{"id":69528,"date":"2021-06-09T03:53:22","date_gmt":"2021-06-09T00:53:22","guid":{"rendered":"https:\/\/gibq-eg.com\/?p=69528"},"modified":"2022-01-14T05:04:45","modified_gmt":"2022-01-14T02:04:45","slug":"a-small-business-guide-to-trial-balance","status":"publish","type":"post","link":"https:\/\/gibq-eg.com\/?p=69528","title":{"rendered":"A Small Business Guide To Trial Balance"},"content":{"rendered":"<div id=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;margin-bottom: 1em;padding: 1em;width: 350px\">\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center\">Content<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">Report Output<\/a><\/li>\n<li><a href=\"#toc-1\">Want More Helpful Articles About Running A Business?<\/a><\/li>\n<li><a href=\"#toc-2\">Trial Balance Results<\/a><\/li>\n<li><a href=\"#toc-3\">How To Use Excel As A General Accounting Ledger<\/a><\/li>\n<li><a href=\"#toc-4\">General Ledger Vs  Trial Balance: Use This, Not That<\/a><\/li>\n<li><a href=\"#toc-5\">Business<\/a><\/li>\n<li><a href=\"#toc-6\">How To Prepare A Trial Balance<\/a><\/li>\n<li><a href=\"#toc-7\">Example Of A Trial Balance<\/a><\/li>\n<li><a href=\"#toc-8\">Trial Balance Overview<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img class='wp-post-image' style='margin-left:auto;margin-right:auto' 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J8yi9WX8vL9hYhvt67SY5GdASFz2UGPo\/5htGxT3PGY47Zt3CN4xzg0Zt202j9yCn5nF6sv4Ev2E+ZxerL+Xl+wrAiCP5nF6sv5eX7CfM4vVl\/Ly\/YVqIIvmcXqy\/l5fsJ8zi9WX8vL9hWogi+ZxerL+Xl+wnzOL1Zfy8v2FaiCL5nF6sv5eX7CfM4vVl\/Ly\/YVqIIvmcXqy\/l5fsJ8zi9WX8vL9hWog57uKwNIBEgLjQfcS4mlcOhzH617+ZxerL+Xl+wl71tt2ru6kViCP5lF6sv5eX7CfM4fVl\/Ly\/YWb++ZYxiWQEgkN6OdXKpBJ8zi9WX8CX7CfM4vVl\/Ly\/YXPbxzRFLdTN+5bJuot2Ok7nxNM8slfY8Q+MLvupYtNOuZprXkz+lBn5nF6sv4Ev2F4ZxWB4q0SEVIwglOIND6GzbyZK9R8M6p3az969A+ZxerL+Xl+wnzOL1Zfy8v2FaiCL5nF6sv5eX7CfM4vVl\/Ly\/YVqIIvmcXqy\/l5fsJ8zi9WX8vL9hWogi+ZxerL+Xl+wnzOL1Zfy8v2FasFBH8zi9WX8CX7CfM4vVl\/Ly\/YXO\/wD9LAandTbtpLXSburBTOpB\/wAeZdiGZk7BLGatcKg8yDR8zi9WX8vL9hPmcPqy\/l5fsLzxK\/8AgY2yadWp7WUrTztu1UXE24jdJpc+nosFXHwBBp+ZxerL+Xl+wnzOL1Zfy8v2FmK+ikkEFSJSwS6HAghvPs8IrVVoI\/mcXqy\/l5fsJ8zi9WX8vL9hWogi+ZxerL+BL9heGcVgeKtEhFSMIJTiDQ+hs28mSvUfDOqd2s\/evQPmcXqy\/l5fsJ8zi9WX8vL9hWogi+ZxerL+Xl+wnzOL1Zfy8v2FaiCL5nF6sv5eX7CfM4vVl\/Ly\/YVqwgj+ZxerL+Xl+wnzOL1Zfy8v2Fm+v4rCPezHAmjQBUk8gWux4k28c5m7kic0VpMzTUcoQe\/mcXqy\/l5fsJ8zi9WX8vL9hWIgj+ZxerL+Xl+wnzOL1Zfy8v2F5mv91dRWumu9Dzqrlp5tvjFFhnFIqNdKHxan7pokYQXO2cuB2E0CD38zi9WX8vL9hPmcXqy\/l5fsKxEEfzOL1Zfy8v2FlnEYXvbGNYc40brikbU0Jzc0DIFWKG96227U91IgtqiwiDKj4T\/woOyj\/pCsXH4ZdSttIQIJHARx0IMdD0RyyD6q8yDsoofjZf7aX+aL3iz8bL\/bS\/zRe8QWoovjZf7aXxxe8T42X+2l\/mi94gtRRfGy\/wBtL44veJ8ZL\/bS\/wA0XvEFqKL42b+2l\/mi94nxs39tL\/NF7xBaii+Nm\/tpf5oveJ8bN\/bS\/wA0XvEHni138HayTDzgOj\/mOA8q+Xj+I4abWaaAxRxfdvfvGu1B\/KBly+TkX0sszphpktJHCtaO3JFfxElldO3RLaSOadjtyR4t4g4du20mup5b59LiOakdXkENB6OkYVrtz5aDMrdtpNdTy3z9NxHNSKr6ENB6OkbfEfGarsmjniV1k4vbSjiIainId54keQ+QSus3mQZPO51D6d4g+dnFtP8AGS3r6XMb3iEF5aWhvmaRXHHw8vOq4Ljc3ltNeODC62oXPNOlWufL+2a60gbK8SSWTnPGTiISfHvF7mfv6Caze+mI17k08ciD5kES2BLCQHXdWuaaEVOBHJzcmavj4fDDfy2TGncyQa3M1ONXas+XyrqkgjSbN9CddPufO5esz5163rt5vfhJN5TTr+5rTkrvMkHO\/wDE4rdtrrjpvnYSjVU4OOmorhhzCq33X\/drfs5FTE7clzo7N7S7zi3cgnw\/eYr0ZnOeJDayF4FA77mo+neJuOc+FtxxK4ikFWugaCMVw4IrdnC2vjpvjIze9Kpwc7TUbMPBVfWiVweZBaP1kULvua05K7xad2zH\/ZO6Rq7CDE8p+8UHzN3E67ubh0r4WPY8taZ5Hse0DzdABpzjA4r7SwLnW8Ze7U4sbVw2mmexRytbM4SSWTnPHpOEJPj3ioF5N\/bS+OL3iouRRfGzf20v80XvE+Nm\/tpf5oveILUUXxs39tL\/ADRe8T42b+2l\/mi94gtRRfGzf20v80XvE+Nm\/tpf5oveILUUXxs39tL\/ADRe8T42b+2l\/mi94gtRRfGzf20v80XvE+Nm\/tpf5oveIF711t2ru6kVi493dymW3Pw8gpIaYxY\/dSZfefXQc9aBWfGTf20v80XvEHP\/APJyBaAnLeM+tbeJcUibZyyQSNe4DQN24O6TsBkts0rp26JbR728jtyR5ZFBPZbx8ZjtXRsY8SOaxsI1lvm1pKMseVSymjjFp8HwmOAYFpjBPPXE+Nduxt7mEO+Jm3xNKdAMp4s6rXLK6ZumW0e5udHbkjyyLYLyUf8A9aX+aL3iti1R8N6p3az969PjJv7aX+aL3ij4fdytidS3kP3k2Ri9q7lk2befKooUHZRRfGzf20v80XvE+Ml\/tpf5oveILUUPxsv9tL44veLPxsv9tL\/NF7xBaii+Nm\/tpf5oveJ8bN\/bS\/zRe8QWrBUfxs39tL\/NF7xYN5L\/AG0v80XvEHC4RxC2tbWcTvaDvJToLhqI8H+C4wimLLe2nMbY926RrbhzmMqXHa3bTLGgBpmV9WIYg7WLAh1a6tMFa8tda2zP+IAbNZveBiA\/cux+mRB81O0x8N0SSsextw0B0LnODBnRpPJsz8JOXm6bBFJcR2LtUBg1SUcXDXq5anH6dpX0+voNj+Dfoaatb9zQHmG88S8tDWNcxtk4Nf5wAhofD95ig4UFpaN4jFvgGgwRyt1OpWSopTHyZHkX2QXLe4PLS6zeSzzKiHo+D7zD6FvF5L\/bS\/zRe8QXIofjZf7aXxxe8T42X+2l\/mi94gtUfDeqd2s\/evT4yX+2l\/mi94o+H3crYnUt5D95NkYvau5ZNm3nyqKFB2UUXxkv9tL44veJ8bL\/AG0vji94gtRRfGy\/20v80XvE+Nm\/tpf5oveILVgqP42b+2l\/mi94nxk39tL\/ADRe8QcrjzhBc2lxJ1LHu1nYCaUP7ci2cXvre4s544ZGvcGaugdWFeUYK2S4fK0sfayOacw4xEH\/AO4tTGsYx0bbJwY7zmgQ0Ph+8xUwOPfwfB8OY6Akb90W\/e5zjUEYlx2A+lSmGC5rmS2kM\/w8sOlzBqZbPe\/0h0sa0wJrjlspUj64zvLN2bWTRTTp+5pTkpvFrjpC0tisnNa7zg0QgHw0kVHFs4rOHiVu2ydqboeXAP1CtPITtx+gbee+2hfBHLMMPinMe4kgaCca8nh8q+qjDYiDHZObprTSIRSuf\/ueNDQsMXwTtBNS2kNCeWm8QXWrI2RNbDTdgAMoaimzHat6gjuHxtDGWsgaMAAYQB\/9xe\/jJv7aX+aL3iC1RXnXW3anupE+Nm\/tpf5oveKaad8s9uHQvjG8di8s9lJ6r3fVRB1UWEQelybS5bbcPge6p+7ia1ozLnAAAftTacF1lwNDjYWcrQXCLcSOAFTTRQ0HNWv0IOpDLcF1Jo2tB2sk1eOrW+SvPRe4rqGYlsUjXlvnBrgSPCp38RgkjeYHCYhpdoYdVcMjStK7OXYFzLe5M91bP3kb+i8UhYQG9EHSTqP0CgOFaBB2HXkRL2Rva6RoJLA4EinKM1qsb+O5jj1PZvnMa90YcKiorlnt8S5cEoiLbaF7J4qSYU+8iw9LytNQ11TtxXuONrLOxLQBR0OXK5pr4648qD6BECIMoiICIiAiIgIiICIiAiwsoCIiAiIgIiICIiAiIgIiICIiAiIgiveutu1PdSKxR3vXW3anupFYgyiIgIiICi4Z1Tu1uO9erVFwzqndrcd69BasFZWt+oghpAdTAkVx8GH1jwoOUeKytifcmIbljntcWyVfRrtJdp0Ac\/nZLrg1xGS+Zs+HXV1E6s43RklrEYuiemdoeHUJxpXmNQvpGBwaNZBdTEgUx8GP1nwoNiIiAsLKwg1yPDGlxrQCpoKnxKKz4gZxKZIzHujQhxqaadWNMs8qnwq572xtLnkBoxJOQXCtL6PeXZgc2SQu1RsDh06RjLl51KFkfEpDupJIw2KYhrCH1d0hVtRpA8NHGnOKkH8SlIkkii1RREte4vo46fO0t0mtNlSKnDkXItGRQvgktZd5KXDVBgQzX55azOLTXxdE1qrLsQQ72OCZ28fqrbRuaS57hjhpL219IginnYKyQ6kl5HHB8TiWUDhTM1yp4a4Zc60HiD4HBt2wRhwcWua\/UKtFSD0W0NMqVBUl03RZizbV00LIXua0HEMcMuWuk028y1cWczirWQ2jhIRreS01A6DgAeck4DPM5ApJC4cQe3dvljDIpCGtdrq4avN1N04V5nOocFh3FHiP4kRg2wPn6+lpy1adOX+qtMaVwUlzcx39vHbwOBlc6PUweczQQXah6NKbduC1idg4cbGo+J0GDdV6WrKtOT0q5aca0Syn0YxUfDeqd2tx3r1VE3S0N5AApuG9U7tbjvXoLFDc3ckczIIWNc57XPq55aAGkcjXcquK4N\/Bcy30YhmER3cml271GlWVBqaGuzAUyxzQdOyu\/iQ\/U3Q+Nxje2tRXPA7RjhgDyhWKDh9m+0a5sj2vLjqLg0tJdtLqvdWuGVAMgKUpegIiICIiAiIgIiICIvJxQelFeddbdqe6kW2Bs7a75zXcmhhb9b3V8i1XnXW3anupEFiIiDKh4V\/wrfso\/wCkK5c\/hjgyxgc40AijJPNpCC9KLn8N4h8a1znM3bmkdEmvRc0Oafpr9BwVQu4TJuRI3eD0NQ1eLNBtos0WgXcJk3Ie3eepqGrxZobyASbkyM3nqahq8WaDeFlaxKwuLA4FzQNQriK5V\/ctTryBrdZkYG01atQpStKoKVhRXPEre3jbK540vIDSHDGpzzyGZ5Bitjr63YwSOlYGO81xeKHwHagqRYJAFTkpxe27qkSMIaNTukMG8p5ufJBSi0xXEU7dcT2vb6zSCFiG7hnBdE9rwMyxwNPEg3otEN1DcVML2vpnocHfUtVpc7xjQ98bpCCfu3VBANKj9\/OgsWFofdwxhxfI1oaaOJcBQ8hWi7vd3EyWEtcHvjZXMUc4AkU8mxBcijfexvhklge15YHHokOFQNtEivo2wRz3D2x62tPScGipFaYqC1F4a4PAc01BxBXtUEREBERAREQEREBERAREQEREEV711t2p7qRWKO96627U91IrEGUREBERAUXDOqd2tx3r1aouGdU7tbjvXoLVgrKIMLKIgIiICIiDBSiyiDFEWUQTx2zY3vkFS55BJPMKADm5Ock7VuovSIMUSiyiDCj4Z1Tu1uO9erFHwzqndrcd69BasUWUQYWURAREQEREBERAREQEREBRXvXW3anupFaorzrrbtT3UiCxERBlfPSOc7hlvbR+fPHFGBWmGkF2OOyuwr6FQ8K\/4Vv2Uf8ASEEFZre9ZJM1rGTN3PQeXDU2pbWrG84GdV64VcQiFkEhHxAJ1MOL9dTV1PLqyoc12VlBxeFTwtgZbyEC4BOqM+frqSXUz59WVMa0UYlj+Xm1qPizUbv097WuqmefS1UpTHJfS4pRBx2zMtL2UzuDd4yLRyuLdQIaNpxHRFTjkpOEsDpLUkYtgkIqMjqaP3+Lwr6OiUQfOvoy3l2NZchx5AN40k+D9sluvp42yfEwzxtfuy0NkxZI2pyyxrnprsq3JdxKKCRjy+1Dizdksro9XDLZkuMIizh1oWaWsaY3yEt1NAoTqcKj0qE44ZnAFfSUSiD5ydhlhnljkbNr3WsQtIaQ09L0n1Jbg7GumgIxCqv5oru2e20LZHUaHaBq6GrFppzV6NQSMguzRFRyLLTPcb9s8clGFhELCBSoI1HW\/wD0jA502qO2IgtLe8JoI3PDz\/A9xB8uk+AL6RYQcBsxtWRPdojdO58rpZR0Wl2OnzhiRQDpDBu2ilIDrN286bPigXAMdQjWCaNxNDyY81V9SlEHBuJGTyyS27g6MW72vczEV9EV5c8NlccwtMb3QvhkdIyJnw7GsfK0ltfSFdbKE4bcQMMivpKJRQRcMhENu1gcHtq4tIaWihcTQDHoj0eUZYK9YCyqCIiAiIgIiICIiAiIgIiICIiCK96627U91IrFHe9dbdqe6kViDKIiAiIgKLhnVO7W4716tUXDOqd2tx3r0FqIiAiIgIiICIiAiIgIsVSqDKLFUqgyp52zuI3Lmt5dbC7xUe2nlW+qVQBzqPhnVO7W4716sUfDOqd2tx3r0FqIiAiIgIiICIiAiIgIiIC8nFekQTwNnbXfOa7k0MLfre6vkWq86627U91IrVFe9dbdqe6kQWIiIMrlWly224fA91T93E0NGZLgAAP2ptOC6q4GhxsLOVoLt1uJHACppooaDmrX6EHUhluC6k0bWgjNkmrx1a3yV56L1HeQSPMTJGOeK1YHAuwzwUk97HdQyMtJA+Qsdp3ZrQ0wrTLmrTHAKIzQTQ28FqRvWvjOhvnMDfP1DZhUGtKk02oOw69t2ODXSMDidIBcAa8nlC9suIpHOjY9pe3zmhwqPCNi4BiabfiBoKl8lTTHBgp9eHOrDG2Oez0AABkgFMMNIUHQ+Mg1Bm8Zqd5rdQqfAPoK97+OjnahRldRr5tM68lF81HJCbGS3ZQTvkk0sp0nP3h0uA20oOliBTE4ELbLMy3ivoZDSR5e5rPScHMGIG3bXYKEmgCtFutJxS2imbA97Q5wLqlzabOfbXDlVDruFkghdI0SHJhcNR+hcsyNguLZ8rg1hiezU40GroECvPTDaVG5pcJ7eWaON0kjzpdGTIRXoFnTGqgppo3AimYQfQSXcMZ0ySNacMC4A9LLx0w5VsklZE0ve4NaM3ONB41y7eMHiUzyAXCKIavDqr9S38UawsaXyboteHtkd5ocPW2UPhGORrRBUy6hkDSx7SH1DKOB1Uzpy0WTPGNVXNGjz8R0fDyLg\/El0kNzNoEbJpGumZgxwLCGuxr\/AJTiRUUDiF5uZWzQ8Qkbi0htDy9AYjm5DkRiDShQd9l1DI5zWSNLmecA4Ejw8i8tu4JH7tkjS+ldIcCaZ1ouRNJDO+EWpH3TZNYaPMZoppI2dKlARWoywK0WskMlpaQQU3zXRO0AdJu17iNgIrjk6uBNQUHSjvZJdWLG6Z910qireb+Lk2cysddQskETpGiQ5MLhqP0Lgnb\/APmj9yw9rnCe3mmjjdJI46XxuMhx6DmdMaqUGnS3AimdVI+ddEfQyXUMTgx8jWvd5rXOAJ8A2revn72UWssj4pGPkfoD7aUYvyHQyOIywc3VyY07zTUKq9IiICIiAiIgIiICIiAiIgIiICIiCK96627U91IrFHe9dbdqe6kViDKIiAiIgKLhnVO7W4716tUXDOqd2tx3r0FqIiAiIgIiICIiAsLK0z7zQ7dU10OnVlXZX96CI8Rrdi2a2rcQZK4agK0pt2V5K8tV5ub65tw0viYdTmsaGyurV3\/8Y+nFRNiuLee1jcxlRvKneuJcSOk4\/djHbznDAKwH4q+\/+nbj\/wC4\/wCy3xEoLbm4bbRulfUhuwZ+AfTkpTxF8Dg27YIw4OLXNfqFWipB6LaGmVKg\/Xr4tIJYnwx1dJHu5iwA10h1f3Ggzqo+LOZxZrIbRwkID3ksNQOg4AHnJOAzzOQKguHEHt3b5YwyKQhrXa6uGrzdTdOFeZzqHBYdxR4j+JEYNsD5+vpactWnTl\/qrTGlcFJc3Md\/bx28DgZXOj1MHnM0EF2oejSlMduC1idny74Go+J0GDdV6WrKtOT0q5aca0Vsp9GMVJwzqndrcd69UxN0tDeQAKbhnVO7W4716C1ERAREQEREBERAREQEREBEXk4oPSivOutu1PdSLbA2dtd85ruTQwt+t7q+RarzrrbtT3UiCxERBlQ8K\/4Vv2Uf9IVy5VpcttuHwPdU\/dxNDRmS4AAD9qbTgg6aypIZbgupNG1oIzZJq8dWt8leei9x3kEjzEyRjpBWrA4asM8PrQb6LNFO+9t2ODXSMDidIBcAa8nlC9suInvdG17S9vnNDhUeEbEHi1tW20e7ZWlXOx\/iJJ5OXDmVCn+Mg1Bm8Zqd5rdQqfAPoK97+OjnahRldZr5vh5KbUGyiUUMnFbaKZsD3tDnNLqlzabOfbXDlVD7uFkghdI0SHJhcA4\/Qg3otEl3DGdL3tacMC4A9LLx0w5VsfI2Npe4gNGJJOAQe6LRdWzbqJ0DyQ140mma9RXEU7dcT2vb6zSCPGvEV5BP1UjH1rTS4HLPLyoNr2BzS05EUXi3gbbxMibi1gDRXPDlT4iMs3ge3RlqqKVrTNa4Z\/P3rmUDyxug+IO\/i5QoKaJRaYruGYF0cjXhvnFrgQPCsNvIHO0NkYXAatIcK0zr4PIqKKItUVxHM3XG5rm+s0gjxrzDdwTguika8NzLXA08NEG9ZU7LuCR+7ZI0vpq0hwrTlotFtxO3uZHRRvaXNNKam44Vq3HEY+OqC9ERAREQEREBERAREQEREBERBFe9dbdqe6kVijveutu1PdSKxBlERAREQFFwzqndrcd69WqLhnVO7W4716C1ERAREQEREBERBhF4keGNLjWgFTQVPiUNrxLftmdKwxCE46jU006qmmWBxFT4UHRWFzW8QkG7fLHoikIa12urhq83U3TQV5nOocOdZffyneOgjD44iWuJfpJI87SNJrTnLanDZVBVHbtje+QVLnkVJ5AKADmGNOcnlW9SSXsbbf4nEx0DhpzNcqeHZ5VpPEXwODbtgjDg4tc1+oVaKkHotoaZUrVB0UXNHEZG7t8sYZFIQ1rtdXDV5upukUrzOdQ4eDy7ijxH8SIwbYHz9fS05atOnL\/VWmNK4IOqo+GdU7tbjvXqsFScM6p3a3HevQWoiICIiAiIgIiICIiAiIgIiICiveutu1PdSK1RXnXW3anupEFiIiDK4GhxsLOVoLhFuJHACpppoaDmrX6F31Dwr\/hW\/ZR\/0hBpnvY7qGRlpIHyFjtO7NaGmFaZc1aVOCidNBNDbwWpG9a+M6G+czT5+obMKg1pUmm1d9FB86Ymm34gaCpfJU0xwYKfXhz\/AEqsxtZPZ6AAAyQYcmkLsUSio+VZJCbGW3ZQXD5JNLKdJz94dLgNtKDpYgUxyK3SzMt4r2GQ\/ePL3NZ6Tg5gxA27a7BQk0AXbtrZttHu2VpVzsf4nEnk5cFQhbimRsFxbPlcGsMT2anGg1dAgV56YbSo3NLhPbyzRxukkedLoyZCK9As6Y1UFNNGmhFMwvpkomu45NvG08SmeRVwiiGrw6q\/UvXGGu3cbgQGNka6QuaXNDRXFwqMA6lcaDzjgCuoiD52aMyw3EscrZdYj1iFh00ael6T6ktwcBjSlRlXfv7ee\/gfAWuoyQFzMsm0bXlHJWoBxAqK9ui0PtmvlZMa6ow4D\/VSv1IPnt8yOxNqT982XpMGY++rUj1cscBjStaLM+jcTbwVZ8W3UKVqNTa4bfr2cy+nWi5tm3LWteSNLmvFOVpqFNeKHKkfHcTvlt3B0Yge17mUIrXotryjHnAzzC0R28ZtrAFopqYaU26Cfrz5Tnivo0oqPnryN7jeMixqYSRQnCg1YbeiMaUJGAW6IieR0zZ45KROZSFhApgRqOt+XojA4mm1dshZooPno42ss7EtAFHRbKec06vHjXlOasspWMubiJzgHueHtaTiRobiBty8a6lEAVyjIWVhZRRERAREQEREBERAREQEREEV711t2p7qRWKO96627U91IrEGUREBERAUXDOqd2tx3r1aouGdU7tbjvXoLUREBERAREQERYQeJHtjaXPIDRiSdgXzzJYrr46CKRrnyk7sBw6X3Yy5eei+jSilDhT3UV9BFBCQZS6MuZ6TAxwLtQ2UpTGmOCzb3cVkyaGZwEofI5rPSeHmrdI9KtaYDPBdxFZ8keHz72Fli20xM8LIZHsAOTXA\/TkaU27FjizmcWayG0cJCNbyWGoHQcADyEk4DPM5Artx27Y3vkFS55FSeQCgA5hj9JJW6iSOBc3Md\/bx28LgZXOj1MHnM0EF2oejSm2mOC1idg4cbGo+J0GDdV6WrKtOT0q5aca0X0aJzOR5iboaG8gAU3DOqd2s\/evVij4Z1Tu1uO9egtREQEREBERAREQEREBERAXk4r0iCeBs7a75zXcmhhb9b3V8i1XnXW3anupFaor3rrbtT3UiCxERBlc\/hrgyxgc40AijJPNpC6C+ekc53DLe2j8+aOKMCtMNILsfBXYVB0OG3\/xrXOczduaR0Sa9FzQ5p+mv0HBVC7hMm5Ejd4PQ1DV4s1yqzW96ySZrWMmbueg8uGptS2tWN5wM1nhVxCIY4JCPiATqYcX66mrqeXVlQ5qjqC7hMm5D27z1NQ1eLNYN5AJNyZGbz1NQ1eLNczhU8LYGW8hAuATqjOL9dSS6mfPqpShrWijEsfy82tR8WcN36e9rXVTPPpaqUpjkg+iEjC4sDgXNpqFcRXKv7lrdeQNbrMjA2mrUXClK0r4FzmzMtL2UzuDd4yLRyuLdQIaNpxHRFTjkpOEsDpLUkYtgkLajI6mj9\/i8KDrXPEre3jbK540vIDSHDGpzzyGZ5Bitr763YxsjpWBjvNcXgA+A7VxX0ZbS7Gsug48gbvGuJ8H7ZLdfTxtk+Jhnja\/dlobJiyQY5ZY1z01OwtyUHcJAFTktDbuB792yRpfSukOFactFrY4vtdRZuyY66PV6OWzL6FxbaSGW0tYLem+a6J5YMHN2vcRsBx6WTq0BNQqO826hdIYmyNMgzYHDV4s16FxEWGXW3QK1dqFMM8ebavnjdm4NuQWNpMPuWMOuPMdI6sOfoiuytFtma5tw7h9Dome2bm0ZvH8zR4daQnt2pbuCFwbLIxjneaHOAJ8CnPEGx3EsczmsjYI9LnHTi\/VhUn+HBc\/id0Sbi3rHH0KUcwufLqb6NHDwZOoeTJeLSeCG4MlyQ0mCAB78snVFTy4YZmmRxSFdae7LJ4I20LJddT4G1FFuF3CZNzvG7z1NQ1eLNcO1jcx1m04YzlgOFGmukeKmGzLYtdk0yRxQSTRtkZIHuj3Z3uvVU+ntri7Tp0mvmoPqEWAsoCIiAiIgIiICIiAiIgIiICIiAiIgiveutu1PdSKxR3vXW3anupFYgyiIgIiICi4Z1Tu1uO9erVFwzqndrcd69BaiIgIiICIiAiIgIiICIiAiIgIinnbO4jcua3l1sLvFR7aeVBvUfDOqd2tx3r1YOdR8M6p3a3HevQWoiICIiAiIgIiICIiAiIgIiwQgyorzrrbtT3Ui2wNnbXfOa7k0MLfre6vkWq86627U91IgsREQZUPCv+Fb9lH\/AEhXLkW1z8Nw62fStWQMzp5+ltfKg6yLw97YwXPIa0YknABeIbmK4BML2vAwqxwP1IN2KxRaYbuCdxbFI17m5hrgSPDRY+Mg1Bm8Zqd5rdQqdmA+hBRRKLSbqESbkyN3nqahq8Wa9ukawDUQK4CvL+2SD3ilFoiu4ZgXRyNcG+cWuBA8Kwy9t5GGRkrCxvnODxQeEoNr2B7S05EUXi3gFvEyFuLWANFc8P2xXt0rGloJALjRtTmeZaxdwukMTZGmQZsDhq8SDcpxat35uKkv06OYCtcPDt8AU8PEWa5GTvYzTJu2VNC7otO04npLZBdOfcTQuppjDKcvSBJr+7JBXQ1WaLVBdw3AJhka+mehwdTxLcgUWKVXpEGFlEQEREBERAREQEREBERAREQEREBERBFe9dbdqe6kVijveutu1PdSKxBlERAREQFFwzqndrcd69WqLhnVO7W4716C1ERAREQEREBERAREQEREBERAREQFFwzqndrcd69WKPhnVO7W4716C1ERAREQEREBYRc6fiJiuGQCNxD3aDIcG106sPWyxpgMq1wQdFKqO4unCUQQtD5CNZ1O0tDec0dmcsOU1G2dvFC8CNrP9wXFhjLsAW4kl1PNpShpU1AoDkHUqijtbszPfFK3RLHTUA7UKOyINB9QNcF5lu5TK6G3YHuYAXl79Aq7IDouqaYnAAYY4oLkquXHxT4nQ22Zqe4F7mvdpDADTEgOxrlhTbXlN4oXgRtZ\/uC4sMZdgC3Ekup5tKUNKmoFAcg6ijveutu1PdSJaXZme+KVuiWOmpodqFHZEGg+oUKXnXW3anupEFiIiDK+flcGcKtnOIDQLUknD0mL6BQ8K\/4Vv2Uf9IQR8QuYbhkb43tkiZIwzaXBwDccXUrgHUJrsFdi8unbLcuuLcCVjYXiTR0g41q1tcanPKpocRiK9pKIPnbe4NxdWz9cbxpkFImkaatB0uOog5ZdE7aUwXkRtbwx7wBXevfXbqE2B8g+jDJfSFEHB3wt5tEMjJRJLV8Dh940k4uHMPOGpuWTslTxzSbdu8FW7yLUKVqNQrhtXVotFzbNuGta8mjXNeKcrTUcv0oONd3TDK65tw2VjItLyMW11jTX\/Ji47QM6YFIKXl5I172StfDpc6JpDT0v8zwSK8uGRX0FEog4PC3yXMwEoNbVro3c7yaV\/laP5lObv4g25BjbSZv3LGHXHmOkdWHP0BU5ZVXetrVtsHBtSXuL3F2ZJ\/bDmVFEHzzJraN142egc95GIxeNDaNb6x\/hFSCchUVlbDNuriM1MgZbB4oXbOkKbcK1pQkZL6tKKfzsORZETXAmbNHJRhZSFhApUEajrfl6IwzNNq7AWKLKoyixVEGUWFlAREQEREBERAREQEREBERAREQEREEV711t2p7qRWKO96627U91IrEGUREBERAUXDOqd2tx3r1aouGdU7tbjvXoLUREBERAREQEREBERAREQEREBTztncRuXNby62F3io9tPKqEQYHOo+GdU7tbjvXq1RcM6p3a3HevQWoiICIiAiIgwuJxW7gZPbtdIwOZLVwLh0RodieRdsrFEHJfPHb3u+kcGxSxNDJCejVpJpXLEGo5RkufCRFefMHmkEjntDzgKaWAOP8ACS00Jwy5QvpqIkDjQ3MfxMt5q+5pHC14xDnVOVK184CuVfpXqO4isbmcXDhGJC2RjnmgcNIaac4Ix20IwXQmt2zFmqtGO1gbCRlXwZjLHFb0HzXDf9jOZrr7tk7XOaXmgB1udpNcjpdWmee2qxC4RXnzB+FvI57Q85U0sAceYlpoThlyhfTIp6T25dm4XF3LcxmsWlkbXjJxaXE05aV8FVTeddbdqe6kViivOutu1PdSKqtREQFxo7x1nwyCVrNbt3C0MrpqXBozXZXBf\/2y1\/8A1f6mIOk2+jda\/F16GnX\/AILzw29N7EZHM3bg5zC2tcWmi5m7cLg8Op90X\/EV2bvMt\/E\/+VUcOuY7eGR8po0zyNGebn4IOhe3TbSF0z6kN2DM40H7eNIJJ3VEzGt5Cx+seDFrf3+FZuzFunC4oYzg6oqKc\/IOU5DMkZrj28u5key1ebi2EbnaK6w1wyY12OY9HGme1B2YbuGZxbFI17m+cGuBI8Kx8ZAXCMSM1O81uoVOzAfQVxLe5391bPD439F4pC0gNq0HSTqPJlQHCtNi8iNreGPcAK7176\/xCbA+QfRgg69txO3uZHxRvaXMOmmoY4VqMcRjjzrcy8gkeYmSMc8VqwOBIpnguVrIdeQMcGzvJdG2tHH7sYj6QcsjyLwZoJobeC2IMrHxnQPOYG+fqHo4VBqBjhmVB2Tdw7zc627z1NQ1eLNbqrg74W82iGRkoklq+Bw+8aScXDmHndJtA0YOpRdmO4ZK57GGrozpdgcDSv1KiY3kkkjo7djX6Dpe579IrStBRrq025AZYmtNzruOFjX3Dmxatj3NGPJVc+1uI7F8sVy5sZMj5GF50hzXY4E50yO0eCiXV+GzNawsjDmahJKwnVj5rRqYa7dtaigUHUdPGwBznNAIqCSMqV+rHwYrRNdtfAZrd8Zpk9zuh9JH7VXCidG23sTN5jXvrUHDS11DTZTDPIYnAVXu+c2WO7miIMThEA5uTng4kHbsBOOOGxUdhvE7c3Bttbd4Kek3EmvRGOYpiKYVC3Nu4XSGFsjTIM2Bw1eJRCVkPEHiQhpfHGGVNNRBfUDlzC5puzcG3IdG2kw+5Y0648xRx1Yc9WipyrSqDt2Ny64ModQaJHRinIKft+5WLmcJzuO3k\/cumoMoiKgiIgIiICIiAiIgIiICIiAiIgiveutu1PdSKxR3vXW3anupFYgyiIgIiICi4Z1Tu1uO9erVFwzqndrcd69BaiIgIiICIiAiIgIiICIiAiIgLCysIFVHw3qndrP3r1s3c+81a2bv1dB1fza\/\/StfDeqd2s\/evQWoiICIiAiIgwVzr29ntWum3QMTMXHeUfTaQ3TTwVcCeZdErhcUktJWyUlO\/b5seok62+bSI9E1NKdA1GIO1BfNdOEjYYGh8hbrOp2lrW85o7M5CnLiKLS3iZfRjWf7gucwxl2ALcSS6h6NKUNMagUzppbN8LdCa6IjEkTG6nGjQ9pJLa\/ThjjTDJRQkRXnzCTC3kc9oe7KmlgDj\/CS00OWXKER27W7Mz3xSN0Sx01NDtQo7Ig0H1A1XiW7lMrobdge5gBeXv0CrsgOi6ppnkBhjipYrmP4mW81fc0iha8YhztRypn5wFcq\/Ssx3EVjczi4cGCQtkY55oHDSGmnOCMdtCMEVsj4mbnQ22Zqe4F7mvdp0AGmJAdjXLCm2vKbxMvoxrP9wXOYYy7AFuJJdQ4UpQ0xqBTOnN4b\/sZ3TXP3bJw5zS80AOtztJrkaOrTw7arELhFefMH4QSOe0POXmsAceYlpoThlyhKLdu1uzM98UrdEsdNTQ7UKOyINB9QoVi86627U91Ip7JwuLuW5jNYtLI2vGTi0uJpy0r4Kqi86627U91IgtREQZUPCv8AhW\/ZR\/0hXLix3hs+GQStZvHbuFoZXTUuDRmg7CUUjb6N1r8X6GjX\/gscNvTexGVzN24OcwtrXFppmnAsKKe9um2kLpn1IbsG3Gg\/bxpBJO6omja3kLH6x4MWt\/f4UFFEWmG7hnJbFI17m+cGuBI8Kx8ZAXBm8Zqd5rdQqdmA+g+JBRRFDbcTt7mR8Mb2lzDSmoY4VqMcRjieVbmXkEjzEyRjnitWBwqKZ4IN9Fpgt224cG1Jc4vcTmSf+mQ5AAFk3cIk3Otu8Poahq8Wa3YFAWKLnC+uJJJY4ImuERDaukLSTpBwGg8vKt8F9HKzeE6OloIfQEOrTT4eTl2INkts2V8cjq1jJcKc7SMfGt9FK7iFs1gkMsYYTQO1tpXwrcJmFwaHCpGoCuJHKg9rNFpNxGGufrbpbUOOoUFM68lNq1wz+dvXM88sbpPiB\/i5UFSytENzFcAmF7XgZ6HA08S8N4hbPfu2zRl5wDQ9tfEgqREQEREBERAREQEREBERAREQEREEV711t2p7qRWKO96627U91IrEGUREBERAUXDOqd2tx3r1aouGdU7tbjvXoLUREBERAREQEREBEXh5oCaVpsQeqoue29lbNHFPGGb2ugtfqxArR2AphXKowzXm2vLi56bY2CPW5lTIdXRdprTRzYdL6UHSqinubhttG6V9dLeTM8gHh2KU8RfA4Nu2CMODi1zX6hVoqQei2hplStUHSqlVzBxGRu7fLGGRSENa7XVw1ebqbpFK8znUOHg8u4o8R\/EiMG2B8\/X0tOWrTpy\/1VpjSuCDqqPhnVO7W4716rBUnDOqd2tx3r0FqIiAiIgIiIMFKLKIPNFmiyiCae2bMWF9aMdrA2EjKvgzGWOKooiIMUWaIiAo7zrrbtT3UisUd511t2p7qRBYiIgLgv8A+2Wv\/wCr\/Uxd5RcK\/wCFb9lH\/SEHL3ThcHh1Pui\/4iuzd5lv4n\/ylUcOuY7eGR8po0zyNGBzc\/D9sl2VhBouzFunC4oYzg6oqKc\/IOU5DMkZrj28u4key1ebi2Ebnaa6w1wyY12OY9HGme2i76UQfO21z8RdWzw+N40vFIWkBtWg6SdR5MqNOFabF5EbW8Me4AV3r31\/iE2B8g+jBfSUSiDh6yHXkDHBs7yXRtrRx+7GI25jZkeReDNBNFbwWxBlY+M6B5zA3z9Q9HCoNQMcMyu+iDg74W8+iGRkoklq+Bw+8aScXDmHndJuDRg6lF2Y7hkrnsYauYdLsDgaV\/ettFpgt2wBwbUlzi9xOZJ\/ag5hRBy7W8gt7m6bNI1hMjSA5wBPQbsUtxCXW73yNIbNcxu0PFOjqa3Ec9Mcjyr6RKJxjsOTe3e5uBHWOKrKiSRpdqx8xtHNyzOJOI6O1QQPFtZ2t07KIua\/mY6rdvPp5MF9KlEHzhj0ubZOznMcr+TDGT+kfzLzIxskUjXAFpvGhwO0amr6VKKDiX1G3E1MK2zq0NMiaeKuC18Ok3ksBlAjLIzGwBkjddQK4vYwYaaho1ctcMe1cQMnjdFIKtcKOCmj4fR7HySPkLPMD9NAcq9FramnLVIF4WVgLKoIsLKAiIgIiICIiAiIgIiICIiCK96627U91IrFHe9dbdqe6kViDKIiAiIgKLhnVO7W4716tUXDOqd2tx3r0FqIiAiIgIiICIiAvD3BgLnGgGZXtYKDhWl7BfXDbh0rABVsEWsasc3EesfRGYGeJw1zvt2CthIfiC+rYmyOOJd0tUZJAGerAUzqF9ClEHJ4rIJYnwx1Mke7mLADi0Pr\/wCk02qPizmcVayG0cJCA95LTUN6DgAeck4DPM5ArtRWzY3vkFS55FSeYYDwDH6SSt9EHAubmO\/t47eFwMrnR6mDzmaCC7UPRpTbTHBaxOwcONjUfE6DBuq9LVlWnJ6VctONaL6NE5nI8xN0NDeQAKbhnVO7WfvXqxR8M6p3a3HevQWoiICIiAiIgIiICIiAiwiDK8nFZSqDRA2dtd85ruTQwt+t7q+RarzrrbtT3UisUd511t2p7qRBYiIgyuRBdfB8Linpq0xRYVpsAXWXAn\/7Kzsof\/Sg68t5BB1sjWUpXU4DPL6jRaJeK20UzYHyNDnDVUubTZTbtrhyrTBG13EJ3EAndxCvMddfHQVXPsJGwG1fIQ1m7mjBdgK620b4aDDaaIO9NdwwECWRrC7zdTgK+NJrqGHrXtbhXpOAw5fKPpXGnJZcztmkiibIGhu+ZXUzTk062ZOrUZ1NTmF7hgDbu2a4l5ZA6jnAg+iK0OWeNceXFB1H31uwgOlYCTQVeM+Tyjxhe5rmK3GqZ7WAmlXkNx+lcdsTDHfkgVc54OHJGKfXhz4hazI+KWKV8jI2mBjWvmbVurNwrqZQ5bcRlkVB1LridvbOjbI9o3mR1NpSlanHLDPlVW9Zp16hppXVXCnL+3hXDLG2sdq5zwY2SvO806WAOa+mdaNxAbjQjEGi6XEGxTW7hI\/Sw6TvBsxBB8Fc64UzwVFENzFO0vie17RgSxwIr9CxDdwTgmKRrwMyxwNPEuHNNNdW87Glkund\/fQtJD216TSK4kCtdLjgaChwW+Gk8jpmzxyUicwiFhAps1HW4YeiDQ4uptoHTZfW73iNkrC84hoeKnCuXgx8GKxdXAYxwjfGJGgH7x1AATt8OznXJhhDeFwSxihiayYU8b\/GC6v\/AFXi60zWVxdj\/wB0jSf4GEBv73DwoO5LdQwECWRrC7LU4Cvgqk13DAQJZGsLvN1OAr4Krmtnit7qf4otbrDN2X+kzTk3l6VajOpyyrNM7RcTCSSOJsjWBm+jPSZpyadbNtatpUHHkQd2ZxaxxBAIBILsvp5uVam3UccbXTPYCWhxOro+EV2VOC0OjMVgWFxcWxEaiKE9HkOX05bVFZsDri1JAJbbEjw9Afv8Sm+v1HZ+IiLN6Ht3dNWuo005aryy6hkjMrHtLBm8OGnxrhOGhhJH3LLtxk5A3Op5tRBPJnliqr6aGdrJYyHwtlYZnNxbQDMnIgHTqxwGdEV04rqGdpfFI1zRmWuBAWG3lu92hsjC4DVQOFacvgXLlkZczyS27g6MQvbI9pq0n0RXIkYnmrjz6GW8ZtuHgtFNTDSmFd2T9efKedUd6K4jmbrjc1zfWaQR41iC7huATDI19M9Dg6niXDvI3uN4yLGphJFCcKDVht6IxpQkYBVWRE9wJmzRyUYWUhYQKVBGo63ZeiDTAmm1B2FlYWUBERAREQEREBERAREQRXvXW3anupFYo73rrbtT3UisQZREQEREBRcM6p3a3HevVqi4Z1Tu1uO9egtREQEREBERAREQEREBERAREQERTztncRuXNby62F3io9tPKg3qPhnVO7W4716sHOo+GdU7tbjvXoLUREBERAREQEREBRXt0+AxtjaHOkdoGp2kDok56XcnIrVz+I\/DdD4p2gAksdrLMaesCNhO3EbEFMLpSPvWtaf4HF2HhLW\/UppLuUyuit2B5YAXl79IqcgOi6ppnkBhjipbK6bFvXOe51sHsbC92p1S7MA4lw1ZHLZWgWY7iKyurj4hwYJC2RjnmgI0hppzimIzoQg2R8TNzobbs1PcC9zXu06ADTEgOxrlhz15TeKF9GMZ\/uC5zDGXYAtxJLqHo0pQ0xqBQY05vDf9jO6a5+7ZOHOaXmgB1udpNcjR1aeHbVYhcIrz5g\/CCRz2h5wHmsAceYlpocsuUJRbt2t2ZnvilboljpqaHahR2RBoPqFCsXnXW3anupFPZuFxdy3MZrFpjja8ZOLS4mnLn4Kqi86627U91IgtREQZUPCv+Fb9lH\/SFcuPBdG14dbva3U4sgYATpxdpGdDy8hQdZFDFevExgnYGO0mQFr9TS0GhxLWkHHkpTIr1JeseWiCWInUzUHPx0u5KbT6OwoLVii0PvIIzR8jASdOLgMeTw45ZrVNxO3hmbbyPAeRXFwFMsDjma4cqC1YopoZ\/O3rmYP0N0nxA\/xcq2Q3MVwCYXteBnocDTxIN1EopW8QtXv3bZoy84Boe2viWya6ht6GZ7WVy1uDa+NBtosrTNcxW41TPawE0q9waK\/Sj7mKMB73ta13mkuFDhXD6MfBig2pRaormKdpfE9r2jAua4EeRamXG8lAY6N0ZZqFHdM45\/5f3qCtKLRHdwyuMccjXPb5zQ4EjwjYkd3DM4sjka5zfOa1wJHhGxUbllTzSObLG0Fga7VqDj0jhhp\/fzI+9gjNHyMaSdNC4DHk8oQb6JRaZrqGAgSvawu80OcBXwVSe7gt6b6RrK5a3BtfGg3pRapJ44hV7mtBBIqQMBn4tq1\/HW2lr96zS46Wu1ihPIEFNEWme5itwHTPawE0q9waPKtjXB4DmmoOIKD0soiAiIgIiICIiAiIgIiIIr3rrbtT3UisUd711t2p7qRWIMoiICIiAouGdU7tbjvXq1RcM6p3a3HevQWoiICIiAiIgIiICIiAiIgIiICIiAouGdU7tbjvXqxR8M6p3a3HevQWoiICIiAiIgIiICwVlabiZsDHSvNGtFT+31IPE1u2YsL60Y7WG7CRlXwZjnxVCi4feOu2Oc9m7c1xYW1rl+3P4V5ku5XSOit4w8sA1l79IqcgOi6p5cABy8gXIuZHxT4nQ22Zqe4F7mvdpDADTEgOx1ZYU215TeJl9I2s\/wBwXFhjLsAW4k6qHo0pQ0xqBQY0DqKO86627U91IlrdmZ74pW6JY6amh2oUdkQaD6hQ4Jeddbdqe6kQWIiIMr5+UF3C7YA0wtcRTlZy\/wDQjlFF9AoeFf8ACg7KP+kIPHwbYg+Z7nSSaS3W+lQ3k6IA8OFTtJFKcuNgjsLINFPvIT9Jz\/xX0aKWOE2Jjo78kCpc8E8wjH+NORemytiltZZXBrXQubqdgNR0EDyGnKu2lFawPmpGB8UrXCrTeNDgciNTf25FVfANuJqYVtnVoaZE08VcF26LVPAy4jdFIKtcKEKbdBxeHS65YDKBGWRmNgDJAH1ptcxg9HBoJ5a4LfxJ7YJd82ZkcujTomFWvGOAyNa56STlVuIVcfD6PY+WR8hZiwP0gA0pXotbU0yrWnhVtCrI+ffK9k8czyy3aYWhu9bVrXek2uplDTT4QMBgVj4ZrPg4yRI3evc06S0ZOIoMeiMNOJFKUwovoaJRBwr8m3lkjbgbprWt\/wA\/mk\/yuB\/0rF1E5k7orcUItXNjA5QcKfuXeoig4rJ4ZrPc2pBmETgxjfOYdOR9XHlpjzrVYhsz4NM0ZMVQI44yHgaaFrum7Tz1GLgNtF36JRU2c29\/5tr4Zf6FI2Jjo78kAlzntJ203baeKuHIu7RKKUOBY3McL3m7cGmRkOgvp0m6MQ3l6VajOpyxFd0dxDa3MzrlzWaxHuy\/o1YG5CvI6tRnjlkuzRFR83DCQbJsjcN5M5rXDJtHFmHMKU2jm2bzCz\/fnSKnAnm3Y\/bw4ru0SiD50yPililfIyNpgY1r5mlzdXpCutlCcM8wMMiutwyEQ27WBwe2ri0hpaKFxNAMeiPRxyywVlFkIjKIiKIiICIiAiIgIiICIiCK96627U91IrFHe9dbdqe6kViDKIiAiIgKLhnVO7W4716tUXDOqd2tx3r0FqIiAiIgIiICIiAiIgIsVSoQZRYqlUGVPO2dxG5c1vLrYXeKj208q31SqAOdR8M6p3a3HevVij4Z1Tu1uO9egtREQEREBERAREQFzr+CeZ0e6DHMa7W9r3FtSPNya7AHE89F0VgoOJw64MDZn3Aaxu+cKtLndJxAp5o5qHxgL3HcRWVzP8Q4MDy2RjnmgcNIaac4IxGwELoT27ZywvrRjtYGwkZV8GYyxxW9PQ+a4b\/sZ3TXX3bJ2uc0vNADrc7Sa5HS6tPDtqsQuEV58wfhbyOe0POVNLAHHmJaaE4ZcoX01EU9Dl2bhcXctzGaxaWRteMnFpcTTlpXwVVN511t2p7qRWKO86227U91IqLEREGVx7e7+FsLYganPZDGxtaVc5ozOznz5gSuwuLD8MeHQNu6bt0cWLsADpFOl6PMajkzQdGGSShM7Qynqv1Np4aN+nAeFa330ckL5bd7ZNAJ6JDhWlcaLkx3ToYp9DvibdgZu3v6WJPS6XpNZmTsyrhh43plnndvGSVtndOJpDcCf4nVz5cMkkdiK+jbBHNcPZHvGtd0iGipFcKre+4ijAc9zQDkSRjhX6sfBiuLHeblsMYMcdYGHeSt1av4G9JvhOJ8C0WzGvhsGvFQJH4H+EOph4qciJDuQXG9e8tfG6MBpZodU0Ix1bP8q2wXUNxUwva+mehwdTxLhXrHyPvGxip+4qKE1b6WG3DOlCRgMVXZETXG\/bNHJpYWUhYQKVBGo634jHSMDStMKorpMuoZHmJj2mRvnNDgXDwhJ7qG3AMz2sBwGtwH1rjWUoiljt4Xsniq8jD7yLD0vK01DXVO3EKm9u9zcCOscdWV3krdWrHzG9JvhIqTjltQdF08bAHOe0A4gkjHCv1Y+DFIriOZuuNzXN9ZpBHjXz9oxr4rBrxWj34Eeq19MDlTCm0LZdxuPxrWDCsLnAbRQasOdox5eSuYdH5iySeKOB7HseJNTmnVQt08h58VYJGlxYCNQAJFcRVcgTwXF\/A+3IdRkjS9mI9GjdXNyZiuQqvXFHG2mbM3OVj7ev8AEcWf+pB0xcRFokD2lriA12oUJ5AVh13C2QQukaJDkwuGrxZrkRRgXLbFtdMLnT02UoNP\/wA7jT\/KpuI3ZljljBZGWyD7rQTIdLh08HClc66SKZuQd+e9gtyBNIxhOWtwH1rD7+2YGudKwB\/mEvHS8HKuFeSO391FpBbIGNc\/TI8sGn+BjhtqGlzTXHIgrOsNmlDpomskYwMdMwu1x6fROtozrUZ1NciEHfnuobcAzPawHLW4N+tbl89MG2bWPbO1srYQyk7SBINmGDq1zoSRkW5LtWji+Fji3dktadHq4ZbMvAgoREQEREBERAREQEREBERAREQEREEV711t2p7qRWKO96627U91IrEGUREBERAUXDOqd2tx3r1aouGdU7tbjvXoLUREBERAREQEREBeHmgrStNi9rw9wYC4mgGZQQNvZWzRxTxhglroLX6sQK0d0RTCuVRXCu1a3cUeGfEiMG2B8\/X0tNaatGnL\/VUtxpsU1teQX84ndKwUq2CLW3V0s3EesfRGYGeJIGkTs+Wmxr\/udBg3Pp6ssvV9KuVMa0Qdy5uG20ZlfUtaNm3kA8OxSniD4HBt2wRhwcWua\/UKtFSD0W0NMqVBWnibg6A27KuljEUpaAalrXD7JptrsUvFnM4s1kNo4SEa3ksNQOg4AHnJOAzzOQKguHEHt3b5YwyKQhrXa6uGrzdTdOFeZzqHBYdxR4j+JEYNsD5+vpactWnTl\/qrTGlcFJc3Md\/bx28DgZXOj1MHnM0EF2oejSlMduC1idny74Go+J0GDdV6WrKtOT0q5aca0Vsp9GMVJwzqndrcd69UxN0tDeQAKbhnVO7W4716C1ERAREQEREBERAREQEREBEXk4oPSivOutu1PdSLbA2dtd85ruTQwt+t7q+RarzrrbtT3UiCxERBlQ8K\/wCFb9lH\/SFcuNDdG04dbva3U5zIGAE6fOAGdD9SDrrKht7x75nW8zAyQNDxpdqBaTTPS3bnh4Ccab47uGVxZHI1zm+c1rgSPCNiDeinkvIIyA+RjTXTQuAx5PDiFpbxO3NwbXW0SCnpDEmuA58MRTBBai0Nu4XSGFsjTIM2Bw1eJa7G5dcGUOoNEjoxTkFP22eBBYlFlYQKIiygxRCFlEGKJRZRBA\/h1XvdHI+MSGr2s00JpSvSaSMOQjlzVMMLYGNijFGNAa0Z4BbVlB5oshZRAREQEREBERAREQEREBERAREQEREEV711t2p7qRWKO96627U91IrEGUREBERAUXDOqd2tx3r1aouGdU7tbjvXoLUREBERAREQEREBYKyiDCwslc5t5cSySMhjYRG7QS6UtJOkHIMdy8qCmK3bG98gqXSEEk8woAOYfWSdpW9aLm4bbRGZ9aNGIGZ5h+5SniD4Hht2wRhwcWua\/UOiKkHotoaZUrXFB0UXNHEZG7t8sYZFIQ1rtdXDV5upukUrzOdQ4eDy7ijxH8SIwbYHz9fS05atOnL\/AFVpjSuCDqqPhnVO7W4716rBUnDOqd2tx3r0FqIiAiIgIiICIiAiIgIiICIiAor3rrbtT3UitUV511t2p7qRBYiIgyvnZgHcLtWnb8MMDQ+jt\/6UK+iUPCv+Fb9lH\/SEHNfG+1luLeKpfLEXwucavq3At1GpOwtxwqVixDZXwaZoyYgfu44yHAaaFrumdPPUecBtXfSiDhNia6O\/JAqXOB8AjbT68FmymbHcjeENMsEOiuGojVUDlzHOu2iD5k3ZuDbkOjbSYfcsadceYo46sOerRU5VpVdXhOdx27\/3LpUWQomvLKLCKqyiwsoCIiAiwlUGUWKogyiIgIiICIiAiwiDKIiAiIgIiICIiAiIgiveutu1PdSKxR3vXW3anupFYgyiIgIiICi4Z1Tu1uO9erVFwzqndrcd69BaiIgIiICIiAiIgIiIMFcG+faM3ropXMuq4MZI7UXgAN+7r0q4eiQRzLvFYpRBxr+R0tuYTUzsEMz2NGwOBNPEaY1U\/FnM4s1kVo4SEa3ksNQOg4AHnJOAzzOQK7cdu2N75BUueRUnmFABzfvJK3IOBc3Md\/bx28LgZXOj1MHnM0EF2oejSm2mOC1idg4cbGo+J0GDdV6WrKtOT0q5aca0X0SynM5OHmJuhobyABTcM6p3az969WKPhvVO7WfvXoLUREBERAREQEREBERAREQF5OK9IgngbO2u+c13JoYW\/W91fItV511t2p7qRWqK96627U91IgsREQZXKtLlttw+B7qn7uJoaMyXAAAftTacF1VwNDjYWcrRq3W4kcAKnTpoaDmrX6EHUhluC6k0bWgjNkmrx1a3yV56L1HeQSPMTJGOeK1YHAuwzwUk97HdQyMtJA+Qsdp3ZrQ0wrTLmrTHAKIzQTQ28FqRvWvjOhvnMDfP1DZhUGtKk02qDsOvbdjg10jA4nSAXAGvJ5QvbLiKRzo2PaXt85ocKjwjYuAYmm34gaCpfJU0xwYKfXhzqwxtjns9AAAZIBTDDSEHQ+Mg1Bm8Zqd5rdQqfAPoK97+OjnahRldRr5tM68lF81HJCbGS3ZQTvkk0sp0nP3h0uA20oOliBTE4ELbLMy3ivoZDSR5e5rPScHMGIG3bXYKEmgCtFutJxS2imbA97Q5wLqlzabOfbXDlVDruFkghdI0SHJhcNR+hcsyNguLZ8rg1hiezU40GroECvPTDaVG5pcJ7eWaON0kjzpdG4yEV6DmdMaqCmmjTQimYKD6CS7hjOmSRrThgXAHpZeOmHKtkkrIml73BrRm5xoPGuXbxg8SmeRVwiiGrw6q\/Ut\/FGsLGl8m6LXh7ZHeaHD1tlD4Rjka0QVMuoZA0se0h9QyjgdVM6ctNqyZ4xqq5o0efiOj4eRcH4kukhuZtAjZNI10zMGOBYQ12Nf8pxIqKBxC83MrZob+RmLSG0PL0BiObkORGINKFB32XUMjnNZI0uZ5wDgSPDyLy27gkfu2SNL6V0hwJpnWi5E0kM74RakfdNk1ho8xmgjSRs6VKAitRlgVotZIZLS0ggpvmuidoA6Tdr3EbARXpZOrgTUFB0o72SXVixumfddKoq3m\/i5NnMrHXULJBE6RokOTC4aj9C4J2\/8A5o\/csPa5wnt5po43SSOOl8bjIceg5nTGqlBp0twIpnVSPnXRH0Ml1DE4MfI1r3ea1zgCfANq3EgZrgXsotZZHxSMfI\/QH20oxfkOhkcRlg5urkxpbxdr5LR7WDE6dQpXo6hqFBnhWtDU5AqqqZe28jXPZKxzW+c4PBA8JWwzMaQC4VIJGOYG1caOWFz3XUk8UkbYnNeImdHTh53Tf\/pbgTU02hT8Na6Bz2XAIc+L7jUa0jHoZec2oriSRTkQd1l3A927bI0vpq0hwJpy05Fl93Cx4idI0SHJhcNR+hfP2z4ZbS0gt6b5ronloHSbte4jDAivSydXAmoKOaXCe3lljjfJI86XRl0hx6Dm9MasANNGmhFM6oPoJbuGCu9ka2lK6nAZ5f4LMtzFCzeSPa1nrOcAPGoII2uv53OAJEUTa8x1V+rFQQaG21tIZhC+PWGOkHQIrQtNSNgFKOBpyiqDuyXkETBJJIxrHea5zgAfAVta4PAc01BxBXzcVzJvWXEpjgDoy1rnsJjLtR1aekzTrwcK4kZVoSezwyEQ27WBwe2ri0hpaKFxNAMeiPRxyywQXIiICIiAiIgIiIIr3rrbtT3UisUd711t2p7qRWIMoiICIiAouGdU7tbjvXq1RcM6p3a3HevQWoiICIiAiIgIiICIiDBXOvb2a1a6YxAxM847yj6bSG6SPBVwrzLolcLiklpI2Skp37fNj1OJ1jzfuj0XVNKdA1GIORAdW4uWW8RmdXSBkMzyBSniD4HBt2wRhwcWua\/UKtFSD0W0NMqVqp7+UzW5iNTOwRTPY0HIOBNPEaY1U\/FnM4s1kNo4SEa3ksNQOg4AHkJJwGeZyBSSFw4g9u7fLGGRSENa7XVw1ebqbpwrzOdQ4LDuKPEfxIjBtgfP19LTlq06cv8AVWmNK4KS5uY7+3jt4XAyudHqYPOZoILtQ9GlNu3BaxOwcONjUfE6DBuq9LVlWnJ6VctONaJxJT6MYqThnVO7W4716pibpaG8gAU3DOqd2tx3r0FqIiAiIgIiICIiAiIgIiICIvJxQelFeddbdqe6kW2Bs7a75zXcmhhb9b3V8i1XnXW3anupEFiIiDKh4V\/wrfso\/wCkK5cmzE3wNuYXMbSKMnWwu9Ecjm08qDqLK5dhdTSW7bq4ewMc0Oo1hFPpLzXxYnJUN4jAWvdVw3Y1PDmOa4Dl0kaqZ7EFdFminbdxOc1rXVL27xtK008tfq5di8QcQgncGRuNSCRVrgHAbWkijh4CUHu1tW20e7ZWlXOx\/iJJ5OXDmVClivoZX6GEkmtDpcGmnquppP0E+RbJ7lkABeTjkGtLifoaCfDhhtQbaJRSniFuIt+XgR106jUUNaUPJjnWlNqR8QgeH9It3Y1P1tcwgctHAYc6CtFyxxETXcUUTiGubIXtcwtOFNJ6TQaZ0pgfoW26nkZcwRtPRfvNQwx0tqEFy03Vs26idA8kNeNJpmpoL2OOBkkku81EtDgw1canAMFThzDZXJbXX8IjEhJoTpA0u1E8mmmqv0VpjkgofGHNLTkRReLeAQRMibi1gDRXPDl\/etYvoTCbjV922uo0IIpnUZjwUqsR8QgkcWtdiBqqQWgt5Wk4OHOKjnQVUSilj4hBIC4OIDRqJe1zBp5RqAqOcYLMN\/DNqDXEFo1OD2uYacvSAw58kFVEopre9iuDSMmtKjUxzajlGoCo8FR4wqUCi8PYHgtO0UXtZQaLeBtvE2FuTAGivIMFtovSIMJRZRBiiBFlAREQEREBERAREQRXvXW3anupFYo73rrbtT3UisQZREQEREBRcM6p3a3HevVqi4Z1Tu1uO9egtREQEREBERAREQEReH1p0c0HorGS5vxNxBPFHOWObLqHQaWlpaNW1x1DnoMdmxaXcQuNwb5oZuPO0UOvR62qtK+lp05YVrig6Udu2N75BUueRUnmFABzfvJO1blLdXQt4TMBqyoMqlxoB4z9CkmvprFzTdljo3B3SjaWlrmtLqYuNagGmWOzFB1UXKN5cQtjnn0bqQta5rQdTNeXS1dKmAd0W8o5F5dxC43Bvm6NwOlo0nXo9bVqpX0tOnLo1rig7AUfDOqd2tx3r1W0gio2qThnVO7W4716C1ERAREQEREBERAREQEREBERAUV711t2p7qRWKO86627U91IgsREQFBw7GwhH\/0Y\/wCgK8rjcNfdi0g0xxlu7joTK4GmkZjdn6zTlKBbm4t+Fx7pp3rY29EjEcuHKBs5dhyWqFz47l9yRNIwQ0BfHpcTqrpADGnxjnrRdHeXvsovxne6TeXvsovx3e6Qce1sJ4GywFtHTxHQ4VpGcfu67AK9E7cc6AKm0i3jotZnLoqnQ+NrWtOkt87Q0HOg0uIOeWKv13vsovxne6TeXvsovxne6QQ2YfDMyO23m56W8jlYQ1nJpcQK44Uq8EZEUBVXEJZY3RhmtsZ1bx8bNbxhgKaXYHadJ5MKrZvL32UX4zvdJvL32UX4zvdIOTHBLuCC15Jumv6Telp1tOohop4cufkW7iltLNM\/dtJ+6b4CWyV015ac4XQ3l77KL8Z3uk3l77KL8Z3ukRLvTc3kMrI3hjWyBznsLcXacMcfJTkJoabruNzru2cAS1pk1GmA6O39y2by99lF+M73Sby99lF+M73SK5NrFLbstpXsdpZvmvAaS5ut2DtIx8QOB5FTe65ZIblm9ZG3W06WVeNVKHQWuNMDXo6hnSlVbvL32UX47vdJvL32UX4zvdIOfNbH4G53e8e6TU77xoDnHSBg0NbybWgk45UKov4i6WGrC9gbK14aNhblsz2YhUa732UX4zvdJvL32UX4zvdIOPLBcSxut7d0j4A1hG9ZpcHNeDpaXNGqra+cCBQAuxoq4omTOdK4zy0jewiSMM6LqVaOjGSTTDMDlFRW7eXvsovxne6WN5e+yi\/Gd7pBLw\/eNl3cbpH24Z\/77C0tdXAAlrXOFM6g0oOljRdcKLeXvsovxne6TeXvsovxne6QXIot5e+yi\/Gd7pN5e+yi\/Gd7pBaii3l77KL8Z3uk3l77KL8Z3ukFqKLeXvsovxne6TeXvsovxne6QWoot5e+yi\/Gd7pN5e+yi\/Gd7pBaii3l77KL8Z3uk3l77KL8Z3ukFqKLeXvsovxne6TeXvsovxne6QWoot5e+yi\/Gd7pN5e+yi\/Gd7pBaii3l77KL8Z3uk3l77KL8Z3ukC96627U91IrFyLqS73tvWOOu8NPvXYndyZ\/d4YV5eSm0VCS99lF+M73SC5FFvL32UX4zvdJvL32UX4zvdILUUW8vfZRfjO90m8vfZRfjO90gsUfDOqd2tx3r1jeXvsovxne6UnD33YiOmOMjeTZyuGO8dX\/ANo5HLlzoMkHZRRby99lF+M73SxvL32UX4zvdILkUO8vfZRfjO90m8vfZRfjO90guRRby99lF+M73Sby99lF+M73SC1FFvL32UX4zvdJvL32UX4zvdILV4e7SC41NOTNSby99lF+M73Sby99lF+M73SCG0mFxNv7hsjZHAsjYYpKRtPK7Tp1H0jWgyBoFpAk+A+Xbt++07nzHaKZatfm00451r0aVwXU3l77KL8Z3uk3l77KL8Z3ukEl\/Wdj7SJpdJEIpdlDR1QK8p0nmWniMTuLhsUTXNa0Pc50jHMxLS1o6QFc8aYADPJWxi6jc5zYogXnU4792JpT2XMve9vfZRfjO90ghmL7+GO1Eb2uqwy6mEBoYQT0j0XZUGkmueS1ASCxPDtDt9Qw10O0Uy1a\/NpTHOtcKVwXU3l77KL8Z3uk3l77KL8Z3ukFcbdLQ3kACl4b1Tu1n716xvL32UX4zvdKTh8l2IjpjjI3k2crhjvHV\/8AaORy5c6DJB2UUW8vfZRfjO90m8vfZRfjO90gtRQ7y99lF+M73SzvL32UX4zvdILUUW8vfZRfjO90m8vfZRfjO90gtRRby99lF+M73SxvL32UX4zvdILkUO9vfZRfjO90m9vfZRfjO90guRQ7299lF+M73Sb299lF+M73SC5eTio97e+yi\/Gd7pN5e+yi\/Gd7pBughfFXVI+Svr6MP5Wt\/f8AXXTedbbdqe6kTeXvsovx3e6U8z7h09uJmMa3eOxZIXGu6k5WN8dfoQdVFhEGVyrMTfA25hcxtIoydbC70RyObTyrqqDh2NhCB7GP+kKT9DXw+5mlgbdXD4wxzNdAwt0+Fxefq+lb4uIQymjS6tNQDo3tJHK0Fo1f6a\/Uucy2lfwqOINO8DYzoOB6JB07M6Uz8OC3ueby4hdE17Wxlz3uexzM2kaelSueNKgUxOSo22fFY7mN0jg5gaXA6muA6LqZloxPq5g4EVXp9+ySKUxEiRjS6jmOaRhgaOA+qihikmt7aWOJjt818jvMdTS59atPmu6JqADWuzl1iKSSWWQb17TbuYHyxhprXIANYfBUY7KhJHYspHS28cjzVzmNcfCQqVLYNLLaJrgQQxoIOeSqRIZRERRERAREQEREBERAREQEREBERAREQEREBERAREQEREBERBFe9dbdqe6kVijvettu1PdSKxBlERAREQFFwzqndrcd69WKPhvVO7WfvXoLVgrK1vbqBAJBO0Zjnxrl4uYoOM7iF02B92TGY2PeCzS4HS15b5+s44erQ5LttyXztlwQyNL5pZgd5I7QS3R55o7Q5mnHzsqVxC+gjaWtAJJORJpU8+GGPMB4Ag2IiICwsog8lceLiznSyOeALdsbpWHHUWtNK\/TiW4ZUNcVffQPuYXRRu0F2GqlcNozH11GzFciewupZnxEs0ugMdWxOa3PBvnmnlw9HaoKzeXMIjmnDN3I5rS0AhzNeXSr0qbei3l5l5de3MrZZoQwMic5uhzSXP0Z9IOo2vo4O5TyDXI997FFbiN7X6ozJqY4NaGEE9I9F2XRoTXPLJewwu3jIY5DNJUEDesiLiKVdlGf4sycqE4KkLpb5rLYXTRqBDS1uVS+mkbeUV5M1NNfTWLmm7LDG4O6UbS0tc0F1MXGtQDTLHZitVzHqg+AhBdJAyF+wA6XYDPM6Tzc688RidxcNiia5rWh7nOkY5mJYWtHSGOeNMABnkkkKDeXEDWTz6N3IWtLWg6ma8ulXpUwDui3lHIvDuIXG4N83RuPO0UOvR62rVSvpadOXRrXFa5i+\/hjtgx7XVYZdTCA0MIJ6R6LsqDSTXPJawJfgTw7Q7faTDXQdFMtWvzaacc61wpXBLHfaQRUbVJw3qndrcd69VRt0NDeQAKXhnVO7WfvXoLVzrqeb4iO3hLW6mPeS9hd5pbyObyrolcO\/4e+6vIzvJWM0PxjIbpPRwrp25mpOIwoMEF3D7p84e2QAPieY3FuRyNR48qmnKrlHY2Qs26Gvc4fx6c9pq1oqTtJqSdqsQZREQYXK4rxCS2GmAAuAD36q0Da0HJiTlzAldVcHiFhctimLHteZHB1N04upUUFdeTRzcpzxQXzXErphbQaQ4N1ue8FwArQCgLcTjtwAyJOEjOJzSSC0aGi4Dntc41LAGAHVStTqDhQVFNpNMdjtdrdb+QF7XxhjnRscaOaSfNGpwBrz0IxK0Mt4zruLpjxvJNcehsmto0hvodJtQMRyYHFBfZ3Mj5JIJqbyMt6TagODhgaEmnIcTy1xoPD555pnxW5Y0RgBzpGl1XEVoAHNpQUqcc6UUlqBZby7ex4bK+JjGmrnkeaC7Ua1JdtxDcDjgNzXmyuJnPY8slLZGuYxz8m6SDprTLDACm1B5g4jLeFscIax4BdKXguDSHFtAAW1qQca4AZVOGI+JSyOFqA0XAc5rjQloDQDqpUE1qKCoIrmaYzWMEnD5TPMx1Jg4u0NLyx2tzgCG1OTs8RUZ4hIoJYrn5i5jtD3PBaGkva0taGu0jH0cRSoBxGBopLdS0uZHSyW89N4zS7UwEBzXZYY0yIOJ5ar1eddbdqe6kWm0Y6a5lui0tY5rI2a2lpIbUk0NCM8K47cqLbedbbdq7upEVaiIgFfO2XEbiC3iiMBqxjG4tmrgKbID5CRyEr6IoEHG+bXHsPJcfp0+bXHsPJcfp12kQcX5vcew8lx+nT5vP7DyXH6ddpEHF+bXHsPJcfp0+b3HsPJcfp12kQcX5vcew8lx+nT5vcew8lx+nXaRBxfm9x7DyXH6dPm9x7DyXH6ddpEHF+b3HsPJcfp0+b3HsPJcfp12kQcX5vcew8lx+nT5vcew8lx+nXaRBxfm9x7DyXH6dPm9x7DyXH6ddpEHF+b3HsPJcfp0+b3HsPJcfp12kQcX5vcew8lx+nT5vcew8lx+nXaRBxfm9x7DyXH6dPm9x7DyXH6ddpEHF+b3HsPJcfp0+b3HsPJcfp12kQcX5vcew8lx+nT5vcew8lx+nXaRBxfm9x7DyXH6dPm9x7DyXH6ddpEHF+b3HsPJcfp0+b3HsPJcfp12kQcX5vcew8lx+nT5vcew8lx+nXaRBxfm9x7DyXH6dPm9x7DyXH6ddpEHz01\/cSvjfuabtxf5s+PQc3+3\/ir9C3\/ADa49h5Lj9Ou0iDi\/N7j2HkuP06fN7j2HkuP067SIOL83uPYeS4\/Tp83uPYeS4\/TrtIg4vza49h5Lj9OtNtf3EDCzdVq6R9dM\/puLv7fZX6c19AiDi\/N7j2HkuP06fN7j2HkuP067SIOL82uPYeSf9Onze49h5Lj9Ou0iDi\/N7j2HkuP06fN7j2HkuP067SIOL83uPYeS4\/Tp83uPYeS4\/TrtIg4vza49h5Lj9Onza49h5Lj9Ou0iDi\/N7j2HkuP06x82uPYeS4\/Trtog4MfEJY3Oc23xedTv+RiaU\/t+ZbPm1x7DyXH6ddpEHE+bXHsPJcfp1n5vcew8lx+nXaRBxfm9x7DyXH6daba\/uIGFm6rV0j66Z\/TcXf2+yv05r6BEHF+b3HsPJcfp0+b3HsPJcfp12kQcX5vcew8lx+nT5vcew8lx+nXaRBxfm9x7DyXH6dPm9x7DyXH6ddpEHF+b3HsPJcfp0+b3HsPJP8Ap12kQcT5tcew8lx+nWfm1x7DyXH6ddpEHAfxCWQtc63qWHU3C4wNKV\/4\/OVs+bXHsPJcfp120QcX5tcew8lx+nWPm1x7DyT\/AKddtEHF+bXHsPJcfp14beTXVxAHRFrWvc4mkvs3j04mDby15uTurCDCLKIP\/9k=\" width=\"256px%\" alt=\"trial balance\" \/><\/p>\n<p>Learn the best ways to calculate, report, and explain NPV, ROI, IRR, Working Capital, Gross Margin, EPS, and 150+ more cash flow metrics and business ratios. The trial balance test does not detect the following kinds of errors. For more on financial statements, see Income Statement and Balance Sheet. Fourth, example Trial Balance Summaries for preparing definitive financial reports. Third, finding and fixing accounting errors during the Trial Balance Period.<\/p>\n<div style='border: black dotted 1px;padding: 11px'>\n<h3>Jury Deliberations to Resume Tuesday in Ghislaine Maxwell Trial &#8211; The New York Times<\/h3>\n<p>Jury Deliberations to Resume Tuesday in Ghislaine Maxwell Trial.<\/p>\n<p>Posted: Wed, 29 Dec 2021 08:00:00 GMT [<a href='https:\/\/www.nytimes.com\/live\/2021\/12\/20\/nyregion\/ghislaine-maxwell-trial' rel=\"nofollow\">source<\/a>]\n<\/div>\n<p>If you are looking for ways to improve your efficiency when the time-crunch hits, then Quick Trial Balance Pro is your best option. As per a typical balance sheet presentation, we first list the asset accounts. If we compare it to the publishing of a book, the preparation of the trial balances is the editing phase.<\/p>\n<h2 id=\"toc-0\">Report Output<\/h2>\n<p>A trial balance will typically summarize the debit and credit balances. However, it does not present us with the total debit and credit balances. An error can be as simple as entering a debit balance as a credit balance, or it could be as complicated as failing to post a journal entry. It\u2019s the end of an accounting period which means it is time to prepare your financial statements. This type of error is when an entry is made to the wrong type of account.<\/p>\n<p>The third line of the journal entry is a brief description of the transaction. Have you ever heard the old saying that there&#8217;s a place for everything and everything in its place? There is no industry where that saying is more appropriate than accounting.<\/p>\n<h2 id=\"toc-1\">Want More Helpful Articles About Running A Business?<\/h2>\n<p>And with that, both balance sheet and income statement accounts are entered into the unadjusted trial balance. Specifically accounting systems wherein unbalanced GL posting are not allowed, which serve the purpose of ensuring that debit and credit balances are equal. Since no adjusting entries are made yet, expect that most of the figures presented in an unadjusted trial balance are not the ones you\u2019ll see in financial statements. The debit side and credit side of ledger accounts are added up. The total of the debit side is placed in the debit column and the total of the credit side in the credit column of the trial balance.<\/p>\n<p>Once as a \u201cdebit\u201d to describe when money is flowing into an account, and again as a \u201ccredit\u201d when money is flowing out of an account. Together, you\u2019ll see the usual trial balance format of two columns contained in a single bookkeeping worksheet. An error of principle is when the entries are made to the correct amount, and the appropriate side , as with an error of commission, but the wrong type of account is used. The first published description of the process is found in Luca Pacioli&#8217;s 1494 work Summa de arithmetica, in the section titled Particularis de Computis et Scripturis. Although he did not use the term, he essentially prescribed a technique similar to a post-closing trial balance. Learn accounting fundamentals and how to read financial statements with CFI\u2019s free online accounting classes.<\/p>\n<h2 id=\"toc-2\">Trial Balance Results<\/h2>\n<p>If you want to close an accounting period regardless of the Account Receivable summary data, you do not have to run trial balances. If unresolved transactions exist in this accounting period, Zuora will automatically warn you to fix these transactions. After resolving the issues, you can close the accounting period. Once you have run a trial balance for an accounting period, you can view the Accounting Period Summary. Debits and credits are equal but opposite entries in your books. With double-entry accounting, your credit and debit totals should balance because each transaction has equal but opposite effects on at least two accounts. The Trial Balance Worksheetcontained in the attached file is designed to save you time and money in preparing the trial balance yourself.<\/p>\n<ul>\n<li>Prepaid rent is an asset account and should have a debit balance.<\/li>\n<li>If you pay commissions, for example, and none are paid during this period, you might omit the commissions category from the document, rather than including it with zero income and expense entries.<\/li>\n<li>To generate reports that are complete and accurate, use the general ledger.<\/li>\n<li>Likewise, your sales return account would show a short debit of $10,000 if you understate your sales returns by $10,000.<\/li>\n<li>This is because you take the final balances from the trial balance itself.<\/li>\n<li>A Bookkeeper is responsible for recording and maintaining a business&#8217; financial transactions, such as purchases, expenses, sales revenue, invoices, and payments.<\/li>\n<\/ul>\n<p>If the trial balance did not &#8220;balance&#8221; it signaled an error somewhere between the journal and the trial balance. A balance sheet is one of the five financial statements that are distributed outside of the accounting department and are often distributed outside of the company. The balance sheet summarizes and reports the balances from the asset, liability, and stockholders&#8217; equity accounts that are contained in the company&#8217;s general ledger. The balance sheet is also referred to as the statement of financial position. Since each transaction was journalized in a way that insured that debits equaled credits, one would expect that this equality would be maintained throughout the ledger and trial balance. If the trial balance fails to balance, an error has occurred and must be located.<\/p>\n<h2 id=\"toc-3\">How To Use Excel As A General Accounting Ledger<\/h2>\n<p>Accounting utilizes journals, which are books documenting all business transactions, and also trial balance, which is a list of all business accounts. Discover what goes into these meticulous ways of keeping records and the significance of journal entries and trial balance to accurate accounting.<\/p>\n<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' 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\" width=\"254px%\" alt=\"trial balance\" \/><\/p>\n<p>Typically, these corrections are not yet considered as the adjusting entries that you\u2019ll see once the preparation of an adjusted trial balance is started. An unadjusted trial balance\u2019s purpose is to make sure that the balances are arithmetically correct. An error of reversal is when an entry is made in the correct amount but is inputted as a credit instead of a debit or vice versa. For example, if $50 is debited to one account and credited to another but should have been inputted in the opposite order, the trial balance would still show an equal balance despite this error.<\/p>\n<p>Once you prepare the adjusted trial balance, the balances of some of the items in the unadjusted trial balance would change. At the end of an accounting period, after all the journal entries are made and posted, a trial balance is generated. The trial balance is a listing of all the accounts that a business has and their balances. Some of the accounts have debit balances, and some have credit balances &#8211; it just depends on the type of account.<\/p>\n<h2 id=\"toc-4\">General Ledger Vs  Trial Balance: Use This, Not That<\/h2>\n<p>Each individual&#8217;s unique needs should be considered when deciding on chosen products. In such cases, a review of the journals and ledgers is required. To check if you made either error, check if the difference is divisible by 9.<\/p>\n<div style='border: black dashed 1px;padding: 10px'>\n<h3>Rochester Man Avoids Trial In Child Criminal Sexual Conduct Case &#8211; KROC-AM<\/h3>\n<p>Rochester Man Avoids Trial In Child Criminal Sexual Conduct Case.<\/p>\n<p>Posted: Mon, 10 Jan 2022 15:55:53 GMT [<a href='https:\/\/krocnews.com\/rochester-man-avoids-trial-in-child-pornography-case\/' rel=\"nofollow\">source<\/a>]\n<\/div>\n<p>The purpose of a trial balance in accounting is to help a business correct inaccuracies before the information is transferred to a financial statement. The experienced professionals who work at our online accounting firm know how to find and correct a variety of accounting mistakes on a trial balance sheet. Business owners can depend on the thorough trial balance accounting work of our accountants. You could post accounts to the adjusted trial balance using the same method used in creating the unadjusted trial balance.<\/p>\n<p>Disbursement is the act of paying out or disbursing money, which can include money paid out for a loan, to run a business, or as dividend payments. Try it now It only takes a few minutes to setup and you can cancel any time. Accounts must be grouped to an Account Classification Code of CA, CL, NPE, EQ, NCA, or LTL. Beginning balance cells are disabled if the account is not grouped to one of these codes.<\/p>\n<div>\n<div>\n<h3>What is petty cash book?<\/h3>\n<\/div>\n<div>\n<div>\n<p>The petty cash book is a recordation of petty cash expenditures, sorted by date. In most cases, the petty cash book is an actual ledger book, rather than a computer record. Thus, the book is part of a manual record-keeping system.<\/p>\n<\/div><\/div>\n<\/div>\n<p>The very purpose you prepare a trial balance is to verify the correctness of your double-entry bookkeeping. A trial balance is fundamental to a double-entry accounting system in which the total of your debit accounts equals the total of your credit accounts. Your trial balance is the set of all of your accounts as of a specific date. The accounts come from your company&#8217;s chart of accounts and have debit or credit balances. The general ledger is a central location for recording all of the financial activity for your business. Accurate ledger activity is essential to ensuring that the financial statements for each period are correct before filing statements with the Internal Revenue Service.<\/p>\n<p>Export the contact&#8217;s tax data to a file for import into ProSystem fx and Lacerte, based on the tax vendor selection on the Settings tab. During an audit, you have to produce a lot of information to make sure your books are in order. Typically, you pull your general ledger during a routine audit. Your trial balance is a good report to pull for forecasting because you only need a general idea of where your finances stand. Rather than get bogged down by the little details of the general ledger, you can use your trial balance to get an idea of where you see money coming in and going out during the month. Our solutions for regulated financial departments and institutions help customers meet their obligations to external regulators.<\/p>\n<div>\n<div>\n<h3>Who keeps petty cash?<\/h3>\n<\/div>\n<div>\n<div>\n<p>Typically, one employee is responsible for controlling petty cash funds. This person is known as the petty cash custodian. The custodian will maintain and document all expenses from the petty cash. By giving this responsibility to one custodian, it means that you will retain internal control over the money.<\/p>\n<\/div><\/div>\n<\/div>\n<p>If your trial balance report does not balance, review the accounts on the report to be sure you have all of your active accounts. If you are certain all of the accounts with a balance appear on the report, review each individual account to verify that the balance matches the ledger. Check your journal entries to be sure each one posted correctly, and review the transaction histories to be sure that there are no double-posted entries as well. Because the trial balance must balance, accountants may also adjust specific accounts, so that total &#8220;debit DR&#8221; and &#8220;credit CR&#8221; balances match.<\/p>\n<p>Maybe your revenue account is looking great but your expense account is not showing a lot of movement. Your trial balance indicates where you have some wiggle room and gives you an idea of how your budget might look.<\/p>\n<ul>\n<li>Applicant Tracking Zoho Recruit Zoho Recruit combines a robust feature set with an intuitive user interface and affordable pricing to speed up and simplify the recruitment process.<\/li>\n<li>Even when the debit and credit totals stated on the trial balance equal each other, it does not mean that there are no errors in the accounts listed in the trial balance.<\/li>\n<li>The Excel-based system makes project control charting easy, even for those with little or no background in statistics.<\/li>\n<li>Accounting Accounting software helps manage payable and receivable accounts, general ledgers, payroll and other accounting activities.<\/li>\n<li>Open your project and select the Trial Balance to add, edit, delete, import, and export account and balance information.<\/li>\n<\/ul>\n<p>Such a mistake may be accidental, or it may be deliberate deception by the accountant. In fact, when accountants are confident that the account balances are error-free, they build the new Balance sheet and Income statement directly from the list of accounts and their balances. Rial balance and trial balance period refer to an error-checking step in the accounting cycle. The terms have meaning only in companies that use a double-entry accounting system.<\/p>\n<p>Say for instance Watson Electronics paid $25,000 to Bob &amp; Co who is the supplier of goods. However, you debit Bob &amp; Co\u2019s account with $2,500 only while posting this transaction to the general ledger. Thus, we can say that the error of commission is clerical in nature. Record each ledger account in the debit or the credit column of your trial balance sheet. In such a case, you must record such an account as nil or zero in your trial balance sheet. Account names are in the first column, with their corresponding balances in the next columns.<\/p>\n<div style=\"justify-content: center\">\n<blockquote class=\"twitter-tweet\">\n<p lang=\"en\" dir=\"ltr\">We need your help, can you explain &#039;Trial Balance&#039;?<a href=\"https:\/\/t.co\/yrG9bcm38M\">https:\/\/t.co\/yrG9bcm38M<\/a> <br \/> <a href=\"https:\/\/twitter.com\/hashtag\/learning?src=hash&amp;ref_src=twsrc%5Etfw\">#learning<\/a><\/p>\n<p>&mdash; Dinf (@Dinf78831242) <a href=\"https:\/\/twitter.com\/Dinf78831242\/status\/1479891152023158787?ref_src=twsrc%5Etfw\">January 8, 2022<\/a><\/p><\/blockquote>\n<\/div>\n<p>The trial balance lists every open general ledger account by account number and provides separate debit and credit columns for entering account balances. The Greener Landscape Group&#8217;s trial balance for April 30,20X2 appears below. Accountants use a trial balance to test the equality of their debits and credits. A trial balance is a listing of the ledger accounts and their debit or credit balances to determine that debits equal credits in the recording process. Preparing and adjusting trial balances aid in the preparation of accurate financial statements. Although you can prepare a trial balance at any time, you would typically prepare a trial balance before preparing the financial statements.<\/p>\n<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' 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\" width=\"255px%\" alt=\"trial balance\" \/><\/p>\n<p>Successful branding is why fashions by Georgio Armani bring to mind style, exclusiveness, desirability. Branding is why riding Harley Davidson motorcycles makes a statement about the owner&#8217;s lifestyle. Strong branding ultimately <a href=\"https:\/\/simple-accounting.org\/how-to-prepare-a-trial-balance\/\">trial balance<\/a> pays off in customer loyalty, competitive edge, and bankable brand equity. Free AccessFinancial Modeling ProUse the financial model to help everyone understand exactly where your cost and benefit figures come from.<\/p>\n<div style=\"justify-content: center\">\n<blockquote class=\"twitter-tweet\">\n<p lang=\"tl\" dir=\"ltr\">yung kahit hirap na hirap ka na mag trial balance, oks lang kasi nag-eenjoy ka\ud83e\udd38\u200d\u2640\ufe0f<\/p>\n<p>&mdash; \ud83c\udfc1 (@twishya_) <a href=\"https:\/\/twitter.com\/twishya_\/status\/1479357236652965893?ref_src=twsrc%5Etfw\">January 7, 2022<\/a><\/p><\/blockquote>\n<\/div>\n<p>To edit prior year beginning balances, you&#8217;d need to revert to the prior year. The Net Income row displays a balance when accounts are grouped to revenue and expense codes or subcodes in the Account Classification grouping schedule. Currently, the application does not calculate net income for grouping schedules other than the Account Classification grouping schedule. Well, your trial balance is like the memo that summarizes the data in your filing cabinet. You primarily use your trial balance as an overview and summary of your general ledger.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Report Output Want More Helpful Articles About Running A Business? Trial Balance Results How To Use Excel As A General Accounting Ledger General Ledger Vs Trial Balance: Use This, Not That Business How To Prepare A Trial Balance Example&hellip;<\/p>\n","protected":false},"author":4,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[1],"tags":[],"post_series":[],"_links":{"self":[{"href":"https:\/\/gibq-eg.com\/index.php?rest_route=\/wp\/v2\/posts\/69528"}],"collection":[{"href":"https:\/\/gibq-eg.com\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/gibq-eg.com\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/gibq-eg.com\/index.php?rest_route=\/wp\/v2\/users\/4"}],"replies":[{"embeddable":true,"href":"https:\/\/gibq-eg.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=69528"}],"version-history":[{"count":0,"href":"https:\/\/gibq-eg.com\/index.php?rest_route=\/wp\/v2\/posts\/69528\/revisions"}],"wp:attachment":[{"href":"https:\/\/gibq-eg.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=69528"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/gibq-eg.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=69528"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/gibq-eg.com\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=69528"},{"taxonomy":"post_series","embeddable":true,"href":"https:\/\/gibq-eg.com\/index.php?rest_route=%2Fwp%2Fv2%2Fpost_series&post=69528"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}