{"id":358,"date":"2024-04-24T16:14:24","date_gmt":"2024-04-24T16:14:24","guid":{"rendered":"https:\/\/dr-darijani.ir\/?p=358"},"modified":"2024-05-15T15:54:22","modified_gmt":"2024-05-15T15:54:22","slug":"2-3-modeling-revenue-costs-and-profit-mathematics","status":"publish","type":"post","link":"https:\/\/dr-darijani.ir\/?p=358","title":{"rendered":"2 3: Modeling Revenue, Costs, and Profit Mathematics LibreTexts"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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Zn9iJWuY2R0IkY15a4Mc4P04t0QuwiqDw3WZ\/w31o3npoufK+WZ5iN6wBmc22XKqwVtwttUK80skIqO1pfE4Nc7tI035AA8Oc6CcV53zDqCsl85XvF\/6orVXV9xr48TpuO8VrJLDbKWGR0VOJRHE5ldKXMJm9o4jZLAGdvyQ+miiPAOehnfUDyrwXHipovrYQ2SR11Nd7T4wdcaX4QAIfZj2QjHyd97u4+dNXp6Yc05H5C4Gw3LeXcWr8ezKsoXMvFBXUD6KZlRFK+IyOgeAY\/aCMShugAJBoAaVVsY40yvlD6oL1L2e28q5LhdggpsRlu36m5o6W410vxVH8HjbVFrnQxt\/Xi8RgOcSwdwAIIX8RVA4UzLN+GeozkPpm5E5au2VYnasNZn1kyTIqlk1xtVEJRBURVVSWhsga4mRrnjw1uyNEgQkOaLtgnJHEOa8Ucj9Q2XY3mud27Frpd86jaMavlJXOewyUUcjY3xygt9pEYoWMLWOBPjTg+li0XO87zDFswwnHcd4tuuTW3J7hPSXe70lVHHDYIWR97Z5mu8va47AAI12nyXFjH1R6mclzPH+oC8VPOXIfL3H\/DjbXQR4tkOAyvjt9NVuBFU+7SQxSPY\/wBqQIw9pZ2Dfvct45kzfILd1QdJOO4ryFdajGsnjyeS4GluThT3yKG1076aWoEREc428yNJBbt2wBtBbBFTbFWcg9YHLvLDLjzLmuB4JxrksuGWqz4dcG2ysrKymaDU1dVUhhlc1znAMY3tbrXrpxfarCMXlwvFbfi82S3vIXW+MxfGd6qRUV1SO4kOmkDWhzgDrfaPACDPovnnkXOd+5i5m5Pt2RXLqLt2M4FkM2KWOi4nsVW+L4RTACpqq2rgieZZXSEFkLj2NjDSWu7+53pq+o7qWoemTGsZukOQY3yBmXKdPxdZMkyfHX26vfbqh\/dBd5KORrQJDEfZnQI72uPkglB9A0VCOo\/j\/kzpxqOGqzEepnla9WvKeVMdsF9or\/fjUvqRK+R5dHMxsb4o3NikbJACYnh7dtHYNyxR5flzvqk1wwM5PdnYwOGm3YWc1khoW13xyyMVAhJ7BKYyW94AcR43pBZ9FVrh3OsjqutPqesWS5lcXY1itFiUtvo6y4PNDa2S2t0tRJFG8+zhDnAve4AbI2SdKr\/LvOFw4ww4dQfB\/KfUvmsVmutHLU33IYmnDLtSuqWwzReykZC1rH95YySCI6f2gH9+0Po1fuTsFxjOcX42vuQxUuS5oK02K3mKRzqwUkXtqghzWlrQyP5W3kb9Bs+Fj7jneY0fMVo46peLbrV41cbNPcqrL2VUbaOiqWSdraR0R+W57h8rYI+2boOAe5lROrDh6ly\/r36f6WXkbkC0jL6XJw99oyGWkfa\/glraR8XuYN0pl7dTdv7ICQfVSTQXzKrF9UNsHE8ebZJWYxb+D2VnwCsukssVTWsuzoPhkzCeyWpdG0AyuHcfPnygtaio\/wAFY7yX1q4Vc+fsl6heRsJprvd7hTYnYsPubbfS2mkppnwxuqo+wmqlc6NznCUgEHQDdjt0TP8AqV5luP1O\/kLMbll9TT8g8Z5wzEarIrTI+iFzko7pStNQ32JaAyWKUMe1p7XfLGgDoB9G0VHeX7Py90t5tw5yXH1E53mcmbZ9a8LyyzXypidaqlleJC6ajpWRtbR+zdG4tDSTrsBcQHd9x8xxmPM8XueLy3u82dlzp3U7q+zVz6Otpwf38MzPlRvHucPIQQ5wx1NZNzxmlY7BOGK93F1JXVtsZnVXeqeEVVTTba4w0GjK+F0g7Wydw+cgEOa2fl8v+ku\/VfTX9TeuXVNZMkym63WG23Cjo8fr7tLPY6SofeHU8U8VEPkxuD3Nc9zSC4GTZHdsS7yfxNzrw\/wFcOoy19WHIFz5DxqztyO501zroZsauAYwSVFKy3BgjijLe5sbmEP3rzsjtC8aKjHN\/InKnK3LXS1ZeMeR79x3TcxYxea65\/BZXOMFObfS1p1C79bdUMj9rHHI9hMbn9w1pXJwjF34ViNoxJ+SXvIHWmkjpTdL1VCpr6wtGvaTygN75D6l2htBnkVAuBsB5f6lqXmmW8dUPJuNU2J8nZJj+N09ju5iNO+KVkrX1Erw+WaBolhjZThzGMYx4A2\/bfwg6zeWXfU8uO+WPhM03IWd36LCWXSitYrJo5zV1MJrI6Rg1LOYaUlsYbp0zmgNIIaQ+gi1Wy8mYNkedZLxpZMhhq8lw+OjlvdAyOQOom1cZkp+5xaGEvY0uAaSQNEgbG6VYdnnJmG8ucdfWup+qbJrXfb7DaMzpOSMXrn2+OhnBabhFPLC0UjoZO1xawhhZvYAae78eBeB6Op6+uoCF3KvJ7Bh9ZiF1Y6PKp2uurpaP4QYLgR5qoGkeyZE7QbESweEH0FRRn1MXi7Y\/wBOHK1+sVxqrdcrbhF9rKKspZnRT008dBM+OSN7SCx7XNDg4EEEAg7VZ+NuE+bOU+mHE+YK\/q05Mt2e1mI0V2tZorqyKzwubStdA2qpnMJqi8Bpnkle4ve5zgQNNQXkRfNu58+c79QMHRzW4XyLX4LdOUqbLqHI5beCIJTSMihmqBTuPY6RrY6iWDuBEcj2kbA8y9njuRpua+OuiDD+ZcxtNqhxCoyzJ8vmrGTZHc6VlS6CKniq3x9rJDINue1ncGaA0AQ4LjKtmQdV+dXfkXKcE4B6eLpybBgdW23ZLdRkNJaKenrS0udTUwqATUyMHhw2wA+N6LS7SYRyH05dT\/HvBz+XszzjA+ZbZeqaFmSXH4ZdrHXUFMJnTw1mmyFjmva0NdstOyDsBVy4s4TqKHiHq3zqyc4cwWe6cc5pm\/xebZmlVSsrp6Gl9rFU1ojINTO9zR7SQkF4HqEH0o5G5QwniDBqzkbk6+xWCw21sPw2qkjkmbC6R7Y2t7Ymuc4l72t+SD5PzLbl82Or22XTN\/qVmEciZBm2UVF1ocZxurqgbtK6K7TVUlE2SSua4k1Lmkl7S87a8k+qvpxZxrBxVjT8Yps0zHKGPqn1Xw7Kr1JdKwFzWj2Ymk+V7Mdmw30BLj70HnsmeZfc+Wsl4\/r+LbrbcestBR1dBlktVG6kus0wJkgjiHy2mM+CSTsg7DQWF+9qr\/COYZbeOt\/qXxO6ZPdq2yY7TYh8UWuorpH0lAZ7aZJjDESWRF7\/AJTi0Ak+TtRR05ZTk1Py7arN1Wcucv4pzDV3etEWP1tSafDb7GHS+yhtwbE6nljEZjIHe2UvboF3oQvuijXi\/jLNMFzHkHI8n5cveX2\/L7wy42i1V8fbDj0Aa4GlgPe7bSXD0DBpjTouLnOkpAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERBEdRwKJuqim6mm5UWup8FdhTrKaHYc01zqoVIqPaDRBd29nYd+vcPRM\/wCBRnfUDxVzpJlRovrYQ3uNtqFD7T4wdcaX4OSZvaD2QjHytdju4+NtUuIgiOo4FE3VRTdTTcqLXU+Cuwp1lNDsOaa51UKkVHtBogu7ezsO\/XuHotCoekzkbjm+3p\/Tr1H1\/H+LZBcZ7tU41V41S3mlpKqY7lfROlcx1O1zvlezPewEnQ1oCzKIMTjFtu9mxy12m+5DNfrlR0kUFXdJ4I4JK2VrQHzOjiAYwuILi1oABOgAFXq\/dH2WM53z\/qI406gLvhuU5qy2wNhjssFbQQ09LRsp3R1FPM\/VT3uijka4GJ0ZBAJDnE2bRBXjCejrH7faOR5eVM8vWf5byvbH2XJcjqYoqOQUBidE2mo4YgWUsbQ8uDRvbtE7DQBosXQtyDWWjjbG8r6obre7NxNkFnvGM21+M01PA2nt7x7OGoMUofPL7JgibMXAMBefZuLiRcFEEAc1dPnMnLlbkdhpupqusHH2WUht9zxqPE6GpnZSvgENRFT1zyHxiUd7iXskLS89pAAC9N26VbHJnPAuUYzkktptfA9FcLbb7ZLS\/CXXCmqKGGkY10xe0xuY2Fri7tf3EnYHqp2RBXDK+lDKrdynf+XOnznW58Y3XMnRSZNQPslPebZcZo29rahtPM5nsZiN7e1x2fOvLu6ccJs+RY\/i9us2WZdLlF3poi2su8tFFSOq5C4kv9jEAyMaIAa3wAB6nZWeRBXXJulrL7XyZf8AlHp+50r+Na3MpYqnJLZLYqe8W2vqWN7fhLYJXMMM7h9s5r9OI2Wk73ns86bX8v8ACMPFPLvJV2yC+Ula27UeW0tHT26so7jHK6SnqIYoR7NhiD\/ZgaJLN7Pce4TYiD549WXFXK+HngO\/ctdQV05Eq4eaMYttDCLJS2ijhje6Z75pIYC4zVB9ixokc4BoMgaxve5WS5p6Y7xyDypYOdOLuXLhxvntktklhmuMFqguVPX2x8hkNPNTzENd2vc5zXb8E70S1pbMmRYjiuXxUUGWYxab3HbK2K5UTLjRR1Laari37KoiEgIZKzuPa8acNnRG1mEFb+MujS24PkHLF3ynky+ZpHzFZaS1X99yhZFWPeyGeGeUTRkMa17ajtZGyJgiaxrQXa2o6yb6n1yHl\/B03TtfurO+VGE0EMFPj9C3FqOM0scErXwNrJGPElY1jWloaHQjfY4glgV1UQQf1BdON25gyjAuSMK5PqsCznjqeufabvFaorlCYayEQ1MclNM5rXdzGgB3d8nbvBJBHpoen6ui6k7T1H3PO\/h1fQ8fMwWroPitsYqpBWGpdWiQS6jLnOI9kGEAHw73KZ0QVgHR9neD3nIx09dSV743xbLrhPdrnj4sFJdI6arn\/ZpKCWYtdSd2t9ungHyANN7fRnfQ9hN86TqzpQwXJKvHbZXVFPV1F6q6b4xq6moZVx1Ms8w74hJLK6PRdsAAjQ00NVl0QRH1EcC\/X7osDpP1VfETsGzq1Zqx\/wAB+FCrN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Oif8Awhvj86hqyLdHKZUmV6R8MxJ7Ny7G\/COf3JsP0p7vRQRH1E3YO\/Xccpnt+YTuafz6WatvURaZiG3aw1VKSdF0TxKB9J32nX4AVjGVanltr2fSvhN2rsxd1PnEx+CXd+5cgLAY\/m+L5O3Vnu8M0mtmIktkHz7YdHX060s9514KniYqjkvrN+3kURXaqiqJ74nbsiIvUwiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIOo16oCPXSaWm8ucgU\/GXH13y+YMdNSQ9lJE70lqHntjbr1I7iCdegBPuWVuibtcUU9ZnSK9dpsUTcrnURG5QN1b9QFRZTLxZhdaY6yaMC71cTtOhY4bEDSPIc5p24j0BAHknXbpv6WKK2UdJnnJttbUXGYNmobVMzbKZp8h8rT4dIR5DSNN94LvtdB6UeMqjk3Pa3kvLw+to7RU\/CC+bz8LuDz3gn5w3feR85Z7iQrz\/RpXudfjh9uMLH5T\/ynvmfBzHDMaeLXp4jlxunfwInpER3uAA0aHgKM4OoTj2o5RdxLHPXfG7ZXQCcwD4MZw0kxB2+7uGiPtdbGt7Xp5u5ctvDmHuyGppvhldUyimoKTv7fazEE7cfUNaASSB8w9SFQWDO8vps++vO21RfCnXR9b3mnf8DM7iS5m971o+ndvXv96g4bwycyiq5XyjUxHPW5bHGONxw+5Ratc53HajW9Q+nj2tkaWOAc0jRB8ghVQ6k+liilo6rPuMbcIKiEGa4WmBnyJWjyZIGj7VwHksA0R5ADhp038IcsUvMeEtymK3PoaiGodRVkBd3NbM1rXEsd++aWvafIB8ke7ZkHwfpWnYyL3Db3LlMTqY7p8ljkYuNxjGjfSY3E98KwdJPUDUZREzjPM64y3WliJtdXK7bqqJo26JxPkvaBsH1LQd+W7daAqiXVBxxV8Qck0HImGd1DRXSp+G07oRptJXMcHOYB6AOOngHx5cANNVwuMM5o+ScEtGZUgaz4fADNG07EU7SWys+fw9rgN+o0fetvidi3NNOZYj4NfWPCe9ocFyrtNVeBkzuujpPjHdLbURFUOiEREBERAREQEREBERAREQEREBERBwfRVi+qGftBx\/jyk\/mSKzp9FWL6oZ+0HH+PKT+ZIrPgn7xs\/wB0J8X5Wn6Ug9Jv7nbBfxb\/ALx6k67vuMdprZbRFFLXsp5HU0cp0x8waSxrtaOi7QPkeFGPSb+51wX8W\/7x6lvXyVBxCdZl2f6p++WF3ldn6VA855M4C5K4Uvdy5Nxm12vmNkdRRy01Fa5KauNyY9zYT3AbLTpnf3uOvlN9QArl8OMymPirEo81M\/x62z0gr\/b79r7b2Te72m\/Pf91v37WPuHCWE3Llyi5lqqaR17obebeyLtj9g75RLZnNLO4ytDi0O7vA0NeApB962c\/Ns37VNqzE63udzvU9OzTyjkkvXaa6Ypp+n\/BrxtUU6tMM5a4Z5Wj6lsEyG4VdFO+OGqMjjI2h9AKeRo13Uz9aA9A46JDi1zr179yx19slqySzV1gvlFHWW+4076Wqp5PtZYntLXNOvPkH1Hn5lDwzOnh9\/wBbNMVUzGpie+J6wwsXfU1bmNx3qD9O\/CeXdUGeVHOnNcktXYW1HdDDKC1lxkYfEMbf3tPGfB14JHb5PeR9BIYYaeJkEMbY442hrWNADWtHgAAeANe5eSxWS1Y1Z6LH7FRR0Vut0DKWlp4\/tYomNDWtG\/PgAeT5+dZDWlnxTiVfEbu9dmiOVNMdIh7fvTenwjujwdlw77U\/gXK4d9qfwKthDChHRl+655K\/va7\/AO0oFfcepVCOjL91zyV\/e13\/ANpQK+49Sr\/0k\/33\/Wn7obeZ8p9UOURFQNQREQEREBERAREQEREBERAREQcD0XG\/mRatn+a0mE2R1c\/UlTLuOmhJ8vfr8+h6k\/k9SFjVVFMTMoMjIt4lqb12dUxG5lxm\/INlwij9pWu9vWSNJgpIyO9\/0n5m\/OT+TZ8KvOW5\/kmYzONzrDHTb2ylhJETfm2N\/KP0nZ+bXosTcrldMiuklfXzSVVZVvG\/GySfAaAPQe4AfgCmTjzhOlp4o7xmMInncA6OhPlkfzd\/3R+j0H0+6uqruZdXZp5U\/rq+YZGdxL0syJsYnwbUde6NeMz+EIox\/Csnyc\/\/AGLaJp2b0ZTpkY+f5R8bHzA7+hb3QdPeRzDuuN4oqb6Iw6U\/l+1U8www00bYoImRsaAGtaAAAPQD5gv1B96nowrcR8Lm6DD9B8CzTHuiZrq+nUfYg+XpzrGt3HlcTnfM6jLf8vf\/APRa7d+Ds3trHS0kVNcGDzqCTT9fgeB5+gEqyW9p7llOHamOUabV70M4Vdp7NFM0z4xM\/jtTSoprjZ6z2VTBUUdVC4HteHRvYfcfOiD8xUnYHzdX218Vsy176ujOmtqwNyxf9bX24+n1\/wCspjyTELDldIaS80DJho9kg8SRk+9rh5H\/APd7VduQeOLng9X7QF1TbJHahqQNFp+5eB6H5j6H84GtVauY09uidx+urlcvhPEvRav3VhV9q33\/AOY8POFnKOtpbjSx1lFOyaGVoex7D3BwPoQQv3Va+KuSJ8RuDbXc5i+z1L9PBO\/g7j+\/H\/R+6H5R6ebIxyMljbKxwLXAEEHYIW7YvRep3HXvd3wPjVrjWP6yjlVHKY8J\/J+qIimXYiIgIiICIiAiIgIiICIiAiIgIiICIiAiIg4872qhdd+XP9pjeCwS6b2yXWpZv7Y7McR\/Jqb86t6ToKg\/VzPFc+f20FZO2OngpaKlc9ztNZG4l7iSfAA9oTtW\/A7cV5cVT\/xiZc96TXpt4M0R\/wApiFsen7C4sE4lx6zmER1M9K2uq\/k6cZph3uDvnLdhn4GhSNpaTTcy8QPLaaDkvFwQA0N+NYB+QfK\/zLbaG5W+6U7Ku3V1PVwP+1kgka9p\/AQdFV+RF2q5Ny5ExMzvnC1xKrFFqm1aqidREcphXLrhw68XzCrPk1sp5J4LDUy\/DGMBJZFK1o9oR8zSwAn3d2\/TZEf8WdU2BWXjy3cZZ\/gktTQU8JpJ5IGRzQzRlxIc+J\/b52dnRJJHcPJ0J95851oeFrfafhWMSXuS9PmjbF7cQxtjjDe8ucWu2f1xoDdefPka8wHy1XdLWU8V1WVYhR0Nryef2b6ajpQYahkxeO9j4Wns7QO7bgO3xsHet3uB\/wCbGos37czTM8pjunzcvxTVjNuZGNdiK4p+FTMdY5dNrXcdfqGdiFBPxxDQRWGoaZqYUUYZGdn5RI0CHbBDgfIIIPkLZteN+9Vm6FJbrJgV+iqDIbfHdR8G7vtQ8xMMgb9H2h185+kqzX0KkzbPufIrt73qerpeGZHurEou61uOkdPqRf1JYXFm\/Dt\/o\/Yh9VboDc6Q62WyQAvIb9Lmd7f\/ABKHuhDLXzW\/JMHqJNtppYrlStJ34eOyXXzAFkZ187irV1dPFV0k1LUMD45o3RvafeCNEL559NXIVh4n5Fud8yetfFQttNTSnsYXuleJI3NY0D1J7PGyAPeQNlWeBTVlYV6xEbmNTH+PYpOK104XE8fKmdRMTEz3ajx9r6JEjeygIO9KiGcdSHLvM+QMxbjOluNqpJXEQUltcfhcwH7+WVuiwa8kAhoB8l2trD3OXqg4GmpMhvlffaOmmkDQZ68V1JI717JGh72AkA63o62QfG1jRwS5qKa64iuelMzzSV+k1rtTVat1VUR1qiOT6EePRcLQeFOU6Pl7BaXKYYG01W17qWvp2kkRVDAC4Anz2kOa4b86cAfIK37Xoqe5aqtVzRXGpjk6CzeoyLcXbc7iY3DsiIsUwiIgIiICIiAiIgIiICIiDg+irF9UM\/aDj\/HlJ\/MkVnT6KsX1Qz9oOP8AHlJ\/MkVnwT942f7oT4vytP0oB465E60LLgljtnGOJVlVjMFDEKCZlmZMHtI27Tz5dp5cP8i2T67P1Q7+4Wu\/kCJWa6TR\/wDd1wb8W\/7x6lK53CktFuqrrXP9nT0cL6iZ+t9rGNLnH8wKt8zjNunKuW\/c1udVTG5jnPPrPmnryIiuY7ETz8FEvrs\/VDN\/2DV2\/wAQxJ9dn6oafH6hq7+QIlmX8m9R2T1jurnG8btrMJtNDUUsOPz3GVstVbo5XGapcwHs9oC13yvGhGNMeAC64GD5bbs7w+zZnaWyNo71Qw1sLZPtmB7A7tOveN6OvGwpMzNpw6YqqxrU906jep8J59WVyuLURM0RP4eSk312Pqh39w1d\/IES5+uz9UO\/uGr\/AOQIlffQTx8y0vfy1\/K2\/wD5R+6qfmR7FCDyz9UO9Dg1d\/IESfXZ+qHD1wau\/kCJXpvN4teP2qrvd7roKKgoYXT1FTO8NZFG0bLnE+AAFAfCPVbPzhyrfsUx7Cao4pb4BJS3obaWuBI3O1xAaJD9o0fLHadgguLNizxGb9uq9bw7fZp6zrkypvduJqi3Go68kJfXZ+qHf3DV\/wDIES4PLP1Q7XnBq\/8AkGJX40PmXDgO0\/gWv7+2v5W37GPuqn5kex88+geou9X1IZjVZBGYrpPZq+SuYW9pbOa6nMgLR4BDiRr3L6GjeyqEdGX7rnkr+9rv\/tKBX3PzJ6T1dvP7Wtbpp+55m87v1Q5REXPNQREQERa9nmY0XH+JXHMLlSz1NNbY2ySRQdve4Oe1o1sgerveUGwoq3\/Zw4B\/cjkH5of66fZw4B\/cjkH5of66CyCKt\/2cOAf3I5B+aH+un2cOAf3I5B+aH+ugsgirf9nDgH9yOQfmh\/rreeJOobGeYL1WWSyWS50UtFS\/CnvqvZ9rm94bodrid7cgldERAREQfm5waC7eg0bKqxyVl8mX5PUVTJCaOmJgpW+7sB8v\/C4+fwaHuU9crXw2HB7hPFJ2zVDBTRkHzt50SPpDe4\/kVbcZs0mQ3+gssRdurnbG4j1a3e3O\/IAT+RaGbXMzFqO9879Nc25duWuG2utWpnz3OohLXCHH7GwtzO7Qbe\/YoY3D7VvoZNfOfIHzDZ941M40vwpKaC30sVHTRiOGBjY42N9GtA0APzL9\/d6LbtW4tUxTDseE8Nt8Lxace3HTrPjPfLj6QV5rnWtt9BUVzmdwp4ny9oOu7Q3r\/IvFlWQQYvj9Zfaphe2mj2GA6LnEgNbv3bJA2q41V+z7kq6PpIJqqqfICRSU7+yFjfpGwAPIG3HfzlYXr\/qtU63MtHjXHrfC5izRTNdyqOUR96Y8G5dpM1vTrPFZpKQthdN7R0wcNAtGvT\/pKQgRvwdqrNw44z\/GaZ14mtk8LIGlz5aedrnRj3k9rtgfSPA963HiblO7Ou8GNZFVuq4Ko9lPPKdyRye5pPq4E+POyCR50obWTVuKLsamVNwj0mv0XacPitE011TymY1HPpH+U7fgXhu1qobzb5rbcads1PUMLHscPBH\/AND79jzvyvb9CfSVu631dvXTTcpmmqNxKpWb4nVYbkM9omJdEP12nkI+3jJOj+EaIP0g+5TFwXl77tZZMcrpO6ptgHstny6E+g\/8J8fgLV+\/O+NtumLNvUTNz2uQO2PUxuIDh+ftP4AVEXGF8dYc3ttQHERzyilmA9HNf8nz9AcQfyKsiPc9\/UdJ\/H8ny2KJ9GePxRROrdevZM6+yVq0XAOwD865Vm+qiIiAiIgIiICIiAiIgIiICIiAiIg4H4E8\/MnvWMv1+tOL2mqv1+r4aKgoozLPPK7TWNH+UknwAPJJAAJKRE1TqI5yxqqpoiaqp1EMl+FaznvIWK8bWCbI8tuTaWmj8MYPlSzya8Rxt9XOPzeg9SQASK+R9d2P\/Gd0imwet+L4o3m3TMqGmWd4+1EjSAIw71JBcW\/M73Q\/bbVyt1bZ++traj2VDTO7ZZy1wo7bAT9pG3fynkD033OI2SACRc4\/B7kT28r4FEc5n8Ic7lekNqqItYHw7kzqI1yjzlms06luYeYr2cY41oq+1UkxLYaS2BzqyVvp3yStG2j3\/J7QB6l2tr0450VcqZCfjHLb5brM+f5cglkdV1PcfUu7fkE\/+Mq2nGfFWHcU2Nlnxa3hj3AfCauQB1RUvH757tfmA0B7gPK3JZ18X9RHq8KiKafHW5lHa9H5ytXeJVzXVPdE6iFPajoHr2wl1JyfTyS68NktDmN3\/wBYTH\/MtFvPT51BcNTPyHFKmoqYoflPqbBVPLwB5+XFprnD5wGuAHr4V\/Dseh8IW79RsKKjjeV0uaqjwmE1z0awpjdndEx0mJlSHHeo3GuTrKeO+ou1Rz00jh7C900fZJTzDYD3saPkuGyO5g1rwWEElQ5S47gj+U\/1NVGUSNxMXJ8PxqHNDjSgntk3rWyAPOtbPp7ld3ljpe495RrHXrUtkvDzuWsomt1UH55YyNPP\/SGifeSAAoz+wJtPp9cqr3+LW\/pFa4nEsG3FU0zNHajpzmInxjlP67lFm8H4ndqppqpivszyq3qZjwlK3H\/JXT5itlocMw\/ObDS0lMOyKN9UGF7idlznv13OcTsneyT+AKVRPF7H4R7Rgi7e\/v2O3t1ve\/TSqDkfQhV0tpqKnGc8+G18TC6KmqaIRNmOvtPaB57SfcSCN+uh5EGWLIOYcmoIOE7HcrtUU8tS9jLQx\/ae4A90bnHRbG3tJLSQwHZI35WnHDMfM3csXd6+Nv71jPGsvh2rOVY1uNUxTPKZ8FoOaesOwYuJ8e42EF6urdskrz8qkp3eh7SD+uuH0HtHzny1QPw70zZxyxLFeri2Sy4\/I7vdXVEZ9pUNPk+xYdF2\/ujpo9xcR2qfOF+j7HsR9hkPI3we+Xdunsog3uo6Z3r5B\/ZXD5yA36DoOVkGtbG0MY0Na0eAPGgvKs+zw+ibODG5nrVPf9DO3wrI4rcjI4nOqY6UR3fTLUOOOKsL4stPxViVpZC54Hwirk06oqHfPI\/Wz+AaA34AUc9X2cYxYuK6\/ErlURTXW\/CJlFSeC8BsrXGZw\/etb2nRPqdAe\/Wb556gLBw9aTSQiK4ZJVxk0dB3eGA+BLLry1gPu9XEaGhtzav8U8Q5x1JZdU5xnFyqm2d0+624P8OqCP8A8CAa0AB8nYHaweACdBR4ONVVV7vy6pimJ3uesz5JOJZlFun3swaImqY1qOkR5pl6F7PcKPAL1d6lj2UtxueqbuGg8RsAc9vzgk9u\/naR7lZf1WOx+w2nGbRSWCxUMVFb6CJsMEEY01jR\/lJ95J2SSSSSSsiPpVZl3\/dN+q7rW5XXD8X3FjUWJneo+12REWu3REUV9S2RXzFuIrpesdulRb66Gelayogf2vaHTMDgD9IJCCVEXzb+vxzH98e+fxkp9fjmP7498\/jJQfSRF82\/r8cx\/fHvn8ZKfX45j++PfP4yUH0kRfNv6\/HMf3x75\/GSvpDESYmE+paP8yDuiIgIiIOD6KsX1Qz9oOP8eUn8yRWdPoqxfVDP2g4\/x5SfzJFZ8E\/eNn+6E+L8rT9KQek39ztgv4t\/3j1Jt7NsbZq916MQtwppTWGT7T2Pae\/u+jt3v6FGXSb+52wX8W\/7x6lappoKymlpKqJssU7HRyRvGw9hGiCPeCDpQ586zbsz86fvlhd+Vn6VMrfYeV+I+K6vNeD+RrDm3E1LDU3SGy3mhIlNCXPNRG1xaC7XyyQSzZDj27Ja61XGOQ2XLePccyXHbY22225W2nqKaiY1rW0zHRgiIBoAHb9r4AHjx4VXq7pc5Qocx+sljHIWR0XDd1ppbjVdscTvgpMp76BkhPfp3g712kPJLHEOJttjdgtWKWC3YzYqb4Pb7VSxUdLEDvsijYGtGz6nQ9T5JW9xW5ZropmmuKqpmZ3EanX9XSJq3+uaa\/VTNManczz+rz82TPjSqxyX1a5Xw7z6MR5Cw4UOCVULGUlwiDpJpAT8qrDh4c0E9rogO5oHcCdgOtPslaLy9w9h3NeJzYnmFIXM37WkqotCekmA0JI3EHR9xBBBHghaXDr2Pbu\/6qjdExqfGN98ecIrNVFNXw43EqccjciZ91tcjM4o4tE9vwW3TCSsrZGOa2VjXf8AlM48HWx+tQnRJ8u0ftLn8U8VYlw7h9Jh2H0PsqaAd0879GarmIAdLK4fbOOvwAAAAAAL8OIOHsN4VxOHE8QpC1gPtamql0Z6uYjRkkcANn3AAAAeAFvPuWzxLiVF+mMXFjs2aekd8z4z4yzvXoqiKLfKmPtdlw77U\/gXK4d9qfwKohrwoR0ZfuueSv72u\/8AtKBX3HqVQjoy\/dc8lf3td\/8AaUCvuPUq\/wDST\/ff9afuht5nyn1Q5REVA1BERAUddQNrud54dyW12e3VVfWT08Yip6aJ0sshEzCQ1rQSSACfA9ykVeO5XS22Whlud4uFNQUcABlqKmVsUUYJABc5xAaNkDz7yg+a\/wBaTlb72OW\/yLU\/1E+tJyt97HLf5Fqf6i+g\/wBdvin752J\/y1Tf10+u3xT987E\/5apv66D58fWk5W+9jlv8i1P9RPrScrfexy3+Ran+ovoP9dvin752J\/y1Tf10+u3xT987E\/5apv66D58fWk5W+9jlv8i1P9RT70d4TmeMZve6vJcQvdpgltXs45a6glgY93tmHtBe0AnQJ0POgrFfXb4p++dif8tU39dZGx5thuT1ElJjWXWW7TxM9pJFQ18U72M2B3FrHEgbIG\/TZQZxERAREQRF1E1TmWS10IP7LVOlP\/hYR\/8A5LS+CKJlTnIne3ZpKSSZp+ZxLWf5nFbZ1FwuNFZpx9qyWZp\/CWtI\/mla30\/yhuZVMRGi+hf\/AJJGePzKur55Ub8nzHP+H6VUU19ImnXs396xKIisX05p\/KtmrL7g9xorfG6SdrWTNjaNl\/Y4OIA95IB0PedKAsAzmpwW6yVsdEyqhqGiOaIntcdHwWu14IPzjR\/MRaSqrKOiiElbUxQNPvkeGj85WgXvjLAs6kmuNrq44qnvIlmoZWuaXnz8to2N+dnWifeVqX7NVVUV255w47j\/AAfIysqjNwa4i9TGtTPWOvJzbObcFvDDBXyz0BkHaW1MO2nfgjbS4fn0ulg4m48dUUt7stXLViCVs8MjKoPZ3NcCPTx6geFo174ByKhY+az3KnuAaCexwMLz9ABJaT+Ehahh+VXfBcgbMx0sUbJfZ1tM7engHTgWn0cPOj6g\/RsGKbtVNURfp+tTV8YybGRbo47jxPPlVrp598LYgaGguV0jcHsDwd7G9rurB9JidxuGKyehF0x640BGxUUssX52kKoMUr4JWTRO0+Nwc0\/MQdhXIuUzKa31M7z8mOJ7z+AAkqmirs7rS+a+nsRF6xVHXn9kwudRytqKaGdvo9gcPwEL9vQ6+ZeW1xOgt1LC\/wC2ZCxp\/CGher1KsI6Po9qZmiJnrp2REXqQREQEREBERAREQEREBERARF56uqhoqWasqZAyGCN0sjj+9a0Ek\/mCRG+UPJnXOXjv1\/tGM2iqv1+r4aK30UZlnnlOmsaP8pJPgAeSSAASVRLlTlTNupjN6TC8Lt9SLT7fVBQA9plI9aicjwNDZ8nTB85JJ6cscs5j1JZvRYViFLPHaX1PZbbf3Brp3AHc8x3rYaCdE6Y3fqe4m2XBnBlh4bsPs4hHW3ytY34wuHZ5cfX2ce\/LYwfd6k+T7gOgt2rfCLUXrsbuz0jw85cldvXfSC9OPYmYs0z8KfHyhCGZ9E5t\/HVNU4pcX12WULHTVjHO1FXbAJjjB+1LdaaT9t53rY7cN0u9QVPx9OOLs9gjoLc6pe2mrHxCJ1HOXfKjqPA+SXeO53lp8H5P2l2POlXXqW6aafkCCfN8IpY4ckhZ3VFO3TW3FoH5hKANB3o4eD7iMcbiMZlM42dO4qnlPhP5JMzhFWBVGZw2NTTGpp8YWIa5r2h7SHNPnY+ZdiPoVMOmvqTqcSqYeMOT6mSKgif8Goq2p219C8HXsJt+QwHwCfLD4PyftLmscHtD2kEEbBHvCrMzDuYVzsV9O6e6YXPDuI2uI2u3RymOsd8S7heesrKW30s1dW1EcFPTRulmlkcGsjY0bc5xPgAAEkn0C9Kx97tFDkNmr7Fc4va0dxppaSoYHFvdFI0tcNj02HHytSNbjfRv1b7M9nqjB\/VlwCx7mOzzZaSD22usI8fMRFo\/kT7LTp\/\/ALvXfyVW\/oVpDuhTjUuJZlWTNaSdAy050Pm37Lyn2CXG\/wDdXkv+Ep\/0SufVcK+fV+vqc56\/jvdbo9s\/m2HI+sTha12mprLJe6i9VrGH2NJDQzxGR2vAL5WNa0b9Tsn5gT4UGdImOXrNOZqzkergc2mtvwqqqJgCGOqagOaIx+R7zr3Bo36jcsUXQzxbBUxzVV\/yOrjYdmF9RC1r\/ocWxA6\/AQfpU64riON4RZocfxW0QW6gpweyKIHyT6uLj5c4+9xJJ95WVeViYliu1ibmauUzPgwt4PEM7Jov5+oiidxEd8sz+RQl1C9Rtp4noX2GyOhrspqY9xQE7ZSNI8SS69\/vaz1PqdDycb1GdTNDxpTz4lh00VZlEzNSP8PjtzSPDnD0dIR5aw+B6u8aDob4A6c71yrc\/rk8muq3WaeU1LWTvd7e6PJ2XOcTsRk+p3t3oPHyhhh4NFu37qzOVEdI75\/wk4jxO7du+4eH8656z3Ux+bw8JcD5Tztf5eQ+RKusNkmnMs9RK8ie5yA6LIz+9jGu0uGgAO1vkEtvLarVbbHbqe0WihhpKKkjbFBBC0NZG0eAAB6L9aOjpLfSw0NBTRU9PTsbFFFEwNZGxo0GgDwAB4AC\/f8AB71qZudXm18+VMdI7oWHDOF2uHUcudU9ZnrMuyIi0loIiICj3nXBL1yTxtcMSx+SkZW1UsD2OqZHMj0yRrjstBPoPHj1UhIgo19hZy7\/AG\/jf8cl\/RJ9hZy7\/b+N\/wAcl\/RK8qIKNfYWcu\/2\/jf8cl\/RJ9hZy7\/b+N\/xyX9Eryogo19hZy7\/AG\/jf8cl\/RK8UbS1jWn1AAXdEBERAREQcH0VYvqhn7Qcf48pP5kis6fRVi+qGftBx\/jyk\/mSKz4J+8bP90J8X5Wn6UCcb9c964pwKxcf0vGlPc4rRQxxtq3XF8Zl7x377RGQPL9ep9Fsv\/CV5H952l\/lZ\/6FWW6Tmtd064NsAn4t\/wB49StK+CnifNM5kccbS573HTWgDZJJ8Aa96t8ziPDqcm5TViRVMVTEz25jc76613p7l61FcxNG534qKf8ACV5F952l\/lZ\/6JB9UryMf+p2l\/lZ\/wCiW53PrDv7+QP1d2DDMkr+G7bA+319whtTS2Sr9pr4WyQjYjaO1oaXD1OwCQBa6y3e1ZFZ6G\/2apjqrfcaeOrpZmD5MsT2hzXDfuIIKzyruFiRTVdwojf9c8vKeXKfJ7cm3biJqt9fNR7\/AISvI\/vO0v8AKz\/0Sf8ACV5H952l\/lZ\/6JXw7Gf821Oxn\/Nhafvnwz+Tj\/7n8kXr7P8AD+1Q\/wD4SvI\/vO0v8rP\/AESH6pXkZ\/8AU7S\/ys\/9Er36Y3yWtACijC+pTizPuT7rxVjdykqbnbIy9lQ2PdNVuZv2rYng\/K7PGyQAfJaXAbUtvNwL1NVVGDuKY3MxXVyjz5M4uWqomYt9PNq3S\/1P3LqErr\/R3DCorGLLFTytdHWOm9r7UvBBBY3Wuz6d7Ugcmc+8TcRtEedZhSUdW5vcyhiDp6pwPofZMBcAfuiAPpUZdXvUdXcQWmjwjA2e2zXI26pQyP2jqOFzuwShmj3Pc7bY26IJDid9oa7TuEuhm0yQszrqAnqciyO4n4VNbpap5ige7z+vyA900m\/Xz2A7GnD5RjnDw66fd2TE27dXxaInczrrqZ6R5yx9XbmPW18onpEdWIx\/q\/6R8KyytyfE+MciorpchJHV3Knt1OHTNkeJH926jZBe0OPjex6KwfGXUzwzy1PHbsTzCAXOT0t1a11NUk63prX6EhA8nsLtLOQ8HcMQ0fwCLifEBT67TGbLTkH8O2efyqD+aehLAMoopr5xNE3E8jg\/XoYopHiiqHjyAWbJiOwNOZoD1LT6jz1nCs2rs3JronpFUzFUfX36N2Ls6ncT4ytT6hFU7pF6h8qvV6reB+YvbRZhZPaR0lRVfs1UyL9khkO\/lSsA2HgnvYC4klpc62BVRnYVzAvTZufTE90xPSY8mvctzaq7MuyIi1WAoy6lf2jsr\/vaL\/TxqTV4bxZ7VkFuns97t8FdRVIDZqedgeyQAggFp8HyAUHytRfSj6x\/D\/3tsf8A4iz+hPrH8P8A3tsf\/iLP6EHzXRfSj6x\/D\/3tsf8A4iz+hPrH8P8A3tsf\/iLP6EHzXVkOh3+z+\/8A4n\/30asx9Y\/h\/wC9tj\/8RZ\/QsrjfHuDYhVS1uLYpbLVUTR+ykkpKdsbns2D2kgeRsA6QbGiIgIiII351tT6\/CXVjAS6gqI5zr3tO2H8nyt\/kUN8X3plizi2VcriIpJDTye4aeC0E\/R3EE\/gVnbxbae8WurtdU3cVVE6J2vXRBHj86qLeLZV2O61NqrB2T0khjOvG9Hw4fQR5H0FV2XE27lN2HzP0ws14PELPErceHtpnf3Ljg7H4UHqtN4vzKPMMbikmkaa+kDYasb8lwHh\/4HAb\/OPcty349Vv01RXTEx3voeJk28yzTftzuJjaP+aMaqchxJ01DGZKi3SCpDGjbnsAIeB+Q7+nt0og4y5DdgtfO2pp5KigrNCZkbh3tcN6c0HwfBIP5PPhWfLQ4dpHgqOs14hxa8QVd1pKOalrhG+UClOhK8AnRZojZProAla96zVNcXKJ5w5njnBsq5lU8S4fVq5THOJ7\/wBdHmuHPWIxUrpaKCsqp9ENi9n2aP0k+76RtQnDT3LN8rLIIv8AjN1qi9zWglsfc4kn8DR5J+YLYsE4vuV\/vbqLIrXdbfRiJ0ntTA6PbgWgN25pHkE\/T4U8Yvg2NYjG5tlt7WSPGpJnkuld+En3fQPH0KGKLuTqbnKIUtnC4r6UTRcztU26Z6a1M\/UzsEYiiZGPRrQ0fk8L9UXBIA2VYPo8R2Y1DT+WL0yyYNcpO\/UlVH8FjHvJk+SdfSGlx\/Iq3Yva3XnIrba2t7xU1MbXfQ3uHcfyDZW783Zmy\/XtthoZe6ktbnCQtPh8\/ofw9o8fh7l7uAcYdWXioyeoi\/WqJphgJHrK4eSPwNOv\/EFWXf8Az34ojpH6l8t4rd9\/+PW8a1zoomIme7lO6p\/BPbBpjR8wC7Iis31SI1yEREBERAREQEREBERAREQEREBfm9jZGlj2hzXAggjYIPqCF+iIKQdRfTnceN7g7kzjNk8VpimFTPBTFwktkgdsSR68+z358eWH6Nal\/pt6kaTkyjixLLaiKmymmj+Q\/wANZcGAeXsHoHgeXNH4R42Gz1PDFURPhmibJHI0te1wBDmkaIIPgjXuVJuozpzuHG9wPJnGTKiK0xTCpngpi4SWyQO37SMjz7Pfnx5Yfo1q+x8i3xK1GLlTqqPi1fhLlMvEvcGvTmYUbon41P4wu6CfQFckgqAOm7qRpeTKOLEstqYqbKaaP5L\/AA1lxY0eXtHoHgeXNH4R42Gz8qfJx7mLcm3cjUx9rocPLtZtqL1mdxP2eUq69SvTTByDBPm+EUscOSws7qinbprbi0D8wlAGg70cPB9xEX8BdUk\/HlLJgnKLK6W30AMdHUCIuqKMtOjA9p0S0a0Pe0jt1rXbdr6FUzrS43wOlt0XIMVwp7XkVRK2E0oH\/KYGg53aPIexvnvPjWmnyWq34dk05dMYWVG4npPfE\/k5\/i+FcwKp4jhTFNUfGiekx+bfvsz+FP7eu38Qd\/Sg6z+FP7eu38nu\/pVdOmDhnGeXqu90+V265\/BaBkT4a2ln9kwSEkGJ22kE68jWiADv1CsCOifhv3y3\/wDjrf6ikyMbhmLcm1XNW48NIsLM41nWYv2oo1O+u4er7M\/hP+3rt\/J7v6U+zP4U\/t67fye7+leb7CXhv\/nb\/wDx1v8AUT7CXhv\/AJ2\/\/wAdb\/UWv\/6r+r7G1vj3hR9r0\/ZncKb\/APLrt\/J7v6VHXLPWtQ1dnms3FdFWxVc7Sx9zrI2s9i0+piZslzvpdoD5j6je\/sJuHP8Anb\/r+\/W\/1FsmH9LfDWG1sdzpcadcKuFwdFLcZjOGEehDDpm9+QS0kH0IWVNzhVn4cRVMx3TrTGu1xzIj1dVVFMT1mN7+pBPTp0x1mX1MXI\/KcE7rfM\/4TSUFSSZK9xO\/azb8+zJ8gHy\/1Pyft7mRRRwMbDFG1kTAGta0aDQPQAe4L9QAB6IVX5mbcza+3X07o7oW3DuG2uHW+xb5zPWZ6zLsiItRYiIiAiIgIiICIiAiIgIiICIiAiIg4PoqxfVDP2g4\/wAeUn8yRWdPoqxfVDP2g4\/x5SfzJFZ8E\/eNn+6E+L8rT9KQek39ztgv4t\/3j1Jt7tdPe7NX2are9sFfSy00pYdENe0tJB9x0VGXSb+52wX8W\/7x6k+7W2nvNqrLRWd3weup5KaXtOndj2lp0fcdFQ506zbs718Kfvljd+Vn6VOrZdeVOn3ims4y5I4hizPjGmiqqWTIbJcWNe63VLnue50QJfse0d8rbANj5XjuNqeM6bEqPj7HYMEJdjotlObWS5zt0xjBYSXHe+0je\/O1T82TqLxIP6KbNJjdbb7tbKqeiv0zJWvitEsr2yB48gPBLm67TruABI04XF49w+l4+wix4RRTvqILJQQ0LJnjRl7GBpeR6AkgnQ8DelY8X7Hq4qmY7VU7+DM6qjuqmN8p3+KbI12d7jczvl3tj9PAUJVnVlxja+apeF7vNPRVUQZAblO3spvhjtEU5J8jwW6efkknW\/QmbSBtVs6vumGj5ix6XM8UpWxZlaadxjDG6+MoWgn2Dter\/Xsd8\/yT4ILdDhlGJcv+rzJmKZjUTHdPdM+SKxFuqrs3Ok9\/gjTqn6nr1nF8PT\/wQ6evq7hMaC419CduqHnw6mgcPAaPPfJsDQIBADiZy6Y+nCzcCYoDUCGsym5xtddK9rdhvvEERPkRtPv8Fx+UdfJa3V+kHpgo+HsfizPK6RsuZXanaZA9u\/i2FwB9g3fo8+O93z\/JHgbdZT1HqrDiebZtW\/e\/B+TjrV31z4z5eEJb12mmPVWukdZ8VGOIaFvM\/XNmeY35railw6WpFFG\/5TBJTyNpYCAfA8B0g+Z4B9VanLud+IcBvL8czHPbXarlHG2V9NUOIcGOG2nwPQhVa6bKpvHvWfyVgl4Ip5L5NXPog\/wZD7cVMQH4YHud+RTryn0icUcwZdNm2WPvbbjPDFA4UtYI4+1g03QLSd6+lbPFIx5zKKMqaotRbp7OojpqPx2zvxRNyIubiNRrTL\/ZWdPH31rJ\/hHf1VnMM5x4m5Du7rDhWc227XBsLqg09O8lwjaQC7yPQFw\/Ooe\/4PTgP\/nsl\/lFv6NbpxJ0n8W8L5S\/L8PfeTXvpJKM\/C6tsrPZvc1x8BoO9sHna0b9vhEW5mxXXNWuW4jW\/NFVFjU9mZ2gHretw4s5q4950sDPYVU0wFb7Px7V9K+Mgu+cvikMZ+drAFeSN4kja8EEOaCD86pF9UIrhluZcccS2ZwlulXPJK6MeXNNTJHDB4+ksl\/MFdunjbDTxxM8CNga38AGlnxOe1w\/Fqr+NqqPqieX+Ht\/nZomevP2P2REVE1RERAREQEREBERAREQEREHXaiLm7AH3Kn\/AFW2iEuqaZnbVxtHmSMejte8t9\/zj8Cl3S4LQ4dr\/IPuWFy3F2maZV3E+HWuKY1WNe6T0nwnulUjEMtuWG3iO7W89wHyZ4XHTZo\/e0\/MfeD7j+Y2bxbL7LmFubX2moDvQSwu8Pid9y4e7\/Mfcop5O4cnp5Jb\/iNK58Ltvnoox8ph9dxj3j\/ojz82\/QRbZ73d8erm19orZaWoj8dzD6j3tc0+HfgIIVfRcrxKuxXG4\/XR85w+IZvojfnFy6ZqtTP6mPyXF3r8qep9VC+NdQMJY2DKbW5rx4NRS+Wn6Sw+R+Tf4At+oeUcCuDO+HJKSPfund7E\/mfpb1N+3X8WXfYfHuH51MVW7sRPhM6n2S2nwPQALn1WAfneGxgF+U2oA+n\/ABuPz\/lWAvPNWDWprhT18lfIP3lNGXf\/ALjpuvyrKq5RTHwpbN7ieFj09q5dpiPphvxOhsn0UTcq8swWqKXHcaqQ+ucCyeeM7FP7iAR6v93j0\/D6aPmHNGR5G19FbR8VUT9hwid3SuH0v1438wA+Ykhafj2N3jKLi222akfPK7Rc70bG37px9Gj\/AD+g2fC0r2XNfwLXf3\/k4jjPpZVmf6PhcTMzy3qfZEfi4x+xXHJrvBZ7bGZJ53eSfRjfe4n3ADz\/AP7Vq8Yx6jxay0tloR+t07NFx8F7j5Lj9JOysPx9x\/bsHt5awtnr5wPhFQR5P\/Rb8zfo\/KfdrbwCpsax6mNz1ld+jHAPeq1N698rV18o8PzdkRFtOsEREBERAREQEREBERAREQEREBERAX5TQxVET4ZomyRyNLXNcAWuBGiCD4I17l+qJ0JjakHUX053Hje4O5N4zZPFaYphUzwUxcJLZIHbEkevPs9+fHlh+jWpf6bepGk5Lo4sSy2oipsppo\/kP8NZcGAeXtHoHgeXNH4R42Gz1PDFURPhmibJHI0te1wBDmkaIIPgjXuVJuozpzuHG9wPJnGTKiK0xTCpngpi4SWyQO37SMjz7Pfnx5Yfo1q+x8i3xK1GNlTqqPi1fhLlMvEvcGvTmYUbon41P4wtFy5y5jPD+NPvl8l9tVTbZQUDHalqpfmH3LRsFziNAfOSAaY4vi\/I\/VhyRPe73VvioInAVdWGn2FDBskQQgnXdrehsknbnH1J\/HCMO5L6p87+Mcju1RLSUjY46+5SRgR08QHiOJoAb3u8kAADZLj793xw3DcewDHaXGMYoGUtBSN01o8ue4\/bPe71c4nySVnXVa4NbmiiYquz1nuiEVum96R3YuXImmxE8o76p8zDMMx\/AMepcZxmgZS0NK3TWjy57j9s97vVzifJJ\/8A+Z73+7afg9dLj0\/+pXPzVNczVVO5l1tFFNumKKI1EdHdEReMxERAREQEREBERAREQEREBERAREQEREBERAREQdR\/lUD9aPHmV8kcJ1Vow62vuNwoq6Cv+Cx\/ss0cYcHCMfvnAP2G+pAIGzoGeSPPhceD6qbFyKsS\/Tfojc0zE8\/Jnbrm3VFUdz51cf8AUH1bca4basFsfB0k1BZ4Pg8D6rGbm+Vze4nbi2RoJ273ALYvsves77w1N\/itdP0yvn2N9e0fmXHa0+oB\/Irq5xnEu1zXXi0zMzuZ3PWWzOTRM7miFDPsu+szfd9Yam36b\/UrdP0y5+y96zvvDU\/+K10\/TK+fYz7kJ2M+5Cx99sL+Up9svPdFv5kKGfZe9Z33hqf\/ABWun6ZPsves77w1P\/itdP0yvn2M+5CdjPuQnvthfylPtk9fb+ZChn2XnWd94am\/xWun6Zd6fq+6xhURuqeA45IQ9pkbHjNza4s35DSZSASPQkEA+4q+HYz7kJ2M+5H5l5PFcP8AlKfbJ6+38yFNeq3izJcjhxzqm4joLjR36109PV19G6mdHVtiaA+OV0JGy+PZZIwg7YB7mHcn9P8A1ccfcxWqlt11uNHYcsDQypttTKI2zyendTucdPaT57dl48gggBxnofh2FXbl\/oh4l5Prp79bGT4reKhxfLPbmtMEzz6vkgPyd78ksLCT5JJSzm4uZZjFztx2fi1RzmInumO+HlN23cp7F3lrpKxPeB52PzqJObupjjThS2Tm7XeG4X4MPway0crX1Ej9fJ79b9kzfq52vG9Bx8GvzegTlKnZ8V0fUPVNtgHaGCCoYO35vZCct9PdvS37i7oE4pwiuivOYV1VmVfC4PayribFRh489xgBJd+B73NPzLKnE4Vjz6y5fm5Ed0UzEz9c8oexbsUfCmrflENH6VOMsz5f5PrOqXlmnLBLI6Sx072FrZHlvY2RjT5EMcfyWb2S75W9t26640vyhiigjZBDG2NkbQ1rGjTWtA0AAPdpfqNeiruIZ1Wfd9ZMaiIiIiOkRHSEN67N2retR3Q7IiLRRCIiAiIgIiICIiAiIgIiICIiDqfI9VpOY8UYxlpdVuhNDXO8\/CYAAXH\/AKbfR34fX6Vu+vpXB8hY1UxXGqo3DWysOxm25tZFEVRPj+uSt194OzO1Pc63Rw3SEejoXBj9fSxxH5gStPq8XySgcW1lguEOve6mfr8h1oq4PgeulwWA+rQVqVYVE9OTj8n0FwrtXasVzT5dY\/P7VNmWu5yu7I7dUvd8zYnE\/wCZZm28d5tdn9tHjVaPmdNH7Jv4dv1v8ith7NvuY38ya19H4FjGDT3ygtegNiKt3b1Ux5Rr80IYz0+1D3NqMpubY2DyaelGyfoLyNfh0PwFS9Y8es+OUbaGzUEVNC3zpg8uPzknyT9JO1kk1v3Lat2aLXxYdTw7guFwuP8AT0anvmecz9bsiIpVuIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIC\/KWKOeN0UsYex4LXNcNhwPggg+CNL9UQY+02S0WKlFDZLVR2+mDi8Q0sDYmAn1Pa0AbXvA0uDo+9c62EmZmdyximKY1EacoiIyEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERARFwSB6nSDlF172fdt\/Onez7tv50edqHZF172fdt\/Onez7ofnQ3Dsi697Pu2\/nTvZ92386G4dkXXvZ92386d7Pu2\/nQ7UOyLr3s+7b+dO9n3Q\/OhuHZF172fdt\/Onez7tv50O1Dsi697fuh+ddkNxIiIj0REQEREBERAREQEREBERBFtZ1SdMtvrJ6Cv6i+MaaqppHQzwTZdb2Pie0kOY5pl20ggggjYPhZfDedOE+RLucf4+5iwfJ7o2F1QaGzZDSVtQImkBzzHFI53aC4AnWgSNnyqg\/VP+DOE8S6TsuzXFeHsJs2Qm5255u1vx6kp60ulrYxKfbsjD9uDj3HfnZ3vZVoKvBemrptsd65fo+MsEwansdumlr7vacdpaOdlKNFzA6CIPcHFrQGDZc7tABOkEsoqjVHWxy7R4b9ear6Nswj4pEAuDr0b\/AERu7LcR3fDHWoAuEYZ8o7l2G\/KPyflLMdXnMeVVnR3fOTeBbW6\/23Iccnqze6S+C2TWigkpnPFdHtpfLIw9o9k0sfsnyCCEFoUVcOiTO+Zcq4Ow6PkfiYWO2UWG2N1nvYyeK5T5A00jP198IYx1M97QyQh73HchBO2knA5R1m8mcXxW7M+a+la\/4XxzcK6CilyF+SUNZU2327+yKSsoovMLCS3uIkcW70R3aaQnrlfl3j3g\/CavkXlHIfiTHqGSGKorPgk9T2PleGMHs4GPeducBsNIG9nQ8rc1T76rD+4my38Y2n\/XYlcFBpmbcx8R8a1cFByNyrh+K1VRG2aGC932loZJIyXAPa2Z7S5pLHDYGiWke46yuJZ3hGf243jA8xseSUAIBqrRcIayEEjYHfE5w2R59VUXP8RxTNPqpuP2jMcYtV9oWcLOnbS3OjjqoRILtUgPDJA4BwDiAdbAJ+dYuixPj7BvqlWG2jpytdqtMFXiV1m5LttgY2Ohhhaxwo3yxRfrUUxqDFsaB0Wkjb9kL2Iq+591P5Ozku8cQ8A8MVnKWS4tBBPkr\/jyntFttBnBMML6qZr++dzQXezYw6HqdhwbmeGeow8zYtl\/xfgVdY+QcGnmt17w66VjGyU1wEbnwx\/CY2uY6GXt02ZrSCO4hpAGwmlFDvTt1IY\/z1wTS831FrdjEUYrW3m3VFQZnWqWlke2Vj39jC7TWh++wHThsA7C03COtOwXTpgd1S8jYRXYnZKusmhs1qp6r4wr7qz23sKb2TPZxfr00gcGx+QAA4v7dloWURVd+y+5Iwu+Y4\/qA6ZbtxziOW3Ons9vyH9UlJdBS1U+\/YMrqeFrXUocQAXdzw0nRI0tg5\/6sGcFcq4Fxa3jW6ZVWZ\/S3B1vFsqmipNZAGCKnbE5nYRI6QB0r5Y2RtDnHYGkFgkVduMOqnJr5zSOAua+FK3jTLblbX3iwA3uC7Ul2pY9+1DZ4WMDJWgOJj0dBrjvXb3bPRdQXwzqwuHTD+pHs+A4Q3Mvjz4fvv3Vx0\/wb4P7Px+yd3tPaH012+dgJiRQ7W9QXwPqwt\/TD+pHv+HYQ7Mvjz4frs1VyU\/wb4P7Pz+x93tPaD112+NnG8tdStzxPkWDhXiHiy4cl8gutwvNbbae5Q22itdCX9rZKusmDmxueftIwxziPOgC3uCdEULcEdRknLORZPxvmvHtwwHkLDBTyXjHqysjrGGnnbuKppqmIBlRC7RBcACDoEDYU0oCIiAiIgIiICIiAtPzjl7ifjGakg5K5PxLE5a9r30jL5e6agdUNYQHGMTPaXhpcASN62N+q3BafnHEPE\/J01JPyVxhiWWS0DXspH3yyU1e6na8guEZmY4sDi0Ega3ob9EGtfZY9LH\/ALS3FX+OVu\/TKTqWqprhTQ1tFURVFPURtlhmicHMkY4Atc1wOnAgggg6IVCOh7gHgnLMm6ioMq4TwK8xWPmG\/Wy2MuGN0dQKGjjkAjp4A+I+yiaPDWN00e4BTjmnVFdLZyPcOC+nPhCs5MyPEqWndfY6a609mtNjZI39Zp31UrXN9qWDYiYw6A1vbXhoWNRQpwL1L0XMWQZLx1k2CXjAuQ8NELr1jd0ljnLIpRuOennjPZUQnx8sAeo8aIJqzwvzX1XV3WrzNS1PBD7hUCDGoLnjk3IcTqbFqd1I0iSne6H2c5la4zOZGxhDiQSSSUH0RRRHy7yjzRiF9p7BxH053DkJ76NtZU3CbI6OzUEBc97RCJZg98kumdxaI9AOYS75R1+XTr1FW\/n2gySirMNumHZZhV0NnyTHrlIyWWhqe3uaWys+TLG4A9rwB3dpIGtEht\/H3LnHvKdXlFDgmQfGc+GXuoxy+N+CTw\/BLjAdSw7lY0P7T++YXMPuJWxXq+WXGbRWX\/I7xRWq12+F9RV11dUMgp6eJo258kjyGtaB5JJAHvKqd9T8\/ss6n\/8AvvyL\/ShSr1s\/uRuXv+yFy\/0LkGX+yx6WP\/aW4q\/xyt36ZShDNFURMnglbLFK0PY9hBa5pGwQR6g+uwqX9OGR9BP1g+LaDKr9wD+qT9SFkhuUFwqrN8O+HfAoRKyZrz7T23tO4ODh3d2wfO1NXLnUN9Yzkzj\/ABLK8JZBg2b1PxLFlkdxa2K13Qg+wpaimMYDY5AAGyiXQIcC0BvcQmtFDWHdQcnIfUBlvDuG4Y6usGB0kbMgyt1eWQw3WTyLdDCIj7aRrPlPd7RoYQWkb7e6Pq3rQyav5n5B4E464BuuX5dhlXTRU8dPeY6akqKaSmEr6mqqJohHRta57I2t3K+Qklo+SQgtMigvp+6nRzBlGUcX5tx1cuO+SMObFNdsbr6uOrBp5NdlTTVMYDJ4iSAXAAAub6hwKxea9UeXT8jX\/ivp74OruUb3h4hGSVTr7T2a2W6aVvcymFTM1\/tp+3y5jGEN3onYcGhYhFD3CvUbZuZcLya+x4tc8dyLCa2qtWSY1c3M+E2+tgb3FhezbZI3DyyVuw4b0NggQhh\/X7yXyTw9FzVxp0j32\/2C3U802QzDJaenbSGJzjLHRiSIS17mRgOcWxsb3EsaXFpQXQRQ5X9VHFdF00HqqdV1j8M+KWXRrWxN+Euc+QRNpu0u7RMZ3CLXdoP9+vK8PD\/M\/POf3+ghzvpcrMIxq7UTq2kvT8so69zB2B8bKimjY18T3hw0AXAHYJBGkE4ooL5a6lbnifIsHCvEPFlw5L5Bdbhea2209yhttFa6Ev7WyVdZMHNjc8\/aRhjnEedAFvd6eDupFvKF8yvj7PcEreO8+whkE97sNfXRVcTaWZhdFVU9XGAyeEgEFwDS06BA2NhNaKrnHPV5ynzK6izDiXpZvF94yuN0dbqXKKjKKKinnjZUGCSqZQSDvMLXtcSS8O013ydggWjQEREBERAREQEREGByzLbXh9pfdbm4loPZHG37aR\/uaB\/9fm8qvmS8t5jkMzxDcJLdSknsgpXFhA+l404n5\/IH0Bezm6\/zXbMprb7QmntbGwxjfjvIDnu18\/kD\/wAIUfKqyciqapppnUQ+R+k\/pJk38qrFx6ppopnXKdTMx1+pkDkN\/cduvdwJPvNTJ\/Snx\/ff4br\/AOMv\/pW84ZjtjvmBT0lZTwR3KuuL6aiq3MAcyUQte1hd6hp7XDXzn03pYWxWmnGG5lJX0DPhtvNFHG6RgL4XGZweASNgnWjr19FH6qvlO+sTPsjaonAzOzRV6zlVTNW9zy1Ha1PnyYD4\/vv8N1\/8Zf8A0p8f33+G6\/8AjL\/6V+tjxe\/5GX\/E9tkqGxHT3l7WMB+bueQN\/Rva7DE7+y+x45NbpIa+Ty2J7mt2ACS4OJ7SNA+d68aHlRRFeonmr6ac6qIqp7WpnUTz1P1vw+P77\/Ddf\/GX\/wBKfH99\/huv\/jL\/AOlZzkDA6vDLnK2Jjn20vZHBPJLG573GMOO2t0Ro93qB4A\/Ce\/G1NRTXC7z1tvp6wUdnqKmKOoiD2e0aWEbB\/CR+ArKKK5udiZ1LZpxcyMz3HcrmmrcxPOe7v82A+P77\/Ddf\/GX\/ANKfH99\/huv\/AIy\/+lbbaKm15pbL1TV2NW2iqKCgkrqesoYfYBjmfvXgeCHb\/wAh8E+Rr1uwnKbrS01bb7RLLBVskfFK17AC2N3a\/ZJGvPjR0T7tpVbrjU0zvb29jZdMU1WK6q6ZiZjW98p1O47nj+P77\/Ddf\/GX\/wBKfH99\/huv\/jL\/AOlfrY8Xv+Re0+Jra+obF4e\/uaxjT83c4gb+je11mxu+U94ZYai3Pir5HdrIpS1vcT6HZPbo\/PvX0rDVfXnpqxGbNMVfC1M6ieetunx\/ff4br\/4y\/wDpT4\/vv8N1\/wDGX\/0qW8gtOf2Ktjx\/BrfSx2qnhjYWl1Nuof2guLg89xJ9Pd6b+laNiPHNyyCa7Q1UT4zbIp2abNG0mrZrUZ2ftfJ2R48eqnqs1xVFMb2tMjhedbvU49ua5qmZidxMRuOc6nfNgqbK8mo5RLTZDcI3j5ql+j+Eb0fyqU+PubqqWritGZSMLZSGR1wAb2uPoJAPHn5wBr3jWyIhulrrbPWyW64xNjqIu3vaJGv1toI8tJB8Eei8qjovXLVXX6mrg8Zz+FX901TynnE71PjHNdNrg4bB2P8AOuQdlaJw3kUt+wynFS9z56CR1I9x\/fBoBaf\/AJXN8+8hb0rqiqK6YqjvfbsLKozcejIo6VREu6IiybYiIgIiICIiAiIgIiIKffVYf3E2W\/jG0\/67Etu+qJ8fZfyb0f5\/jGEQT1V0ZBS3EUcIJfVw01VFPLG0Dy53s43Oa0AlzmgAbOxPGV4biOe2SbGc5xWz5HZ6hzHzW+7UMVZTSOY4OaXRStcxxDgCCR4I2PKzaCq+Sdb\/AExVnTRWZ3RZ\/jsra\/H301Pi8VbG64msfTlrbcaQEyB4c4MI7dAfK326ctHxni3OOPfqTV047ya21jchp+Pr1Vz0UrD7eATuqatsLmk7DmRyhpb6gt1oEaVrYOGOH6bLTn1NxTh0WTF\/tDeo7FStr+\/e+74QGe03vzvu2txc0PBa4AgjRB9CEFWeDecbBb+gqyZbxhc7Xl+QYBxbQSz2ehqWzzQ11Nbe0QTxMJkYTLTyN0QCQx3bvSpf1G5hhvIXQsOQco6rMnzvkrMaK218uLUd\/ZFbqKf4TBLVwS2imDWtipmse32kzSBI1jgQXtX1RxDjPjfj+puNTgXH2NY1Pd3tluElotVPRurHt7i10xiY0yEd7tF2yO469SsVDwRwjBT3mkh4awaODI2ht5ibjtIG3JoeH6qWiPUw72td8vfkA+o2grH9Uy\/833cv\/gH+swK7CwGR4JhOY44cOy7DrHfLARGDarlb4amk1GQYx7GRpZppaC3x4IGtaWfQUL5v4d415w+qa49hfKuK0+QWVnDYrW0s8skbROy7VTWv3G5p2A9w1vXn0WU4kwuy9HPWvBwVgVO+g405ix2e8Wq3zSulNFfKHuM0cUsndI6M07S4tc8+ZBrQbo3FfhuIzZZHnkmLWd+TRUPxZHenUMRr2UfeX\/B21Hb7QRd7i7sB7dknWztLvhuI5Dd7RkF\/xWz3K6Y\/JJNaK2soYpqi3vkAD308j2l0JcGgEsIJAAPog+c2G4XjOO9UfOmCcydUHI\/Dl5vuWVGU2EWrI6WzW692uqJfE9slRC9sksQ1GQHg6boN2x+rTdLHDvDOFZZnvI3GHP8AkPKl4yV9DQZHcbpkdHdyyakjIga6SmiZqRscgbpxJDQAAPO5pzTjfjzkijit3IeBY7lFLC7ujgvVrgrY2O8HbWytcAdgeQPcvTimFYbgdsFkwbErNjtuae4UdpoIqSAHQGwyJrW70APT0QfN3m2pyjhPPucOkTC6eSnPUTdLVdML7O4RQvuswpbyND5IAEb\/AAC0NYAT40BLXX\/xJ+o\/po4rosQffqLD+JMtsNbdjYtC4Ulppo3wOrIHdrgJou9rg4scAXF7thp3ca54NhV6yO15leMOsldf7G2RtrutTb4payhDwQ8QTOaXxBwJBDSNg6KzckbJGOjkaHNcCHNI2CD6ghBQa78IdLPNOM2zH779UW5Kyi0ZLV0cdBbavke1SOrKt0o+DxtgdS95m9oBpnb3hw8gEHW9c\/gO+qLdLIcAR8X5efyi2SEKwtr4G4MsmQfqssvDGCW++CT2vxnS45RxVff917ZsYfv6d7WxXDDcQuuSWrMbpitnrL9YmzMtd1qKGKSroGzMLJRBM5pfEHtJa4NI7gdHYQVZ5+\/84x0sfi7MP9lyLD5nlmOcN\/VO7fmHJV7ocesObcUPsVpulwqG09I+uiuTJXwOmkIY1\/bGDon1ljHq8BW+uGG4hdcktWY3TFbPWX6xNmZa7rUUMUlXQNmYWSiCZzS+IPaS1waR3A6OwvyzLAMD5FtjbJyDhVhye3MkEraS822GthDx6ODJWuaD9OtoKbYzyVhvKX1U2kvWBXmG82q1cTVFmfcqQ+0pKiqjuLpZWwTDbJmsE7Guc0kB4c31aVo+Z4lY8a6+OU6bmDqGz\/iKk5EoLLc8UvNivcFoorqynpvg8tLUTzwyMMkTxqNvc3x3E7L2hX9tnHXH9kulDe7NguPUFxtlC610NZS2uCKelonP73U0T2tDmRF\/yixpDSfOt+V6MswjDM9thsedYjZcjtrndxo7tQRVkBdr1McrXN3r6EFeum\/hbhCxcyZByrgnU3lPLOXQ4\/Fj91N2yugvAo6Oads8PeKaFjmO7qd\/Z3O12uk0DsEWhWt4Zxxx7xzSSW\/j3BMeximmIdJBZrXBRRvI3oubExoJ8n1C2RAREQEREBERAREQEREFPvqfn9lnU\/8A99+Rf6ULX+nHP8Q6fupHqB4v5qya3YveMuzKbM7BcLzUspae62ypBMccM8hDHuhBDSzewe4AfJcG3HsGG4hiUt1qMVxSz2aW+V0lzub7fQxUzq6skO5KicsaDLK4+XPdtx95K8ea8a8d8kUkNv5EwDHMppadxfDBerVBXRxuPva2ZrgD4HkIKo8P32087\/VCcu5w4uqGXDBcPwGHCqq\/0RLqO73R9WKksilHyZmxxkAuaXAGOMg6cxx\/Li7L8UwT6pD1D0ObZLa7DPlNqxOWysuVWyn+MGx0EULxCXkB7hIe3tBJJ3oHRVybJYrHjNrp7HjVlobVbaVvZBR0NMyCCJvzNjYA1o+gALD5Nxjxtml2t1\/zHj3Gr7dLO9slurbnaaeqno3Nd3NdDJIxzoyHfKBaQQfPqgqZyfy1WZt1d5XwVyN1AVvDmDYdYKC5UIobnBZ6rJZ6hjXyyivmG2xQlxjMcRaSWuO\/kuIwf1OmfF6rqI6n6nCckv2Q2GWrxV1vu17q6irrK6E01b2zOmn\/AFyVjvto3nYdGWEEtIKudl3F3GfIFTR1ue8d4xklRbnd9HLd7RT1j6Z297jdKxxYd+8aXttWF4bYL3c8lsWJ2a3Xe9Mp47lcKSgihqa1kEfs4GzStaHSCNnyWBxIaPA0PCCrX1Pz+yzqf\/778i\/0oUq9bP7kbl7\/ALIXL\/QuUpWDDcQxKW61GK4pZ7NLfK6S53N9voYqZ1dWSHclROWNBllcfLnu24+8leq9WOy5NaKywZHZ6K62u4Qvp6uhrqdk9PUROGnMkjeC1zSPBBBB94QVN6apei+Hp84smySThVl+ZhtjdXurjaRWNrBQw+1Mpf8ALEvtN93d8ru3vysl165baMy44s3TVi1ot+UZlzPUR0NhgeRJDQUzHMlmu7y07ayBg72OB8u0QHBrgpb+xO6WP\/Zp4q\/xNt36FbnTce4DR5JT5nSYPYIMgpaBtqp7rHbIW1kVE07FMyYN72wg+kYIaPmQVd6ALq3i9mZ9IWb0dPR5\/gl2qrtLWBj2uyi3VcgfHd+55LpXkvbHIdntAiBO9hulcHcx8acZdffU7YeQsot+PS5LV48bbW3KVtPSPfT0UpfCZ3kMbI4ShzWEgvEb9A9pV26jBsJq8tpc+q8Psc2T0NM6jpb3Jb4XV8FO7u3EyoLfaNYe922hwB7j48lV04n6crq7qK6ksj5e42tF0wnkKuxyosbbqyjr6e4CkpalkznU5LywsdI0D2jGk72NjaDVeJb9ZedPqiOX8x8X18FxwzCOPYMMrr3QPD6O53SWsNT2Ryt+TMGR+C4FwBiZ7nNKhbinB8Vx3nXm7jTmTqt5J4gyerzq45NboLZk1LZbdfbbWakiq4zUQPEk+gQ8Nf4AaANseV9J8bxfGsNtEGP4jj1ssdrpgRBQ22kjpqeIH17Y4wGt8\/MFjc14y445JpoaPkTj7Gspp6ckxRXq1U9cyM+8tbMxwB8D0QQR0\/cP8O4DZeWs64o50v3KdXljWU2Q3S55BR3b2dbR00nawS00TAJPZ1LQ8OLjoRjxo71v6nQAPqdOHOAAJt+RE\/SfjOvCtLjuE4bh9lON4liNkslocCDQW6gipqchw07cUbWs8jwfHkLtjmG4jh2OQ4fiWK2eyWGmbIyG1W6hipqSNsj3PkDYY2hgDnPc5wA8lxJ2SdhS\/o0o+ILr9S8xOy88XC10WDXSK60F1nuVWKWBglv1UyImYkezcJXRlrtjtcAdjW14eIMyu3CvVPgPT7xF1FTcy8c5XbblLWWqsroLnWYhDSw98Enw6I\/sTzqNsb9ABugCXMJupQccceWrD2ceWrAsdo8Vja9rLHT2uCO3ta+QyOApgwRgOkc5xHb5cST5JK\/PC+LeMuNY5ouOuOcXxVlR+zNslop6Fsnv+UIWNDvPzoKD5niVjxrr45TpuYOobP8AiKk5EoLLc8UvNivcFoorqynpvg8tLUTzwyMMkTxqNvc3x3E7L2hTz09cPcC4tyzk\/MGI9UOS8p5LRY42x3uS9ZZQXdlBQSTCojMvweFhjO6Z5b3u0GmTx5BFjMswjDM9thsedYjZcjtrndxo7tQRVkBdr1McrXN3r6F5sP414649oprZgOAY3jVHUfs1PZ7VBRxSev2zYmtDvU+o96D56Z\/fcB6WaSy8ldEPUrSXm35DkNIyPiOK7092obp8Lm1KyiiDvbUZHdsn1DgGlw8MP0wWlWHhbhzFMgkyzF+JcNs98lJMlzoLDS09W8+8maNgedg+8rdUBERAREQEREBcH0K5RBVPlGjlos9vEUoI75hK0\/OHNa7x+fS1VWB5o48qMhpmZFZYDLXUjOyWFo+VNENkdo97gSdD1O\/HkAGv7mua4tcCCDog+CCFS5Nuq3cmZ6S+GeknDbvD8+ua4+DVMzE907nftbjFPLS8WQVFPIY5ocjEkb2+C0in2CPp2truFRRXvjrIstpDGyW6RUUdbE3x7Ophm0469wcHtI\/B58lRR8KqjTChNVL8GEntRD3ns79a7u3et68b1vXhcx11bDSzUUNZPHT1BBliZI4MkIOx3AHR0fPkeF7GR3a5a19etbZWeNRbp7FVO6Zo7P0TqYiY9qR7b8W1XG1pjjxSe+ClqZzWRU1W+J0chdtjntY0l3yNaJ9Na961\/M74a\/4mt8mL1FlbbonNjFRM6SR8TnAt8va06b2uA9fePctaorlcLbI6W3V9RSyOGnOgkdGdfhBBXWsrq24Te3r6uaqkA13zPc86\/CTtY1X+1Tr6I7u77Ud7jHrceLVManURPKnU9nXfrfc3HmCirW5vcLk6kmbSVPsPZTlh9m\/ULAdO9PUH3+5deKqgUtxvlSYI5vZWOqd7OVvcx+iw9pHvB9CPeFqU9zudVTx0lVcaqaCHXs45JnOYzQ14BOh48eF0payronPdR1U0BlYYnmN7ml7D6tOj5H0HwU9bHrfWRHmi98rdPEZzoidTMzrluJnr9USzlwzm6VltmtNJQ2210tSQaiOgp\/Ze116Bx8nQ+ZZrIK+qh4rxOhhncyKaWtfK1pI7y2U638+u4rQ1+0lbVy00VHLVzOp4CTFE57ixhJ2S0E6Gz58DysYvTqrtd8a+2EdHFLurnrJmZqp7MeUdqJ+rp3N3rqKtu\/Glgix+nkqW0lTUC4QwMLn+2c7cbnNHnXbvz7thflnokpcaxW1XMj42pqeY1DXH9cjic8eya7377fcfIWn0VyuNse6S319RSucO1xhmdGSPmJB2QvzmnmqZXT1Ez5ZHnbnvJc5x+ck+SVlN6Jp1rnMRHs\/\/ABPc4pbqtTEUz2qqaaZ58o7OucR4zr70l5a7fOFM4H\/85RfzGL8seY+fPM2poQXTVFJc4oowfL3mUaaB79+VH0t0uU1Y25TXGpfVtILZ3SuMjdaAIcTsEaHv8LqyvrY6v4wjrJ21RcX+2bK4Sdx3s9297Ozs72VnGTETvXftse\/lHrpudmdTXNWt90xrX0utTS1NFM6mq6eWCZmu6OVpa5uxsbB8jYO1+S\/Wpq6mtnfU1lTJPM8gukkeXOcQNDZJJPgaWUxbFrrlt1jtdqgLiSDJKR8iFvvc4+4fMPUnwFrRTNdWqVHRZqyr3q7ETM1TyjvTV0+0ksGJVdTI0htRWvMf0gNaCfzgj8ilHt87WNx2yUeO2als1E3UNKwMB97j6kn6SSSfpKyf0q9tUeroinwfeuFYk4OHbx6usRG\/p73KIikWIiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiDqW+PK1PJOMMOyaV1TX2wMqX+s8BMbyfnOvBP4QVty6kfMdLGaYqjVTXyMazlUdi\/RFUeExtFp6esSJ38a3cfR7SL9GuPsecS\/ha7\/4SP9GpU0mlH6i182Fb+z3C\/wCBT7EV\/Y84l\/C13\/wkf6NPsecS\/ha7\/wCEj\/RqVPKeU9Ra+bB+z3DP4MIr+x5xL+Frv\/hI\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width=\"253px\" alt=\"which of the following is the correct equation for profit?\"\/><\/p>\n<p><p>As such, before issuing dividends, you&#8217;ll need to calculate profit per share. For this, you&#8217;ll need to calculate the net profit and divide it by the number of outstanding shares. As such, you&#8217;ll have full visibility of your company&#8217;s financial <a href=\"https:\/\/minnesotadigest.com\/navigating-financial-growth-leveraging-bookkeeping-and-accounting-services-for-startups\/\">https:\/\/minnesotadigest.com\/navigating-financial-growth-leveraging-bookkeeping-and-accounting-services-for-startups\/<\/a> health. Beyond knowing how much is left after deducting expenses, calculating profits provides a lot of strategic insight. In the same vein, you may also have to spend money on something that&#8217;s not part of recurring expenditure.<\/p>\n<\/p>\n<p><h2>Advantages and Disadvantages of Economic Profit<\/h2>\n<\/p>\n<p><p>Also, the statement of retained earnings allows owners to analyse net income after accounting for dividend payouts. Owners should calculate the statement of retained earnings at the end of each accounting period, even if the amount of dividends issued was zero. When you divide your net income by your sales, you\u2019ll get your business&#8217;s profit margin. Your profit margin reports the net income earned on each dollar of sales. A high profit margin indicates a very healthy company, while a low profit margin could suggest that the business does not handle expenses well. Profit margins are used to determine how well&nbsp;a company\u2019s management is generating&nbsp;profits.<\/p>\n<\/p>\n<p><h2>How to calculate gross profit?<\/h2>\n<\/p>\n<p><div style='text-align:center'><iframe width='568' height='311' src='https:\/\/www.youtube.com\/embed\/TtgROXmNiXc' frameborder='0' alt='which of the following is the correct equation for profit?' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><p>Find a function for profit as a function of how many units we sell. We previously noted that a linear demand price function has a negative slope. If the slope of the demand curve is 0, the consumers have a fixed price they will pay for however much of the product is available. In this case the demand curve is a constant, so the revenue curve will be linear.<\/p>\n<\/p>\n<p><h2>How to calculate profit percentage<\/h2>\n<\/p>\n<p><p>It\u2019s helpful&nbsp;to compare the profit margins over multiple&nbsp;periods and with companies within the same industry. Never increase efficiency at the expense of your customers, employees, or product quality. You may find it easier to calculate your gross profit margin using computer software. Before you sit down at the computer to calculate your profit, you\u2019ll need some basic information, including <a href=\"https:\/\/stocktondaily.com\/navigating-financial-growth-leveraging-bookkeeping-and-accounting-services-for-startups\/\">Navigating Financial Growth: Leveraging Bookkeeping and Accounting Services for Startups<\/a> revenue and the cost of goods sold. Individuals starting their own business might use economic profit as a proxy for their first year of business (since they have given up some prior opportunity). With large entities, business managers can potentially look more intricately at gross, operating, and net profit versus economic profit at different phases of the business operations.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"256px\" alt=\"which of the following is the correct equation for profit?\"\/><\/p>\n<p><h2>What Is a Good Profit Margin?<\/h2>\n<\/p>\n<ul>\n<li>While the concept of profit is simple, there&#8217;s a lot more to it.<\/li>\n<li>As you calculate profit using the various formulas, you&#8217;ll have a clearer picture of how much you can allocate to investments.<\/li>\n<li>However, upon calculating operating profit, you may realize that the operating expenses are too high.<\/li>\n<li>Regardless of where the company sits, it\u2019s important for business owners to review their competition as well as their own annual profit margins to ensure they\u2019re on solid ground.<\/li>\n<li>The cost of goods sold is the most basic explicit cost used in analyzing per-unit costs.<\/li>\n<\/ul>\n<p><p>Explore additional training courses for small business owners. The&nbsp;break-even point tells you how much you need to sell to cover all of your costs and generate a profit of $0. When you buy in bulk, you pay less on average per item, which further decreases <a href=\"https:\/\/thecupertinodigest.com\/navigating-financial-growth-leveraging-bookkeeping-and-accounting-services-for-startupsas-a-startup-owner-you-know-that-the-accounting-often-receives-less-attention-than-immediate-priorities-produc\/\">https:\/\/thecupertinodigest.com\/navigating-financial-growth-leveraging-bookkeeping-and-accounting-services-for-startupsas-a-startup-owner-you-know-that-the-accounting-often-receives-less-attention-than-immediate-priorities-produc\/<\/a> expenses and increases the profit made on each sale. Having said that, you can use a scale of how a business is doing based on its profit margin. A profit margin of 20% indicates a company is profitable, while a margin of 10% is said to be average.<\/p>\n<\/p>\n<p><p>The accounting balance sheet formula makes sure your balance sheet stays balanced. So, a good net profit margin to aim for as a business owner or  manager is highly dependent on your specific industry. It\u2019s important to keep an eye on your competitors and compare your net profit margins accordingly. Additionally, it\u2019s important to review your own business\u2019s year-to-year profit margins to ensure that you are on solid financial footing. Is there software you can use to collect and organize customer information? Can you use tracking software to manage shipping data and customer notifications?<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"250px\" alt=\"which of the following is the correct equation for profit?\"\/><\/p>\n<p><h2>Are There Other Profit Margin Formulas?<\/h2>\n<\/p>\n<ul>\n<li>One key element for this is knowing how much you can spare for such investments and at what point.<\/li>\n<li>If you are a business owner, improving your profit margin is an important part of growing your company.<\/li>\n<li>Computers have increased the marginal product of professors and reduced the marginal product of secretaries, so the number of professors rose and the number of secretaries fell.<\/li>\n<li>Generally, opportunity cost will be the accounting profit that could have been achieved by making an alternative choice.<\/li>\n<\/ul>\n<p><p>On your balance sheet, these three components will show how your business is financially operating. Your assets include your valuable resources, while your liabilities include any debts or obligations you owe. If your assets are financed by debt, it\u2019ll be listed as a liability on your balance sheet. Assets financed by investors and common Inventory will be listed as shareholder\u2019s equity on your balance sheet. Regardless of where the company sits, it\u2019s important for business owners to review their competition as well as their own annual profit margins to ensure they\u2019re on solid ground. Companies can use this type of analysis to decide on production levels.<\/p>\n<\/p>\n<ul>\n<li>Particularly, underlying profit may be calculated by eliminating unusual one-time charges, due to their infrequency.<\/li>\n<li>We will obviously be interested in the spots where the profit function either crosses the axis or reaches a maximum.<\/li>\n<li>It&#8217;s the cost to an individual or company of not pursuing a particular business option.<\/li>\n<li>For our simple examples where cost is linear and revenue is quadratic, we expect the profit function to also be quadratic, and facing down.<\/li>\n<li>It is similar to gross profit margin, but it includes the carrying cost of inventory.<\/li>\n<\/ul>\n<p><p>All sorts of reverse calculations are possible, and you don&#8217;t have to start entering variables from the top. If you sell items over a period of time and want to know your monthly revenue, check out our sales calculator. Collectively, these benefits help you maximize&nbsp;business growth. By helping you to optimize business operations and enhance planning, you&#8217;ll be able to make the most out of the resources you  have. As such, calculating the different types of profit is essential.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>As such, before issuing dividends, you&#8217;ll need to calculate profit per share. For this, you&#8217;ll need to calculate the net profit and divide it by the number of outstanding shares. As such, you&#8217;ll have full visibility of your company&#8217;s financial https:\/\/minnesotadigest.com\/navigating-financial-growth-leveraging-bookkeeping-and-accounting-services-for-startups\/ health. Beyond knowing how much is left after deducting expenses, calculating profits provides a [&hellip;]<\/p>\n","protected":false},"author":32,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[13],"tags":[],"class_list":["post-358","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"_links":{"self":[{"href":"https:\/\/dr-darijani.ir\/index.php?rest_route=\/wp\/v2\/posts\/358","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/dr-darijani.ir\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/dr-darijani.ir\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/dr-darijani.ir\/index.php?rest_route=\/wp\/v2\/users\/32"}],"replies":[{"embeddable":true,"href":"https:\/\/dr-darijani.ir\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=358"}],"version-history":[{"count":1,"href":"https:\/\/dr-darijani.ir\/index.php?rest_route=\/wp\/v2\/posts\/358\/revisions"}],"predecessor-version":[{"id":359,"href":"https:\/\/dr-darijani.ir\/index.php?rest_route=\/wp\/v2\/posts\/358\/revisions\/359"}],"wp:attachment":[{"href":"https:\/\/dr-darijani.ir\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=358"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/dr-darijani.ir\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=358"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/dr-darijani.ir\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=358"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}