNp5XK7M5AHI7wrTPMeEsh7xUE9D+KXeNKqfp6Te5BjwkDChQAZWch1DZvjelCfH0zTyf2a/+og6SRs/KeocTYLGm1f+MIXBqHoVSEo5XniiSfOnvrUp86e9rSnzU477bRxrScIGpB6Y2Rc48/w59FHHz3uI8m8u0Yl3fjyl788iJVu0D31Zhj1UY961Diq01oWOa9lg3QtyvnYxz42e//73z90zZyl+KeccsrssY997M65yMgD1DqYptnYPZoAtyAQl4l+wzIf+tCHxnAPBdWSpIjmJjI0E4NPaXJOoSgwx4/CWSzw7ne/e7SgtXKRKoVlEMxzUNK0SpdJAfOujtWAKCcOatlADE7F9J2TTsoj6Ymb+I55Rvw54Rm4xHWs5To97g2meYE8Z+rynJrH6tyPm6L6Lbp/oKFXRfb1qhAU8pNnvb0zzzxzdsEFF8zOPvvscc0dc8wxo1FHh5AfpwdpUQyCdMyqUGUjLWH1FjU4HZEnR8ee8IQnjKHL1DNMy8s9PX1x5U9e6Rjy0/N74hOfODvrrLNGT5Xu1t7f7tJt7Bm7tLqxpUBBKJX5Ca3fOqeglYm8KC9Mlca5+AwBQwxa0eJK4zOf+czO1XMMTMIvo+LFiDMklRTqO7lm5Bg1Romh0jtQhvyUgTAV4i0qj/gLr36maept1HjywCV/yePeImknD3FQ000+wTPTIKr54KDmN/Hips/YSMifOqIDVn0atXCNkPSoDHvqoSE9DTgNOUOWeloWvpx++uljJagFKIYx1QPkXVzTEXH1Di2UkTZZseDGqIuhVvWbOIvKQj7JgZ4kEhWPbklHnuQBOWcVKLcIu7vXWIwmwC0IiqmlqPVIIbRikZ7hGYbAOT8GbRHE0cqk3NJinPUoo5wUFfLBcO1JLisYpWrUvU+GmRgiw8caAYjfsLK5GecMHeNVyzJGKMcYPNcpJ0SnR6481YnhLisUGT55iKFMGvzSU016ewt5kG7ShqRbn11dyK/6JY1pWtNrYTcD6o2cf+tb3xokaH7Ne+jFIT4kqDen/oTTADGkicQe85jHDBLUOzREKvyDHvSgoROB9yIj0pCmTyaQpfJ1j57QOc9PeTnGAT/lqpdJvoSna64968gjjxxzf9LfE2q6jbWhh0C3ICgVYnI0pHLzzbestEJvHwZBK1JrkqIavnQdUJ5q5Cgyw6DnZ4Xbxz/+8WFEEJ7hGENIDEWWh8dAx8AuC2p+HeOUhd6dBgDyN5RsSNkCBT1hRlVDQWODEXQOKb+k6Rw8h8FkZNWL8rziiivGsLLhar0FYZSntJKPIPH3tXyTt6STtLxvXM3zIpd8cImfOFDTzXmuNwp62BoZGiscYkEqelTkF7FoiGjEICuyzdETi030Bk899dQxjKlXeNxxx41hTe/sXTlllWepVw0aJOaanugdqk9p0ZFaDqkHz/N8jaCPfvSjoyEkXwhXL/R5z3veWKyTsnZM/NQVBzX9xp7RPcAtiCgJpdMqfchDThqKS9H0MBgCvUCGnYEPokSQc0NGhlAz5wfSMtzjOymtZSQaJaxpLANSVjEqU3gf5WYYC2khQav93vnOd+5c9acsGb+KWh5cNVzKUVoWO1x88cVjbhURGlpGgoxn4kHiIh1uXwxcCA7quyfNmudcC68MOI2cRfGSLlfjux+30ZBXPSl1I+/KLo0U9akHj3Auu+yy4S655JJRH+973/tGLx9OOumknUOlGo2IMe/iHZ0jNo0g+mYo1LCl5xg1sHCM7mQBWi2LlFXkS09RQ0tYDVgNVTpmiJbOgfDeSxzxG/uG7gFuYfz85/PJ+Ztv/taY/0B+jCvloqRamBSLUkOUM4aN0yJmEBh6CkrpDMeYlNf7o/TSu8c97G04398wCr4s8E6MSjXueX+GzDu5p5WOoJQlg8XPMLBWvnJQluLE+EsnyDnDpRz1+CzKYCANvWlEMLbKVK9DmaYsa572FepfHpJu0sy5Z3LJr/AZItQr8W4JE1SjnHevaW8W0tDI6mW9QVCn6hLJfeADHxhOz94q0cyVIy314r305PLOKaPIRc75e3+jAoiVfCg3DnHqQSLJOl1A7jiEp9fn2WSCnpIpvT/DsOKSD88CedJwFTfP5/aXjGwn7NLQxpYDQjr++GNHbw3ZUSKKY65BL5CiMWoVUSDK5R5DweALT5kZeUNBDP689zffmeIXv9DqH1GXDt45ho1zHqIAJOddte7NyaQ1zkBaYcgxtpX4kiYXKFO9EYYYkXLKV514BkMp/drLkIcQC8MnX4551noh3eRPGjHCzmt+5RNRM8p6Rn/zN38zekmMuzzXHm/SjEsa0swz9ja/+wLlhlzUDVl27RxJffrTn965QtqQpbpUL+TcnCwy1DPnDP97b71J8I55N877/sqv3Gs0KumaBgyy8zw6phHpSH+UBaTM1Gd6f+RBg1UY8a06NfSph5k4cbWs5YFMcEm/sTY0AW5h6JUdffQxYwgUaZnzY+ApHKWkbJSyIkod5TWnoRVNQRk98xnmUKRnkY2W589/bq4MYcyN87KBEfEe5oeUj/dHSt6XgWJotMgNRWX+FGExqoxpvolUZoE4QYwk48Qgm3Ni7Bhc6SM8vWrlmmX4ILx8SDd14jokuDdgTNOjAWnG1br3Purdrimve93rZn/yJ38ye+1rXzt6KIbE3RNGeJCefEs/vRHwDjHOGw3PVEfKK2Unz4as1ZuGIGjMPeUpTxlz2ho5GoqI0ucIyJ/TY1dfeQ/pJV1lcPe7zxfD2Df0jDOesKJrh41wwnum+kayCU8elJn8Rc+Ece35GlzIj1ykXpSlck0dRl49w7tFVhprRw+BbmFQsnvd656D8CgY0qOESI8CHXPM0SsK/+CV3uGRQ7GiaBzjz8hpIb/vfVcMo3GXu9x19oQnnDF7xjOfNVbQHbESjxKKu/Ko8bz5+a5ez8GOGBaQ77w/MC5cjDlDo+wYLA0CZSKu3rWhS0Yrvbekm7Sl4Vw9MKaMaxY7MMCGu5797GePOR8GUNiQbyUUR3kCYeQp+YWcT+ugvtee7nmGdPV4vKdeEZJHGGTCEKEhRWUhrB5xeilTJO2ku5FIb08PT74z5y2vGjTI6rnPfe7s/PPPHx/EW+yi9+a+uD8Y84d+weEfVt7Rvp7ZCWb+OcJd75re2Lw8na/U/Eqd/ngsHPvKV64f74wY73vf+6zIx4OGjGQYVHiNIQt0PvKR+a4vd9zx/RHm1FNPmT396WfPHvnIRw55AHUiDiyqS+dVXht7RhPglkUURCvzRyuKdsvsWysGbJDg924fLdajjjpy57Abpac4FIthZQAosYUan/zkp1Z6Lnes9HoOnZ29opTPXCFAPaH7HjpfEccAzI9zpa5KebDD+4ZE5N+7Ow/55X34OTKgDKnFChzoCWutM1x6yLUcE48fskMcmWdi/Bg3qxH1Piy3T4sf+YmvXhBg0qgGTms/z4ifa0geQFzIdfIU5zrxXFfCVTbucXoySDs9QAQobgx64uR5Ffxyf6OAwPWq5Fl+04MzVIn8zK+99KUvHassNeg0YhCOsr/99u/N7vje90ePXWMQYapfoyj3va85b7uxqBdPUq6pZ8PnP1khs2tm31xpOPzsHyxoMld31zFqctxx8+3W1KOy+9rXvj77zGc+O7vyyo+uNDK+Nspovj3babMnPelJY144YeXdfc9JTy9lnfLN/cbasLES2dgAUEbGbG7s4P73v9/sEY94+IpiHTe73/3vO7vnPe4+SNHimBtuuHHH0MuPdyoOY8e4afUzHq7vda9DhnE+8sijhhG4zyH3md19RTHN/f38H1YM5M/vbGyXBfJbHTA2U7jH6OkBIDmNBsQHekl6dOYCGSkQPmSl/Pgzppl/1RBhxBhjBk+DQk8hcZGQ5zlfLT/CxLmu8DyGnBPffXmJ/3QoLnlNOtKUN6sfzznnnNlv//Zvz37rt35r9oIXvGD8QoKernc2N/jnf/7ns7e+9a2D2L0fwpC+Z3n3PHujkec6cvLjPREZotPjM8+mHhGc8ufcO/3002YPWumx3XWlAfmDH/x49t3bbFZg9MS7zXticStPWjlqdNxldq97/8rssBX9OOmklTpd0TfTEN/7nmHXm0aDhwxoRNEbvb3vfPs7s2/ddPPK0Rzhj0fvko6dcMKJo/wD75FGaqD+at3mXRtrRxPglsacDA+5zyErCnni7IQVI3v44Q+c3fuQ+WIYSqllzCAb6gEGiwHTWkZ+hnH0XBgJw3PHHnvM7AH3u/+Kos7nH1ZUf0UJR9QVLKfy7TJkixECQgoMJPLTmjdfZAjYkKhhzQxpQoySMgINCotHDJtmPsh9ZGrhBALMUBeElGLkkgfItWckXAygPMYvLu9W81T9+TGu1cA6IjkjBIYFn/70p8/OPffcMVyIBPVWzVcy6IjP3pXmC/UOvZ/eF1kCz8mzNhKeOX1XvVVlrmel5+08w/i5/7CHPXT22Mc+bhARQvr5CuEZDkVYdAOR3vl95vXxi3+cE6yRET1M6dz73vdaqfsfDvL71reQ4C1DFvh95zu3zr5503zxC3n4xc9/MYZayRaZsBBmpC7tHWUZ1Oc7l3/uzvlq7AlNgFsaK72zX/xsKPiDH3z07LjjGe0HryjooaMXcNNN31whwK8Oo0yxgXKbM0SKGToyHIoADRGduEKkh973PqNle5cV6TG0w91lzIeMJJYK1XjsDsIhFz1ApMCAcoazMjSorJSdMgxhJZ4yZOjMSen9IcoQDGOJABEQVGMnnfSknOc6z6huihj/QBryUwlhCunovZEP4eVdPvX6EYbPX170ohfNfu3Xfm328pe/fOxTKYzPBpCgj/oN8zLo8phnLcrfgYY6lTdOPhw1MvT2zNty6g/Uh3emK8cff8JKL/ARK/fnc7rS+dlKgxFp/fSn8znBvM78veYEpdwcPeOhK+R3yqmnrOjKoSvh/3GUB5268cYbhrwgU71lc8I3rviTj3vc8+4rvdPDV3qlZOshK3mbjwhorMrbVK6a8PYdTYBbFvOemRWalETP5cFHPXh2/HHHjyGau6woz2233b7SKr15KKKWfIwfIx5D/cMf/mDF76fDaOgJHLtjlaK0/3HFTg/jttMALOcybO9QDcn0OkaHwWEQ9Rq00g1dKldlpvy08jUmpiQoHqOnTDm9a+krU73IfFLCQIujDB2TD8510oP4ZZ4L6Vjarydq7tY3bnF6ZXHZFSX3Ejb3pOPo2j3f0CWMIXHznyEKBKI3rFHAgFtsojfog36GXZkkr9xGQ7kjI05+U2aOCJFfer25p+z5qWe9v3us1Il7P98h3/PGh/q5s5wn7ooq7CDR40eDQb3e4x7z+d+MuChDhDhfYDRfjfrzX/x8pcdnpfGxK3GPG/Pz97rXr4w0I0u1DJ3HNfYeTYBbHBRn5d+Kks/nPvRaGC3KbSiGMTY0d/vt3x1GjKIa0rPAg1+gB2iZ/nzFqKE5PYodBnmc71ru7pnLhNUMS/XPOzFuIS4k6JwBdV+5IQFEOJ/n2WUkGb0MNyMGPQ/1YBjR0bV0xOHyvBjnivgJJ129T4uVbFhw+eWXD2e7Ntd2mNEzyxAl58Nv/jWs63wQ7rs3R3Hcs+MNJ4ydU5Ccb+XIjTwgi7w/fwRKfpD+ZkKDAjlz6clprGg0kPUM0/IX1pH8fv8H3x+NmJ/97KejcaeszXcLYyU0iDcEv2LHpXAaBxpIxx137OwBhz1g3NKgvP76+Wpa5xpLHB1MnBNPPGHIloU2nlt1yXXcFMLFNdaOXgW6xUEhslzb0M2PVwjuxhu/Obtl7A/6vdE6pnjHHXfCmHNguPUCfAhsWMsE/n3ve//Zk5/8pNm55543O3IlbIyFNLMEnKGAuZ9hr3G5lKhGJgYlfnHKSflZ+ILwlIfeoE8ClOe85T//3TaNCj0p5KGHJp4hRSsPLcSw0CTzPQwrV58Vf/AcDqSrR6mHJm2frOippSe3yLnHTXt96jqbctew/HOvniN6Tk8P8XFIBYEgnPmKx+MGuW8m1JNGx6657h8PmbfARB1pgCDHDJEq5xu+fsNYpevThK9/7YbZP6y800kPOWn26EefstIIfNhK/c63/9sp5+pp/rgdUwF3Wek53mvlWT8cvWbycft3vzfumxM0t/jDH/54lN/nP3/1qEMNIEPhT3rSmUMehNlR9UMG5Y88VXmYEl7u5djYM7oHuJWxogfDWO5QiPvf/wFjCPS4Y48bw3gUikGgoIwDl3O9Ci14Rt3iF/MSD3jA/YbihwDB/MYvdgwHxThvZf1jXNILNH/HyCM8721IC8EpP+TEOOlxIIfa2ufP+M57CMftnIcKPEOYkB5UQxe4z8AjHj1Bdad3IR85coZI45KPhEk49yIDXMLoqUiXc540EsZzvaM8c4ZHvbt8IcPNBDnVICHr6kidyaP60HDRcNBTld84Q5Nf+MLVgwC9309++pOxMEaDRRr3u9/8dzSlcyesXN/VXPjKcd4YvMvs/ve7/469eM3nHTKmE2688RujcfGFL35h6JgyVWbyaYGZERqjLalvZat+jRoYsXEduRBm6hrrQ/cAtzC0S+9yV0M483OGm5L4/MEvRNxyy7dXFOrnK0Q4N+gIkZKZSzIMduuttw3F95GwxQ+GQCny3Xb2KOfbpf1ixdC59m2hBTHLiBgQ7/FLxm0Hco9jhLy7YUAOkSA3Rl85mf/RE9LA0AvwyYByZVQZUK18myz7VQJlrOzz/ArEyt/z6vP5jeG6FcPIQKo39Sstn6vMP1k5chjtHJFuHL8ahh/Dy0kjpOE+ok9YLmH1ohhuz1UWDLkGkl6V99OjEXazkLLS41ZHyAbBKTP5VX56fxDys+WZjR8+9KEPrxDU9StE/rPxDo9/wuNXeuuPXyGo+ecJemTzeliRnZU/tZZGIf4zMvLzX8zJ6tsrenbddV8Zz7VbEm302YOenzl4enTSiSfOTj/t9NmTn/LkUdZ6lxISRzikTZbSEwTPz3HqGmtDE+CWxlwxV1Rifjkzh/GPK4Zab2FutH/wgx8Ow8UoU1YKl8UPWpt6fuedd94Yqjv88CNmv7Ji7CjYz35mscwdI43vrfQUhaWYWt3LqoBTAlz0HvU+A5p5VMOCDKiy1OpHgBoVetHKUo9CGOWLXBBfhj8zPwXTZy4iwCDnCMgQqsU0vmGTpuFV5/KSY84TJufJb4ibq+Ed3Uu6RgT0atxDiODdGWjEiPhs4KyHiyyS/50EsYHwTOSmntSFxoKj+b84edeTRX7mN82TGiL2PkZNvM+ZT9RYecyYnzMqouy9l8Uw3g3utvKs1Mk4rDh1c8tK7/lL18431/7hD3+0kp/5zzQNUlvJ16H3OXSlbA2Hnz47/fGnr5TZ/UeaGqc+nfCzWfIm3xqgGh2I0Lt5nmPO8/zG2tAEuEVBOeHO+kBJrBz80Yoyfm8MZ912263jXHBLvClZlvTf5z6HjJWflr0zfsjtHnef91S+//0fzL7xjW+O4Rxk+tOf/XQY8rkxX05FTJnBNP8xLvHPkaFizKx8ZEQN/SEIQ1mIztChBSpIUO+PobJC0NZnSFA4ftJJryKIUZsb2l3kzMXoZT6LYWao1ReHqEJiIbucT8kPuSVs/LmEc1/a0pS2PIcAPd87kiWE4d18LuPd9BwRgIbCovfbCKT8IMOz6TGnZ2ioFxlpoKhHDUB1edhhD5w9ZKUukfkTVojpEQ9/2Erv+LDS+1Mv3m0+1Jsh0LQ31Q+y9Iwvf/m6MaJCv+gOMpQHoy/HPPiY2eNOe9zstNNOmz3yUY9Y8ZvPRVqEY6jWhtzmY4XX4NBD1NhMPiIn49mNdaEJcIsiSh+diAFdOVs5t03U/Ls0ys+AMQ4MGAXVq6NsjJlhumc/+zljWIsho3iOwlz9+avHd1+WcusBHnbY/UdP5J733DVZv0xgdGJIkv96HriO0XFkzBhNBKec63CjclJGDBii1ENCNHZT0dMSFnbVz67z+tz6zFznqGGCiPQONEBiHPnnGJdeeu7lPqIyCiCdONf8ucTxPGnIC3nxXlaPajTxY8R9G4gE9YDnhtyw33wj7uR7o+B58uXZnHdxDfKlwaJXjqTog+O8J/vAFeI7bXbGE85cqavTV8h+/mvvtbeunua/gkJuVozphADvdteV8r3rr6wQ7e2zb37jpiELPn6348v8e8JfzB648hzfDJ5x5hmzUx996kpDxvDnfDVqytcuOxbM8CczGiDqRt3JA2x0uW4VbPyYRGPDEOVwnLfC/4GmjDkeiy8QnJ1h9Ni++93bxoo+81UMOmNK0SicYaB7rJAahaNojJoPec1NzFcTfnH0GPUkzXHkucuEWlaLUA1MwjCm6X0Z7tM6Z6QsELHC0rCVcrHQQiODsVX2yt1wZVZ+VijbSsSexeUa4i9c7oXQkjdHjZIsmuDSE3PPee7HfwrhuNwTzjsgDjJiTtPqU+SvZ5W5Pz3GLLISJ3naDHg2slDu8mXP1Wc84xljJxtD0ORbQyUNAQ0U7/DUp541e9aznjV2wNFb9zkD8kNuKRdIvaROht/K313H5xLz+jrsAfNhYZtR6BF6jnueabiTLJAfjaF8ZgGSQ4IaqVxGGALPS93m2Y31oQlwiyJKCRSEocvGvPe+96Gzo1Zaswhubojvv3L/56OHopVqiIiyu3/yyQ9dMWR3n/3jShp+WeJud2MB5qvTfvTjH82+d8f3Zt//wR1DUeeGcv7MrYxq/JAgo8m4Kkt+eoL5IN0Qlp4FwkAGDLFwehMWySQtxOk8Ri3+IafUZ+rUffeqEy6uQhzppwFTUdOt95KOdD0rBOHICGsovelNb5q9/e1vHw0n5Ics9Gw1CMRDlNJMj7KmvxGoZYkENVAM4T7zmc+cveQlL5m96lWvGrvZGOJ//vOfP7Z6s83bb/zGb4x9Ty+44ILZU8568krdPnR2+ANtmTYf/k9Zg8ZjynWl9nauiN4F25sdukPXjhn1bzW1eTw95COPOmrs0KRB+sAVOUoZOc57rPOGp3ON0vT8QB6UcRox8tZYH5oAtygow05lHUM0WqVpmc7GfoVpeTLGFEx4CsVYUk5K67cEDzlkPq8XxTN043wMia38WRCDADnxl1EPlU91ixD/ekyvwfyYslSGGhJ6f1Z+mvvTqGCkEJ6yVu5a+wxanled8g+m10H8a7wp3E8YyDGG0j31yNX4kZ2Eq/fUr0UZb3nLW8ZH8nomNpQ27Mk5Z9wTJ3ngNgPywXnH9NjV06Mf/ejxG4B+gsoiL8THIUJ+T3zik1Z6hw+dHXXUg2b3OfSQ2T1+5e6zu66kQX+SplekF3O3w/+XGoD/uEL+9x6NAuSrB3rGGWeOX6LQC/WLD/xtvI3cpBHMT+fPImd1+Bb4p2xrvMba0XOAWxSM12jB/+IfhlIiuPmHu5TlrsNfS96cH4NtIYu5ED0/rVTk95znPGcMEzHcUTy/+vCTn/ix2J+s9Gy+NXo4jLv9Re0TaoI+4WNA14LNVuAYkz3lw/1pGNcMlOFOpKfRkcUWCEL5Ml6GPhk8C0QsIlEnSS9OHiohuV6Urxo29+OX81xXhNhyL+Erar3lnjomL3q3/+///b/Z61//+jEEjkwQh14VUkEwygKSh2D6nAONPH/6XGWmR6qRR171vuaNvYfsHIo0VDm2QdsRx4lkfOhey3jc2nFe/eZlPO6Oa/6eKW0/ifTIR843QTC8ahjWVIQN5u9qhGUFRmqUt7k/DQ3n5MeCHHlNTzD1v6geG3vG5jTLGgcclIFy3P1u82Er15TSbjC/+Mf5h8ta6lqmFFArlHIxzpTSYgateQZt/k3SHBTUsMyhh853PaGIVsFleym9wGpAtzoYHsZSr87cERJQLiELTtnwY1wNFeoxhiQ2Guq9GkyNJGQtj+nB75SdlTw68jOvedFFF83+4A/+YGyxJh55QXx6M/O54vm2cBmOSzqRv4MJ8hOX8qjlMvK7l1n27srMR/SITENHnVs1e9ZZT11pWJ4zO+ec54zvax/96FNXZOLo8YstyHVPqjPyNcEiv8ba0AS4RRHF9qOdjjDvEZovmhNgDDdDZjhGj4+zSMBwljmL4OfZ93MFIUDx9Wyka6f8H60YUavbthMBAqLQULDQQateowKspEUuyseiED0MBGjxy2YZLc/Ns9UTp3fHYHPyGri28EIvxNZ4f/u3fzt79atfPeb8fOrh19T9VqDGk/dDdEPGCgHeiVCWDfsgxnM9m88VKgPDoIcfbq/Pk2annOJ7yketlOFJs6OOfNDsviu65Dc611JG2023DjSaALcoKArlG46h26HNK6Zo/K9VqsVukYtdXl784hePn7h52cteNn4hWw/wAQ+Y/+DrWOq94rL5NT295z3nS+alY47xJys9HvuMmg/cLkqqbJEEAkGC5vfMBWrt1zLQSLAAQ49aGL3BzQKjLL/yDoyzXryhb8f0TJG3Xp8Nsf/6r/969qd/+qdjQ2z+erJ6fXp/Fr0Y1iMHSZchl46ja8/ktgu89z3vMf98hLoNHRzfCk4XyMw5NpJCr7jGxqEJcItjTnw7VGyHcs2N85wE9VzMLRi+0xPUmrei0bzIWPYt5I54bKaoYo/fAbz73cbHv/xi5GJYtzqmJM/oZTXo/IeDjx2kpzeoZ8ghQD0l5bqW1v5GQD4y3EkeEKJ6RHTmLvX2fOPnUw4E6btQqz3NZZIZc2hZ4ZkycZ73Iw+IUZrbpWEEGfoFDcQ5CVqRigiVw7xBGTfKZvsUz0GDJsAtCgbI6rQYo/zRMYpoGHTeKt+103wcQ8eoRYGT1tDQue7uUNh/nKeaZxwcNn1DkHdGGMrJucU/SM4wqGFkqwnzLZm5VQ0Nw58p181A8usoz3OjPB+u5IBcGLo1j0kO9Fp92O7X4P/pP/2n47MBPT+EH8KUTsoj6Uh3Lmvbp2F0JwxdmZNb/n4J7g0SpJcL7jcOKJoAtzhMwvuGD0yyj/0K+Q+l0ypdUcAVJRz3dxjBGEn+c5LMvXFKZ4db8Z2Htbp05W/emt1ehi7G3lHPDlkgQMPICMOy+qyQ1CPUuAhS7huJ1HHqdi4DO+Rjxz3O8J3RAfOW5oO9i88FDJen5+ddpJP4ZCEuiCxVv+0EK67nnx/NnbLdcaeU94osrPgMt/Eisa3RBLiFQZnqEItvmObGaIfSrfghyLkR3DWEGcPsek6A8yXdUV63OUaNofRjoSCs307bEX1bYF6G8xfWezavah5Qrw/xnX322YNAEEl6fzXOZsCzQ3yp75of9YrM7ZBi2zbfy/lI3EIpw7uGcTPsmfjOxQvRJT3XhlczJ7hdkPefl8uuHvccpbxXimv8hqDzFa9aD40DjybALYu5sjFQP99hpCAKyRCnZT51UVRxqkKGOB399JEeAEN593vcfZDfGDZbcUOTtzhSNiGAgKE3NGi1p/k/PUIOMSJIqOE3Gsk3qOcqA/FzrmFjla9vQvX2vI9zde4dIyc1jSo3tVxq+tsFK6U8/hTJvJxseD5fcfvTn1p1u2MKYqXzjP5G73Do17wMGxuDJsBtgajjnQ1SNVhDDYei7kEJh0Iz9PPVg3YzYRAp9o9/PF/2H8O3HeBd874pN+SRbas0EDjkV8t8j+V8gFDzGzngIPfkC6l5Dz09zru4nr5DTcN10qhuO8J7awRUxM9OSmkg7CydlSLdBHHY9mgC3LKYq5Y5vzsZuOE/N0wZ9uScj/s7HIjHEE5BUVcatCtGcW7oBwH+/B9mdrm3Q0zib2Uw9pUAYvxhbuTm5ZoVkJA4cZuBPDt5Tj7kXb5jmGGaR/7VL+lwFdP6dz3128rwrr/YSXJ85mWW8jaCsqv857cdd5VsY6PQBLhFMTc4/zgUzSKVqNfcdw5BhrKmNbrDBdOhrSncR4Lu/+ynP9vx4ff22wnG+88bEbs2rYZpmdZyrP4bjWk+1oL6DovyXtN0HgeLwi8Fdr3SXsNrj4VoO95/6OOK3viMaHe6tQi1TBv7B02AWw4UZG6kzDlY+LJL0VYcPRy6uMtI5d6u85WrHefiThFTRokzPEaprSw1vLMrxNZGLS8fxCPB+MV/inm93LmntZFI3jy7utVQ79f3mua/hiEzcQm/tFhz9gXc5caeuzvMq7KZl9fKnZ0L0e68PZzS21Wai1HrorF/0AS4JcHA7VCYHddRyOF2kKJt0u5+d9/+zVfpVaN1Z0WjeNLbcbkDFr/k532OP+G42YOOtInw/BcOthN2Gbg7r4ZMD7qWa8LfuXw3HzXfzqd1WP2S9/oeuV/d1H9psdusu5kAu96ZbnH85kW0tvquxaRsydV84cxPh3M9ReohddFYO5oAtyjmRkf1zhV0/O24zr25wWOk70x+MVa7FGtcDb9A7/Je9/qV2THHHjM75dRHzU4//bTx8zG2xWL4txOUV8ouSDnyDxHW+5uNaV5zjNsdarjdhc293YXZGvB+ece881y3HOd6l/pfX1mIYwFV1andlWeT4PrQBLhFMSe2uQLOlS7kN1fGud/ulZEyaXGmd1NJ0KIZvb2HPezk2VlnPWXsbn/mmWfMTjjh+NGbBIq6VreskHfkZoVkPnOoyP28ZwgxpLhZSF5q3hZhem8ab09I/LWEXW54vzvrGjcnwjuPBszLQ9n8sqsQjlz5rMamBBackbFFZZnGamN92DwNbBxwzBUlbu8QxaokeJe7zIf6zP8dccThY3Nke13aP3T+80nbS6yURRNCY45F+ha/tdc5+UCaNh2wMb09WP2ckikHDcyWn/2Du6wYtW42NBYivT+Owu1qve4y4MSnroAUpg7XNBqN9YM+mfvze5JXXXXV+K1G5GezdXPuIUHhoOpkY+1oAmzsFhRs0Xds262X12hsJKJ3Pi264447Bhka/rSdnqFQ+pfGZ+vk3qMJsLFHULIqJpUIg3reaDT2HnSNQ3pILXPqED2kb9PGqZGX1sP1oZsMjYWohJdhTccoWJSPcx5X4zUajfUh5BdHpyroW365fxqWa6wPTYCNPQLpcQgwJFhdo9HYf4heRdemxBadS5iql431oYdAG41Go7Et0T3ARqPRaGxLNAE2Go1GY1uiCbDRaDQa2xJNgI1Go9HYlmgCbDQajca2RBNgo9FoNLYlmgAbjUajsS3RBNhoNBqNbYkmwEaj0WhsSzQBNhqNRmNbogmw0Wg0GtsSTYCNRqPR2JZoAmw0Go3GtkQTYKPRaDS2JZoAG41Go7Et0QTYaDQajW2JJsBGo9FobEs0ATYajUZjW6IJsNFoNBrbEk2AjUaj0diWaAJsNBqNxrZEE2Cj0Wg0tiWaABuNRqOxLdEE2Gg0Go1tiSbARqPRaGxLNAE2Go1GY1uiCbDRaDQa2xJNgI1Go9HYlmgCbDQajca2RBNgo9FoNLYlmgAbjUajsQ0xm/3/lAfdAHGbkGEAAAAASUVORK5CYII=)
In the Cyclic Process shown is the figure, the work done by the gas in one cycle
![](data:image/png;base64,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)
physics-General
physics-
A Cyclic process is Shown in the PT diagram. Which of the curve show the same process on a VT diagram?
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)
A Cyclic process is Shown in the PT diagram. Which of the curve show the same process on a VT diagram?
![](data:image/png;base64,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)
physics-General