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Question
টাকায় ৩টি করে লেবু কিনে টাকায় ২টি করে বিক্রি করলে শতকরা কত লাভ হবে?
৫০%
২০%
৩০%
৩৩%
ANSWER : 1
Descrption
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2X4zmk/f6xp8SSnzX8u3DmBlLFYkyvzp93LNhhhsYyNu3qEerPp8L6bNbpexsrvHID5U3BDITgsoycggZyB2yKpTutmZTw6jJJTi79r6eun9eh5Xqs93qnhn4oavZ6nfX3hu40ySOye6l3xPKsUnmtbcACEZVQRkMyscmvY5FLxMqu0ZZSA64yvuMgjP1Fck+k+NHhaGfVtMu4gu5kmtsLclsBoXG07Yx8+GGWOVznB3dFDb3x0MW9xegX7QbXuooxhZCPvKp4wDyAfTmiMm+jCpQjTSaqRfpf8AyPJ4vAsmi/EHw/f+JJL7W9buNTkRdcluXZGt2tZy0IiACW4DchBu6nDdVU17WIrdbmS88T3Om6/Da2+n3Wj2yYv9SlgkkMBgOdxjlebJKq2VOCyYeu4l0vxldTI82p6ZEGcDakG/7KAAPNiLLzIRvGG+UbhjODuoz+GvG15rNhqM3iaO1a3DwyQWuRCUIUebsKkPIcMQG4UsME4O6faP+Vmv1SP/AD9j+P8Al/XzV+zt/tb6XF9o8uO8MI3/AC7lWTbzwDyM+/41474U0O58L+NoJda8MWPheJryWSbWUle9bVZnJQKJs/6LEzMpCSnLHYoy+TXr0cF++jGC4u1S+MTJ9qhjGFbBAcK2RnocHIz7VztzpXjG/SSK61LS0t7oeRPAtv5ixR8Aum5fnZhvBV/lG4dcHdTk10MqdCM27zSt3v8A5f19xxsNvY+K/A8fgzTtSso/FXkSare2t3atNE8/mOkhmDAq22c/dO7BRcqQMVu6b4N0/wAKeLfDZtY4vts0c63U8EXkrMywIvEYJCqNvyryEDFVwvFW7Xwv4mt9Qnv4brRLS8vgkN5c2tiok2IFCyBiuXcgMNr5VcrjO35r9vY+NhPE91q2mlGZUmjjhOERSuZEJGS7YfKn5RuGM7fmn2j/AJWavCRS/ix/H/L+vmr1/iP4NvfGej2trp13ZW81vcCQC/s1uocH5S3luCrMqlsbgRyehIYc5rPhnTfDN1q0Ol26wmfwvqUs5TIEjl0JYjJ5+bGTk7VUEnaK9A1uHWpEjfQLq3ikCujx3S5Q7sYfIBO5SMhehyQexGNJpnjfa6rrOnTKgMSCa34nRt37yTC8OuVwq/Kdpzjd8rc2nazM6eHjOPM6kV5O9/y/r77ct4r0vXBY6M2k6rq2lWMj29411pVlJdlJUiwYpoYmEjxSAKcrkBlbcPmBHVfDyLVodDuU1e71G9i+1M1pdapF5VzMhVSzNHgGNfMMmxGG5U2jgAU0aX42gj2W2saayQDyYVe32iRDuxI+1fldcphV+U7TnG4bdbRLXXreaddcv7e7hQBLdoo9ryDJO+TgANgqMLxwT3wBTbdrMdTDxhFyVSL8le/5f195zdtrGi6N431u21u9jg1fWtQitLQMjMzxfZ0MSDA4XcZeTgFiwzXC/Dya4j8a22jaTfXCXdjFbrd6WJ7qC2sbZI8SSGC4CM8krMhASIKmQS2TlvYdY0SHUGivreCzXV7QZs72e2SR4efmUMQSqsMqcYOCcc1zmqeGvFutQrHearp8REn2qGSODc9jMoYIsTFQSpDAM5w2N46NgOUmntcmlQjUV3NR9b/on/XyMGxv7PSfCuhX+rXr6fZrb6nCbqNgHWR5MqsfXMh2ttUAkkcA11vw3tdZtPAGnR+JJruW+PmP/p0nmXCRtIxjWVu7hCoPvkdqhTSfGiqyxatplqszNOwitsiCQlj5a5Ub0YlSzNhs7sfeG3Y0a312GWSTXL22nEwLeTBHgW7Z4VWwCy7ccsM59jgJTbdrMqph4wjze0i/JX/y/r7r+aePvDOqy+OZ9XPhCx1RZYY4YtfcyXP9mwhucWKkvJMCWIePHVeBhydqLxDoFj4lvrjU9bRZ9XSx0zSbxA0jSJIj7GUqCBulEuW4GUGTwK6S8s/F32yRtP1Ox+zxSNLCs0fzTgsD5UmF+VVG4Blyx+Unod2Q/hHxE13a3U02g3VxYSNdW00unoHaWTaZF3BCY1OG+dfnOV3Z2nce0f8AKyo4WLV/ax/H/L+vk7cpc/CyDw78PtbutaXTrm+t4p2snsLMWwgjO0DJXlnIj5Y5Yh2RmcV7FcQLc2ssEhYJKhRipwQCMcHsa5ddP8cR4/4nWnzeViQb4Nvnsdu6JsL8qD58MuW5XPQ7t+G3vjoYt7i9Av2g2vdRRjCyEfeVTxgHkA+nNOMm+jM6lCNNJqpF+l/8jxHVvAOpeHJxpFhpN1H4VtZ9OtrW8i1WQTSSNco0k7pGy8Z+UjC4bY69Cy+j2+j3Wm33hzTtYvl1RvMugZGjfBQxH5D5kkjtxxlnYn9KsS6b40umPm6rpsMcxCSRxwbxAo2nzI9y/M5w3yt8oyuM7TuQab43k2+drOnR78Rv5VvnyVGP3seV5dvnyrfKNwxnad0+0f8AKzX6pH/n7H8f8v6+av5t4ksNG0vx7YXXj2DX7u80m0az0eG0tnnh1cEMYjEygtHcoCQ3zKdyRurADn2HQv7Vbwjp/wDawWPVjZR/aAzBgs2wbskcH5uuOKyF0/xw+PN1rT4/MxHJ5UGfJUbf3qZXl2w2Vb5RuGM7fm2dDi1mK1k/4SG5tppywCfZUIQKFAzzzljliOgzgZxk1GbbtZmdTDxpx5lUi/JX/wAv6+481tiviD4fWXgvwbrcFtrEdnDc6vbPvieeOQ4uFM4RhG7OX3MFYg8YGc0sMUcclxa6jZyafpkGvWEN7BdStKqpHaoIgZCT5imZYQGP3sjIzkDvNS0O5trybUPCkWm2V/dgreSSWyqbjjCSM6ruZk5wCcEMQccEZl3oXi+6t7i3n1LSbyF42tjHdWgZbqJt3zyjbjcNw+QfKcNnG75U5tO1mFPDxnHmdSK8ne/5f199uO8ZKfHLaT4t8NeFdP8AG2li2mWxmuZZIks33FZHltn5uBlRhVUN8jDklCNTW7Brn4exS6ZNfaxbSWLaVq66bCYrto+RuSJssHibcPJbnbI4OSADu2uh+L9Ms0tNL1LSYra1XyLaEWgjRozuxIyooCsuVwq/KdpzjcNufr3g3xjrGnXFrB4mSwZ5UzdWINtPcqCcSSOi5DABF2rwQpGRkbV7R/ys0+qR/wCfsfx/y/r5O1D4RNpMYWy8EJezeHLSxEcupXMDQR3t1v8AvIjBfmA3h2CjPyAk7Qa2vGngK58U+KNH1GO6sVtrV1W5iu7MTOsQ3M3kseY3Y7AXUqy7FIbjBm8L+HPE+gOlpPrsd3plq4S3jlTfJJEc5LuRuDDjHzNk7s8EBeyq4yutrHNVpqm7KSl6X/VI8xj8Fyxp4l8P+DdTm8P7Psm2S12qWXyiGQHafK3dd6AFWO7B5Bm+GGgWfhvxF4isbLTbjTpfKtHu0uJ3nMs587dKsrf6xWwGDADrgqjBlHpFMEUYmaYRqJWUKzhfmIGSAT6DcfzPrVGRxPxB8HX/AInuLWR729u9EhUi90C2uRai8HJLeYBuc448pmVSdp3Jg7uasFs9L+GunwT3D6VoN5BLZC7uEcx6fKlyxtzKrEFVOWVixXlUUkFgR6LrFpr09yo0XUILaCVFSUyxhngw2TJHwQzEHbhuBgH1Bxv7E8ZS2r276xp9tHc7opvskJQwgkFpoyAD5rEuSCcAsCCSvzZubTtZnXDDRnHmdSK9b/5f181eD4eajPqOpa48esTa7pwaHZqR/wBRNcnzPOW3GSBEq+SoAJGQ3JO4l3xJ0u5m0e4ubS3v7m2urV7DU4NMGbpoG+7JGP4mRi3yd1lfqQAdDwto/iXSYLaHWdZjv4YYhAVYF3YKoAlMjDczsQSwORyMdMm9rFpr09yo0XUILaCVFSUyxhngw2TJHwQzEHbhuBgH1BfM7XsS6EfacnOvXW35f10PHtNbSY/hd4gsvBCXs3hy00GSOXUrmBoI726z95EYL8wG8OwUZ+QEnaDWx8UPDWp3viKe/j8E2ermW1W1h12SeWf+zoi2CRZLlnkUlmDRjPIPGDns30nxpdQtDeatpnlXC+ROi225Y4+AZFDL8zt8+Vb5RuGM7Tueun+OHx5utafH5mI5PKgz5Kjb+9TK8u2GyrfKNwxnb80+0f8AKzX6pH/n7H8f8v6+av0Wlywz6TaSWt2t7C0KlLlWDCYY+9kdc9atVkeHbLU7KzmXWXsjK8pYLZRbE5+854BLM25j6Fsc9Tr1ondXOSpHkk43v6BRRRTICiiigAooqlrOof2Xo11fb7NPIQvuvrn7PCP9+Ta20e+DQBdorzb/AIWr/wBRD4f/APhZf/c1dv4e1X+29Bt9Q8zT5fO3fPpt79rgOGK/LLtXd05+UYOR2zQBl38XjSDXb2TSn0i/0y4RBbwXsjwPaMBhjlI280E84JU9sip/A3hdfBngrTtAS4+0/Y0bdLs2hmZ2dsL2GWOB2GKS58R6pBdSxReC9cuUjcqs0U1iEkAOAy7rkNg9RkA+oFXtI1S71LzvtmhahpHl7dv22S3bzc5zt8mV+mOc46jGecAGlRRRQAUUUUAFMnhjubeSCdd8UqFHU9wRgin0UARWtpb2VutvZwRwQpwscahVH4CpaKKL31YBWP4o1i60HQ5NRtLe0nELDzVu7iSEBTx8vlxSszFioChec8c4B2Kp6tpVrrely2F+rNBKVJ2OVZWVgysCOQQygg+ooA8+T4pazNqVtp8GgaYbu5mWAQy6heQMjlWYBvNsVwdq7tv3tpDY2nNWdM8feI73TZr6fRNCsraAz+bNf649uIxHO8Lbj9nZchozkhiOh43AVqx+C7bQdH8N6V4dtnNtpd7GzvLLuk8pVkJJZjk/NITgcDdwAOKxv+EFudZ8AyWNzbwpdrqOpk216GEV1BLeSv5Tsh3Krjy3DrypVGAOCpAOi0bX9c1K9RZbDQXtNqNLLpuuNcyIrruRthgQFSMHO4ccjPSofHnjC78E6TJq8lppj6ZEqiSa7v5oZPMZsBFSO3k3Z45yO+QAM1R8C+A/+EY1SS8TTdO0eIW32ZLSwupbsy/Mp3yzyqrNtChUXGFG7BO7C73izQb3X9LSLSNam0W/glWWC6SITIGHZ4W+WQY5APRgrDkUAck/xI8SL4YOtp4W05kDxxfY31W4iufNkwEj8uSzU7mZlUdjuBBxzTrz4geMNKvdPg1zwbpWlRag0cUVzdeJF2ee44hwsBYvnjIUr/tY5qCDRNX8PWsK6rbX2tXlrqK6pcalDK87agqhkb93j90yBwywLlSFAQs2RS/ZNZ8UP4X8bReHL7R/EI8y1ltbi4jdLK3Ysd8iSqCc7Vz5flybZCCxCgEAfF8RfFtzNpENl4M066l1ZDLFHFrrZiiVsPJJutxtVSVz1J3qFDHICwfEzVm1GfT9Q07wzpV7FcC3FvqPiR4XmfCn93m1w4y23K55BFVPM8QeBNH0/U4vDF3rd+2nJp/2GzkJEcwnLHLBTtQq7HzCu392Acblqt4x8L683iiW4h0u4l0q6MzNfxXK3TaassPlzOlmERnkcfKDvm2jcVXnaQD1TT5buaxjfUraO1ujkSQxTeaikEj5X2rkHqMgHnkCk1LUYNLsxc3W7yzNFD8oyQZJFjX8MsM+1O0+W3m022ksZ1ubZolMUyvvEi44bd3yO9Zviy2nu9BEVrE0sgvLR9qDJ2rcxsx/AAn8KANHUJrm30+aayjt5Z0XciXM5hjPrucKxUY77TXmd18YdQtbD7U2h6cVMJnjVry+i8xBjDAyWCrtJZQrEhWYgAknFepTQx3EEkMyh45FKOp6MCMEVxM/w7sND8Ca/pnhi3mmutSE8ubi4Lu8kmMjc5wBhUHvtBYk80AZHjD4s6h4EtDJ4l07w7b3JVmisU16aS4mA3bSqLaHAbYQGbC54JBr0fT5buaxjfUraO1ujkSQxTeaikEj5X2rkHqMgHnkCuF8beAIxpPinVvCdrDHq+r6bcW93D5Sn7Xvi28NtLq/CkBTtYj5lyd49DoA5m58dWI1C3sNGsL/AFy9mtVvDBYoimGFvuvI0zxquTkBSd3B44NbdtfrqOixahpYWZbm3E9sJSYw4Zdy7uCVzkZ4JHp2rhfFPguzn/tGC88GDxLZX43KbSeK3uozv8wxPIzxkxeZ8wwxwSRtworuNGtbiy0Gwtb0wm4gto45TAMR71UA7R2XIOPagDz9vinqy+MLjw0ui6RJfWgX7U8Wp3bw2zNt2rJILLauQ3UnAwQSDxV628Z+NLzxDe6TaeDNMmNgFFzdLrzeTG7ciPJttxbYQ+ACArDJBIFQ6x4E18a417ba9daroguvtjeHZZfs5lfByDdDLyKDysT4ThFLBVFMhuLibWZPC194Qvr/AErxFcXNzeXs6skUELRqVD/LjfuDR7dwI2BhkEUAVtP+Ld/rXi5/Deg6b4e1bUI4WnlNnr0zxIq7OPMNoFYnf/CTjawOCMVN4f8Ai1L4h8cL4b02z0TUJI4mnuZ9M1mSdYYwUGQzWyJIf3gOFbHysCQcAx6Z4Fi+3Wuiz+GI7fwwtve2/lOkSMBJ5QVZPLdt5xHlZs7iMB8Ou57nhXw3daN4n0uO00EaZo1la3scXyRI6GR4NqyCN2DsRESJM5IwGwwJYA6zxR4n0rwf4fn1jXbgQWsJC8DLOxOFVR3JP4DkkgAkcvN8Sri71mLR9B0iKTWVY/adL1C+iikRDEZEYPCZU+YKQAfUZ2ggnurqFrizmhjnktnkjZFnh274yRjcu4EZHUZBHqDXIWPg6w8LXnhSw8P2DJZWMlx5ku3c2XhbLyN6swGSe+B6CgDmD8XdbuLFIbbRtPtbv+xjrUl7dXMht47bcqghdi7pSd/7veFGFHmkk4j0TW9Q8NaVfeIdSttEu2E9xBceItY1ZrWa4CSECMRi3fy1+X5YkJHBONxOdSx+GUGveC/CY1uW9stR0W3iK27MJIPNVSB5kDhkbBJ+YANjow4xfsPAS6pp8c3iW2hg1ux1W6vLK9twr+Q0kpYOgcEEEYO1gcHH8SggAo+GfidrXi2yludH0PRike9gLnV7mAyRq5QypvswGTjJIPGQGweK6zwjrmpeItFg1PUNNtbKC7hjuLRra8a4EsbjIJ3RRlTjBxg/e7HIHMaT4Z1fSrltY8S6iz2drLfO+k2GnmbzZJ7iRvNDKDIQUkAMeCAQCT8pNdL4D0q80LwDo2l6koS5tLRInQOG2ADhSRwSBgHGRkcE9aAEHjC1X4hN4TureW2neyW6tLiUgJdnJEiJ6lRtJxk4LcADJ3LprhLSVrKKOa4CExRyyGNGbHALBWKjPcKcehrzT4kaprWp+JLTwrpHgq/vZSourPxDuMcFhcgMUfdjGARhgWUkEgK2QG9QoA821f4n6loUennU9O0GOTUpWgtII9VvJppZFbayCNLFmyG+UjHXjrRqviLxJrZt9F/4R/SLqDV7GW4gls/EEgWZUKcpMIAVYb1x8uDuB3DaQX+K/C2r2fiWDWtC8O6X4mgSf7VFY30whlsLtsAzwyMCNhADMh53oHX5uk2m+FdYt9R0FNbm+0TNaaodQurAtEkM1zLHJtjOdygfOFbr8ueCaAOS8G+OvFOv+IRHpGqRarDHM8Q/tC82Wt7tTLCGaPTI8spYHG7OFY7SuGr0zxsus3HgXUo/D2y3v5rWRRLLdNA1uChy6siP869gMc/xCubsfCniPRfGUGueJdcufFlpbh0tFSBLdrAuSDIYY12zHacF8ggFsK2fl7zUoXuNJu4YV3SSQOijOMkqQKAPJbDTrayGn2ek+FfB3hvVLiBH06S28Qm3vpF2AhlP2QtKOPmD7lYqdwYddm3+Ivi67n0iCz8G6ddTaqhlRYtcYeTErBXlkzbjaqll6ZJzhQxzWrbfDbRLzVtO8QarbTHUotJTT5YTL+7ZcA5ZR/EpBwQeOvUAjDkGtfDy3tLvT9Av/Esz2MWmxQ25IIdLhzuchTsDpLu3EBR5eCVyuQC3ovxH1vW9Yu9Ih0jw7b6raTNFJYXPiGRZjt6sqi1O9f8AaXI4NVNR+LWoaX4jsPD9xpvh59avpo4FsIdemkkhZiBiQraFUxnJBOcdAanl8DXWqeKo49Q0i2W0stabV01ZyjSsCyyJDDg70+dRvLbRhcDduyrD4Hj0HWGtfCPhiOz059UsrieZUiUtiUSMyOHLmNcEbGUFSfkyp4AO31vVbrSvDM+qJb2ivbw+dMl9dGGOJAMvl0SQ8DPRTnFcNL8VtWiuIbf+wNOFzLPbwCCa9vYHUzyiKMsJbFdoJJPPJVHKg7TXo+oWFvqmm3FhfRmS2uY2ilUMVJUjBwwIIPuCCOorkpfAlrong+10jw1bySmPVbK6keaUM7Kl9FNKxZsDgK7bRgZzgZPIBxfirxnrlvpMnibUba30A6XNNYNdW+snezblJg8prSZHyQMPjP7snMYJWtDSvHHi/TPCN/rF5ZWmsQ20oRorzUHt72CUqu23aMWMYLszIFG0EmReSpBG8vhjXbzS9Wi0rWbnw5qP9szzwXQt0uEeNyp+aJ/lcEYweCpHX7wObYeHNU0HQ3tNRt7vVNSh1SPWLq/SQy/2mFdQxHyjY6oFKwYxhVCs+GIANI+M/E9s9lDrOieGtGu78hba0v8AxPtllckDYoW2IZgWA+UnkjGc1ueEte1LxBY3Nxqml2+niG6mtk+z3huFkaGaSF+TGhHzRkjjkMO+QOe03w5YfESfRvGfirw7d6RqdrHcWy6fcyZEkL7kxKjKCQVLHaQPvkHcMV0vhHRjoHh86ezu4W9vJVaQksVkuZZFyTyThxz3oA5TxP8AEvVfDHia00ObRNNury+LPbQW1/dzTGEbv3rRx2bED5TkAsc+oBINf+Jeo+F9Ji1LX7XwvZWlwA1s58QTu1yp2/NGiWZZwN65wOOp45q/4x8GeINY1T7f4c8V3WlxtEEubDHy3ABB2xz8va7gAGaMHorbSQc0P+EWsRf6RrWm+DBb67pqpYt5ypLFFHEo2qHdwSCCoSdAzrwHAw6AA6nwZr934o8K2Ws3unR6f9uhSeKKO588GN1DKS21SDzgjHUcE9a3awvBFjc6Z4C0Oxv4WguraxhimiYglHVACMjIPI7cVu0AFFFFABRRRQAUUUUAFFFFAHNavN4xl1S7i0OLSrKyt4FeK6v1eb7VIc5QKjoYwMD5jnrwDUvgXxK3jHwNpWvyW32V76He0IbIUglTg+mRkexrnfHni3TG1qPwdc+ILLREuIPO1K8uLyOB0tySBFEWI/ePgjI+6uT1K11PhLU9I1bwva3HhpFTSozJbWoQAJshkaLK4ONp2ZB7jFAGzRRRQAUUUUAFFFFABRRRQAVV1HT4NU0+Szug3lyYOUOGRgQysD2IYAg+oFWqiubqCzgM13KkMQZVLucAEkAc/UgUmrqzKjJxalHdHMP8OdIlLG4udQm83Lz7rjHny/NiZsAfOu44IwBhePlXA3w50iTPn3OoTeZl599z/r5fmxM2APnXccEYAwvHyrjEuviFqV/r+qW3h19LSz0nUYNKnNyGmne4mdYw+xXXZGjN3z5mxgCv3hi6v8TPEVtqyab4e1HTvEk63cdrcyad4el+z27uygI073ojLndwobqCGK4rP2NPsdn9oYv/AJ+P+v6/Lsju9N8H6VY6ws8N/eTXcJE1xHJchvPkbeFllUD73LAYwOBx8oxpa3oFtriR+fNcW0kaugmtZNjmN8B0zg/K2BnvwCCCM15T4u/4SS5h0/WNOA1a+1BxZx/2LpV9ZyAq5DLcvHfIEEZ3D94TtYv90bjXcfDdtVk0ASXuqpqFp5k0aJLbyJcW0iSsjxO7zzeYAwYA7jjAwWBGK9nFK1jKWKryqKo5O66kzfDnSOfKudQgxlIfKudv2eI7t0KccI245HJ6YI2rgb4c6Rz5VzqEGMpD5Vzt+zxHduhTjhG3HI5PTBG1cc7qHxC1q38W3umXltb6fD9tFjY2MkLG7v0KktdRuHwI05YnYRhSNwbgV7PxZ4wSJJ9V8Q+G7C2/si11KS6utOkEaJK20gjz1w4OedxDfIAqHOZ9jT7Gv9oYv/n4/wCv6/Puzqm+HOkc+Vc6hBjKQ+Vc7fs8R3boU44RtxyOT0wRtXA3w50jnyrnUIMZSHyrnb9niO7dCnHCNuORyemCNq44nSviV4o1jWjDbT20ekeUkq6xceGZooWVzhZAjXgkMROB5m3A5LbVBatqPWvH8mr6ujar4Vt9J0j5LnUrnTp418zAdgFNxjaqMpZiwAY7ecEg9jT7B/aGL/5+P+v6/Puzu9J0i00Sx+x6bGYrYOzpFnKx5OSF9BnJx7mrteTaB8R9e8ReMbTS9GvrDUtPk8xjqQ8P3FtbT+X96OKZrlst1G7YQOuG6V13i7Vda0ZpLqz1OxtLKKzluWWfSJLpyYhuYBluI8sVOQu3+FjnitEklZHHKUpycpO7Z1dFeQeGviP4k8YR6f8A2FqukLLeSvG0F/oE8EkQ8l5EcgXbAq/lkAgnv3GKhuvijq+j+H9NvNV8SaJ9s1GCN7TSrfRJrq9mZmKgbVuUBzgYbCBjkADAFMk9lorkfBWseIfEXgddU1KSwtby6RmgP2GSMW5DMu2WIykkgrk4depHGMnhpfij4pbRrvULB7S5S3tpLlSNCyu1I9+X2agzRZDIdrKHw2dmFYgA9noryDxP8S9d8NGazXW9I1jWYommbS9J8PXFxJFGBnfKRdgRgZXOeQGBAIr0jTb++i8KrqGt+Xc3C25nf+zrd/3i7d2EiyzbscbQWyRx1wADLl+HmlSHK3eoxFV8uAx3G37PDggwpxwhDHOcnhcEbVwjfDnSOfKudQgxlIfKudv2eI7t0KccI245HJ6YI2rjlLn4tX13b/Z7XT00y+nlhEQkEtxJZbrhUC3sRjQQFxkBfMO48K3IYpdeNPHOmy3SXH9kTQxayNOuL4WTiDToxFHI1xKTMPk2uflJXaeC7cbsvY0+x3f2hi/+fj/r+vz7s6O78FeGrKeCCfVbmwluXMFjH9uEbKhDFoIQf4SGYkDJ6YI2rjT0/wAEaVpl8l3avdB4W/0ZTMdtsmSTEg7ISxyDnt6DHl/h/W760vtU8SzeKdOjjGnQSXOsa7YtKZojcXcam3RJIvLjcW6OsQBLF85Y8tq6H8QvFut67cWgltrHT4/JEWpXnhqaJJfNd1jbYb3eqOU+ViOc4O3jc1SgndIUsfipLllN2/r+vv7s9P1bSotXtUillmgkikEsNxAwWSFwCNykgjOCRyCCCRXPRfD7RNzLaXt9G1sw8sR3WTazYQmUZBxIwCk7sghjx8xyeD9V8R6te37anqGkXNrY3kljIlpp8sD+YiqWYM0zjAYlcbRkYbI6VyfjG1vLLxDrd/q3ia20nTbS2ivJJoU1JAqySPGqskF6isw8tQWCgsT0FOVOMndozpYuvRjy05NL+v6+/uzq5Ph/odmiv9uvrRUZPs7fa8CCdiq+Ym4f6xyFBzkEsRj5jmRfhzpEePIudQh8vDwbLn/US/LmZcg/O20ZJyDluPmbPJlPE2ow2Xh59e0XWdNvNKe/hu5tLnkM0KPDsb5Z/M8weZuVwxYlVPDfNWT4Dn8V3Wv20klxf6M9wkz2lvrdveSC+hj2B8pLqEpiYFwQdnTBBYErU+xp9jX+0MX/AM/H/X9fn3Z6LbfD7R7WZHikvQIsNChuCRDL8u6Ve+9toySTnLcfM2eprlPHPiCXwvYLqc/iXRtDsFG1v7R0+S5eV+uECTIScfwhWPBNcbpHjL4keJNP1K70SPRbcafMEkh1vR7ixkeMx796qLh+uRgEgEckjpVxjGPwo562Iq1mnUk3bueu0V5Lb/EPX7+0nvdL1/Q7i0t9NGouz+HrqKTZuxtEbXO4kjlT0Y4AODmrF/4v8XeGdDtLzxxr3hbSby7X9zp1rpVxdzyyE8RoouFLnlQSBgE4zjBNGJ08vw80qQ5W71GIqvlwGO42/Z4cEGFOOEIY5zk8LgjauEb4c6Rz5VzqEGMpD5Vzt+zxHduhTjhG3HI5PTBG1cQfDjxFr/ijSrnUNdihgjE7wR27afJZ3ERQ8+YjSycnPTI24/i3fL0un6mt/fapbLEUOnXS2zMTneTDFLn24lA/CsvY0+x3f2hi/wDn4/6/r8+7MFvhzpHPlXOoQYykPlXO37PEd26FOOEbccjk9MEbVx0N9pltqGmNYTqRCQu3YdpQqQVZT2IIBB9QKt0VSpxjsjKpiq9Rpzk21scm/wAOdIlLG4udQm83Lz7rjHny/NiZsAfOu44IwBhePlXA3w50iTPn3OoTeZl599z/AK+X5sTNgD513HBGAMLx8q46yip9jT7Gv9oYv/n4/wCv6/Lsjk2+HOkSZ8+51CbzMvPvuf8AXy/NiZsAfOu44IwBhePlXCr8O9IMm+ee/uN53zrLccXEvzYlfAHzruOCMAYXj5Vx1dFHsafYP7Qxf/Px/wBf1+XZFeSyhn01rG6BuIJIjDIJTkyKRg7vXI61zrfD3SpZPMurvUbl3IFw0txn7TGNu2KTA5QbRwMHrknc2eqoqpQjLdGNLE1qN/Zyav8A1/Xy7HJr8OdI48251CfOEm8253faIht2wvxyi7RgcHrknc2RfhzpHHm3OoT5wk3m3O77RENu2F+OUXaMDg9ck7mz1lFT7Gn2Nv7Qxf8Az8f9f1+XZHJr8OdI48251CfOEm8253faIht2wvxyi7RgcHrknc2dnQ9Ct9BtZIbee5uPMYEyXUu98BQqrn0AAA/M5JJrToqo04Rd0jOpjMRVjyTm2v6/r/hjA1bwbpus3kk93JdKk2Hlgil2xvIF2LKQBneoxgg/wqcZAxSb4c6RJnz7nUJvMy8++5/18vzYmbAHzruOCMAYXj5Vx1lFJ0oN3aKjjsTCKjGbSX9f18uyKWlaZHpFgtrFNNOdzO81w+6SRmJJZjgDqewAHQVdooq0klZHLKTnJyluwooopkhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFUtY046rpclqk7W0hZJIplAJjkRw6Ng8EBlGR3HFXaKAOBvvB/iF7mO5E3h2V5tSsrm9ay0ZrSeZYp0fc0pnfcQqngj6GtLX/BEV/NHPo8zac8l9Dc3kcJKpcbZAxk29Fl4/wBYBk4AbOFK9ZRQBwl38KLC48P2umweIvEtncW5kL6nb6kVuroOSxWZ8YkGTkAjjtjJzueDdIm8OaDDoL2drDb6eix281mpSKZTkk7GZmV853ZLZyG3Ekhd+igDltV8A6Tdaxc69pKf2V4gngMJv7ckCVeu2WLOyQHoSRuwBhlKqRm6Xo1tpt1EmvzabJZRaFa6NdpNKjIZlyTGyt1DLIMAjkHpyM93WVf+GNG1S+N3qFhHPMYzGxcnawKleVzgnDEAkZAJANTLmt7prS9lzfvb28v+CcXqngzSLzUrqOfxXcWmkKkVq9vBqOySFt7MbZ5CSxjfef3Z5HQHbtVZhfappHjKTTbWPRZvDVzfTy6pe3N0m6JpUGyDZvz5hfdwVIKlehzXRr4F8NL5edJibZE0Q3szbg27JbJ+Zvnf5jk/MeeTQvgXw0vl50mJtkTRDezNuDbslsn5m+d/mOT8x55NR+97I6bYL+aX3L/P+vlrjjS9P0jxTp1zpur28Wk2EksE1lLdKVs5ZEwixlmzGpwFEQ4Hy7Qoznp9Yt7K+txaXd39lmwZ4JY5QksRTGZUz/d3DOQVIbDAhiDSi8E+HIZInTSoi0UbRqXZn3Bt2S2Sdx+d/mbJ+ZueTVzUfD+l6rYw2eoWgmggwI13sCBjGMg5II4IPBHXNNc9tbGclheZcrlbrovw1/X/AIPGW/hq0t/HWjeIoPFkmrSyCSS5N3cwfvoFhkVHRY1RdqF2GVHPmEknAwul6alv4U8OQWlzpK6zaw/JfreJvjtwT5jx/K3mxnA3ISoI53KwUjpJfAvhqfz/ADNJiPny+a+GYc/NwMHhTvbKjAO5sg5NEvgXw1P5/maTEfPl818Mw5+bgYPCne2VGAdzZByaX73sjS2C/ml9y/z/AK+eieCU+y+FrO1mubOe4IkmJtJxLGyvK7BlbjK89cCobzwRpdt4R8QaV4Y06z02bWLWaNmRNitI8bIu4gEhRngAYA6CtfTdB0zSLm6n020S3ku23TFSeeSeAThRlmOBgZJPU1oVor21OWp7Pm/d3t57nMeIfCK6lpd5Jpcn2HV5rNoDPGTsn+QqFlTIEgAJALcrk7SuTW1ZldO0KA3zpAttbL5zyOAsYVfmJPQAYPNXaR0WSNkkUOjAhlYZBHoaZCtfU4vXNJ0Ww0DUrPR5LSG6kvLfUb0zXY8wj7RG7SSO7ZxtU4ycYAA7Cqs3hvw1rEPiex8ZDTLyxudRXUkWS5UGKIwQosu4ENHyjDcCMjPODXQR+B/DkbQsulxloZfNQu7sd3y9ST8wGxMKcgbVwBgUkXgXw1B5Hl6TEPIl81Msx5+Xg5PKjYuFOQNq4AwKy/edkdtsF/NL7l/n/Xy1xrHRNKstb13+2dWsdT0mfTLOEW+oSpK0UMck7ASls70/fLtdsk45JI3Ghc+ENLk168uL7xbdLYW8VlcCFNT2yNFE0zBLh2JaSJjKMFiCeOeMnqIvAvhqDyPL0mIeRL5qZZjz8vByeVGxcKcgbVwBgUsPgbw3B5HlaVEPIl82PLMcN8vByeVGxMKcgbVwBgUfvOyC2C/ml9y/z/r5aw+DtMuLVtY1O4j+zrrV99ujtCys0AMMaYZkZlJPl7jtJHzdT1rN8X2N5c3t6+lazpunpfW8Wl311c3G2Sy+ZmHlpjDSOsxADMu35W+bOK7G0tILG1S2tIlihjzsRei85wKoX/hjRtUvjd6hYRzzGMxsXJ2sCpXlc4JwxAJGQCQDVvmtpuc9NUed87dvK1/zOabRdEtdasbcXNkuiado8ujSo92qtE7PB5aE5BDFYzg9cj1xWdonhex8FeKJdZg8QN4hZ/L067m1rUBL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