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)

**HOME BASED** ![](data:image/png;base64,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)**PROFESSIONAL SERVICES *Business Plan*** ![](data:image/png;base64,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)

**TABLE OF CONTENTS** ![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQH/2wBDAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQH/wAARCAOhAVcDASIAAhEBAxEB/8QAHQAAAgMBAQEBAQAAAAAAAAAAAAQFBgcIAwEJAv/EAGYQAAACBAoHBQUEBAoGBQsBCQMEAAEFEQYTFCExQVFhgfAkcZGhscHhBxUjNNElM0RU8RY1Q2QCRXSCCBJSU1VjZXWEoiZChZTC4jI2laXFFyJGVnJzkqS0tdLWJzdidobV5Ob0/8QAGwEBAQEAAwEBAAAAAAAAAAAAAAQFAQMGAgf/xAA+EQACAAMECAMECQMFAQEAAAAAAQQRMSFBUXECFGGBkaHB8AWx0VKS0uESIiQ0QqLC4vEDFYIyRGJyshNF/9oADAMBAAIRAxEAPwD8z0EEE/Fz9QBAerDmgi49WHNABBBBAF0EEEAEXj7t3VGEPxc/ykA+k/er1q4KT4cGAWL4+HSrhTRUi4w0T4E9a7bMKvVMPh52hDs0QuRYcp/ObNW+hVj0CpIdpMKmUTlAA+ktD5Slda6M0XJyuMN5gc8P4Hnd+qibjjINgZqnD5gcAfvJfxhs27U7lZuSnjMc8NKZQ1S0ntKfWvnVOtM8r1ad75eowbbDDlTP+JMGifmyjvWzFyV84MAMVaAAH3hI9lM09Snc30I+NBsiDNOZMSNfm9TlZqUiDSOEQT5gAfzBUnIic981E+1/JB8BBtgd5BGI+TSfPDbbeu2I8EUuARHVopSRHMrtfTYlog2cHUyzA44BYtKnKkmZ99yV5pOjTEn8y/fPbcgEACCBFR4+k/lPq/a5Sr6EXBbHdHjjsrvL8pLFX3zW7r1sRI4wvv8ASPm3W2zUelKkmAYHx0nHlxaUfBv11JoAr7NaTKbAsQYI92rd5u6fXSrnYpBsQaWzfcL0c15M3TNVNzxmnSYOd1McKQjyaUfKFFTbnrxXfWlPOQliApCAPo9S+eNNtS3oBDjA5XnYt1qlqReOdJwNJmoxf02YJHjHBxhVbbbJ57q6lqcpFxo8EXTs1PX9bJnvQCQ8H/E4/WjL0XG/9/YujCZW2u9GDg/44A8p+u2qixeyPGjwAo+guta9tV+aUAY/D89N19N1yMA/3qWs2K51pDg+MK+Z1Fe6bo6adJAYEcYLQSSpPPzvdrVfNSgD8sZXv5cqU4PfQ7b6p4DAkRvfnllpp5WSzRPO62hIeR+YWOXzRTyXrfSnvEjjeAP5da7eOVKQTkyCzVRXni2lLdlz81uSPGY7VjTGgykxUsocp1Ter6KZkXBJDgi+AOvXXXTYqifekwCA1aQJNJ553P8ATrYqdBQRxOP9wojJjBXVqov1XpMxIBwWIiHfOdKXV5U9JgFR4EEvHjykvVobrn53IxEkTgSi5cAyWMTz/P8ADFAI8I4AD4Ef4DtD+m3FdNmnsdsHmaKXPD+0v6YKG6MuevK0zAYnEhR4Okl6NE+nN6nPcp7kvDBhIBJe6mqBJy9Er/WeVzVz0Lnc8DqhjnPtKy+9SAHtBlk3nP6Tnno3KoWkwxxh2af9wW7vNfCL+AtufU5MPgG3okUurRu8CpzQzev1zOp6bhLABjJeIHXJny05K56q59mXAbATGjgi4A4C5RbP6VqttSYBaREYLwB8Slq+NC7brsnBhURBBLjjnpMYNTSubZ//AC7V1Sngw2ZTYNKMHm59moPyz4v2a04W1d9PnXB+Ds9c81ydsNE7nTb3vwtnOeedERz/AMz02c6XvUkgTGAGEiB9rsVqqrytMvgS3gGwEYiDxZpSXyZuWT9186ddOtNACBMRUf8AWzdPepPsFo8LP8VBI8EYetcmm9c1b0EAmEEEEnKARcerDmjCLoAIIIIAIIIugAi49WHNGAfiMEXODARW2z0QDP4bQk7mKxAAGkGvJzKp+j38quX2kDElZc1R5N3p/wBpn565r/rQm4NhnAHGyYao7jP5vdVlVqkydsCkQT5gcxJjLQo/YK+dOvDPKCvgjDii+ABJi8i8pUQvoXet9brJ0h2m0hwSvuNH/KHM7Vb6Uj2w2Ila5AwzP7Yb4zOdm9MvaQzVGFjx3lprlcZprtdKAMNJvAHBTHwxgrOU6OXPfYvWkOzQTxw147v8XuXmaaqhFzjNkfgDnpSYNT2vUq7PBNQYMQCQjwJTos5zQ799FKuqCgYfIwi5CInLVFKLtutKe048E1Hj+XNP0ux1bvoqlVSaB3bopg9H6PhNa+ih+GxM/bA0cF4GkyXzhR12crQTlhYDeAijAA6i5n5SV4v33pVmkCNpERJSxf8AKY35e+1JCDY0HDgUQeA0ibj9FORhvExxgvA+7/g5ZjssdQqt600AZucjwZRHl71SvNFNm1KuMMO73882rNK+dSWBpKHBpPP/AGSb6ULpSrix0/y92OFFNWCALA++VrXxT7HeKYcqf02830IA+9LjvzPg6+ampGBSccEYHppVnFy36kAImOKx4HlppZq9LnU2ORgEWJCMgDqnw2ZeutI8mNEiuVRlfOuq+iwDE/CWB8PN6v8ASfWtAPcFmgDFY98lUa+UdTnZvTwBJjjCxAE5j5X1qVm1GCZyRhGSI4Ep0zZTTZTbuSXGkI2ggDyYv82q5dP1qfrQCAjh42Ilyo/9jqfwfXi5AZmnhlLodLF+b1Ln6zJYO5yPxzVZsnW9W2zrSrWtJAmCwxnRABkyW/7NxfN9XoBVwSbVjYiT1Pf95TTuflyTHcI43jnpSzfyksrntzYlgGaUT4AABb8kuv1sc7Xqq4xw9Gq06TT/ACbuGXIAwMCADKJPypo13ISwcZb4j/dMzV17XLUi62kOD54eUvfu1Vqv4vcus4Ac9x7NMOvVdusysCwAjgRUfo1h3ZrwRcYYA5JwJQ52PCZIjx42IH//AO/By30TV8EWGGWCKXWPq1Z+iAXgGPAFLxA/0rzrrSwAwqapMIwAoczKDT+F9rrEz8mMP7gfy/5snmxVs7pqlg0RG+/o3rX6VcUFBcDjearScCOfMyc06un6P2IwDHxsfLixn5xRuqrcunhOlHiR/niu1aAw45Nd2H1o1VTOQTm8dlbYHY8IzB6PLd3ml+UllqszTYzp3ATbEcVj/wA5hwn1z8k/NeB5yOVIQB9JakxMobxosnToCBMPG4zDSiJ6UmWf8pTtms3TOTr1nb37p96q8Xy9TtAEYCKtdUuZU69fJ1iCZ8x4VMo4E8BqlptXDNGtBKdaWC5+hmSeHfbRrKCCCdRQCLowi6ACCCCACCCCAL//AEuc/wDMkec8qYvnWUXZm2xaTI3uV6lcExaHkNmUx1mGUAeLd8Gn0fAbtVqZ5QVeGDYAJhSEDy655J8/fmfgmDthpDscUwoiyp5pY6fOOytJ8ZsAHH6cWLTeblvtNy7sqSoQqa4AwpgAueLecnfQ/p1ScoKe2IVHmk4AcAzJ7sZtn0fRR5GOcF8cfR8d1c13okgcODyryMp/xlGX9K0Gb5poEVATzU5sXP6rQA0GXmJCRMtMwu7hu3roW9LwzXkyqgAAFFjBqo2c3+nolHJkzxw1EDnpNpipnutomfdemjjAgAhFwAAFaKT8293FdV01M6UA+scEYYVoePpGfXfty9saGflADpQp5K6f033JpEcBGrpLNCRzG9/DqqdKe0gY7363GLvj9XHW9NAnIdjggDSgfyxeR6125s3oyMTHOheBKd2bXYq1RwJOJCMD4nVTa3TK2JIKOADGvljFk9KpvrvoQCjNJmmAVmFV4Vz2/VEARhwfwMTb7KODtc6bAKMROBe4kzQ/pYp8fc7jgkd3bBwZZgA8BpHzZTja/UqdVFSAZQMoA4L4GjGKNc730b6Ocgx/NxA4D3crqVaty6rScZkHCSi8QPKTDtDn8g6vq+2atK94BMXQSP8Ai5ZOv14oAwcY5dmrj/h6ylE2zjRVaqHlgCgpEt1cj60q+jl3SAzTH/mNHmtrwda+qdI+OABFXQt3XGyh3oB9/wDfymhellLcar09yawNHWAPo73K0NWbfokfLIkX5ku/rXZruW6lGe8S9q0Av8cRBKx8RJi/5sngqjFSVZpN4AGbzJh+b6KFWa0iBhhzgserSTHKfHOCAzNPAe/0Yx1fdOrdVWgCAzePDC5xrqwrrT4C3jwylUyf4wpm62bijESsmFH1Pxr1ZmuSHj7t3VO3VViufqdGsPbz+IkI49o8epxeudWc3TAI0jFovklezC5VlqR4LSA9xNRZgpbscK1IDLPAi+OBo/GrVftoT7OKFoBaQBwK9dz81UVIxLAI0vLp5+e1801uKU+O/HiFR+OvM1KSAw0cVj51SVanWKnqXY7K0j1buf7ivWZXPl6F4BJx3jgNUz3evVr38nz0JISN9I5YzR8ZlTrK3qcmbkzg4PjgDvVrn+vqpLQTaUeF44H+KKUUO5W4J2HwTDv6jf0QGUOMEXj5Tor9EnsztvUpFxho73A+VLxfyReOiRdttdGFFM1M6CgZZo7nREpLSXyd7szYUpr40JBxu7+9aCrvaxSd1razsTFya4kWPAuwdXzrS8d5EBiBj4md8kU/fVNwTPB0dBduM79NommdCBRY0c/S/RWbLGnd3P8A0P0lO/SUpT53/ovVtvWgnPAxc8dKgClx/AC0ZSzSq/0HfpX2TK12IIk8O+2js1dbOP7tq4n60oujCCaBli6CERfv6IIAIvH3buqMIIAIujCR7ROd2lTA/wArqy58z0Ay7tI7QiMGwe6gB/aHxhsp8By+0TvSdOQGkDIzUuA7yMmDU+lnHyCuil2+1NobwzDAKrbjVAMmpUclrHlftLvCvvpauC6b0zdpNKJ8eIeXM/Nzq+tb/omOUGfjHDoxVXwxenyb9my2m9yU9sDF9IAHHtu9cFLSYbDSHGFMKzUrjW9z10JT3gDeOO6mbh6z5WKBdmnFAmjA4Cvg6VZtuXVqQJgxoSxwNGkpx3nVd2ZuxRAb3K9SuCPsxpSPQYgs0pU+WSvOyZS3ruSgGkMdmkNIHtzRre/6IHBokWIAMTcqMLa38WBhgASsnIgFixd8tWVlmp18/VK+MMAML8spWbNetVyAMR0sCiNhTC6d1LqkDg0cV8f7w1ULp+iR44A5MUxEDltnn87psfgw0dKAPiPjHOy67VrTQJzwBGIzR+jTZ6Y1IvIxyfjkdJL/ALZx3UVqsSPiR42bSi659mXL1pHjDDgi+APg+ibe7N4FgGAAGCXH6MZVWbOZue71SvjM0AEWPHGtrpoVn1SPGbx78eTGal5vw3uRcZvHhgoiQlv8Iqi52V8wA48Hx4+r4vM3V06kjxhh6Yiz4PDPVA4cPfzBZ2XW1OfvfXDjAnhgjEePo9Lrt9s9yAHecR4DuteaUjpYN/ML3+qeH4uf5SH7R+9lWNGNaCckI78fH+Nuc/OqpBUeMuceejrv6Wss0ms4LER8mLedlZvNNK1rvfU5PjSGABFiCL5P+bV59U1lzkAjwTgwPjgDvzbavGdSSHfB4YGIH0ktvsW611EyuaR4MfG+4odTW9U1tF68VJIRLVHx+nKy+ZKALxw4z4j1zxdPOkfEjg0zryrq/wBEsAJMeN8fSTH5T66t1SMHGaOTC8cctnN69q3jnV3t5/CV8mCAML49NmzbtrfYloGGHJg+BpJeqnuz0evDXSlfGBA/nzOV1ap3W3owzRomUR+kl6FzrmuzXa9BwSAxwDRwJDM/4SyflSq5U1KAHdUbo/v3b3cdd9aQxwaOFMfL81qfO/gn0mDHYeq+KCgkPABC8ACTOoNrm4XuW+ipI+O8XxhzJmnB1Nl6WCJdKIjzBWxVU/Rd1iR5wmACGXHI+XNbMrWrWk4DvKJnprfqqrsp3zPR+WD/AIA65O7yn0X9VXpWBljg/s+zOapkYjlyWImfjqzlSUE4xEntIiJS+Zckfl7r13qdQkgCMe9+o8Wnt5TVzu9HpHjDDujgB/TdtW/ZQkgDEDeOPnVO6692tJygnyjXbrOEWKXVo61OVVOtTqud9b0EhyhwAERawHrmXXto179gg5m8X3/C4H7ooIwi6DOF0XHqw5owPVhzQQBdBGEIi/f0QUC49WHNMn7VGkOEwS5EjKZQ1DjLJeli8ZuCagN733Fdd/Fy9TkzeGw3il5cXq8pX3rZ1p4pFEu1Sd/RFcMk25q/oczt4Y+CwVMNq+XNNj2ObxXfhc7BM3b3epMIBURJi/5T7rsfu4ppHaoNLO8CMf5XTDl75n4TumTH448KUiADxky0JHphR69PrpV6b5lyHwZ+M0461XCfHXPjTOkOMc/r9+1XNTsK1peO7SIwseeALFi7vNu9Jp+tikq5wmypUYBAHeXrpVbmi65BQV/xxv2fFdG7klgZoPi79Ee9W6am9VyQww0cK5Wja71Vrm9LktMGwRxhS7v901T65rrkoBaAY8Hu+yizO2afUi4wIGj/AC5vVfmmbeloaQP4Cs2U7FqclfGjyYseOMWMlzXxa3L9FzV3IJxcZcSKYAH0n5M2bmxe5d/1ekcMcVFx4DqMqqxvU6ZJE4CXivcZ34pDyyRij1aruNeadAHzwBhS/j1Ou1zz5XSiAxMDSM3q28difRhgNHHAe6sprer630p/MsI/j2ZnfRsnqQUCAIAE0QBjI5qtr+OKMSNejx8xj4IpNOr1pzTDjHB5VERD7bFV5VTqciByEh4EXwC5ZT6cvVscpBOTxxmgE9OPeYV64ZxSsDAnjgvgALVqfZnLkYBhJ4qh2qAtpGObtT+G1I843h2l4AAEmL/KFK7qnVT+jlgeAwJEHwANJMfN/S/fqSG8LP8AFRgFfmAH4L29VLdjUhIwIrR6VVcpte5KCcXArx5JIAV48kj4kcH8B75rJ+jrkEFBIRLgvAHUufGmuatGAQY5w448mLlfm347cNU6R8cAC+I9M8HzzIDDHhncFba802oOhKbSxci0AjSMqY7qH80/S/1leq3ZXqWkOCTHBFlA405r846q1Vlf0TwZoI7SMlyIEmMjmqHW3L+r75k0/wCwY4IUeOP/AISRurq5/RJzTUPNJyqp1/cZP7kUwYAHzi5T8uekgTB7y9xo7Q+Crl9eM6r0uByCsT+BV8nR6LfbilXGJmCZqcen5TdNy9E4msV3/K4k2qvby9dq4gCTAiljnvu815z8hm1986LjE+7T5cAw+TGpyZv5+jOuxaXBpRBxny4Dy7U85+QanS7ilXJjSwJbKHdKCr5GUNr3ZpUlJ8DHjy/wfMVU477J8Hp7nAY4qocACaWUcn6nrdtpT6CCANWZWX30qtumxdQkx5OUGJv8XY7e6996Tgp4QEf4A/8A82qzapzl5qXH8EUxHganZ+r5nvmmBiYDS/H0jB3PZSgDHg+AeAlJeiyba6hAKuEMBFeOBNmmmel+3URw5MX39uvLqKtqnWgZgxyjEhVKXv0Q3wufzsekPIzwIJcAdlGbFSu2nfhVQnbrKwXP0OjV9Lbz+EBjjlvB/RWB+ZfTOv8A83UvM6kEkAWaOcC8CUlnLfSqdT59qCdR3n7wIIID1Yc0GeLoujCCCgjx6sOaEfdu6oD1Yc0jzjwSpjU7c+2qbqgGfwwhUeJmi7KZX3g1PJyQkvQJ6JrOj1V4OcKDs0+0Dw7cMttsSORHP6MWv+hWHVfNvTaCZwD7bmCA6/KsbZ36/NT0w+FTeIgmmhIZN5yc5VNO9ddF7+KY5oFfBZoDSk549Ji3ejH7lbBTL7pqr0z8YmXBajYMEZi8svcQ+vrS5JAlCqJPmAB5y5p51Vcgv+jtqU9vNgcYYx4+jyxUtkmvNG16AMQkiImbzCvmycx++/HChM3GiASpgfy1GbLLrpkBjg9XmPymbFrxU5CWRxDWc4TzrdV60V0Ar8dHCxAF82y270TSINjd2imPhpKtdluZuaU8EGOGn0lz5n7NWuZdkyk0hkEx5KYAiNG+LVqn6bLEnBIDDRy48DL5308l21pDnBvMRDlFzWm6XVrepVtiuD7CMTkYpebRzS3EzeNfNV9CkhjhOO9/Q6/k+f1Sg5k8H3/K4kecGAUE9/wd/Nd30mSrtgmPKjEeAZk+bPo6lJeRnrtvVGdOOBVxG/6KXlaDgp4MeC/Xa9znWV66dqMLB9/EAXes21S96WgZmgE/fjza6p3VK3XJHnPGo0aiRv5bbnYLQCrj/ExF7+u+i56V8YECO15qn4LS4eACEYWBs1X0qUlXG8W6jdt5poAr4zv8N9Mq/wBalF4oGzcv0SYGB8LDhy3rpSPHqw5oJxeJisb80uvo2kcPG+/n13utt3IxHRuF2aH3U7CJ/wB5d5St+ceKUAYOAjxRd4CqFUJD+59+A761bvVyMSMcb3HOz0nSQkdMevHbSpatdVs9SAQ8d43uN/8A/FRmutyAwOjFx6bp842JIDrABV7hV2edFdC0hxhvMZ1TL3bLUE5qHZKzQDsI9RPGm7kqatybwNCUiUbxgiOBOVn3eic/9mLSHZsLSBiZZd+mTKvzdZQmwQwZsjbPfkf7PNecmppo4L5pHE39+ybnh33RTr9WtaaM+ddpsEjZTeK453KrqrTH4SdmI43jkdt9NlVb6L0vDHhhA5gkC447VlLQW/RCmZvXYkwD2hgHApQABgav5u3qTLm8X3/C4GnJYLh3guBzOCxx2aM0GGeLyaVeTN/2puVNeu1b6Ez9sMc8zTUeO8sXNWr3TLU6l25bp07QaTNZUNiBgCQyZoFSb6Kd/RUyk53hIDLGAYAPAe0GW/dynr1OTUhonHba93dcJYGZEw2GxS490xniU8mclnvx5S0V+cV8/RXXfMt29FxgcrzsW61S1JXwRokUuOAOu5WVWzKelolgAwTh3SfM9anP3VJ2GWR8T+PH/wD+duVZyReWDhLV9N8+2mlSMLBifceXtXs1OzQ93gN7lepXBBQfARRxl2Pp12Z2KSfBbB4ELwB/96x53bEqETEhUzfB5ufWhGjW71eqCcvC2wdjF/xiLOMjun0N8zp75lbUEo8ev+eK7P0kE69Xfb/dsQP3wll/+VCWX/5Up0sMWK29UJYYsVt6p2E5aZZf/lReWX/5Ur8aNbvV6oRo1u9XqgEwMNledin2rWtI84PGhGM35wxj0YG/mH6Rg93rwfW9M85h67+uic/tJs/ZtvGI8CUl+6GoSbGDu4lVcHrTl8ZmnmlKDw5hXeHxleN65qHJ1x2qM2JKmG4R+8CvrhRfO+ZOZwWOeJilwGrKZRMdOFDbl8VVbHzUpnl5n50nIzRePHkxj5Sej62pXjgzv2d2ubCh+KTDeBVGmPH6+nV1SVCO/r8//AlACWxIvv8AXZjrnpd6ANX8/LF2fWjFPg3vl61cUZJgx2HqvigJToWBgs2ONcXuzvcud6bgx2PI/HHU9RU4qq3ZNmdIeBLH8Jn/ADFHXGxXonQBNggASiPAlJc069zvWleXzlih6NLb39Yx8FmgOMER9KLyyWk5Jups165lvSvnCcd7iTbsd7saU6IJwUABFcAPJs4LmopdU+lI87A8AYWPHALPp12X66LKEFclgu/4XA5v+zZ4aUOALLoqe67ltepPn2VPEvljNsk15WrbOnQI0FYkXy9PyjpqKXXoDMccWTgD2K83bNhU598751pzrD28/iPnVViufqcvnINnienrlNu76fRK+cZo8UY+YXXfbM6zkqxOqDjAHBCMcX388roSjjMciKryBmTz2rzlUy076DVViufqczjExwQiwDqcc2bdaR4wKoov9fSqd9WtOiDkGy4wpgCleX2ZWtaZ+0YHjhSgADzGxe3ZVYliiKJPZ39Um1bZ37xk4wOV52LdapakhxgcrzsW61S1JeDjHGAW8cDerPLCiP7mjpnv3Pfmial1aVzWPdnquJPq2zv3ijxPi5fTrdTXuckgCNnO9T71LS4AsEDFSp84z7pkYGYAEa6I0h3lCmyZacjVtnfvFP7yiXPA0ijevM9VCLjHBxrSxf1oWtVy+SXj7NgAvMD+Yq1Krq+l6V84zaNj87Z8F0IIynj1Yc0XiL9/RLAMTjnxBd997umtGAWaOCN4+fWynUlBOWiBJNSmoXH5zuWrONidLgjETjPiBwFa84vuwTEINgyPx6DBqbpXb9E0gnKBl28enR67EnNyGsld6fWKs0oHsqVLkI8mLq22XWX8U+grIsf349vHODr0YhUxzxMIse0mTrmOVqvxoXYtSUAmCebDUZ5EFSpQa2rzmadM81DoeDbYAaTZZ8hH0hZPTNezVTqSnthjgHG9DACI0c0TqWvfY5LxBtmkoHhmB4jSPm3LxdmqlI8mNLPtCeH8ut+a7JquCgOLhgHBGAAADOinHnCavgHu+ldqTLHGju8CL/NE1SPbTY7jNagcGABhG2HPKmCpzzf1tXMi4IwEqLjmJpL8WTXVPlTqlpoHlw8cEroI6zM/k/kNU80+VKRdY0c/5ebRPXl6uUgMFpUeAeLZmptzYpGJGB+A+Tq3OflXNdAEd44IVUnXm/px8I+7d1SQjhwQoiqbL10u24IEwY7xx3/sk9HpRqvcgC4T/wAamt1tdGG+5BGDhv8ARWLHfpkS38RanFav/NW/+Nc9y1zXr1IIB+3CCCCCcEEYReIv39EAPe5c5222+nZHthsgM1ZcCIMmYQGX9zskp95n18L1uuqRgY5IwvAL6R8G6rNeqxF2OS7nCaB5rDlvtAad3wbtmd3L1VO6lSZUTVZ9EVwtXn0Zn7YY54EUuehU1dJXQUKfdrB26lYzJyu2GxLBWw1Ry5kzKvJSv+i7+CtlSdMdpAwAzGMR65TKvJr1rze5OR4SNJwqwANK3bfXipafB2mftI3HDPURwlj6bV35pSrjDLfXKM7uLprrA0/9XNiV+Iv39EAAY8b39G3HdXuelwYJOJf8wu5eE2KsHUJWCfvV61cFJdWD70tmxPuJuz6Ishru/aOgYEg2PlDt3NWZk6BJk3FS6ohcnK2LoUute1MfgTV+xq/4U3AnV+8khoxNFl1QDV+Zq1fTmi49WHNJD8LP8lI8YHzGdU69221B1EeMCA/3E02vNKuVaQ4wPi3SLdrVOrGlJgb/ANxYqnGZe2q5AUKO/aN1levM6AVc7EAhOvn31ZrmnSrjAgAhfmNtda3Lvtm1T3ccn4vjuMusU+bKl43LSIOExxhaJMXvVuqnvVVvFBn4JNSpSYH8xWrN+ui5aR7SY8d4A8ylbtquW9NAGJgAhRGabVqx2pDjA5XnYt1qlqQTmTjMH+fL7M61TLsU5K+cg2RG/Akxh1lXN+tU1SbQMD5jOqde7bakeMTzwn4rwuSibxff8LgDF/seP+Bm6jWuZSe4MFTwLpi1dX0e7NCbDI/Cpm36tle9yEju/wAyUAx8aCo86xx8rstrrVVQlfOseJF8ACixS8c6rJ9wGJ54T8V4XJVzjNjpsq6OwsU5OzWdvfukerbO/eMW7t/mAC314qoorqnSPkUTo4/0XdzvtTQWkzhwht3HM9lyQwwKzngDr0id5yeZyUazt790ats7948GP6/8SaQx4iNm5UVU/R1KZcDHs034/l859EvLNOKineity6M2z9h2GoNiQnGM0ADD/J7567lUOrTB+ysnLIWlzERo5UnbUulVmuh67k0cmc8WIHoNEs+lbnXKSZgSTZTHFMRAGkyy2l2bqakzygmG8zR5eW+XNWrXso6vue+jjAjscg0Pl/WvNyk1A4MAck9aynXjStX1TP4eNIAmxjI4/mKHK27VJ0aNVmvMoOL2kNHNQwPYct5qsnSwMcnotDi9G/Ci3glXG8YUwYXRNhPmqeq7QGbEAssv+xzKfnK9uto0WS8jy5TyRwcm4D1nfnWpa7XpcGaMBGrAPeXNE3yv5B/G3klfBBXGs9Xw5o5LaHUzPdsS09zjjFY+Tq0qZysOSvpOnIKqcWOCVLyjzBU5IvSn0eq90yEdFY3ZpdfRtmDgGgLAHV+dWp+D/qkO8DRxwB7aL13evNAGIlY3v9JXTpdCvpVrxQQ9x4D3OnfqvfNTReggH7cR927qhLL/APKi8Rfv6IvEX7+iCckJZf8A5UYGGABpW/fnikfEX7+ifPii/wCyfpcEiiarPogfRvc/4zTTdFuGa0GkAP8Az/lfOf3rPPN1fe5Fx/BNM8Au7RSbUO1Vet9aSC3yBY4+b6r/AFtkNAweGwI5w0YHWP5Um1CT3Ua6H89cycvjM0CKeOP5XTdLW5WaaHp2Q3iccFCAjH+aJ+UVOum3NacfjE9FMAD+X+bsUp9Lt6l7VJOaBm7SB8WP+aJ8NurbMlWOe9iKM3W7bkuDe8YUvELuxv12uSsNj3sflc+PGjfQZ5HyyI8DDNrqdyaBBsZQwr8cXLXnm9MnHqw5paINtKJGiFOrXPXXl9qpkH3DVefQ7YgeMuKL76Kat+pNoJjKiquGqbK161LTmeB7Y8uBi5ateVP9E3hmnI4KiuvKp1pnm6WiPu3dUXRdGEoAujCMRF+/oggnI8YHK87FutUtSQ4wOV52LdapaktA9WHNIcerDmgFXOAqiquGufK161KSHGByvOxbrVLUloHqw5pVzg4GkZrp5zOnQUEON4t1G7bzSHSQODV6uilq4LfzSHjvFy+nU6mre5KCcmEYGByvOxbrVLUgTBjsPVfFJiJ8LLqNb6K9z0FBTxgPwFX1cFLwWpW+hIcYHK87FutUtSWg4DVq6LWvgp3NK+cr/dQUFPOE87HT7H4rclXOMeOxfNc/VNNwS4D1Yc0jx6sOaCcq4LMqfjtn5U66kAWbIxfAuxflVKWBBf4+HNKCcjxv59+Zr8zOXWjCmwAzTRccd3d/xlmO/m9GI7wnDzcX7p58qpqzR90vVzTQJzSRm8ypLLo8tJ66aVKr5OTm/tChUO2DRgAAfRymbHP1KXQlXOR5MYxEU/KZXrSHOOiqV6W7M30oWnXq2zv3jriYm5bKb+64zwIcHwfH+Gq4V553gEYCSmPHkxjOaKd1WiQBgph/NE9a+myrWjIIwwwUnHpfNuxx2J2GWSEdosR8QVOaHO+pduZsUs7NbKxhS4Bjy5UnIucz/T1SgeNG/R+f+JJj3Pj2ZodW+m96ADYORBpnjgfC+q755+qHc4BwrLWGPKfnGT+s2fV//UGvXcpI9pBD6Ouqy/Y7ikPHRJouOBe9XOZ9F/BaASxgAcp+gAMAqTfxlLU43fMt3Jd2pBLCUM/onhV/oGhl/pfojqX+mVMm3qX+l+j+ir+N+kpWv9FU1CCAfslLC9i9vVGJYXsXt6pzt9vLtyH28u3J16zt790nOkZYXsXt6pHS2JNR+qjftdqsTFycKhzgpeZ8q8m6aX692xdk9oBb4BwqWURollE06ppvS6pJomJ3Knf842ylOqGhvSeXOXed4BGjmo0B/lSdt9maEAjgEUXI5p2a9SlTJTybSiRS4AH0w5qudd8GaXhFwAB6VV3a60xNa28/3Glq2zv3jwhgdAZoUunMlyipGcNrmkHP6Upy/CQmAMV0EDSJZ6Z1uWnTDeiDhAwRj3/OW067lLU6+9Of2wEACVZ4H6vKnJET4brMVUTjsOf2x7mPAozn6T1c4MAMVL123dV8bU1iFRPwpOOXVopzTDZRfrfumTJxifhPrlk2V071qTThqvPoZ5Xx6sOaLxsSLHgZzqoVikgv8fDmkePVhzTtBtED4SR0n8dxjKlqpTqiDbYjgi7l9bfon5/sc5IzT/XVm66dOmIBwkUNrdyXwy9IIhW2K/qzVhonj38r8LZ16wBGznep96lpMAV48kp7HORwT5p7Z8vwtoWtLQCNnO9T71LTgrJACvHkgN4V9G/ZySPlkTPTuxwdQ6+p6Y/2hQ8HJqMMplL9odM1TJQTlob0PGUzRTAAGkGZsr370qw0JIRtKdlALnqtfl79z0iIHwajtObg8pMGp+f11pqI0QCF4AGZ58KL60FBl3dsIzk55qyb9kn2V51pIRKiYXv7dj8uoRhvNKJ23bHUZrc5MnbzeH0jx5NPummr9aJp0AtBxsAe4AzRPnmtaBMaOFoVte/omHjQqA70LkQNJMT+t9a6r7k3CB5M80go7O2p9Tl2PSgnNIZoKoqfn0zqSYGB8LDhy3rpRgmzYkKme2Z+dbqqK5A4BFBGM3ZwwnBn7Q+Ix5JRzng018raHVc3TpeGn/q5sSgHPeq1r4LQaBXjlf7qR4w2V52Kfata0YOV/upHpQTgjERfv6IuBXjySQiL9/RBOQ4wOV52Ldapakr7SBtw6L2U612JcB6sOaVdpA+Y/i5371rsUpNAGHnAdKMR9EszrXNVuUke0ifigAfD+SVzm2cFLSwN4FffXgXzW27tqrEXa8QCak47v2tS77LZtjkGOVcEmPGxE9HpNRbMvVtImJCv+bwXZjNakwMT8uN8rZmbapWCkDnkCmKCchwQY3OZ6a0Y9yLYX4PXufuxQJuBCiPiLqVW8K1W2OSYGJxxQwP/ALlvv21UuQBg4Tjhfy5ontzRqrclPaRMcH8Cn6T7Z71unnSwMdsRIZcir5zQ9ip6Or0tA5MuMEYHiDRZ/nJJ7SZhCZaAZuTOrACiP0QVmQFOWqatVC9aq70EtA0FFj+MQkxkBfyszlzKU/OCCUA7Ij7t3VGQDg4NHFVr9dlqQ0fdu6ox+z/u5XhThUnnygtDGBHGFMLLjuMGtCn3VdFUrTQGD4Pd4EoV5P4Tq676JR2CDE/tBryf5B3Rc+pNIY4KgZQOPoxk0cV5udXddE965rHbU6Iiu/rpFkNd37QxHSMIuP8AEGtDJzz5r4PW9GCfvZd8rrypa31cFpHtIAcc0xyKwDJlZXzirXKo15rSQBBHiogfndjRNsTGNQj3RLGbDVHHXmqy3VY5MPhUCOMaY4BHzBo5IpJPuo+lcybA3hhwSC4j5zQynz69darHUYzY/CSIYJWD57zJiRtSz70bv66ottdxTvh6bumifETRZdUYe3mlI28YIgD/AHWckXpfPVzrh284nJx1+Xo/YNVmZ0hyceMaMD/ESxed63cZksAIw7SFaDKHVJjBryZS/wBaF+jk3Iarz6ERRxhsrzsU+1a1pHjA5XnYt1qlqSQBZo8qkICvN+TevCzjbQkd44IsQP5j0dqrypO0zzwHC/HfrXsV1muTQIENiJNRHPDCi9c6U8YGRi+Ov9snr4VKmW+tPsjkZoxM6SnPN00Pzu1DshbHvnyO74KthQwReouuem3Z0qTUATixws/XXat9CcHwPhtCMmL4BfvKS+cpe900/X1X0Qwe0giN4B4A0xDH5t2yZy6bLrUzzZUSrEkrkq+hpDeaQ5MgYHA8xI8Z69aseSc3kwRzjZjxwLa+it+96dARwDSCjwR5SXc7RPpbZwSvnGD5gcACx3Jb+TrrkFdSIY8KiLOPxB7Rixt6pXq55pS/jHAIqIWPRrmvx33Jh7eZpgGa19myyqfqhANpNUEXuIcBZlnmlaHUohnUrepBOXhvAjjSjwNImvp4YrvdZz/CoYAE1IQB5S2DX/d9s11nVNIhVDYc4EYIwcAlJjySzZvNdN1VT8HUwYRkzUee8wa84bN0Wr9N06aUNK2cq35EkTE3K10srs7njbOSS7BZsSaMDj+YmmxzxpTtjsxJ+xi7n5unfywm5vYMGzDSNFwAANH+brquWqmu2u3siDbHkZAuAB8LnluT5OosAwPhYcOW9dKQ7T/1c2JMHK/3Urxz3StS+K0nO2Gvy6lIaQ1uHRWynUu1M4aPvV6+SX9r/j5tTP2n/q5sSc0yvjeLdRu280j0kB6sOaLpoE4Ix+Fn+SgBXjyRhBOIDe5XqVwSvHAatXRa18FO5pYEjjnulal8VpoAyhog+1I/4iR18tdllVSVAYHRYgfzFS6LvplaX+EoXlx3+VVsXi6vMyRB0FQyv2q6ue2a/XegnIYmTjishHHkxj4M3Xsrp2voSPaQI4IReaTGPjClHG2bMyWiIv39Ej2wSXFeOuvXbUu3ZTOgzyjDRAJuPH0YvPPmZyXFmDd5SgiOubyRN7qrHWK3zpTzgMd4CvMv85bum3cVJIMcYBY0y+vBe19ydcRs2fpOqGq8+gHCelDq+IKrw2U5oSQGaQ4IpbxzM5Ncskk89tD93othms080gjB48B/i/n6LVIwqEhFmygAAAsZMfsddmO5Ow7SQG73ilfxByrbIv8A/NNnVKZrSe9yv4yv5L1KfapBKgK3mqOMONHyZ61TL161V3bnIIJzr9JCO8OJdwpfwekPFDWbleiSHi5/jJjlBrDGJlyYxc98Oy+61E5v++m5VP8A+qqWkYYcmF44HtA0ckRP+9KnTZelWY8eD44AEqLstTif9GH2pVv2pYCY3dopdxjvJsedOG6VLW3b8voSc0FK7kTLSBHjZCr5yWtc3jxpuqclnOArCWYmfJVqJdds7qkiGCTHBlB1uDucdlpzD7izPyT3ONOJCMVSXTf9qPmfz17M6Ipu6aR2w05OeHX0kZs2DgA0KC6v1eVOSIn1TKO0MGJKlwPh2WcahKvhbsWqyZLg0o8k+PA0eR6H+frVTQ/L6odvKAbxBoDgaTKibLPE7VWr1zLpdVOtEPTd00Ss5n7tHCbJcwAPNgp/1rSYbDNAOH/A8xI/KfIW6lc1a0hzvgyh/wAVZVxdW7fcwTODnCpiXaSYK/F40OfN9VLetNnIzynnBljCvH+8fjOudV65weWBFz0fpDtMsVnUjDS81H+Z51O3YWpHR3hGflzVKq+DuaUGeWE4CAMyy43zWZ3alWYIMcmOcWoAcD9smX9eiRAI0sIFyOqu/PC5WnwDY/eXfC/iJHIiU+uzrWk5oGbjR7NNGRyOimH6H9Z6Xv2zpYGbDaWCxDV0Uf5umdy167EmG8zQGYxi5gD5yl+V5roXm7SBjpQPQYzPOpd79yAbgzWieY5oueZQ0mWVt+PXsVxnvTsBgjAQrYLPapFbi5snQvPSmlPz/ZrSiYJGBwB/bBU4yiRMpZwVsU+tOuP4N5w8TYMIGG1ZpK2O+idfstu14rnnoe5B26zO5c/QsDYYIEasCi2maufbusSHJQbifceYuqut53prDYJ+KYp6c96l2zpHgg5zvW65SkFdTP4N9lYDH04cEsZaBo5LDhWzou2x75knzkCADi/cU8HWvozMmkkxgLpO/L3P2JYAQSIwVVGDq9yqtkyUGeY+zYNyPwAANGfmZWa5lJpBMnEhPrtyvCu9VCTAxMB9dU+5VVK9zsUXGByvOxbrVLUk5QV85X+6lXOV/upcDlf7qU9p/wCrmxB2w1Hl1M/af+rmxKecGr1dFLVwW/mlwaXjU4v5U2LfjTOmfnAff7um6detJyshx6sOaLpIDA5XnYt1qlqReIv39E0AAFePJAerDmjAFePJBBOR49WHNI8erDmkx+Fn+SkePVhzTQJyntEKOCxoVet82elXBBkfv/L/AAdE0z5rZs0peBgfFx489yqUj5JN+X1TU5wTPJyrSIClypPbledSfTgMdh6K4pcJH4SoiZa87nUVUIdzgePhPrr9bd6AYe0ghwRY92c3XIwxwfMDR8l0O3nP6JYISE5FJ1upmleeNyV8EGJj4+fb9PTVOnYoidO/ymeWGWdzwcj4/SDfk9aqaNi/V6Zt4CvHHIykw5S17reGNyWCEgw4xUuAArRy1dVa75khyYy4ovTdK99q1b9qWVA4CuOG/TcBKdH/AEKH/wAtWCCeimksEJTpNELWpz6H1Kot9F1IIB3x3Pl//Mh3Pl//ADJoERfv6IRF+/okerbO/eOrWng+XoR8ceUMAPHrtJlPkHW2UWu4JpAIygQlAAAM0sYxp1U2760p5MED348xcrzVbQu7ijEs8v8AMcX8eqTRN2fRFEM7XN2zvyLBHR0n8dVTtup65tz1JDtnyB/FGAP1eAB8VMuledStqSBwmYOEGgAB5f0fv+qZerLBd/47VxNVSu5FXGZoBwqzwIh2+uavfRTUmfjMcdjlS5GIlJenrVZXscmkME4A0iBgd0m+CUTtm10UvVrfS9BvE4kgYH+Ilnm17LN3KnoKDiftCZsjahh3l9WO/Xeu+jwbORLUkI/l2oTkVz78rToDtOJgDSc8ABXdtU/ZZz5vOOJ93jj1TU1zqr20UvTRh67+uiSRVFl1RYGwzYkUxEaSX+ll99lKUf5h3wtD99D8upmdsDBAAaQpcwP93miemZdfyVOpTs/bzMHY59oPA/Ja5/R099b0qhqvPodQQbBAGPmAPLaHodjq867VJ0xAMmonBIAcd0pahOWk/wA/totc+jU5OTiY0jPlx35mzT6J2jBUmpvdnzHm/YzfyDUx9LaZ1JL4lOVk6LjPRlvwO2Fo8urMnhuCAMtoEYiTDml6H/da6Na6VKsuTF/gP6/ONGXJqEMDkcalw46yxiqz0nyqtM/JxBxtR4HlypyWzrmy51VSkQ9d/XROouPdoHZXDKB7VaoBdpM9qMdlnjiqyDU6OntfcnWECQQCcKJcRMez28TWS/8AHs8kxaGzHAh4FB/wNINQbaqibnr9qMLKtaHYbCocBqF4GtUf2gVOex5V8ey1vrXXl863d4Ov2kD4pcehS1bs2cVJEDeFfRv2ckvDSBjipceyd81GadyZ+0lRIVvHX9F3oKBcZsABP3PyrpvSYZsJABvx6cLKLM1UZOMT7yCMR6tGx6TqvvSvtnwfI6NoeaHWL1TYDt1VYrn6nVAJzPGbgrG9AYbK87FPtWtac7wD7SBxjP2cbnmPgzf9IT4Teq703CWX/wCVB0KGSac1Y53+oucr/dSnnK/3UsBwavV0UtXBb+aVdpDfjqzZTtWt6DRSkpd4FPaf+rmxKecr/dS4NF8/zHPhTl6VcYHK87FutUtSDkr8Rfv6IxEX7+iMRF+/ohEX7+iUE5HxF+/oi6TERfv6JHjA5XnYt1qlqQCPHqw5pHj1Yc0mB6sOaQ49WHNBOR6AILxS9N9VVdOdS0YiL9/RJAEHOd63XKUgC4JPPGfgvC5GJF/U7/8AmRgEEemrr63OtpU5iJ8J48/F++ebKqJwZvDYnHMsuuTuMSzQ7eD6ZlUUuuTFgY+NiBwNHd8ZVXNVtnnTplvk44hHgASlbLOS1WVTZVS5SZvCRggDAmG4RB0c15y6r1xmelUNKbnKvT1lvkRxMNetlN/dMZ4mXtLz6xwJVKJHbX1tWtFxhvCLjxDjGzF7tt09CTDSZw8V44Ezr676V8pkhwQR3rA+H1TXa69tyXEYgMEApajKleZnnocqez0o2iT/AHdG+Do0081bvpPTRqQQTn6cIIIugnPcH3RgCnjTiqn6J4RPhLXH6RPI1bKc41owDERukW1Oodw18UAfBGj/ADP1+qlrXTPatIomG3qvf8Y2SlKgfBHcKXj9GaC1Zw1bKUmVnABhS4Hw5V2ifSleZ3IuCDHFfHf5yyzVeuxI+JkYRg8Q0ku7Q6X4T2piRMM8e7HdkqvC241Ia7v2ivt6PYMIy7VAAV3O1JzpQp/SnCd09iktHgNhlxAHxRNel/37x160YiQDkoJREpLmSefrU9Sqkr8FWaegeKYZXmYPmictY8zmmQalTGfnUkv3XCcuPfdlLDF4eE4ogXj7JFt2vn51pyvCQHSmeXA8wVJzXuzO616dcdpx0A4aLEANJ+9Dv7Bbsm2bOdxge+IWlx4/R1HJzdF9nJSVeG/inz3yPiJuy6omOzcFQwhgi7SGX9NmxeL1pH9oQK2m1GhEf0xof+wmLR9UYgGocGHZgADRi5rvQldXRfwRgbTD5d/xR1qHNi6LeldCkT+2Vs+X8HP+04/p6GLjPJmi+XZ2vTpjs9hUOwYNmCCh/vQpLSb6CDUqYi9Wbud2wDpRcD8fyW5WVK6JqDHZo8aYg4eH0lg+Tt6clJTEV39dIlhru/aIdpExzhpbVawFJzylc8+b0h2yzVsE/KP6U8nyuuzN0ATY5FvQS78AIubDB++Cippfdm2tMHhWTUzWoXpMs+glW/eiHrv66JYbBBsYfuFjtwiemgu2PKf2W3MrXrmtSHh5BsdgwygvCoADu10JGWdlZO5tbN+5KfA9vDsc0Yj9JY5r2K2K9vKdabwciISQNaDDHHlLYYPk/wA+y6GE2tW/elUNV59Cc7A8CKaDnc/rQ696ZO3hlga/W/NDq55CDcKgISQXY7cAH0g0TkTYmfIGowvv3N1b0z+FTY8wBr+k2K1qWq1yIqqz6I7Ya/LqR4zYAJFTAGp5ul3B1tlFiZv9tmU2DRgAjKWl+bnUzLFW0vqdrelfhUCebxr7OEVaP51sWnv7FvfR6zpIM2DcjCLkZPJtfKn0mT4KyPZsecbJcf4cqvauuhyr506wZpwcUsXmt1T1Pdv11Ji7NY4AOabadc1sznJrBMaJCoXtc7qk4GBhh6Kuvre6ylbqucORPv6HX8nT+iSDSaQFGzhh6qwTJ4VQwUzQo8f/AAdi+aqEAtAw0cEtev6V9Ejxwf6i1yn7J3667XJX+z07CpsaceH0c15MpI/IZy6hNYHBAG99n06IKDN4i/f0QS0HCedjp9j8VuSvxF+/olBOLxF+/okePVhzSQRdAIcYHK87FutUtSQ49WHNJg5X+6kelBOR4IPi48Oe5dKTAFePJAEHOd63XKUkgCDnO9brlKScBEX7+iMRF+/okgCDnO9brlKQiL9/RAI8YHK87FutUtSU85BsuNKBwJSWlb5ZJFO7wntnwTQBgfFx489yqUjxgfCw4ct66UAxcZmjgeyjzvyhus/bNn1o7YYI7NNLHiH/AFm5VYp0A0maAcCiBwJTTXly3zTJT2lBtZwrIY8z+T02jbQ+5U0yUE5kzSURCMrGGBM/oveqTFHOU+Z63rqpQS0FYNNYoY/SUdX4DlqVJFraSnzuetV61T616xE3j32kZ8nh320d8oIwi6aBni6Efdu6oxEX7+iMeD/hsfpTlyAME48YIcCqo3NNrq16q5ksAIKnVSfO/g+e+PZvui/5qaSa8ue7FyXAYZRIr+YNUZn4WplRVVn0RpwtXn0ZDxKiYpgiygFyj5s38BZZla6KF0+EjYAgeQaEIz3tIuvzn9J96UsLuOzDYlwBiPcEJi9/rRTinM/bM3vakRH6OyyehFf7T6TcakxK7TVM3bDY7yFlyh/aDUVpluVq16kq4LH7tPlx4jypOWrd8evN860uALCkhVnkR5NHmtNOOf3mt21a7+qWAYEBmtkwAPVoRP8AvRSsvfglBQUZsEwCZCD5JlD+VONQ7Kyj9P79Yu/KkQB96YHPfeDLg3T8hTV1nUkgTJxLZMMMceUl6SZzX+pfTklXONKOPwgIl/ilTV53bkQ1279JJE0WXVGftIEc42S4ERo/nXYan9LE0iB5xlS8wRao8laBon7HNm16rrZrpktECYHrhIFCAAExJmwy1+x/+xZ8KqXXpl8JGOOMEYPDgSZoFTmmFPkGpw3zcKD7Nwg23vse2TMuAUZLGlyJsf2gy87dSDYgqAcGMMqIlJcrphL8+y9eeK0o7Bb3fEEi47VlP2gZipFK5I+Xv2PzMmgQbGAUWMDxDS7wKnHnNMczHT/RJ6OtHVeaBj/doBM1IY9cnNeTNf2pdm9SaRAgZTeYzQYceZZsIILk1rY5umXsv+hVOmf6LQaQJFpNBrx45Yt3p5M2v+lKO+vXkkx2eggDCwgbg+jGSrHkJzlfvoe+dKYeu/ronxE0WXVFX7PYSNVj9o5cjHyZnwobHtgob+7N9OXp0R3ORbunGD0mLSyRSvL15vUmDsdmgNJqFjx4ioy45r/UqrJ/147Kk2hgwPA7hZ4AB4yWlRyWyS3rl8yVRNVn0RNDROO217vlfhLAkIVsEjBtjGDDDIykwVnOKN/H81Jm8FYVMNvGgGGelLNaBp8jlf8ASlbtc+zUlwaUCYYxUQA3O+i/5s53a+lXHm6ZOd4YMduQVanjgSYwa02VlDmOvXZgkhTrSdEufodQE2CeJiqAHv0udU2tTvog0mkyWOFpzVLFn/VW/XTXMnP7Y/hCQjAIFwDzDLaUT+9ihy3Yrba5I6CrNAh4QHHItVZZsFXKOFTefrO6mevVp3vl6lUP9qrYsW9yq+8C8t7tIAGFMEYOEe82h82bt3dEy8FjnoVNkvLhzJkwrzhuZ6rZtsyawCwWVBtlmAIhcoVr2arUXY+hgmB/iDU5zBUz/rbqTtsWxGjq2qK2+Vjt3SeVbKmgMHQxZOA9Zep6qba1fVWCWAcL8d+texXWa5KuzRljSd1eybPGtNABJ+FdnavGa5M8nKuPVhzSvnBonH0VwS0NLwacX8qLVvxonTP2kMuNm5dc60E4R927qi6R8fdu6oR927qlFQLj1Yc0+gExxqOCrXa7LEz6GEKlAimWUSH0j4w2U+AqvqxpTFxmw1Rj5cCXNKr4yyqm5aqUs1ad3fvGXEeJLCWzpbufaR2ACTzxn4LwuSQigbNy/RMXg3CodmlWeA1DBkyXNHJETN5oxurUmsAjZzvU+9S0lifsudylxul3UphonWrMZJTsklTB+uc05BGIi/f0SPRhJalYxEX7+iR4wOV52LdapakmEj0oJyHGByvOxbrVLUkON4V9G/ZyS4DA5XnYt1qlqSrnK/3UAj0EEEoJzqBF0YQTQPPgh8t+x/o80EAQVjCu+HprW7NSAWBjgxxrx8umzXPUkg0mlHCs/wCYdivLtSR4JyJIjju0g0cxr47qHpDjC/j/AJxeicF8HPXa9MqJqs+iNOGaTc3f0LAD4xVZhU1OedG56cLw2Od5QyaA46l6K2HSSiubZ61J2wMNosQB/jH1cZ3bZ04/7WmOYY7U79Izyrzbrn61U41TTJIUw7blN9/WLRBU4BIGxCoeTGdDfvt1375kj5YOMVjzGjGP/r140q3vpclPgtCSOZbQgcof70bMtJm6fpNmdLBE9w/fhfSSpNqdzzu9qryt1SZ5qAAzBybL78X5croUr+faj9dXNMnZwP8ApQYlHyWv6Kd9bdIgfDDu1gtBhtwDvJnt455so/QGov8AXXrRNapM3OR5Ns/mMMFq5VJRDXbv0k5r/ZicdDdsEZ49qE8fYVq+jq0iO0hYAB9oRA5aTt7TTk81Ktmbko4LSHJtQu1QFqlM2llF6n2zv9XpcGCwe+DUuPaSXK0FPn5n126qp5kA0CAcDwCkF2gAeALShqE5bJHOdxotVbejEG4HjnGz3GP7OHakG2W2pWUev2WvX6qS8EzgDYYLPbgGjSUmy5YqmQU6860YOA+2e9Rx5LobLJb7p17kmiKbviO2Gvy6mbtKAZHuEwOqU94d8NSRm/n9fBztSZOCM3INmmwSOyksXKfCG/j6rc2rTohsN7uwUvEAK0Un7HKT6A92y3ZWtaLsGDaoSQt+2LcIlnLJ6GyfkNedrlKSnw37XKdksdlflyulPFUWXVFPBJjsyDkuaoHdzQbxNRJjlDe+hT7k6AZrNiWWoj/RZNl2utsduVamfwqZveULoLR+klyum1vqnztTUCfghP4LW9+zBPSQ13ftGLE2NSst6IATksCqzUu2vDfy/wBpAw7SF/MGjiyRNdOXz61606AbwI5Mg0DxFekSN189Fj9qnKTm9juhJ2gs8iOv2ewSdM3CdeVpm+IKkldz+rLyNHw2X1Z7KlfaUG/srJ1wjZXeUH29oRw2UfmrCuhKuCx/s21C7cgq1NH+DNlP/HFT+idsNhgkW8wj5EcCUmJHoT/XnYmbtjsBYbTZZhuMNqtJiKkctJlLOv0RDa4rsKJ4WTTvp3MRETJr6Lk5q1Y3T8653Iy8nCou2Gox2U3SJlm96HJzbJzPVXPOmsDQPG0fuo+WaTP+bxn3bV2uTl8mThGx28xyJ7RmwVbHxdk1U1Nqk6Qgq3mVA8/IWq3e8vtSc+6ShOhqK/XVruCU6uoqfSspJ16HP9fxGLb0VF2UlKdHJKiubeU1IvDBgfI/HHGlJip097uszkvET4WXUa30V7noDaGKYAHm3qvzsnRcYbK87FPtWtaZjUrGaSc0nik+KmU9sen/AApm7SAjRcuzNwxvDYOeKYp6ctylWTJTxokmFHjjyala9duvClK4VTbsnb09Zbzkh4mKxvzS6+jbm8PIbdwFTBFlaTCDU6QUOsXU/K0sMKm8eBKsdTDHLe3vJm9j68ufanJzYGUM3mgOAO7TFL2X3JoqHk05Uc6/uMuJicHg/X1rnci0EwY4r78zKJ5ZhPl9rkhya5Y0DA63+c2XWzYzpYIk8TXHgeXudgrbTNWi4IMTfKji80zbk00pJLBSMSIrv66RcGkD7BZ/7ZNVZrupxpcmgQPbw/kDzpO/QzdGX+q7HVc4FHwcZy3fGOmzZRe9GGCDWvYv6b33ph+I0eXQ0oWtmNksjcAK8eSSCU9gnHKWAPOW2daLl0VOS4RF+/omYboAV48kYReIv39EYQBcYHK87FutUtSQ5wGrV0WtfBTuaWBI8YHK87FutUtSAUUf3v6WbUEkjgPJ/J6+CuqCUE50ggggmweXBAbwPAfnfUr0W5GARomUembN1SLoAxHeEYAnf53K7nVOe5GFeNJ4+aTU7rX9XXJHoxHeYwd03uVitOuJ7/KUC/vgjA4Hl1ecKKs6+ljkzftOY4DYZZk9EK/OYX1b9ibACTjlqiPMGl8Ns7tuCV84CAcCMEV/FE/OVcPSxdiYkR/q3+pqQ13ftH53xI7NaiogfwJZ5tXwG16sqTcI49DBjKPeZMFfhF/HvzRxmSHhJBUwTNNgjEL0WbNX1rSPgSUaoIpjuocstoFdN0v4+1i9VJMvtMm6OVtMM+k5Fh4HO6hgmeOOAZUXK+cN77eldiW9sQDW3gpdBw98F7HUtfn8H0U0Vb4dvNIA4f71HI9296E5E2Cj5q667lTTYpMQIaR5jkGwyviGWT9jyv49l+r9aAY+PHkxTAA4BnRZpHQrnmZaX9j9qjKYIRcBbKlJn82rK31UJMt5jgQk8jOYZbH9sG8X0Os4VpT4EseCrSbMhhGRlK53qlmd211FMPXf10QaB2e9pDKOCwgg4OAWLM9qHJbI5vvTL53cJtAJjNVvEZCygJKYK+cNmzj6aMZ53pIDQJg4TCMMNhkWaWUaOaGTKLn70fd6PmtmSnnISDwPPs4Af4Xzlh+f7mVbbZqoTNifvSz6IoyNPY/Z6yiZow1T45lpGGpM83Pm30q1EEmXZpVQER/hNmdS3zJV2C2GU3ipcwyj0p0P/cLX2Y7VuS0HPB8ABTi5ZTs14v3ptwsk3RW5XGHERE5XKk7rXLu2+spJ0cYnHN5R5+kFXkp9lGcUtCR5MHRRxx/MVLtn1Ze96SCaUNd37RNEuj2z/KgGBUMViPmqa85qc7leCo32V7QYTsNqzaZ5qd/LfU9OqEy+HkAzzYPl4VQcP92wpZeK28y9j7K76kRNvL9JLDRPePKduWWK0Am2GVFGDwB4tot3n51+vVSQ5yEh4ZgsciBozqc9LF3pi/22PExWfByFUFTLNaMsn/P6ptrq8VLkPtUA0j5gDuoyuS/CFCdCp8rfquTN/wDvGKy3j8jShoe2c6W230+V16sk5un9pH/WMuoBXmlMs6SfmifclOY5Pu2EZc8PKTJgqcZayc++i7NKTMNmkOM2YPnogyWkpyRE7nalb7bUmAWOAcb0H1RBkwYakJMM+tSPDp2zrt/6qRoxKUkqr6K80X9v9oR6DcKGwyjxFRmD8t0Mor7zIVK6002ogN2wQVGlOnGdF+ENk1UWPn3Jn/aEM1QW9CA8OAoyXlnPerfUnP7SaMSQ9xJjBnN2ui9SaShVFXVl6VvsVLKyM5RWq3zc1J1dFdPC/A3hsdszD/VZFptIxsfQ7K1pR2wcbrYChAebZ7R2WTWSJlClC2pvrnUlHgeEAcaheUfC6ccxdPXfwUlwbDS9llwZDo7ebEufNUt9E2K/VKVDOFVmyxY2Z8LSaJiYuKlapKWM7L1Sed+JuDYYLKOMWD4A4HtBgwbltv6ltrqm3WcbjM3S1xA+kfm16s7H2p1gM0mqDC0wRMEZSX8lJLWW3WK/o9dFtvP8KgVs1qRA4EmMSy1+uahf1SszZt1ZIEwatfVb+KnckhwQYiTgKnXLMH01rsXNakxEq0gcuPpEs4rs1LovqSPGV5cd2KtnRan4VoKDQBwY2C1XnHeuX2pYGCTWMVqpnfmizB9SQ4P/AFRH/bGVwSzwVVHFaKeVs/P0TL8S/Ebnhv4dxMgk4m/ZzzSl4Zo3hRA9FN63TYKSPBBznet1ylJIEwVxtfDVPlS9SlphmoTERfv6IRF+/ojAFePJGAQc53rdcpSAQ8Rfv6IuPVhzSwRF+/ohI7v8yAZ+cJrjej567cutnEtAxO3Nk/FeFyCAawi6MIunoDx4IIIIAIwvyhj5irlTjQi6CATAPglTA/5NZInOu3ZZWuadJDueJDMGD2jZu1zO12IuTBjhS5EAd5cr5yd6ql85qK0j4VwkAlRdlSiUl10lCisrw2KepMnxH9LlyNPw6iyMX7TpCCUMEQFr7wammnP7r/UXKe2dKuwezdqjEDA4B5UpWqRHFZ9KbU1hkQVlkohU1faUIGocls+a31OmS4E2MeZprvwiqUq/XDJm07a+9WtaZtqg8P5NLWZ3Ln6HO7e7PTzNahciOPKe9Pm1Tet+2elKeMTHgqalB4DRys8kf5Blz7sdyb/DZsMo4Fo5/wBoMtsf96Kou34PTMISAl2koueH0ZnGrc9Z3JnlZMwJY58FlqhGRPFu9297aOMmRqXIGX+omLV/pFM+iax6VaFXZ4O2D8uZTKMsRsGleU/Vm/FfCdN4JjR0nXIVlZKvQymdsyTC49QRjwKN6ulSeihodapcnOzYrHZZOXHo8LWXrl9aX+WG30ONwWxD9jimFHgGkZUVnlZTH0veq5SWGEkL25DAgz2UB2SNsufK6ETNm32r1PXtTdzjN7tNmG4ypTV3uUpl7rOO3WlwJnCLeZbpd7PNfGZcqjjqSWWK43UfpyLTicEnDiB5pQ8IwDLELq8nJHTTr+/FanWLfsTshj+Mxi50i3FtvvUnRVdtzakg0WOAcK91HgFtIvN5t3O91VmOXgdnsKoBnzDV7MhyzbZ/nWvAhrHP/sdN1CrU5VVmun85nDlfLfu+XI2D3JVRcd0o+McuedV9mXIuixQaWBFx4iTGDS/KG/gN9c22mhaMp6OEs0bfZXmeZiZ21vl+b5AjAPj+A/O6pfqtyL+58ezNDq303vSQJ+9Lu8w6am/pTNgnYlNpYtHBzfD04wwe1AuAOe77hRLGXI2V+rGCy/6abips2zu2CGxwBjhQobjKAlRg13USpdIFvzbfOnG8PGxE9qDZWBMY749sG98yuOqatOuO1pvEWZAhjgADlSxhvaYT125drVOndEQ1LKy8tysW6XOnw6JbjJWucui2ebssxObwQB4YMpoNUfRu4Wwy533Zcqy1aXiCoLcaUI2OeHkzNY5U4p+p1DsOGtM/Y7YA8gAeLSY1oRyvB1GZ6E08GEgAMKILQcIkZSzypOWmzfz+dnFM3VpUUu/+xsxX3XR3/pMw7Qm9KzTQIgD+abCzs79jsvnpTD294xouB8pNxoxfVcql6T8KhmUchQ0BwFmWbJbFZzM5M5Bjxjah+9Vz0yuZcz6XZtSmGTU5q7qedNngezSILFbB+I0iSdzE1Y55voSwQkGA70g+wwB/uvuti0Zmq1LSrscEdmsZn96nlmQPajaOFCnJ3G5KOTOER4RscfSpR3x8XSuivbNglYm8e+0jqcFpEO9IcQjAHLGe6zkiJ5XywTOGl7SINBqtUDSCtXz7T3bPoi7NBYbTXDgAcAyWL+dJyQ5nK8Eq+ggkIPkSLWaUoNHJacKG/V7nrs5oAAgkQfAyp92Z750h2l8PKL/+Z7t2Dq0tEcAOE4wB+xm+r7qlJV2iN5cAcv8AGLU52C3Kdqp1Wp8Q1+XUoNAY4MdBdsAKf5PVYu9dl6WCB/xACl4clTcNlKR8FfGItACfSiWdddFE8yMwV80W1L4JneJfi3mn4dRZdDZwQXBF6L6666M61owCDnO9brlKSQJgqiquOqfK1a1rQiL9/RMM3QArx5IwBXjyQiL9/RCIv39EFBIRF+/okhEX7+iLgV48kfB98rWvignPBYAAQixhwo98yiy6FKWqnB6l3OQSYQSg+9Oqy6sEYQRdNg8YCMR3v/Asp5ZtU+pF0EAEEEEoA+COOCVd81rvtqt4zKdkBNpANI+Xap5+lnP9md10U68rTWAfGFfM6ivdN0dNOnP7YJjwJarQAPLM/YdqHPY7W/oFqPoblt25MLxGGdkrWnPfNKdkr1K+02/DolW05Usdv8eh0QTClii/y/On6z7HpaPxYgDy7p83W67n4ezYVjkwi6mrpBdS9DNlNjlc3rxTSCbeYYwXgNUs+k4tVnpuSWJX2VJTclI+ob7450lfmQ8JGaRhIaMfLlfOG5HmZ+2a5+TjBAE2h3U1WV3kz2poXdPz7LXbUvNMybR3wBFSED/GG5qlOXblb6Eq8KmD3wxmg+UqbBXus6Tkivaf30tU7l8qK0mhYdTVqqped88bp50RRExPpl3njbOSVPZrSbkFDRcj3HCSFsH5ZIiUrJ/6dML/APUPqlwZEJAISSgdhjeV85K/vMh/sNVeq5914G8f3F7uljp6adiVdpQbItgUueHWaZrYK+ThCyH95kP/ANQr2evpNGHlJywv34ry3HmiYBBABk/y923U6ulSVdpMcuwT/erDnZ80sZPyGqzlUkgwjh44Q04AstoFTjUJHFlFvZmuuu9LAnERDa1ROxrlKvIqhonVbJTnLbWSx8pyyFybY74KlwN3KuvVOjEUXjZdJ/jHU7qOiR8jkYsoAVRivGaym3BGARlDBP8AiKKluzUk8NDbpd4dMLJTnzEujWK8k/RjA3jCmDC6JsJ81T1XLoIJqmYCME/GPl/2zY+ym6yu1F0YZ3nyubEoB+d/aETHY/a01wBnf9ZKN7rX8U6A7WmkB3LB8cAiWMlyrHWSlZvPLcmfdvDNkcIzEKhwJMY+D/tCeZWFz9aMkzhGEnY0zxzw+kMFsSI5PS+ZVlid8RTd00jjw1PXHZejJ4KjEe9JcOSLU6GvZUrU5evWmwQPbA7Y7QWgePHvuuDTUOz8eVi6kx8EYiTFMDjj5+j99jkmIHnFxsOD1K+5pF1pe9as1JAbniNHl0KO3o8HvAZanSo5xvsxpxSrscn3kfLgRHmjlv0qrtmqSYbw2lRCpvRedaWeAcfKjB74gqT0N9Pek8zqaaqaLVpQYhIwk0JlrAAnLmnkidH3WwrPp0z9jgjitpj+B8ZmtVFFqqksEKho5qGAAHScroU755ucyrkh2P4Ipc98PLL3Wvw1IB0Ax2AeFPthURKZU6WEym2iixVHWrjM0v380B+6v1xobydeE8zsKddogrLmkxmw3DAEmguaOSLRDntNoY4TLVemfwbJxMN2Oyi54z3eaOS0npm/psQCQbw3sExQWMLJ6Hbfm1K+cjxmMzzw/mFHGXdTlSt2q0N5pKJsExHkCy5UTUS0vHDb9au2AYlgs+32W6aaebc9+L3rQUGjQD83s5I0x9DNfspy/bQ/o+paR8CB4k0X3W5nqdsSwHAYmEbYA/O0L3PfrUtXFJPEavMq8No+/wAKNwZqo4Kzjr+q70mIi/f0SvwbGjipeay2d0y8EuAIOc71uuUpPNHpiPiL9/RCIv39EkIi/f0RiIv39EFAuCDnO9brlKSYBBznet1ylIuCDnO9brlKSQBBznet1ylIJwiL9/RBJAEGzd1wetdylIJQTkegi6CbB5cEEEEoAIIIIAIe+CiBwNHX8JOqn6c6UEESTqicgPsTB0FTyBDuSn7pOKtmzOkuTY5EmF79pGXfNnF6ti3esyMIJHq2zv3inWNJY8/iI9pMcBsKMeOZLmPmymOa3VJDk2DCpj+ORPMQyX/Nk7nV40pbwffK1r4p9GGjc8b6KknXh0KmnN2bHs+fatpXiKsUvJ9ZvzFwRm5FxA51m6ihOiymbN6TCvdGB9GM/JStc1HoqzBFyYQ4xouAXpt1cVuRhpDARsQB5cqqRz5oq2XPsViSwPkhwQQCYUQDyv4LVe9JAmCOML4C37artaR6MR927qlBnkhHAAhRHxKppXt3q3qXPOtFzg0d+PpE+yh/R9qLoIAIugggAkxBsCObLPA/OPzRY5a7Lkh0n4NffpDV6oBxh28DDtj7UMOZX2Xhg1DpM3mqZ8/FaUfs9BItiAcKCMf7QKnJb3T8/NqzOpSbh2wMEwD2qtED9XwoY/JWbb6053gEMPBSGRhhngNHbxNqEq9XotKDSh//AMz/AKufKUyrjBR5qayvZl82t6WiAYIA5WEMop9F5nrwRdsDjgygGlV+vF1V+uZJCBIJ4GBEMG5EGZNLZE+/Z9dSTjxH9L6GXtKIONQwP80c0PK1ZXu2iB5MiwWMYaw+kyUn31rX+op6556aUx9jscdpNMuXiNINHc30a9bqekISMc8Tgk0CAAClypsMsl5xT/YU/G51syaBinO4wwA3vwKeM1k2aE9xiZcEIuBH0k9s+rYtSTIMFWqM2WeAORMqVVr2IucBHONT3HmjkiJ1Opnmqp6VzmjD139dE6AbH+jfZLA8h5Yw1CcttvtU6jdrfzuwmx3bDKD7VPfdxVsaZa7ZV1TaO1ppRzUY8FQPu9gsdlkuM2/VNinN4wIBxsxCh/Z5VVeZ80ToJjpCGDBPHCBhlAaN8FK11Tcb91tHhUCOTYLPAcqUL53TzbrlLTQINwwIwkId1DffBVemlDa1+3qu+mFV9otf0p8PRpGKzwAAFyeWZn404rSgEjA/zStXJNHhITiW8zx6O9GO5ecbaUo8FQfal+3G/c5dyk2iGzN9gMdqxH3Wc0x2tV9eqZJf6/3S3bOe4q8Of2p29/SXpyH4KjKis/TW6jBNJBB8LDjy3qpSjwVJ1r3c38H4JpAIOc71uuUpPMnpheIv39EIi/f0RiIv39EYBBznet1ylJOUACDnO9brlKRgEHOd63XKUjAIOc71uuUpGImNwvzQ+6nZQTi8Rfv6IJIIIBT0EEE9AeXBBBBABBBBABBBBBOCCCCACCCCASBMYcmLKKVU6t9NuXR4w0fKLuD1cr3oIIAIIIIAID1Yc0EEAEEEEAEsEFXjQkZ6l678c101pX0sEFXgwkZ616r8c1UVIBl/bYzBxmNDFqxGkMEnIieac6k4vhI0e+GNBeGLKnbMF9CbE66bPX1T9MIbAlzjLhAAN5c0ckR11t2L513J+Z7YY48CIWtFhnvudqaFf/fU009707Ym7Lqinw2JU1PGU3taVnzbtWFpYISM1lDCy4BuaO1CffTpG9/PqtV6L/dvZyXIkTxkspqQk/3+hds6tvoxIx+4Wf4BYyZZfsWbL+rnoNgEcCC8HwIiU6Y1Jq+OeKGvy6m34jDzSbvSan5Llf0Yv2enDxMy0GqOe0dlk1nM5vnSPGOd5MtnqeZMr+0jUy66bkkxI+4YBy7yxhvHLf1XroqypKOx48Ygx/H/AFwpWcvdS6lKzO1Xa+XqXhggxAbYPAHzJbQ5ETfrXq9L1IQblxyEcHyI8mMl5Z8WTzu2vS4DExwYLl48BZrvQ41Duat1uEPBUYizW80GqYLybuGDbUbVS84dEzf93o/49JlGq6rCa5Kaps38VfvsKB2hHB2OaaAA46++Gpppzbx+s60zZmkxxikeABpCzmNM9eV75gEBqwwabQPeZaDpacuxW5bpqMa0YJs0cYUwRPHtHUTls+dSrEqMQhxiZ44KZAAHkpdl1VTJoDHG7yCLnm4eaTS7r0L/AGXjlc01CkYZsGmVE91AAGTJg1ppw3ThVbdUlggqDLBfs4ReWHNHHnLCDLc/otANX7JYKHm81I8ADR/mzdb9alZrrTrlpdnpI5BxoMOZZg0TnpXmZU1VKLwJZoDHKscAiBo8jkXDU6q7W9NYSg6NFyatlatl5zPAkGOYLPHV5groJz+87Prbel4iL9/RK+MCuCvaC2GUP93wo9tMf+9He3l5dTapLgnmomG9cu8sbJSa9VCxNiTwv3WdvCWAvEX7+iERfv6IwjERfv6JIWi8Rfv6IwhEX7+iMIJwiL9/RBGEEAzdBBBPQHnwQQQQAQQQQAQQQQAQQQQTgggggAggggAggggAggggAggggAlgg2NEt9j/ALZuVq6WpX0mIOff7O/bEAkIekz0VCgcjMY87JL9T9j6HJg7YBgrDaBrOIwkIlixgq2JFKzfwDrqMHT2p0BCpsAFGo2ADy9HNMbQza5qrqXJk4xNlNiBsIAPMaYyzuiV1V5VuVoECcms1PiczjQPPQVbzYgcelJljmtNg2bV6rm67hpM0cZjQXAAAfpjVJLp3rVVNxmTcAWOeaRUwRUeWZ7h00nK6mXZTlT0o5xnf9V4geTFisJJHpcy/vrXvSc9UohuDStbs8pYdJeZm/bOvu0/9nAB9HYJNbGmXhVv5zqTN4N+MRg+8f8AXDU4PmxwuSQ7YBhzkMoQePKfbDUo4Ooq9UX7PSUs+z4FffD/AEusf6IJE4x3rls9VxOiG8COT7nI0SUmyyXJdLrFrzNnDSiPsv2kHhx5MYkbLJEzaqHd9eiWdvHD0vMqLjymjF1S9jqt6Lk2aA2IGwolwBqTmoYQXInJJ/RdFjq9uxJIX748jdida/tGqOljnOTu85WUuMfZBP7NhFz3lmgy9COan20TXb3J8aao4+YahAvoBqi+96ay0oHDsEJofaoBXtQn30x/7qszNVNQlQg2MACRMMpq6MXb3k5X8A1Hq9t48taaZ5IhmC0mrIGg1QP1Vrxq28FJsHZWwVkxTDcPffDUod8B9eK0yeDZwEY0XZQw/wCuPKTafvzgpOkGP4Is3l517a66OVCAdMQVGljLmXpBWaqbpZrpTUAvGCj86tmCqnpg8CWmsmaiB/ip8KtXJNwZvgrMAf7m6t1tU2rZUJzP+0iCo7eYKxyLvtCwVd9Md1E07rX430pX4Nt4CEjGZ54D/GFOWcFVpuCc3wwY4/Z7CMxCoiB/ou3jntgo77hala3ZmXOmZFUWXVGj4bEyrzxndxvnbstNAArx5Iwi5MYA4EXHAHnNcq+vOZJBMo3wArx5IujCCAMAV48kEEEAy9BBBNg8+CCCLoAwgi6MIJwQQRdACPu3dUYQQQAQRdGEAEEEEAEEEXQBhBBBABBBBABJiDfgtlnr/OL1z7MKLbkh0kGP96M79qXxUnOjVZrzBHwwOHicPDAHw7UJq0R30rnenP8ABUUCVwwIso8ZYkqg21HFP1W+jd0TpDtOGAJtljnh1ud8Yp8+p3W5OXyZRbB7QTAClSkuaONQlZ9+7daa2jRZLyM8IKw1hUzWoXAHIFmkz2poRw4UOLv366blpcBiY7eKsc8Avu2SQw0wobJrf6K3pzOclzBahgCPMljDLOOyp2F6dEAwqLk2CWPNWUmf9JJbK51TW5WnQd8PExcpOis2Uy7mzn/tgg3I4ZQgjz0p0zL56kvHYbBUi2CBgcfRu6zktlZTjNa6Z02xKP25N6WQ3bA5EB8qnx12YJoH8HtvSNgwwlwOjmjjLXufWrPCcqhW29Grc1+n05FgbsG24zZQeWAtpF/myk785VZaIHseO7EWgeX5hqQkasyr/YHK1LBCRpkRiGgjr8nLecz666dViWAmCOD2Qs8Ai5ZhqMeW7G0tdiSQtHl1Z6PxCIi9USxlWq/0pynak1KdlbJOhk7ebADegcX7OR1GTMMGWcUSgebqp+5aq1ark5fbw0eLp07YKzHDeqbUra+5akvDYGHY8KS54Acz3hLJctX9qOv+mtdJDYn3wMXbejd4NT74KFPgGpngrHTMRfZkp0cuLzun2mrKOTGAkDHbhED2gyzjK73kjv8AtrdTNi5Or2ONHdJ3un+jqNycoM1Q5OEbPI0FzRxxwovVg/UnSDH98vNScQ9N3wk0S6tbWvzG4M0ZYPj0Oo1X05uToBjnJYQLjgeZ1u+lac3s0ZUVPz651psECWl+BqX0n2KW6xVqUk5qAI0cFHrrmy7HCxA4TAaRQwRPASlnmtCOlDdVW12+5D3IseB5b42afdOq+pGAK8eSZ4VlLqHN5xjwj7MTWggGW3Adznv9psH1rqTQGa2CLYKy4iPKS/S7F9TnpqAwOV52Ldapakz852bsMY0YarKGMwbaD/1T8f8A7Dyq1cySartXP1NGG8SlZuvnnfljbhIEYRgGDZ4HzDVLGf8ABuXQu31rUkwCwQAffaT6rvXnctJV4dFzU0pWTpTzKta2Pl6FfBjxvcTb6ulW+lBL+CAAC+IAppnf6K2rurQSrVViuZL/AHPR28O+1kc4IIIAV48k+zgEEXQQTjCCLoeLn+MgAggggDCLoRF+/oggAggjCACLowggAggggAggggAgi8fdu6owgAjBMaJNFx7fSbHfOqZI9BAGO2AbvIgXHI+Y+UX6K+qlKTk+HkeC0GO1fLGDTHZR3M/1UnX8KoK/aqBpc+APJmwVJ6Gbq1TU0223pyw2GbCo4xpCfZRZpfZfzpsocx1Xa651psQ109n6SCTwfDvFcReFUGoRtLueEcHIKmYWmIUFJbK3ezGDb35le1KPBuEp6NhRA2GI/tBlnPKNZ+gTzKqpuwTeOz04RbHZ82GIOoyWaDBOS4mUUc/Vc+HWfVk/ao0jw0KDAA8mk7L0Lyb2njnbVOUL7os1sq/Qzftmaf8ApGzh/mmOy10Wvvmq4LsTWP4N6iTSY0MAFqlOmMv6T5XvSvseCo5wh9qoRnnwXK6FKzRLz8/3Kp1Sn44pHjQqbgJ8wOyjxZiF/JeySfduca9icautnL4TuhYnVYtTtnLyT787TUO05jxJBoHiI8mXI1EiZSn1n3zJuEKmOPBvs+Z4D5SzysD2XLP7P9iYWO4VqVw+CNCNvNRnqHhGZMsfvhl6WbfNa6bncnfHac0iLSY0IQI/yrH0wpd9OSS/dNr42Lr3WuovEdbaTttS2ek7rPU5nbxMBsf6RyH2gaz33VzvW9aZewWwAx4WmB2qRlUHzRORQl/utu4z/W1Ng0E43meRm+z8jakjJ0O2ZwTDzjNHZppsAHR3aYqRq+fp+t6Iads50vzKImG1WTpR4zbljfS35MkAWCAzYbmAAB1NFnlSctY7WrPstb683X6wx/X/AIky+DcuGIGFD+XljybtjtVV18yagwQa17F/Te+9NOGuns/SYkTfv/Uawx/crzWmkMEaKPl93Hit1CZux/X/AIk0dggqlUzn7M8NikE5uLOFjgsaV3rdPnoxFSP3Hl/k1vyp1E0yrkhyfghP4LW9+zBLACNnO9T71LScC6CMRIA37RmjVlSET+Y3JOBdGEIi/f0Rfws/xUTeL7/hcACCEfdu6oIBzejCL+Ln+MjCTlAIIuggAhH3buqCCAMIugggBH3buqCCCACMIuggAggggDCLoIfi5/lIAIIfhZ/koIAIwgi6AMIuh+Ln+UggGkQbcNBdoAVWfWbmnI8MI8nDIuPEaMaOaYp9lN3Fe9/XEA/FINACybfzprXfMpOb+2ZmxLUj51qoXTfmedXHthpyc8OvpI0oZKbsVdmH8cjJ2acAgH2oR8QZ7vKtmQnCht33XZVRqtTUO0iAf2whGYPER+7ZLprYNrV5Bl1NqifemT9pBMfv4Bqlx3qajHZZ167szuxW6jcCbeHOdnPeoGkmG93WSOa3e3aNa6004a6ez9JNEw6lVXW3Om2+y/Ddze3oVAN4VnwVIgSaB7B8kUoetf66y5PoMFQJL3q3B+7YL/Bm6Gm3v7jrfTzWkvBuB5E5CNsHo/8A0HZZSXNg2v4CruW1/DelfhhCoeEgpgcdUmZ5V5Jjsn5Bl3V3V0VoMYXg201NjtBgOypEWLMcrCRlkiZO+rYrrYnXHaQzC8k7QG4AP8Gskq/N7nT0Jyd2es09/wCUeB54isrJyrYZelqy/WnSMNoSSyCUIGWOBJmw1O9Dpwmby6hViZkTdl1RoeGKUbarPpaOUp+nIxdptkcFqM8AiO5oFSemG3qu4q1ow3mOA2GMYHIgPaBXvQ9bIGX9HT7qVJX2kDopcADzCpzllXXMyXgYbueC8hiPvRsab/4FRsxuT7PXeMS+j/iuMtH5mfscEAEgzy5ceUl/m1a8btSawwAYkIvNVqvytSkz9mgxxqIXNV9M1KnTaGaCAoIuAqfVxnzrTQPEloY4NudbsVv1rsTWIKk/x1XKV6rcrW9eCZ+zScsFLgAU8qa+i51Ju7HJyMq7015vvmScEiBXjyRhCJ8LLqNb6K9z0YArx5IAujCCCTgEXj7t3VF4+7d1RePu3dUoAwgi6CAYOgggmeUAggggAggggAggggAggggAggggAggggAggggAggggDCLoIIAwhEX7+iLowgFwgGNp7QA/JzV2LdPwV6pk3bYB4XjlzL5Yp19vHUmowJ+/i/wCaJ/Xnqeq50f2zMccZlmB5Os1Xok+rbTVTc5KCg4/hhITjBgeej/g2oSdUrj62qssC2kebHZzA4iwzyixiC8JZEcJlJ5f37nUkO2IgaBBdagPuuEipn51VzakY7KwSJwWFDKHk0nNE2XLKv10tVs31Sg5UPrTqk7L8rGrcVjtwbAMFYRgsuEDKZR4tJ2oc9sSs4xlS++n60Ji8JZCzSDPHUAZlExJsFF6qn891Cag0oHjs2UNViAGZQ1GxISZQ3Wy6NlFlb1JX4SQbZTNKs9uDnvY7UeSOVq70me+bWvVPck5pwsNCL72lOxJVwlOqeE3heR7NaQ5OEcFyMRo8s0M2UJzYT0O3JqEMG8OMVLso6B3lJSbLkZtf3mQV9Ns71Jl8FQTzShkxzx4AzJ/g/wC67LMMU0CFRPvJvNhTDH8r5yZegMu3632p8Q07Zzpfse3cTf19TUYmpyVGtlq30rbS6ZX2wT08wOBpMl7rOk//AOy0b3r9JhpCjjMGW/EGTkt0x1+d9NIcGANmS5EjKe52WTVI5Y5Uv/tr11IvCoYcGDjPIju7w86cmUr1sqoWn2d8S9a0dkkm21LZsutxeYvBv3sfvo9KOVVewscGO6TvdN9HUb0yaCvjSfNNuxVlNSbwwSfl3517t6rk0DzpqECWbHPHqeu36ZrmTYInwsuo1vor3PSvwbJyMra/CnqtXotyWhJwCCCLjDZXnYp9q1rScAMNledin2rWtFxhsrzsU+1a1oDDZXnYp9q1rRePu3dUoAIIv/8AVZz/AMqMRF+/ogABXjyQSQBBs3dcHrXcpSCAc7oIIJnlAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIwgC6CCCACCMIugFgg2PEtlnj/AJx2abXrVZcmoQwGAkBhVeceNEy1TJi5PwTRcf8AOO9ed19KbhCokA0mNS66bNC8NiUA5nGZoByBsKABwCxp5xlnnbl67prVJX+zFjsoGEbQAAIFpQaY/m9y10O4vRgBgtUFlw4AItWkms7pd+anJT4B/aoGFpcBY69KJtStTs2V60oJ4Z0twn+X0DtIhJ3bBwwABO0DRyRMeavHpNepM+BYx44ag/A4+B3kX87CStVuFF9c6SPbAMAM3oLxGi+2WXolO+zYpLRA9vSyFsICJgD2g1Cehm7KM0TUqck56L+vE2aOEktj7z3ylOnyMCB8Mi7KHHlLPlnsdrUza8V4a0mCcQvtBbAA5fRzRxqEjZSpXtr6b61Jl8JGxEn1sod0oKnZax/yGaMz7AwWwANDKPaoEmLtM4y5Yb+lj7eSUGLE3y2yl/lQXNsEBgwjhgAeLmTLPkehnPn3UT0WXULclPOR5yDnj+YNecfPysU76puENiffDGaJ5lAL7wZbZZZInJJrqV0b3UUJk7Sf3CXl2ktA0Tr/AKLVO/g7ik5oT+x1t+dvLkEA68U6og2TjhS/LOV4LTk6AfvS+pfBSdgQP96X1K4KTQPPm0ggxAS9il8KfSq1GEPws/yUjxhsrzsU+1a1pOUDAw2V52Kfata0jxhsrzsU+1a1oD1Yc0XQAHqw5oAg5zvW65SkEYArx5IAJIAg5zvW65SkXArx5JIIAIIwgk4OZ0EEEnKAQQQQAQQQQARdBBAGEEEEAEEEEAEEEEAEEEEAEEYRdAGEEEEAEEEEAXTaDpwcZglxwJzEj8o5dubNUyY+mgA6ZBePf5UnrVNr3OSgGDk4YAANqEDKapBpM1Xc7UfjQ/glHgfDaDn2pg/7V+MxzRVc59J3y1mb2glyMu0c13oS0zZmmmZMXBb45NvM+PZTEMyVsfKUP1UT700DPJDtsOe2WOeAPSlnyv8A7PanfdXLauhSXCCvgwyLnoiSmJG1P+1O5X660q/aE0mUM3oYQbPESzNLmjktJmyi1P703XVUJqHZWMA0j5eXf9YGASZel2sumZ27C1M82YaJWp2ybSv+V2XC8x8aB57vk+O1QPaD5b9VapnppED2aA3mKXHHPFjJg0TZcsWqgh3Fyc+pLR2hDEWOy2xH6M0JtKU+vPKt6Zf2Mx7SNGCP6w74ltCuGZqX0pQTGwdnow4zGbBEd3eDLOSI4yaZDBf6uXq2Jn8PGPIwgDwA/scycakjkmbtVFaX+GEewT/2jYYD+4Wx5T5/2LftcvekicJkWl2fMdqD6TKu9O52TSvvRfrjU9JwYvAn3pf/ANn0TsCBPvS//s+icXwPGVGl99NFW7WnXEFTkTJ+WaqbHuoTQJzoCO8LLqNT6Kt70jx6sOaAI0eEvapXCn1rtRiIv39EnBHoRF+/okhEX7+iERfv6IAAg5zvW65SkYBBznet1ylIIwgAjAFePJF0YScAggggHM6CCCTlAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIwgAggggAggggAggggAl4YAy+4WwAB5jrTVmmlKOl4geqO7wAd5onRTZNnbWrnRqs15g5XhIcZX28Y8eBJmgVOMueqfhtne9MXhgzQCcKGxp3lmw7M1l1U1qbR2nMfu1sy4ACUqlnm9l2t/pTj/AGnAqBhQ2ZlPNLlrlWb01tGiyXkZ4x2qM1Q0Iy5+PLe1GOyzv0q22IvAM43GOaLwjZQ8pMMHQmwV+fgvTR9VuonekfD0aOKwPPUyqDdFlvGx6Q8Fhh4qEAH5N9mOOaE6Dvh6bumibR2te9aDcaw+jmjvscp8/mjM+X9nrSHBahguytGbDUOMvuaqQNRSsbuaWDtINjt5gwHbg4/6n7loyqv6VUcnHkz5mQl194OZcjknrvqVQk5Vbqd8575z8zq+BI3fATQHPDyZnss5Ijn5CdftqxcyTMFWaeBGMS7RoH+1Ps3q4vX6Jn8FQWqN3gRAWWaRj2Wd7SPz+tS6l10udinSDSBItKBpiI8uyznseb/uWzVdS5BMcPwc8E0YAp0zNeVPcnUEFTnhF7eNli83z8zkwYk1qxu2uvqocm4QVOVL3c38XYpoA6gY40cFunteqap+xSWBM3g2c/Azjm1SaQBXjyScDCCLowgABXjySQRcCvHkgk4GEEXQQBhBI9BAOd0EEEnKAQQQQAQQQQAQQQQAQQQQAQQiL9/RBABBGEEAEEEEAEYRdGEAEEEEAEEEIi/f0QAS0QP+9Ij8nRt3baFY1eIv39EsDB8E+XfdhbZy3Jzo1Wa8wYv28AjMdsscdf3eaJyL/aezKkw/tOOLGNQfHHALLMGoNss7j051p1h22EwWlBcwAeAMmZL5M2T+AXVRlSczw2Y7KbDGgeeAbkmMfZuaVlMedlaa2jRZLyM2Iro7v/S9UU+FRwAaCUBx4gt5NqEq7/rO9eCVeCo4EqbAER+p5p31csJ13peGxBswN2cwfiGqzTMlbDUfpjr99NuKVeB7BPDNkwBo33O1J5ZSpXTXvcnQU6NFkjaOz2Cv28gusvHybuGEnxa7122VzuSHGgqABDIwRIyZmtg1oLGNq+Aak9HWZVKXD+D2zT0bDhlDmJMYLE2WdJ6ZnZVgkPDwFqk4RxA/xRzzd1q9U1C1bUnNEWYII/Z61GgABKVtgr8Ib+Ps5OsoTaIHtLvgJoMr/wBHyzYWuV/+C1WdEyiFUJO8hS8HCKi3fBpjTNb5/wDsZ9Fa342pYIBs0BjkGww48ypnmu6zqzZv9XtTuWbXmtO+Ipu6aRnQ9N3wmT+DL2xED+VbDUJUqn3OmzWl4YIygNXrfmh1c/K7ehUegf2lwgH/AFeabEtOFNtPOmlOgINtgi2CoB4iPKQJvWnVMrLkPTd00Sk6YYJzy786929d6bAzTkcFRXXlU605nYJzy786929d6bRBppfgO2bvSfU6lKSc0hGEXArx5IwBXjyScDCCCCTgEEXj7t3VF47xcvp1Opq3uSgDCCR8fdu6oIBh6LowgmeUC6ERfv6IwggC6MRF+/ogggC6CMIIAujCCCACCCCACCMIIAIIIIAIIIfi5/lIAIIIxH3buqACCEfdu6ovH3buqBUYQGbAEGyveo48mkp3XRl1ikXj7t3VKP2zAjk4EM8cAfSJZLTjnLXnCt1qCmGh5xeFjd1Hm6dyV947VDjitMl1ZVurTl/tDiPs5B/QdHkjUkcj/vqdSrrXfTrCGBPvmBEHzxf4pjsve/PpMnM8K2P/AKBs+PH0hUJGpI3OmXl+p86Xw9N3TRKdW2/+dm3LkZucBAG7NGd4BmUFYSLr17N9Fy0q0DwVgwjLgaTpRNqP+k1NOtNBkY4PZoY8f70hJoe5Wv0SHgeDEtloDx/lWO1ZJw9HpyfWjC2q11Xs+pqH8Hs4pjw3bAA6zMnakG2pdVTPymrSQ7Tm8ygYRs8ePLGS5VsS05nZRQ65Kf2YtmR9pcFx48ya0yRcnLorfySP7VBiP/lCY6h2UWLGJY/RHb6lpOfHiEoWLSrPhdRqrs7ZYIYQPHY5XvU8P96E5ax5v1X3LbTynofQvCSP+yTPHAapkyXajHdCQ4r4BqVMS3jTil4bDSVCRjMaA8fKYQFVtQ6xzZv4/wBi/cq9tevVk8CW8RB7wZUKtGgu1SftinQGowtutW2pSaBnQ8NVt91deFjxtojl+HkoFbSj35NlyyfNWuda3IQPhUegqfLjgaSzzXnCmzVUtLxDZgmGQKXLngPvQnLSf59l6/rWmTtJnDkxi49Bc1xfrdw4LTPB3hBWEhFsFS54iPKS6uWupeb9wYLToHAH1L29aVeiflxBWFTVgqfLjkR9Hm0RU2Ztjk7Q7Pe0hlQrCLxA8laHxhQ3qnVPZuWpNAnO32O0o4Ivqs4ufhwS0R927qmDsdsRIpfVVbe6/kq1NQJtKOConsmfnW+qmqcFoj7t3VF4+7d1SPj7t3VF4+7d1QCQGGyvOxT7VrWi8fdu6ouhEX7+iASEfdu6oIIIBi6CCCZ5QCCCCCgEEXQQAQQj7t3VCPu3dUE4wgi8fdu6ovH3buqR6zt790oGEYSPj7t3VCPu3dUazt790EggkfH3buqLjHAH11Tb1V0q3vwRrO3v3TnV3t5/CTEfdu6ovH3buqV8ZpAfz9DufrrudOi4zeABpHfgrN+re1nb37o1d7efwloj7t3VCPu3dUo40JAH+/tmpoq5u2JHjQqAoj7d1PSabejWdvfulWqvF8vU0iPu3dUXll/+VMnGhhVH4eitjtq6khxobVZzhrqWk+s7e/dGqvF8vU2mWF7F7eqMSwvYvb1Tn4aHlg9sztT5uT/RFwYeWj2TO1um5P8ARGsT7/afB0wTecNFwAPisZtyq99qYv22QkAaTUUyvh2XoSynz9as2Ksclw7K2x39CguAXmkpNZ05W7fS59nNKf2wQbHGb3fkfMVxt+j3bUsqVw7hHe25WUnS/bj/AAbgcaUj7NIPj/D9zstXrTQpWp+5Ob+05sEQWDBciAeVJ5HLb9yqd9tKbuTZo7S7KmeRAWsyoqU+EzrrwmTnCG7NA+xLPMROkMtsNQlTnB/BNeHpu6aJmt21eybtu+XIh2wNHdnMF4hWjd8NSWY2WKtuvSvwOG0psAR5Z3c/rMqlT9VeCTApMuN2Xl6lsuEmdz8X1JV4HggAN73PmSbUxx1Poc+hOSqFcXNTalNY4Ks76dzF4KnJH2hQXHj1LLlYSMp1Gcak1CHjOAOdqsfHylnlYSaYUsZa11WLnpwnqy8HQ2oXHAAk0lOLPE38HL6qfcmsNgmOchu0B4hRYwaOT6suTMhm3Obu6nf4jDfSlbgp8MlZvqUeFRM8C2pc1VmSyv1OV/sv9Rel70kIkjCoox4VDjlpQyycihgyV2zL76o9FUa0mBv9MQmORHAeOwTkiJm53n807HVKSrQPbAEFYbmBzwEpL/8ApIU/stX6ltunqdrTTJ1DUhJNWK2ezHEoEKxjzSFY4EeZMqdIif5DOaUq5wAicC7qfo/wZv8AtS3LqHJoHaczZGalzKlJmC5o41e5zf8ASD/1LsmdMmXgK5Lki99e7ok5TDQy3K23vK7CyrdHGJyMWTj0c17MrT4TODkxS45EwZLGH6GbKclbrLkvLYZstKqPf4I5hY9da96U+JHBF8fhs2LdRNS6xBmxMN3j154T2dMdnvbweJycjCoCVF1frYnM07rrcV2J2hBWFRFpBR7KPykvbMrB2rB9lCflOSGAlRfZupqVsn2prDBbzcYLULNVlDrLGPlFOfVZz3TJ36wtnL4jOP1YJnABnanq9c67kmE5XgH2nEW8FETlmz8YUVhSteCdAM1vADYZm2TXWTLSkFwiL9/RBFwTmeM3BWN6MR927qk4BBCPu3dUEAxePu3dUXj7t3VI9BMPWdvfumjq+lt5/CSEfdu6ovH3buqLoJPrO3v3SrVXi+XqMR927qi8fdu6oRoNu9fqi8aDbvX6o1nb37o1V4vl6jCEfdu6pDjNIAL8d+unXnklXOQkAB/HfNO98/qrHVYk2tPB8vQp1bZ37xeBjmeE3FWN6R4zSA4K5qq22Xpj7ShsBspVmiyZKOchtVH5rU7bwT4Os6AGbwGKlTZxm3zJHjQqAoj7d1PSabenN40MBx+uXelkyQ48KxxqX73Xbq8aUA6IGhgB/P5pW+5W5eKV8aG39fd6zbFOxTncZsDiv3PyvrvRcZpD/wA/S7n6arnzoBvByG1UfmtTtvBKuNDb+vu9ZtinYpkA5wcaniq1+u2xFvFz/GSgGoDQwHHV7/VPnZVQkePCocb8exc8z+E1aUcCvHkjCTgsAzeH/n86r9V6npHjNgcV+5+V9d6Q49WHNBBoHvLDFitvVPGWDfzytq/RPkRfv6IIM+p2B/BLaft6GAA+lGO59Dwm59KUv/aExz4MoAAPSmVK0MobnppfPVstsTk/sfhJ9lO0eC56UaOaOyI5n0owm6x7VGkRBasIBwB3GCrH0OfXqzOupN2Fo8urMeIeqxarLypN73JcthH9lcMR2Cy2gw4R+zS5ryevVvdPxSwQwJEWxANrgDgFjJfviezK15qTneCpLvhqGCJ5qyhjssm1G0cKfP656saZqEq53tIbjBIGCIEm7nNnNEKPVXhleKaUN9ldts3Kk7brrcNqvoTRD1ppzlblbX5dTd2bBVhnOz9sEZD+uGWdp3UYZUlQgfA+DgMI2fHgLlFssw3+lSVcaHjWg3BcuAOYLGTEJyctkjvIc/R80yVdjw8bi2yXUAA/TPhK51Ln5z+qUn1otzVrqlXL0NYOQbZQJrwCOy7pxXNbqIsQTFg+OOBKe9Ce+u/NSc/NhpH2waMe3C0nlmhyR+V1p0wwWZ3xA2A45EdxgqT0uV/H7bpraqnJmQ1+XU2f67eqf07cP0nN5zwSDPIkfZpdltjzc7z6++sHrvekPDAmA2GoYPMID2yaJrOwkKFf/vT88UkISaGfhQRHH+62w1JGUmqrzySP04m2WOOyx/aDU++Da/j9a8aE6j0URDLUk75J/SvdivWGe7HP4VHBxmWXZUe5nlTnlJZ+tMzTz4vTPwfCvp37OSbRDZggLZZhuMMD/RcqcWSn+Aan9CuU7htTF46Oc/y9F+/nhOnbFUWXVGf4d90tr9Wfu6JMExliuI/DmlSKq1bl1r61pDsdmgHT/cR5UmL1m6JA1Fda9VCSDNZh457gCh+l0XW7tiWiEhMiwZOYfpDUJy2tdPDZzUiGvy6mb4i9v4XxsMnOM0dmnzIHxBU4rfcp+E9lq01hge0irPPcMvVfNrSjt+PGKl2qP5g2Tvr1Pt3pqHZWcIgssx3q6TSN2d67J0rM0tBNjqBGL/MLs2Zve56agx2lCMH3DVM5dxmnmprSnsA4CcFiAFaQvX6rmzYmsM0nfrdnWqe9d6UE5YGbCSFQPx3Rz53zV7V1JcCcKm5+PJtV+q6xK+TJ52vn27luSwEyedr59u5bkAt7NbLVNqWuILUZoXQ93qgkyxwfBurn+i+OCCAYuM0gOCuaqttl6R47YAxmmzrfPzTFxoVD0R9u+npNPvSPGbw41I7sF5v17vz89gbQNCQAD8dS9edk/FI8aFQFEfbup6TTb0xcdsD4TTZ1Pn5JDnGkPRjwdmtyUA2AaGFUfh6K2O2rqSHGhhVH4eitjtq6kxcZpD8Fc1Vbbbkjxjg91U29VdC9zsE+9W2vl6g0hpQ2/r9c/FS+V6r0z85CQcb8d0873Tei8dViVcY5nhNxVjei6fAJEZpDjVu35t174YYYcalbt2eCMD1Yc0XHqw5oAIwi6SCAR49WHNBGEXiL9/RAF0EYQSgAjCLowk4Fx6sOaMIuPVhzRhAGPws/yUjx6sOaMIIAM7z4P7YyeSdgdsCx1NmFGjvfBtlr1XJg3Y/A8eGHaDB8jEez2Wc76bDn/dc2cvTee2ZvD96NgxWabDKJK2r9J9Tk3fDqrM8v4lETi5Smr7Mq8r1vnbm/Z4CPKoQR/l/se1JZTU/lU9dKZ+zWOXbDeg+yh/ijmmap+qq3qxTWGO2FAwNhgPEFnGu62I7ND7LUr8CThH7ZGGrIdHYLHajaoup35em2Z5k8NgY6EbQAAH9nlTkiJ2T5VWi7IBbjNIGGqAOW0rQreGyemm1FzjYAOCmB4hcoNKlv1np411pP98EQWCyAFPlD1nZ1UYL15rmiKbviKIa2SyT/ACkBLIRgix4AEy6sz83p2B2Dt4eFUDTMHGqP7YYLY/7rbuKsvTkcZpERpPOZo1Z1zK2paOz2GwECIWs5qrGM93mtCbFXstWZtzk6D0ah5pZT4/5GsQ8iPtRDEcirzXk3f3JXnCpKOCCOMKXIgLM93stj99HDfyFU1q7HcE0CGAMTCiIZQ8oZ7eJ+bppn56lWTJSGxEMcJnsMDSfvTvg296j833JZlWA0tZ+yanO2Xdrbvs5TPftCOAHAmiRZQHsdZNl9zlHz3T1+ilvTJ2PBvy47WV/hVeq8Vr3prBwGO8uP5UnLdj69fR0z8nOHDzYlHwzPVfVhqoWtyCaF+yV57vpYy5EgcbACtCZX+9Yuomw30pV28ciBWfHjykxI15vXQqd89rkYaRwAmF4E81V+Vzza1pR2lHjBe/ePPLNup+2h9yDEiLdK3H4hhpHI4gz3fOWvVmrY5U6aAx4gmyy73utVNqqvmTLwV6KX/K0Ptuvvyq8MdY4wXjqoffgvNyd8PTd00TOLQSODkjRccAfSKM15rcnRECYYEWvoI7izR1+ezmlOZ/dZe9+yy6jbME4+NWYA8xnOE11IO6CdX7yWAEbOd6n3qWmHwDht3mF3U1fvD5x/n1UzP9aa3JtAFePJANAZoyoqfn1zrQSvkxopS3UrfxWgk4OB0YRmRjfzKti/VP57uMWKTx57CaxXf8rieCQ5yv8AdS4dzjW8Er7SZsTnM1i+dIFHGGyvOxT7VrWi5wavV0UtXBb+aMnPeq1r4LSOHqw5oBHoAV48kBgcrzsW61S1IwlABBBBJwCMIIIAugjCCALoIIIAIIIIAIAV48kYQiL9/RJwCLj1Yc0YSwQJZveUMoLgDq0fvieyda8JprNaWQlulb7S8gfoB2SwPI9mMA2eAenhBCcnLWwb/wDBcOC05/7QgWUcNNACUNuUSzvonodlL79ltSbRDdsHmwEWapGgtppOp1+udSZ+2GCPCRll2qAXV5OWecps25v9Ho2LRexPkjJfhqbm3/5fmti4GPsEZhnGDCBhjtyTGDXdZ0nKyf60yu7YhBVjgS+FJEduM0t3pBpqEicr9m+1KFZpvqSHbzHAZpouPJ9INE5bNbg/bTdUkxDwmACfZ5jSZQ1INss6d/vRVtua500VE0Seyv7ib+2LF8UZONBQiDKJc3CxYzXJPaS1X5VXZMkxCRmkWaEzwAJSZLyNl6ZI1qVqz9bRCpmgDMaC7V0bvBqE9M3zOo+r1UpIM0HviDhcc8OWLF2XoT86rKUmiKbumkc+HeGtRdHJbK0eW0xcYZlArA8czZhum4VJDnO6hvxzNm7hTNRNgu0N5jkQTRiIHXw21qfbbalfiYrG/NLr6NsBt6s1c1Lv2tqOiIBDDtiAZhZGUmYUQXbEiJytf/ou3VvwqXfXYlfOAjnFNhlAeY++riFu6+d9r0X7E2wOzGy2ABx/NMeWk/70YVbt31TaO0iDf2bCLtxlL0iFBPTCnyCnuw160oM7WXOTT3yXGwzc4MACy2eAXVo8j82Unl9mOzGhebtgYBmlTA498jJ13+tupLwACOcYLPIR7pLOTki88q1asXbxyRnzEu0po/Bve8g7OZ0nO+IiZpSpJb58K92STr5wYdxgcf7wNVfIULxq13KSGB98rWvijPjjC6tefpVUfl92/rRdclBmC5MGOFiK8rXjVg96awzScSFTXXlc6kzdm+fAA2ry7VNrTYCYKoqrjqnytWta074em7pok5DjA5XnYt1qlqS0MEndv5c8X1pHjA5XnYt1qlqS4QbBtzRS7B69TlJyTkwTJ52vn27luTeIKwkHGCLkWr5j5un0uSnk2aqKL17J/ry1pYCZOJ5Kmnm4bnPnSgGwAV48kEq7HNrBCcNXtusW5BAM3Gg0AC92aL1T51L9wxPC3dNq9XPTUDgNWrota+Cnc0r4wPi48ee5VKYmqrFc/UpUU5r6z45f8ti4Ip4zMqfjsn5U6q0z+EgMQEYevd6ZnTUDng018raHVc3Tpj8Khvf7ujsHLXsSbV+5/uNJRTkrHy+ZkDR96vXySGRg4MuNr4a5sqXqUpF0jO3IEEEEnNAEEEYQARhCIv39EEnKARdGEIi/f0QCPRiIv39EYRhAI+Iv39EIi/f0SQQQBeIv39EYiL9/RBCIv39EAXiL9/RNQ7DWD392js8j8OVJtQ7urpwTN06I/guu+27YHiPKwbps6Kcqebet1cP98UqTUsLyOJ+yzau7WNJqcpVOkGkx/CMMNle/kfHVnCdF2z3VAmDhcj5rQ/VU8/Hclolnc7GMNwcAzKG9+Tn7rfu1LfRMpOd+1SGzcGP91MpltKTlfi5G/vCpeVY2J6KGvy6mZ/cYqVjs2J7PTubI+GDSZQMHGe1ZD7QbxxXm/gGVr6apkq8FWkAOqGDcHkxkwy2NoZs38B6zov2nAwqaUKIiIaX3Oy5GUkfkFzbq736kYBgHCoGBDQYZ4iZLNBqHGWdJlXV+lGx+usn1h7efxGPnBjw0w6lGdtbs1pcISHGrGyEACTF5Gy1aJXvytFgex+FQMnPHjxZmllHJbOcnVhVdlaSLegeBLzA456UGDS1aJLMHWVZpSSKosuqNLw2Ji5qyjt2qlXK3cZuN71fgSn6KonVz1TpHxI434DnTWz9X3pYDhNTNFiO6v/nKbbtdClJDjHAP8QrM+qep6nJ1Ho9Y0b/o8tm3LkXGCsQzW9B88eA9nyzTFX0bqKdczlJu7ej2aVaLDHlJmSnPY5v+j2XNdm9T05HONimIHtW/hXg5dydgdmzSIwwguXZR7Su9GPpkrf8AqLKql0WTp2w1+XU8n4jZs+q+P1fQo8jAY5BoGAP1p3WdJfkKNVfRTk5XhUDEt5oALm6bJnWJ2xBUmO0goUQHbgEmaEj0Nrf2X/TLl03Zdzv2hQVHZp9ZE8B7Q/KuVTOvU5TqURN2XVE0NEzVuVt8t3TLZh4w3hYceW9VCLowMCMCLED+Ypy6dbqN6Ljf1GD9zn5ovTqOBgHzRceb1Vuov3J0AzQY4rTYrXbqWrNCY/BsoAMKYHH1brPSexdLtYg2NHeBZbjPPMtc+2tyXw9N3TRJ4m+W2Uv8qEhI7v8AMkwx1RIu7dmuqlLBI/Cpm36tle9yAJPPGfgvC5KSc1hgjADBTZ1a7K7UtEju/wAyZwxxonpM58/0dTuTT2abrHXZTnU9eKAAJMe6ufcuqhe52KCX9nM0A4pY91Kr37MEEAqByv8AdSrjDZXnYp9q1rSYaQ1uHRWynUu1KOcORItWu11r9/0THKD3Oe6VqXxWmIQw/wBXFNQGOeFdnavCa5MfhINZmm3GbW9aRxPf5SnRqs15mQjebzcn8ox+Ln+UgmWb2jRZLyF0YiL9/RBJBJzkXiL9/RCIv39EEYQUAjCAFePJBJwLoIwi6UAYQRcCvHkjCALxF+/ogjCLoAIwi6CACdQfwUQRxYbwo+X+zemTvVTRY5OX06g/gojf6ZQoAX/6t7Xzu1vorSrw770+/wASMrxL7to5vzOwG80mX78cfRyuhEyhSlU9WZ9aZfCNvEWOEzmqph95NBqaaTlfwFrpr7fVLRCsaRssupxUtM1NLVP689dK1Y/DxvMoE1BeUNUsox9m+FdOV7vWw9N3TRPODH28hGKwYYQj7jLFmgV7rJE1qdutdrsmTnhsQ2hwcP6cAZMyrQnq2YYVbtnBhUwyfZ82D0ucXbzYZZImuR24T6/olPZrSg40mozwO9V+c1z5n1r1pSTkdCSEh4GYchOWJyLM6s4pSAWkADKBx9GMUU4zz2b02hvQqgccPtAeXlvOOdmhXDcrP2k2IKjBferN/wBzdwXztpWmOeshPuv+Rm4zSIxXv63KsvU6pWZ0hxhiP8/lSlVcJqL0sDSBg4MVMRA7OMmJZsfmtSuKVgZjgDeBo1btM+i81IO/+u7FbbJPb+G0jgQSJw+WA0a/NXJNoge0ok0XZRHRpUclpM2U32LmcrembwbgeyhmhHnoRs0sXKU6rK5n1UJcGwUgcxyseRhUZMtCgn9Ka1ekydsNfl1MWIrv9Tphmjd5BM6HBIDSCpxqEpJOqX0+xX+l2GH9uTHkTeguej528x1/9qOeqbNabB2et7vI00BwAJMz2WcZZImU/tR7++rqJ1uqnrTN/wCFQTHYzUg/EeXK+TmVsfaua9KzNh6bvhOX4YEwAZOOB8U+Wzzr37qtyUf8LP8AJS8Ajd/FfHn+cVNtdM+pKOMscEUxH/V9z1ZUk5pQ9d/XRLgwSfhePg7hap6uFEyWhmm+7T8f/vnrqquSvsE74UQO7yWh0U8KseExEX7+iUEx0gwYg4VL3W8bplvXPrnSwDMelebH+k9rrEw+BMJO5zRcienZ76LM2bZ06gJxBwKZ9i+K7lbUoJynggxWczU1paCfg0V8rKHVv3OmSY7tjpqKna66raN07kX7tHA/M3K2u+mpALOyG6OUUtVD1bLcr3IJAAV48kEAGx6f8KZg0fer18k09sen/CmUNH3q9fJMSKosuqKIX8O79JDDDeFhx5b1UJl8JBrM024za3rTTznulal8VplDd/Gw/wCJMo0dGqzXmUdGEj/xc/ykYSc1lRZIYQRhFx6sOaTlIJIAV48kjwK8eSSCACMIAV48kXQARdGEXQARhF0YQBdBAerDmggAggggC6dMfwY/BhbCg8oxJjBWB+pa7VUKr6PnTm9OqP4OoMRByGDVA+8Jay36p3/S7UlXhv3p9/iRleJfddHN+ZrEKwWUcasH2U1R+8jH5s57MtfdsqsTBu0jtCIgNloAMMiW0X2LK5Hr2ups3vIVd6/bwc+ePfrhlHN8+eiQHacx2GzIRwg8AyZ0y7O6zUntjxhH9pENm5KoLESK1FmOVg2yzpN9Watbkp7BhhCONbA8ueYkfyep9dFLqOCWjtIBIgt6C4ABFcnKwPZeiLdQ/wBJ0iGaMATYzYHAIltKOSHVfxu1Iib9/wCo7oStuyuE/QrxxsNWN9//APJqoqsu1qdTVDnDh4YZReILGTFWhuro9Nsz0mO8442YVIS1GXUdd6R4xweN9wW56n0z7bUxz1kInKmH/kr3jjCzMotfNVfqvvnTwHJD0jgFr17X3K3rSQWMeGo+bztzSgMCPTV19bnWULeH+6c6SdcPq8qlogSzQRgTGglqX73zcNa7EYhjEAhREQzZjlEjdb6U1TJaIEseOIeOB9Z+GGpKPDAYAY+Xd5fbTUpXpQlBinRHZi0gO4Wg3PMtCC5PTCjl/dbdtrXOp1z6akX7eFHm9AiC8Ix51mmuol/3KvK/VMPZsJO4WoXiNGLmlrJHNmVerk3jtOX3d2aGGUOvSGWcZZ1kf3XbS9KCc43B/wBGzUR83Oc6/SahBvE44WXAeWn4a/okwMTlhWuUcVOnsu9VqSHBGH7vMAD/AAtM99mpeVpOaMPXf10R9m+CxjA/xBVUtW7CrVXzU5LSTk5wrHl5i6rKHPmftxnelXJjAEgWeOe+7zTyRzpsmmvSYYIyyR9ZFy5Pb644uTvh6bumicWa5s5SkWiR3f5k1GBMKj7Hk5A7pLP/APoF7MqSrEycdyVPNPx3vfOlwZrH8WvHOxy1evJOdIMc4AcC8AeqpS17PpxTSSbHAGCVnVXY+vi5OdmOAOT9xl1Dn5VqTcGDCry4J4CzS14KW/i/6pQTloHgqAMv3FDqXK3LdqQSwE2kRFC8xzVVhdRTYgk4Ob2x7lWa0zBo+9Xr5Jp7SGtw6K2U6l2pmDR96vXyTPKIX8O79JXTnulal8VplDd/Gw/4k1c57pWpfFaZQ3fxsP8AiSc04arz6FHSQRcCvHkjCefN0EXHqw5owggAjCLoIAwgggk4BF0B6sOaCUAEYQQQBcerDmggi6AMIIujCACdMdgQ3+iXaR8v7Lqnv3XUJy+nTH8Hs4Apl9pJEd33OyzuvdXuTT8OtisbE+ejbwMrxJrVlbe/P5MsIJMA52gl1REpLSxlklPyqeev0SrQkY7WbEMjIAAHmoSfF/31U/l6psEFQWq2IZNEciyjMnKnJaTN/wCxc60zc4x2szYUM9uQkbjEZpdlnJacKFDneTUmfO7VvT2p41TuT4YGX9pAxEaHkIB+9S2jHNlL+ky6Ni43dROC7HXLlKlXeh11NGvNCWhvQDgqTNNA8O1mk2zDV01X6tZmq3MyQ50EjJS5EAj7PZehE5Xlc071+iYsTE27cL+tt3dm/wCGeCxcV9GMumrHfJqUlnhUz8FTKB/HMqVetU+Z68EjzhxlfmX5rusufOloGkIMo8At6T9HXYIu0iTKitHIvLms6p17KE6T12rOEVuzjZc+6zKeTGI6PHgGXXqm57H8nAxwjFF/A0h6800pMM1mso41C5Hyxc0t5xV89j7kuH2JYZMWXADmTUk+EN/TCxSr0GJFVWfRGgM0YiTg4YHHA7sLyPQ5p+Kt1ycznGkA0moYPD+XK3ULerjz1poMJG83IYFNBkxYuVUrRJ9yZsDBs+TB9qyYtsqXszPQlBiFfbzYAGlAACna5565s+m8M2FTVhh2cx457SILsf7MHNc3SlOf26TABNGIgcuZ0Oq5XHLqHWjslOD96NiDiv18TkUjnXL/AEuptSgEezTnlwB/LUbZ8FqVusSQbHvTADnz4P3UT8nJXxQByZ8wyjBcyXMFjmhqvt+ltCksBPTDVCvJqe+fLrX2aknKCHaQ2gFy77Oa6Fc8KUu7YBkYsF2r8MaJ4+u360c6+VF/l5+budEyaC0tMgvB+qSHNlefotPiFo8urOVVZrzLQNCRcGyDOHPgaMaOc8/RNYgrCSDjSBjyLWLauSYf2tRALBgORj/aBUnpjt+bNa1qxdmgjjLMRHmFzzvuvtmoSslifvKz6I/TAmMAN+OWozropn1peGZERpd2VPm53OT8t2k2GqzSpeIapktKvlDil68vuU56kXJw8hkDP9o23NYcy/HGl6UHQfsQCMRx3voXtd6VoJ+S/wBvIcL8b7ZNudbvOVLQQTnfDSGtw6K2U6l2pQDnvVa18FpZ2kNbh0Vsp1LtSrj1Yc0xzQhfw7v0kM0fdL1c0x5ve9M5tTYTnulal8VpkLe98rUrikcTf37JpwtXn0ZVgK8eSCAFePJAerDmmGboIIIIAIIIIAwgi6CACCLoIAwggggAi6MD1Yc0XQBhBF0YQTqxp4FogfA9qw8hGz4OMOTSg0vzZv7sIb+GF/bMA4KQH7PSDQAAAlLYWx2p3w1ja/v6vLk5+/g0/wD70GeB/Y7UorzrsTTzhwdm9oxeXD6OabCyWplN2u9e5PS+CQ1bZY8b5yx4rCwwPElrMWk25YW2ylt7nvPpPtaPNKFrHIEfZsHzRyRSPN2uda5k5vhJHk2o2CI4+kFWw1KqlustzSmkE4Ktb7RlwH92lysJJF/31bxnckP2jwkgrBWFsKPAlLQU2PKc8cLNW2IdU1RKyxzSxtnfWUyQkbVaUHIPjxEmlTH+LVwUu3Cei1Ic4xyIMolw8pMSN89tNeGVT18GFUOIbMYCQgFYNsdl6FKvn6517nUUJH/ZsDR49q95mfjFapqXcua0xz13hk1DK61eS68xgY4ygfcSa1eHpTzoWi5w5HMv0yqijgjEjIgrk9Bj9j47aJqb0XOeCyy69JstmcqyrbrrQaPiOqS0a0tzsnKW78t5Ds3z7PXJ/jLNs25a33JuAxMCKMARD59v1dROu9MIJ+9LgLHM+cty/NSbeNHgheOPpH7E7OL50Hm4nU/43Vv60uMXYIIEqbIGp2cvxSHhIDoBfx/jMr5OxSYJje3mh8v7UuqmopSPhJ4xByq8bKHuvdqQZkoPB8H3euJj7eJ6UY+s3NdHGZF2YcPQbajIaoA61SXTacqn3qotSYbPn/0v3eSR7SBjmWzx8HTX0avqlBMWCFQ3tUweA+KOS0nW7VjijDGGjjVxrzu+jW9A4c74YMHz0f7QKku5ThRebrnYvQYJOJNRA/mLb34Pme9aARxz7zA1+qdEwbgqA0oENBqju9lthlrJlM20VVJj8D2D3xDcuR/xtmbXqdrTaI8cYgWUB5dqNiRSS7NVdifEMmpzV3UniYmiS7oqbrsLKs5/h62B2k3jFcl0Im+zc6v6JX2Z/rZtSwdobN7thGYV6z2V7UjmR7ofUrilZOR8JP8Apl/2RIgEEemrr63OtpU6QhL4JouB+T5+l2qahdmvG8C3NHGpAJAKPBeq2p7+D8X+qCTEjAn8dd8rv2YOdiglBOd4HK/3Ur6Wg5X+6lfHqw5pjmgQxz3StS+K0yCEdWf5SbSN7lepXBMuhID5h2ubd0UrbSkcTf37Jpw1Xn0MvRhF0EwzVGEEXQQUAjCLowgAggggC49WHNACvHkgPVhzQQTjCCCCALj1Yc0EYQQBdGEEEoBrHYy0gGP2lwXHH+KOSKy7XerfanXEPGCygYRs+FTV0ZnlXyw38hPbPbhtT8/yYw5I0XPAeYKnNDutm5a07ohJEdp0Dez+PHMliDU01sWWdy1arqnpu+Hf6lLHqZPiLlJ7HLOw537Tm83GxCNsKZR7u1jyzQzZT7zPrpnsf9Uh4YwPAJwjLgAMppNtsFWOy++Gsb+Paky+fom4NiIOQ8LsllESxb2yyySzZtSltP2Fl1yY/CqEh6EkI2wPLjMmNHNDJrWuuteVT7/Sau62yx70TFXiVEtG2zjTAsBODbUJwNZ8eRZrNMGjjUbWlnMqnm5TogMzRwQvHhHBssXcpWie0utM3VSPQpJxMQyi/lmXoWZp+LrEqBwmPJVxAHH6arL51JjHrPDYiLcKrZ0nto7ZbpSu5MRLDBF0iFWkVyRj55v1PSrtjun8BuGrpWTmnUqnpVagpmno0u8CimbYu/elfbBMeVe4M787NdC0nKPEYmKUr6TVbLJYVXQtMFWaAcbzPL9+FZP57yedV0600+GDYAJhGIhqM0zTr4ZnqTL4BgjgitA8OB4Ej34V7rqUWhsMrusxRvzblU9B5uIiYrW1RqU3NZT4YcyAY4J6NaDVHIykvRon0pX1sSPbwwEgiAPMGjj5JQt29/rNYjDBGHJkC0Ro3o7cp29eKQ7Sb0cfMjngCzSLssnW7D6cJkHP/wB3t7/y2LgUdv8Anx/3uaLNLwSDHA/Jy3Nlr36nVeHgHBS8QP7QNK3Om42pIQkBHBPrAWX8qTkeiIJiHZo3hGAKVqXvzbwWlwZoI4Jpn+PxXjhXbipaU5m+M1DACqya7aZ8v21JcRhpGaLjgfC13Lq3z0zzXp8Q07ZzpfmIm+W2Uv8AKhqEA2aOC2TDcA0YuVY7Uljqp6FPspe/WpyWiBJwBsNXvUceTMeC5OW5ofxoe5M3GbB4my4gAfR2oT0zVXMrC2ZyTAJsBjwNbBFYHjtTM9M0zn40zpWTmcQ8bAEJIRmRwNGlUyq+F02qZIYmMACa9/o9FV1mzai8d4pgeIflevbW6uuPBiBpR8xgujfwQBiEoI4w0ery6id1FNVU7116kQZ3vVa+ST6xgGkEoAfRjBW/VTdsVqci7NJrkpgfl9XPmegFoZrYeF49OM2E6+SCQ8Rfv6IJoGefoAMDledi3WqWpIc5X+6lgSvnAVxtfHXPlStS1J582CIG9yvUrgmfQkB8K7LtWqfYqfSIoazcr0Snt4n4VTsJ18prnqoScp0arNeZh43givmdRXvm6OmmRdJBsAxIu/By563bVouBXjyTHN7Rosl5AggjCDkj/Fz/ABkYQQQAQQRhJwLj1Yc0XArx5ID1Yc0YArx5JQARhBBABF0YQQBdGEEEAkSfvV61cFJ2v2YgjjQDgeAP8U2NDnf7LzS61OJydX7ydsMdsSNjdl7KAXo5pj5fqVe59ibngv3p/wDZf+0ef8b/ABcuRX2DIQYRthqnh5SYKk4UNqSFNvLc+hMeYJwAaEbHIgEVlpUcp4Tzrmmc9LjA+XHGy2SIEplBmDcKST16+KUeB7HH+1EHxxz3xnlNdu+p1KeliK7+rPOwleH/AKJCEjeHGNGPHrluC87Jp0o7SaR6KLx45nbSrOFVyXBsE2UCKrTjKr1Vve51OX2JX2l3VGx6gDOa8OVSk88e98MpoZLoVcE4OqUDx5rNK38qK3pDnDg8qiI/6UP3T3LnsS0kwQJK0JzX0wSrNEZhypZh+kL2oPuKk4rRvVv6S4QPGH7rMAKMTyzTFPXngqexK/DxpDxRcCPeo0cwXOuup6WBmtJk/ZxnkQBzOlXzzuuSjwqAUM1GeAAPXw4XpQeac52zntqSHgAhFwIjLrH2Ur+iZu0vGKmBwB3ys5PNVc52PRNIaYI4JUxTOTtUrhRXimTtP3JDDig4GGODI++D1TLJvJrVt2T5UqaHZvvTA4/3eV004qbnnBJCOiYNz0GjlT7K89V5gWLWsw1DmundTrWtS0oJyQgeTWcChQeiPKseW/8AfVtecV44eVFwKdMXbg/fZPqTSIEs2R9mkOG5EK0o4yyWL9ep3BVCs3Y4Ec1Py8squVVjr3IKC3nBo4GQgfC4zZdQvGZLy2AY6CTPiAP8WpW+mab1UlXOM0AYqYPEXvNUem2ymepSWiWAfY0wAOPpBZWh12oGrLBcP2mHj+WMY8FpDg+FfTv2ckkGkcjvA8su/ngqq6pI8YbK87FPtWtaCckEsAI0SFEfDrqUpyn4zakq4I2c71PvUtJiPu3dUoJxiPu3dUEEEoJz9GPABC16s/WuuvnBgKK3Zv24LVMlXbEKol3j0eteaZkz85DABzo/NeOVUJjmgaAdaQAOPrNXRU9fJyUdsNgDOE3K1Ke0oV0ePrUrnw26kz843hxrFqVxfXfwXdOk5QTDSORwtFVVPKZaR4FePJK/3nHC7HdNz3YJMExq9fVTuK38kyoqqz6I24arz6EwBXjyQQRhJC0j0YQQQARdJBF0Ajx6sOaMAV48kB6sOaAFePJAGEEEXj7t3VAGI+7d1RePu3dUXj7t3VCPu3dUAYRhI9GEAtDHBtzrdit+tdidUQJJrbEEoLnviILwkzqqowdMnL7HBtzrdit+tdidIdmLf7oZcII8v7PKd1trXmdN3w5yadJOdudhgeJKct3FvRLBIgGO1IYHgAO7GeyycKDuOEz8Nqc/wcaTKJwjZ444+kFe9JHr7lxtXa5etOiGDANuw2NNiEZ5qmfsvCjybJkfn2XrnmwoTQCcA2GwQgJCw2aWm+TdXR9FbU0onxJKy6m7G/LfjMmhfBaaS2aXlh19UcbjM2EbSFlBGDjSM2aHrmzjMiw0CYcDP9hSa82comXN0yrtkYHK87FutUtSQ4wOV52Ldapak85/cv8AlzPWwsNJYuW+xb9l2Fk7Vxec7PYcDFTAA8mLF/yhzUrVRiq6ZI//AMmJ8ELx3Tut4ZcnXBwGrV0WtfBTuaU9p/6ubEazt790attX5vU53+zZ4kFEF78c4pXzkGz0vLnh3Gd6q80JvByv91Ic4CBFbbPVKVETcp8t3smbEw3B292dMbJSlh7TODglTER5h9XPVsfOtM3aQ3ilwBwFOWT1VfXbbR0A0mYCNKPmNWc4Pz9pM0D8cB1P1VNmdypk0k5pPFTM3V3t5/CZ+cXEstjgf3odX05ZUuOaXglGeRdpEjltbpqVa9aMnDgAx8xHzyXydk97vTai4yjBwVcfNKtmq6lKSY6fBYPdv8FpoNweUyhqNhl3z79myZOeGCDHCmP2PmtblcfSvtjt+k8G/wCD7A9hkfLmjjL0R39i9OVycTkwRwSBeIXpDUOPvU+fFXCpBOaAzW+RJwSMMocDSJZoTqtVFmXqTP2wMe0eXymurOrqmgMAmAMaiPiNX1vo5pX4bNKWH5CArR2WpXCayfZxSg4iHJVlZ6/Iz85X+6kekwPVhzSPiL9/RJzoBJACvHkkekgBXjySiGuns/SBgEazd1wepdy1IIIIJzT2k0hxpR486365s2pADDZXnYp9q1rRgYbK87FPtWtaQ49WHNPPnodXe3n8IuMNledin2rWtI8YbK87FPtWtaMD1Yc0XQcC8fdu6paGaNZj1Vto1KtSnpYGaNZj1Vto1KtTrib+/ZK4arz6F4Arx5IwkeBXjyRhMs1QQRdBAGEEXQQBcerDmggPVhzRdAGEEEXQAQRdBAGAK8eSSBPxhX8Fqc7ZgkPH3buqWFjgx3Sd7pvo6jenRo1Wa8wX9mg2Y9V7aNarEvDNOHmafLxE8q0I4U+fuVXv3JV2aDZj1Xto1qsTQIHk+8oZQXI/NNhl67Mz7at7RoskZUVVZ9Ed8SMAmzy5EACTFypPbuv2JXzlf7qXA5X+6lPOV/up8RN/fslELV59GU85X+6lfODV6uilq4LfzSwHK/3Uq5yv91Ms2oa/LqV84NSse+bY/LuSZ+0/9XNiXBpDW4dFbKdS7Uz84NXq6KWrgt/NB9lfHqw5pDjfE/uJMD1Yc0r5waOw9VcU1Ia7v2jLie/ykOPVhzSntIEcaUAAeYU+a+93SixLAcGr1dFLVwW/mlo7PSccMZao/wCxE1ufRzdguZLDOiqrPojl45BtqjNMyB3UZr+DnqmzRW9NJ7PeyWEfaQ2e4yIHchcqTlrYaxsn5DDM87lzp1Q8H5fj6J0R2eseRsv9q85UtXVb8rXNQSHH/wDC19mwS7N4Nx/lV776J6dScvs0mOqTyfzBUnl+yt1adEfwqB1N7tRgxBX4hlse9b+NOp+5+LnGkAwWy0P6P8kT1XzL+j0E57gnO4SBgB/thqKm/IdfRM4Ox83zE1L7qMvprRjvKOFMDj+Yo27lcdSLjDRueN9FSaENdPZ+kzoj7S7KJ2KWTd0+6kOPVhzRdGB6sOaERfv6IOVYksAQArx5IvEX7+iSAPhX079nJAJkAFcUqnjsypaq0EWBGs3dcHqXctSCUE5MSy//ACovH3buqQ6Efdu6p5c9QSAw2V52Kfata0XQj7t3VF0AEZJ+9XrVwUnxFwK8eSDnRqs15mgExq9fVTuK38kYHqw5pXyY1evqp3Fb+STCefNbRosl5Agi8fdu6oIORhBF4+7d1RcYbK87FPtWtaAMDDZXnYp9q1rRdF4+7d1RhKAEfdu6oIugk4GEXQQSgDAPjCvmdRXum6OmnTQGOTtzq3z70r7HJ251b596agxycTwoW6rBy57Urhla5q+/IiiXapO/oiYBB8LDjy3qpTUOx8nLO0aD9rLJtQ6+vpTmvN03j+D2TjYUNg8v4Vj+i31L1XpTD3d+0ZsRXf10jqg5X+6lHN/j/vJcGkNbh0Vsp1LtSnnK/wB1ETf37JpQtXn0ZVzlf7qU84NXq6KWrgt/NLQcr/dSrnBq9XRS1cFv5plm6U9pDW4dFbKdS7Uz9pDW4dFbKdS7UuDSGtw6K2U6l2pn5wZcbXw1zZUvUpSAR4w2V52Kfata0r5wavV0UtXBb+aSBwavV0UtXBb+aV85X+6mpDXd+0Z5DnBq9XRS1cFv5ptEGyfdjKZ4HxFOV24a0x9mg95NkuBPJ6PR119Ey5lJuAFePJLDKiqrPoiwM0nLD7PAXPpnVS97qU6oJxBOTssD7wUTdqzP9E5/7PScc2ZcP5dlk6HKo1fTkmsHG93bpypzBopLThvjVarZglBmH5z9vDe//bnCA8Rm7r0L6ZtTH5GebEoPDn6q7fTChz1JIQkbBiEkKIUNwfzLUbDUO67eC36kj/HiYlypPye+ix/1clBOV8CvHkjA9WHNGBvA9xe7pa+emjYhExWN+aXX0baCcj0Pe5c5222+nYwN4t1G7bzRcerDmgEgCDnO9brlKRgYn5f12zcJ0hwRs53qfepaTEdHBbbKqMaKZ6Z0E4ssHxFvocvXxtr3OQRhY3iLfQ5evhbVvcglBOeERfv6IRF+/olgiL9/RF4i/f0Ty57Ar8Rfv6IwkhEX7+iERfv6IBDowjERfv6IRF+/ogEgTq/eSYSPJgxOPovgkhH3buqZUVVZ9EakPd37Qugi6CSHYCLj1Yc0YRdKACMIuCDnO9brlKRiIv39EHXrO3v3RePu3dUYQGBHpq6+tzrKFvX8XP8AGT71V4vl6jWdvfukgCCONQp27PBJgmxx6B1Vem7UrUgzQbMeq9tGtViaQzSd+t2dap713pTq8u/3E+s7e/dFmazYnOZ7V8qbyCDEBL2KXwp9KrUAQYrOZqa0YSxKVCMXTqD+D2TiWVCg9802JFur6dFcvp2h2Jk5H2fFzH9KHGoddXtz6icvDT/1c2JVzlf7qWA4NXq6KWrgt/NKucr/AHUiiqrPojchru/aK+cGr1dFLVwW/mlHaVcnxfjbi/F6Xg5X+6lHaXg04v5UWrfjROkhqGfNgaJ6zOfP9X07kpBwZcbXw1zZUvUpSXBsDWZ1PwU7C1KOcr/dSgEOcGr1dFLVwW/mlXODe/3dN0y9STByv91KucjxhS4HF+a56tiaBlxN/fslwgST8we1EiauT+ClbKVpqAFePJK+xyYBMqWA+Vsq3850uDHJyw+zyMzzRzX1nzYrthr8uphud9dpvECWaRY8Epce9+1Dl8867c0pk/bM2R2b2fQgasfQuRE35uq5zaQ0jgEvL+Po7BJyJT3bU5f7fm8ACwS8FY/SDRyW1YTcatSaUPTd00TN1aKVXLfdw2nI5MHwi73b8r4LwSQG8K+jfs5ITgg3qwp57FvXUtAerDmlJ0kPN+P5irK5qMcXIDDZXnYp9q1rQHqw5ougBH3buqLx927qgjAJPPGfgvC5AACvHkkgCDnO9brlKQ7t/mNTtlWzcp1aMgkxwRVx/mH8rrFpTq728/hJ5rFd/wAriR6gfDU6l6tXGyvc9BJ/ws/xUE4JyQGByvOxbrVLUi8Rfv6IwPVhzSQJgx2Hqvinlz2BHyO7/MhI7v8AMlnkZi1Wzoh3cYsUgFYkd3+ZCIv39Es/dxixSfe4su6IFCnouNHz47Pr/wBFNABg5/Ubdi18K7rUmAYOUbeS+u5VaZWrPF8vUs1iXf7TJwSY91c+5dVC9zsUmAWCOLmm6y2lNYBg5Rt5L67lVpMAsEDFSp84z7pkp1bZ37w1nb37pj4MHKNvJfXcqtGPs5fn/wCFNoBY4E9s8+dbpuaMdz5f/wAyUats794m1p4Pl6GDjMeJVRznU+2a7KkXBZtMerDhNsXzTaDjHrzq9J7Ej+58v/5kats794a08Hy9DP8AuHwt91FNlOXIv3COFap+Oasrn2AFm+Fq3qxsprUgMzKn47J+VOqtOw+DLyZMcHW7dffm1LgzBonFe67O9ySAzMqfjsn5U6q0XiYrG/NLr6NoFgBGjc5mpqQSvx0Vjdml19G2QBOR12znmlBOTCd4QPBUzYEwXID1Mdl3/X1tWtOBwfGFLl/mju22hapseSfogcaRGDhVngDgd5NiRyImyZ9U7larECouMzTw0nHk+jmlcKrl10pX2l9nCnnoRlv2QpTmjCu2vwkJtyGEn+0bVMly5U4o73TB453auv8AXnSdF5GRJhRBAiWL77dSZ5pQ0PFyrVKyUqydd74N5x5xpQVmiGqZ/wBz2U2z9Eq5xmjNIL2GeZrSX+UOV0VzcZ0sDT/1c2Jl7eJgDfgaRhXRO/NNaCvVozFc/Up7ejyYqpcRMljGedaqJ1JTxhsrzsU+1a1pcPtg1SYUQeAXCRn0SRrfef8A256Ta0q7YZoEg+0cGxzLSg/+uChz7zgkun25Y5S8remgpXcgol2a3O7ona3xswzKub/H/eRdgk448scekrz25uRc3+Wv6PzY9LgzSayYcQrLprKp6PRBLExPDG58+uNspTsBOr95NAg3oYJhq/rDyTHzNrfzSjk6v3k0hsMHu0qx/AMmTEj+Evryq5ydsLR5dWZ6+1NV+j9JbrfLutbACMOMUMAKk37Wbdv608OD+0lpDt6FrQHj/KvJatrl1qTsDtBaR6CsETDWAIyYv5IkUN/RT+Gpy3fn+cOeYH2v5z7cNabZH4zESilKiSnKk1LdOcrlbjRsDDRWeN1FSQ8fdu6oDHI67bySPHqw5oIBhGIi/f0RcEHOd63XKUkgTq/eQABJxwvgUqxt4+mpLQTY4A35Z7qM4elcgx2bHa6rfWbbel4Jky4P4GkV5fQ+t9yaUNDd9ycr+7cKJidypzz675SnX+5wCb3yW5U1vDDc9Ic4DE4+quCaAcBjsPRXFKsMTAGFMZW/ZNR9Z1Jpats794zlEaTaU3xez/lsXAqAwNu/pi5ar1LQSQGJRVM9Vd1lCCZZcnYpTx75C7YBkZqumi3fx3paINk45RefPWqvXQkfDAkqVf4yaqe+jpRMl4geDf8A+1l/DbWni4a7v2j3OsPbz+IvBJgrGC2brnodxZd0TQCYOi5VNqXSqqmdFxgcrzsW61S1JYNYe3n8RR+58v8A+ZAFmVPx2z8qddSWgerDmi6TnAh3cXsWnuCCBTX09Ln20KewggB4Wf4qCCCACCCCACLxF+/ogggAggggAkeMTzwn4rwuRhBAKucJ52On2PxW5I6YEa5WFPLYqepSWk4DVq6LWvgp3NK+MDledi3WqWpANo7E2aA0oUjtU8BKS8FyffUk/tR3sLLr9XWALNHAlDVaukthqPln5CruW5c691FWD/waQQBhYYLn0Xuud81avRVVsyk6IaQ1uHRWynUu1OuJv79k5h67+uiV84NXq6KWrgt/NK+cr/dSQGGyvOxT7VrWkOcr/dSM31O7kV9pDW4dFbKdS7UzdsDeYcrVNrt9EuDTGicVb56c7npl7YOWZ17ptyTmgU9p/wCrmxK+TaR5gn+9WV5j4wota/bzLoWxb+L50kDg0dh6q4pDj1Yc0rhqvP8ASZcTf37IHGaAA2S/dTvs+1PbTHn8gy/6F5JYAK8eSV+DYI5xlxBEAy0jDLhI1CRz8gy1+3nzbalUzTpYAK8eSWmGXiB5PvJvMcAfy0stXlV82KXeFTePDH2gARHXopzQ6pAui9ICAYwBM+YPHnydehOt9a530OoSfaQDKlRhqgAaOVOKozXTNYlsNR5dTmHrv66JgHbk2Y4qx2VHmTJiWy30607E5fODV6uilq4LfzTQO05vd/QjMDgfC9XfWfWmXTDDXLxo5bVTVqTTM2ItWLlm6P5cjwj7t3VJAmTljoj368z051KdIHGOADJ4gd0+vKtdaLk2OeBF8DN9T0K1pYnQTAMFT38xlbsqofrpkAWaOUF8evjPvv8ARNAYLTPAlS4DVAcX+b3V0Z1paDpNlDSgeI0hVTtysZqlVJtw0NNYKsnx9Lqysla8KJidypsdufXG2Up5+TGIgLiNlr81rSfBOAAhKAyql/NEDrAHJimIgCU7raLvo+hIcYAcbwdVi1cvpalpmFoBOADeOPtfdS931nrUkekfOCDerCnnsW9dS0YBGHoq6+t7raFPoJzwaQTlxKqlvXhRTsWgnwEYcadc1q6M5oQTHk8O+2jQLQ3mbHCvo1cF0X66ktEGycTZNs9dzq70sAzHjl0cplvtnuypJAmTieSpp5uG5z508HDXd+0e4ib5bf1FnJ+6XqVxUn0erDmnuT90vUripPo9WHNNQFfHqw5pHpMDA5XnYt1qlqSPHqw5pOCPQQQScoACvHkggggAggggAggggAggi6ACCCCAA9WHNK+cr/dSwJDtIHwjH0nzbRegHaHYywQIN9nLPH/WEKPbRy2b7inVmnWq4HK/3UYYJMcGDkHgKyrHZdX9i1q5vXcqlFzlf7qCuFq8+jKucGr1dFLVwW/mlfGGyvOxT7VrWkwcGr1dFLVwW/mlXODV6uilq4LfzTHNqFo8urKu2DnmHbHc1ZqWmPtgbxTGZrX1K3q3JoDeG8xudjXtovXYmPtI5HUzZ20z2Pe6dOdGqzXmVi4w2V52Kfata0hzgyoqrjrmytWtakYj7t3VI8bxpOBbdmpVlU9+to0WS8jLib+/ZLAwWbBUnBJsNyPV3+a70OnJX3yqbVbZvWjBMEcEqzwB9JkxPZnVZO9JCWDgkDDKAH9j/KVPqnVbmlafSYMsNlwAPitfDF+NaUmGauwYNnu62PEeYNHKq7dVS986V7tCGAg1AxsD/KuWT0zZdl06bSTB7tY0eqU+yyehyvKqKla04v7bG9HMFnkQPiTtFXJ+ak0CeGiJp2Wdp1zuWNlGczHDkcK6qzKsarl0oyTBXG18NU+VL1KWkeCDHir2KXwp9K7E1iB8GxzgxePAsXv5q5vSiFTf0ZbP0mbFaShZut8520zwpTCRX2OTHGF9L5nqVbTbrTYGCxwBvfzPzZXmpLADBtlURGVTq581TvRcZjj0ER5NsXvn3KTc1bZ3v0jzn9ycVP5ylVV3ctpIDEyMUsekx8Hc/hbwSPG8q4Bxl69j78vwckOb78JB/l8MLLp+CR40MI78CSyXO2uZe9yWUJCQjxwQjEQPjVPq6pHxIEUWj3Sj5t3Ki1SpuSkAWyAcFnoVl687p0XORA0oH8ti7Vw1IASMDSFAcMF20OfzSPaROJk8R5crdl+2xdS3fABgPx6KOFTuF9CMjE1C/j1KQCHUCNFKe9Y9anTrU+ddGdaCSAwo4NIFdj7q3r32oIKDvBm9j3z529ckX6rwejBzsl+Rapi6VYPdm25NoQT8/PcHP40A24T+WM5vXstSvHGO1Sb48iZfmybqnUKLxQNm5fonxrSwXP0GrYLl+04/Hqw5pHj1Yc07AGYLKOaOORLT9bLarNr6ec7N4OHHRAEmMVLKYrXdnBPsHK49WHNBN4aXY9TIWrqlex82akp5zsrhUTcoAAs0p6lXevN0yTlBm6CTBuDcI2Z55lNK7Q1cV2uqtSvx0R7/ADwWv6KrQBhF0EEAEYRdBAAerDmggggAggggAmn9lfZuPDBqF241QP8ARdlm/wDt5qLV9y0WOweqpJHs37Kz0MFF2q3JSzYL2/rNvVasecydYeAzSpciRA7tLlSciJlCn14eqUE4HR/wNb+as61VJVzlf7qSA9WHNKu0jl2p/Pcua5VyTmnCpzdl/Qr5wavV0UtXBb+aU9pDW4dFbKdS7UmDhzOx02x+KnpR2kcu1P57lzXKuTHPRQ1+XUo7eGUPq9L80uqmydpjROKt89Odz01BpDeY/i53blqsWpMvbA3i31ZnVmtK4arz6CKosuqI8EbOd6n3qWnwmCsc+X2W0YX1zJ4AjZzvU+9S0mGP8QOtdjvWnFc+pdKWmLFVWfREwmodm7HW0moYHMLk0l8mb/tWybB+tMvTpDslXI2NLgCMpMSxxOp02ul79dtCdsNfl1MSK/Fv/UX+Rnge8CJdqmjRdlEvlP1pf0T82O3JpHhoR9xnx1mTDLyvN86lJ+gDfhgBBsWEEuLyYuVJS04b9V0V4LdqT8/2CwD3aRC1sQxa0p7vNNi7T7nUzppQ32x78b3Yr7N+UqE0TEqEhElKeUnwnhYR8A4EjtOTnj2js+zfa6e/BOiAWaSJlYgC2j19Z9s65CRyMIuAAB/hJ377XrRgYHxfy82b1V7n2eshoZQsrOvnc322eJiYlxcqq2WdJT5fK6PGBUN4FmM8/HLpkjzf4/7ySAxzzA61bc6591aR533KohekGsVapsH8Xp2nBHe57wiB/g9vK/LlVhpEwIqPPEZT+bKZne92p6TAww8lUAoDzWz1fdrrnSPaQ3hFwAB6cF8ZlOVPqQDP2kxyIwriJ6TZt1qnom1TV8Ym1SYvgaRJfJ2zLzNlegHfzAHlbdVtNs6V8cGJk8QPmfCaa30FBV+8hwRtOAM0LpWrG2im2i9GAWwP/ifTC/UloGGAlXjgSkxPZSrNPBdNfOMcCN8CZ6raPrTbSmeB8JvACiL1VOXNtt2UIJX1scwEIv8Air8Cq5c+umbK0E7NYe3h+3auJ96ttfL1P2RRdAerDmgngz2owi6CLoKBhCPu3dUIi/f0QigbNy/RAF0I+7d1RhBAD3v4DqqaHV77dtC486wWU0vfMosZrnJqzRtVtSQQQDPznZXBU58DJjH5TX1poVUlHOdjJH4FuGS1Pm1TuXmvkm4IwgHK5zskhUD7gdmtLG2feqpU6Vc5A+FTM9+wzP8AhN82blW9oRF+/oh4Wf4qAcHjKiffgGSyvzdV9d+pCPu3dU7fGZpI578iWMvf8HtWlYOdnsDmkv7iLShVMkXz1T5egnOR06I7N+x+WSeEcOAJMz/g4PVH/wC/F+m1NQgr2Swcg2f77iDJlofBlDhz7vfu1OrTR5hhrl40ctqpq1JQDwX7pcR5ebOfRI9sHIoKIA8xXZRbZrvooRg4cAJriAJzFWPF6V854NNfK2h1XN06Cgjxxh4l5gfSLHVuSjtg54tq6pnZfdQutLA0mkRBCMaR/uil22ZoTFjjYjhTDp73an7Z8NiZUTVZ9EbkMqWcs/ly2EicOZ2Om2PxU9Ke0jl2p/Pcua5VyBw4PmbVwto2pXzg1eropauC380kNQhzsfhPRbmjBKO2AfCuqzOvNaaAMDledi3WqWpKucBq1dFrXwU7mlcNV59AZ+BXjyS3s7yqtXJKwMD4uPHnuVSlgYw0cWiflddGzU/C1KYa7v2jCiqrPoiYTqjs9aQDNYLPAPfJy0nO52aq05XSX7Qu0gGB5BnkGUsyZhB3PIiZTba/c99SaUNDYce5qluHTEinL6TnKtvvDPbY2B+0KFBeA7DPPLlVKOwkN/8Agu5Vd86WBgsHucqzyIABYszyuuderBa30cEr/ZvA/udjFxz2kthqaa2DdV6+d9qajHRIXuKLan87barU9JCwyhYVTveCnX+H2keKiYrWouVqSXCTVbcntrYQ0j09cf5cqrQ3vq5Tv+k0ecBA/AHkpivN6tiS43unVGtv1qpVqRCJpj80vrzOt9KaqtSyRIVdpExwQi5cBcpmzvVUulyV84Mp0R8TjRveqZ91yWgYaPPmKH+i7ptqQ4wI4MpmlMlJ8KNW9OQU8ZpUqHzXRtetaR4wxEY14A/J6lT4U6n7UkDiokr45HbNrqdx2pVx2aXGk4Gkln8n51uQUDAwwIMo1U2668qtSPGBjhTBjfquVuUtFzhP+YPWqWr19XakXkbVBC8BUpdmajZTVqzwMDAgU19PS59lK3Q43hX0b9nJFxjh4HzAFL78z13U1pHjNLxYget6r1V1Xb0CpMCnDEWpQ63T89e99eChIhTSAilUUuze6t9zkE+9YWzh+3YuBYofDOv7sj9h4i/f0RhF0E8Ie0BCPu3dUEEAEEEEAXRiIv39EEEAXRhF0YQAQQQQBdBCPu3dUZBBHG8fyxf5s3T1pfTSgHxS1jLiF+Ynzxone+9LAzScT44/mFVr5b1zKSHBOgaREKkzO+MNm/j9U+VXUL98d8Gi5ID7v/8Ar73TULqrrQc6vpPHn8JcARlnPcqXJ15rd0SjQkhsATNdxsrSWh8Ybm0D0o9Jk8IVQwAZoXdTJH0j4w56u37deXkwY4WPfpCtm69OuIiKJbLePdcZ4GlDeGyScY8GrMZeu2y640gmNXr6qdxW/ki7SGHODKAAVpG+3XR1pWgzQfCL/WfNlNyMN4YBmlDEROYNW8HOVYnYrUnicJfa5Y2f+JcDH4VNIFmstoDx+kelVVvo9M3JnNFWOP5ivfdPzm1IvDdvRxqIVo1+c4TqzfvIeJ9/uq/ivdmudMiTvTnv2eq5HpLIVJtL6Uvny7klZeDjYicHz3P1zzcUgO8o738+abMKXPSvKORwXVdNi+b3XWIR927qnedJaFNKOFiJ76b92udfCPOAj/j27cJrn/VIeCo3eUI/y5VVU9NWXWKTSISE4krV605VVe5AMYOe9VrXwWnuxxlyoxTPhsXuonxRdpeNTi/lTYt+NM6aB2VwJ+2zebBGX9291saWrNyP1muVfc9LIa7v2jLib+/ZPAH3oGvkpF1dnrVaULWfCqEYEmMOeTKWZs1Jt/8A5GW4TPlx1Hma0i5U7qu2qVq3OSwN5mtVXjqZZndroyp08yek8FcJbN23W37+6XHgfGdcvnVdOVabLpFfBWACFEUa7lZnppVSnwYaOCiKrvSpXSx6Id5RIpiP0WnzeFDs2XRwLSAGFMePTx9MeuvNYriealpYPgyRFGeakLvKuVbQvhalfOHIkJ1dmVY13LpQGH/HVfXwWvBSl7qEiDhwcFRgAdcpL1Pr+tXqtNE7xaWX/wCVKu0hh5K8AfzJz6bZlzr5oyMMPFfl5qr+Ob0jhhgI2I+Vx1L1XcXIJyPORwPgR/1WrbtVMpI854yi8eA+bF+y7dikhHRJqfy9eOF2FzkhzkRG+O6hbrH48p7UzygjxgY4+Y+XnJP47MVWoDRHvwB569VO2zii4w2V52Kfata0XHqw5oKAODDRMw9Uz3VP4T9Ur4zn+OAWU7N9WG1JA4N4sfStas23cVpHjfD4pOCPGCAF8GIonpnmeu66ijaggbVFeNVRVWt1d/1QQaB+zCLowi6ePPQB4uf4yCEfdu6oR927qgoBBBBABBGAWaeG/Afu10O2r9U9+6DH8+W2JQBCPu3dUEf7uMWKT+pGN/Mq2L9UBW0tytI5CJHG9xmvg7My1zjSIkwlePKZ6CmvXVQ6upI8mcarYCMGAByrEg/8YbnXaviq1yTlUNDT2zs6bLO87B4AIsSRA7yaHxlbMZ+NWdaVdsN5lM3xzw/fZjFbMI8p+tCVZsQ2AjQGGwwDMn8jJCn3mfq1c1unSZY0FQGb7chjJpQV8mTNrV3YQrt/0hhFVRwQaKhnC/epOyyV1LHZtV3yXJgtyEgXercH7kg/8H/SZ/8AuPlTQu9IdvQ2IscqORYZeTfOG5u8z78z67Up8MO0gBpGjAAA8pL25VTsnvTH2k0hzguzW62uejYpM8phoeVsXKyUlY8vWVl+RaWlCscYW11/orU6ZSXeB7SAaSy6s2Y1YrpTBwRvFx489yqE0js9jxmyX8zovnJIT7yaZ/8AsVevi9BV/XcoSfdx1ACsBmkJceMSZnzf4/0px3JQIYN5lDEGieIntIKnJEcZBv2a0yE+Z3u1J7wwbEHI2D8hHaX2oK/aj7HlFnO7WYpqdy+3WL34+eEWHqnG8JBhzgTYLgAGJO1DkthJKzi2k0z7U+/u5Vz1zWb00DziimmnJ2ZehINkYcY+Yj16Q+1XpXZU5KuPVhzQBOjtIgzxx3GTEjkcrN8nar7XounElgu/4XA2lEOKW5SzsynmMAjeFhw5b10JDtI54UQB5i7auujXckgMCOCF7hUo+DKc8+iV+Rjg+/8AMGpjmdsyrVK1clZoHZ6T8W3PB1Ve9NYbwMcQtdwqy56qXpn8CQVvMD/DrpzO92XUJpDYGXJTD1Z3cZtyZ4MIOe9VrXwWm7/wbwYk1Dg9N5NlkrPrZsnTn9sDKlRh6s7+M+5OwOwdj92wIMHviIUNlR2t/deduDk0DL8S/FI2hFxhsrzsU+1a1oIuPVhzRNqjkYck6oWOAgHAtOIyovhdc+tKgcgHBU45zKLFjH5SqtbuT7akuA9WHNI8YbK87FPtWtafCitKak3VSr6E2qaPsL3V8Jj7S7JSI33U3GkW/a/aV9lNa19Up7S7MYZAimJCdYjSL6u7dut9adER927qkeMNledin2rWtNFeJRqlJOyUrXdLv+LfpeGwclNqd9nzOR2xBuHDNeoeDhmlellLF7svmnSjjHBya1lzxFpFjH5snPfe+mxdNadwJHnWOSOe/LltvHPSpeORliusvVOJm/2WCnO+c7q8Th6WAG5wB9HnXXdTNS+nknhHfl96dYNjs9g4clEeyi1FG1W12XOTP2l2Pwb+BHaTMd8oc5qvmSheOUnsnbxvJv7Ku/o+pz+r8DHkhH3buqaQc7JT3wMIy3+LJupu34JUGlAOGJN/gFjSvyhzU7LtycrxKEcvqpNyvoyX+2xns8kU457ov488srnnonop211JHnPGFLxCsbrdddSSDSZrcJ+eYbSLf4NVlc+OVpXxmlEq8cB2qdy9dP1cneonBvuX/LauJzqrwff+W1cQNe7/AEc/6y0Ej5YAKpX13zbaKVIJ3zWK7/lcT7k8O+2j9sEXRhGASY400Ro+FFC6cqWrZ5g9AL+6y979ll1G1eJjvcAaQut0+/pY6pLB3aAD78fSOc11u5JAH+oAk1b5p15f9EDWcHz/AHEOCxx/x3SdWaOrkkAQSIPuAOWu9+bkY/aP3sqxoxrRhAF/Fz/GSPWcZQMo04t+c0yetbszUJn8KjjclURLpMz5/KdJn89SYu2GkYfEEVWLvfWvL0+NZ2L83obXhvg2jF2tq52tWrndZtN4bHaQymbORBlU/m8JuSUAaGzchUfWyiIBkyv5Qpq+m1M2ZrBbsKj8hA0Yv8YbN/dhBdW5etylz1psEsYUCWX3HBz/AGw1jbu8z6ndFWK4pNOIVWbmqwkKvsiWk73KeE53O11yxJAEmQY4ToRjSox/RJSqddXBVsyUdsNKEcKjXccHAH0aIUU9mEM0zIuwSbVhgfHAImJMxys7Ya02gdK1WpcGw3mVBsgYZUHFSYvPLDf6zP0ZsdPQ98ZMkoWyxzlg1JylOuKzzr9ZrNg52bgmBxx++oUGvOm/kFf2Hmmu3BoeQ2bjeFMAK9wrWu691M16R7ehVHCmAOfFWrVrso4w0bnjfRUipow0POTd6nbf3nlclHAx+kR7n56vfhWkijDNZp5sGpCyiJlpND5QoT2b91Kb/A/sNHGFl0OB5OX/APV4oc9p1/fil4alrSzVtnfvE0TEwkNK2bcsJPk+dN5iDHYLcbwpjuNktJpSXzskJ+k1SttVKbBA+B62OEYasI/tIxGgVJtUlJChP9Vvp9KH0OTpgoTZTNKlyJEAszWeV+EKUULzOnO/ac0mq0j5cAiP7Plnm9Vt1HGtH3TvvpOV87c9RP8AdPstEnPCyyyzap7bMzP4eNJhnCpcBTVZpkwwTjUOsfvYm2YNv9i9w8P9KN6c/tgmebBowAtqs1pM/wCMNweNvafdarlX1L/6l0UpoHaE0gI2QkVaOV84bWrjzxpTP2aMOzTRduMr2a0GWuWkzc86FETaU6uVP2nH9tl+HkWCJIjMYsfIvlEs7lOUOPv+4rNm5OkOzfsf7sFLtyGIBY0Y+Dg98hT9+TZepLR2ewJZRIgz4RjkTK2g1P8AScmUkf3DPXPlSag/+v3dUpUMmk5q3P1M7WWqJ2ZXFPaPZ7A5pBRI7DLM0x84yfZqnvxc+ZS3cEydsdgMd5FuFrpWTqtqe7VUpOiHnqQC9zsLsuxRcYYcmFHjgeuPNVjp55/s4hYmLbStump0tU91kpYNY2crgwb+yophhx8pMMs4qWmyivPqc7Kqkr8KmlEhREf61V0Lqn+qrQdOLOGmgeH+KOS1dVvq9XOlMXhINHGjE1tk7plYpjnrU7E3gplfGWO0zRcADzJo5Il1bLJlJ+iBMmAxyDPZQHl2WTkS7q6J33fVOF+ytm98Q8g+AOpUnKnO+jn+wueqfbN3hH3buqaB5LxFvG1p73ZzAYYeirr63uspW5ePu3dUPCz/ABUXGGAor6el77KFvoM0BhsrzsU+1a1pHj1Yc0YHO/zG1/BebF2JHjHM8JuKsb0nKAGByvOxbrVLUh4ANiptblKzfRckfHD/AI5jjZuopU6ZVL0XQCQGGyvOxT7VrWkeMNledin2rWtF/Fz/ABkXGGis8bqKkAY97lznbbb6dkeMDledi3WqWpAYYeirr63uspW5eNGt3q9UAjxgQKlSmfOZ67EhxoifHb9P+ilgGBjc8bqK0Xkd3+ZAKeN/7ixVOMy9tVyV84wSJwLxwCxn9rJr2PofflWkDMyp+OyflTqrSPHJfzGx3BWbV2om8X3/AAuB3yWC4d4LgYeb7N4KjTqZUmctXlHOXdZrmomqQTWBidubJ+K8LkE+VFxiunvez07kjrUNCK5Pfls2c2d0AggA+4Anrr6bV3Vox4uf4yCCaRIHhZ/ioIAV48kEAEEEHTeY0fXNTqdTvuQFa0sRc4TInAog8BKS6rKF12uUu/qlHaUFYDM2UHj0pfNoks4qVZfO/YkfDCHnc4WggGSxdc0rm0/OvYnP7YhIeGCaA445l5rG+q7VzTLiIi5bLVwtfWebuPS+G+DRiS0p/Vq7XSxympcXSpaG9DYAmLIWUAWZrP8AlCbl4Ooo+lsOwWO3IYBd6jj92wXK+ca3z87vYdH2gXPvRhj9mI/s9uQ4H7tY/nfs9/6TN7GmD9b6l1JaYVQwlhUusjozPKk1SMoUdoDqad1F0znTpyti53UnPH0ndhYbUqQkIrZJtv1cr1Kfa92lCplMFgl2GygJMXKvw/8A9jx3rTndsQqHaQpibR7XZ28pkj2w2Bzgvv1yf1xrzSj8G4EwjhJJxwCUlLq+LN+zWbZmZEnFyuSpVOztccKcNwcKvrSbsXkr+NJbyse9y5zttt9OzpCAXYnHSduQ4cWL/BwTprV9+T0Zc5SktED4HwVgeLLx5M0oQfNm/uwhR9xqzxTSe/i/8+vZ/wAqaMNDb3Xb3uwsnOWL4j4ldCPCzh/PQlyZMizSshZREszWfNohQnuso9UYSv8AfoNu5fogM3okIwO6i7nfmZKzzluk0m25va6uQN5pRIRgB0mqOY1uqunu1cvw2hIAsUwB8RhRY9XritLhDCFUxjx9Hwrnvs+jk5vaTSlhow5c/o9XDXRYpMuJ+1UvlT8vldM9ZDQ+qwixeWC3zpvxZDtIeOFjx79+36qfOlw7N4EjwwbxcCI9jsvTYSG/7L/oVal0YzaqUjoNwbPQkahdlEQLFHTZqkgv+mvRO2WCx2VBVll2GygPZ5WdZv59qTPbWddFNMNDd4csrsLJ0zvEfEdWphZK6eVu9VsuraBhgKK+npe+yhbyNBt3r9Uh1HABfx6LM35qI6iIzQ6rMynUJpnm5ztxtmSEcD/Mbl//AIpT4YNju2DjQHA8waXIq+D9VF9SWh/9fu6pR+0LxoOO/OMtb1rns6WJxEU3dGUQb+26Ntn0t1Uc7tg4okF49s9d+zOvJzjSAOC/DcM00Wusm2DucBvHzIJ77vZZOWnLMzvVbtTL4YMEkTF0H4WiSU711O9UxIZTa7xPaRH+nR/6rzRsHYDBvSoQQjMAvLlSfcpPVarg7GeZOiBoj+fMlf2snhypXsSrwDJAMGBsH2UP5iRy04qxqN1/q5bnW3peI+7d1TbUPotJ2W5fCeMiYl64ts5PhsdlvyVpDxMd+PKa3SzLnP3OcpAYEcGkB9U6lKznCYeD8vx9E8HEf2f9l4PXVMkuqrFc/U41nbz/AHFeHqw5pHj1Yc0uGkDTLHn/ADeXY6r0O4Y734FvlDmXa51KfM9GqrFc/Ua1t5/uKPH3buqLxw41My8r6O9U0BUFQFfjmS3SfXfOr1SPGgqPQCeu0snqrVhtSfVViufqNZ28/wBxR4n+oz/8aETTH5pfXmdb6UtH2bPfgDs0xbpivpu5OX7hbnyJmd75JXr1LsqsUjVViufqUFfiL9/RCIv39EmBgRyfmCJkrg7NfokfH3buqdQF4i/f0ReIv39EkI+7d1RcYYCivp6XvsoW8UC8Rfv6IuMEACq11Gq1ecVox441q59S1rWvNlN6Ei/qd/8AzIBXxgo78urVOvN7qJkEmZGXtXs6IJnzePfaQOr0EEE9AZ4IIIIAwi/gDe/mddl8/FBBAMXh5BUx5giXMtL5P8gul/KrWlPgTAk8CaMQqhUyVli7L/6tsk38e01frqfdNO56dIDE467ZySPOM0AYIwAPtcvau63F1SfGqrFc/U0oXxuMULqk5KdXhZPC6TxOZ4YQkPtJqGCI48mMfGG5tAWta6qr9S1Jk7eaUd4AHlyq9DfbT6TOWnREJOzci+PItUyWo82TrpVVRhhMlXg3A8jBtq96rZTTbbYK+TNm/uwhs1VTzOSfVViufzNteJQig1b9ZStW63tTIeBPZWON7VhURkxeglB838f/AH5PXl7k2jucBUncOZX8FM6nDMy0j+8m4M7wJLtnonyvXMhEtwb8fXXirNVEyaKhtGVkt0vQ83ExWtylNdZ0nvvvxwke7CNq9qLLZpEGcB+cv5vpX7nav457Vl2qm1yfO4j3zytvVPonSm0sXIZjmUBh9edt06Q7eODyUxIAJSW+MN59N6SAMG/FLx4+jzzZt12XJV+0hvAEypguB5empbvpNRYtMyKosuqNnw2GnF2qc5earbLg92GDw2ODxhgC108+bL12JV2DBs9CQ+XIEfL/ABhs38BuwrVPsYaQw5wIuBESloGvhH6qds+98ydEQbg2BBZjFyP6w862Da/6Ufw+rrUNDce/ldhZOmn4lEOFnzxlKVabJX8CwMEmyoKsvuplPsOGzf3kfpsss+iSHfCwVeAPmdXByV8ZQE/j471Y1XqsRaOI/jjqom28OaaZ5J21tJkaEo/4+jWU5522rW7xMWqRkGImw2/T/pIRL1+Boys0uXl6AL+P+Asyv/GKnfZt6zuWucJnjpBoEY/zUzza3/XGjYkwMMoH376PhOVj9s60IocZfgAf73XVrVyoWg5Tk08GnzMvYLHljLhQApUmbDLOqlhR8yl/Sy9M2Js1RyFpcA8A4vLNMKTZWm0tiBDVOGpcyWsZZjYf5spVavXmpI8GB8IzpoueHHZpaSk9Mkj9P6vtupTMhobe67e92Fk5y2YjxKxbV358sJFw7zMDe/0aZ2iZ570kAfdeABP19Vb3TIE4NmAff0T2cra3bq7ACTA/afpTXOtdz1zzppnnRcEEdQQERiqx2+zhWjEjHB9+PTnCZ/HVIAg9ZIrFU6l70YBJgPrrn3LqpVvfigEeD8P4GzYuvHYtaTAIw83gGcry+aexdKMAAgA+5z69UEAEYQQScBEX7+iESANTMrKur/VGI+7d1QQBeRu/Hk2+nBbulaLjMcAb34BYzZKyeduxyTCCBQp48EGUN8BJlVSQ45VK8vfSkP8AYMl+AO0i1E/3lzpndrotTSEXQUKJjLLbLKtbK2zuXAzceB4/4B4t/iyc1XRIcaDbc/LGZnaIc27pqE2CPu3dUXT4X9CEwW5Zbdi4Iazt5/uMXFY7VC/VRldblk1LXPrUu63WgmwL/SL/AKAqw1qkw46v461Wq/RntUrcgk/9ueD5lOsPbz+IsEdI/f8Al3+cV92XZ1YyAIwA1C3bs8UXBBH/AJ/6a320z2PsQGBWN7geTGVb9Tqq7OKVmcMIwkPHGCYUeO5f7J92L41V0c2I+7d1QUDCCCCACLowggEOMTjrtnJI+R3f5ktCLxF+/ognKuMzZvlZ7PpSqt25aR6yZ4H8faTtr4WUpeJHd/mReIv39EAq4II9A4E9ss1rr5rrQjf6ox/uaWiIv39EXiL9/RBQV9UhFCMR48mznCqZOb4esFuNg+sBhsNttv5w3I+7WZuoW6maqa/rCIv39Ej4oGzcv0T41VYrn6lMN4k4SVlZYTrTbvqcbsfsx7Ru9O9RwCzEMFfJ6ZRVO7Vlzk0gn2btykdq0zySWLpsrv1Yp0BEX7+iL6PNb+U540eqfZNExMVFtTVl85OyanzuRl5OBIAPnlU543OSwAwbABon2ZmS4RMbhfmh91OwBZoAX4D9VOrPJKAomxW3Y/uKuCxgJlgKsxopX9a56UY7n/n/AC6/lH2bdVKtVKWCIv39EImmPzS+vM630oJyHBZpEEJawACz8zcttqnsRM/uNI38H0ZejEjAfHgAW6Xl+qujWtBYI/xF3lF52b6UAXGiAXarXuc+2rVTsQfQsAC7hOpSsFbEkFEwAvwKbM3ZrHf1G/ogEfEX7+iETTHj6+K3T668EkIi/f0ReIv39EAXQRhF0AYQj7t3VF0YQARhw3zHD1RdBAJB/wDX7uqCR8d+X3oO/qN/RAJCPu3dUI+7d1RdBAGEEXj7t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Introduction  3

1. Executive Summary  5
1. Company Overview  6
1. Business Description  7
1. Market Analysis  8
1. Operating Plan  10
1. Marketing and Sales Plan  11
1. Financial Plan  12Appendix  15
Instructions for Getting Started with Estimated Start-Up Costs ...................... 16

Instructions for Getting Started on Profit & Loss Projections .................................... 18


**INTRODUCTION** ![](data:image/png;base64,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)

Creating an extensive business plan is unnecessary for most businesses to get started. However, creating a short business plan offers several benefits that more than outweigh the investment of time: 

- The process of thinking and writing the plan provides clarity for the business. 
- If capital is needed from outside sources, investors want to see a plan that demonstrates a solid understanding and vision for the business. 
- The plan will help prioritize tasks that are most important. 
- With growth, the plan offers a common understanding of the vision to new leaders.  
A simple business plan for a start-up service company can be completed rather quickly. Keeping in mind who the intended audience is, write simply. The plan needs to be understandable, readable, and realistic. 

This template is organized into seven sub-plans or sections to be completed. 

1. Executive Summary 
1. Company Overview 
1. Business Description 
1. Market Analysis 
1. Operating Plan 
1. Marketing and Sales Plan 
1. Financial Plan 
It is recommended to complete the Executive Summary last, after all of the other sections have been completed. As information is filled in, from the Company Overview to the Financial Plan, the writing should tell the story of the motivation and vision behind the business. Be sure to include what will make the business successful, how success will be achieved, and how success will be measured.  

It is important to keep the business plan updated in order to see progress, celebrate success, and adjust where issues arise. This is best done on a quarterly, if not monthly, basis. 

1. **EXECUTIVE SUMMARY** ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAACIAAAAAYCAYAAACIyBSgAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAOxAAADsQBlSsOGwAAAVhJREFUeJzt2qENwlAUhtH7XhpCwg5MgWAZNDth0GyCYQAMEjSatEWTlgTTkpucI+81/wBfBAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQEJl7Pi8HLddjeXcYwAAAAAAAAAAGFq0zXW12T2+/ZuxY9fXU+liPd0sAAAAAAAAAAB+9SrtPiIO3/51xi0AAAAAAAAAAExAAAIAAAAAAAAAkJwABAAAAAAAAAAgOQEIAAAAAAAAAEByAhAAAAAAAAAAgOQEIAAAAAAAAAAAyQlAAAAAAAAAAACSE4AAAAAAAAAAACQnAAEAAAAAAAAASE4AAgAAAAAAAACQXDN2LKU/Rx+3uccAAAAAAAAAADBUS7n/ewMAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHx6A1KbEm1s9Xw0AAAAAElFTkSuQmCC)
**The Executive Summary should be written last** after the remainder of the plan has been finished. It is an overview (with a suggested length of no more than one page) of the business, including the problem the business aims to solve, why this business’ solution is different, the business’ ideal customer, and the expected results. The Executive Summary should provide a high-level and optimistic description of the company.  

If the business requires outside investment or external investors, include how much is needed, how it will be used, and how it will make the business more profitable. Think of this section as the first thing a potential investor reads, thus, it must capture their interest quickly.  

Suggested headings to organize this business plan include the following. 

- **Opportunity:** What problem will the business solve? 
- **Mission:** What do we do? How do we do it? Whom do we do it for? 
- **Solution:** How will the service uniquely solve the problem identified? 
- **Market focus:** What market and ideal customers will the business target? 
- **Competitive advantage:** How does the business intend to succeed against its competitors? 
- **Ownership:** Who are the major stakeholders in the company? 
- **Expected returns:** What are the key milestones for revenue, profits, growth, and customers? 
1. **COMPANY OVERVIEW** ![](data:image/png;base64,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)
The Company Overview is a brief summary of the intended business, including what it uniquely delivers, the mission, how it got started, market positioning, operational structure, and financial goals. After reviewing this section, the reader should have a broad understanding of what the business is setting out to do and how it is organized. 

This section is not meant to be lengthy. Keep it short and succinct. This is the snapshot of the business. The type of business will determine what of the following sections will be required for the business plan. Only include what is needed to properly represent the business and remove anything else. 

- **Company summary:** This is the introductory section to the company, also known as the ‘elevator pitch’ of what the company stands for and is setting out to do. Include the company’s goals and some of the near-term objectives. 
- **Mission statement:** This is a concise statement on the guiding principles of the company and what the company aims to do for customers, employees, owners, and other stakeholders. 
- **Company history:** This provides the back story, especially the personal story, of why the business was founded. Use this section to give the overarching history of the company from its start and bring the reader up-to-date on where the company is now in terms of sales, profits, key services, and customers. 
- **Markets and services:** This outlines the target market and related needs that the company will address. Include brief descriptions of offered services and targeted markets and customer types. This section can be a general overview as more details will be suggested in a later section of this plan. 
- **Operational structure:** This describes the operational details of the business. List any potential employees needed on the payroll to make the business run. 
- **Financial goals:** This describes the start-up capital needed, projected revenue and profits, forecast, and budget of the business. 
1. **BUSINESS DESCRIPTION** ![](data:image/png;base64,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)
This section will first frame the business opportunity and should answer the question: what problem(s) is the company trying to solve? Use a case example to describe the customers’ pain point and how it is solved today. If the business’ service addresses something the market has yet to identify as a problem (for instance, a new mobile app or a new clothing line), then also describe how the business’ solution reduces stress, saves money, or brings joy to the customer. 

After framing the opportunity, describe the service in detail and how it is the solution the business offers, how it solves that problem, and what benefits customers will receive. 

This section also describes in more detail how the services will be rendered and the pricing structure (e.g., fixed rate versus an hourly fee). Describe how the company plans to differentiate from its competitors. What is the target market and how can the customer capitalize on your unique offering? 

Depending on the type of business, the following sections may or may not be necessary. Only include relevant sections and remove everything else. 

- **Opportunity:** Describe the current market for the business’ offered service. At a high level, what is the market and who are its participants; is it business customers or consumers; what is the specific geography, etc.? More details on the market will be provided in the next section of the plan. Next, describe the current state of available services and how the business will offer better. Also discuss any additional services the company plans to offer in the future. 
- **Product overview:** Describe the service offerings of the business in as much detail as possible. If it is effective to include pictures, this would be a good place to place them. 
- **Key participants:** Identify any strategic partners in the business, such as critical suppliers, distributors, referral partners, or any others. In some businesses, products are custom-made and any break in their supply will impact the business. There may be key contributors to the services offered, so it is important to identify them. 
- **Pricing:** Provide pricing of the service, gross margin projects, and upgrade paths. Describe why the company’s pricing will be attractive to the target market. Have a gauge on the competitor’s pricing and explain how the business’ service is unique to justify its pricing structure. 
- Note the difference between working hours and billable hours. All working hours are not billable. If the business has employees with differing skill levels (for example, in a law practice, there are associates, paralegals, lawyers, partners, etc.), indicate the various billing rates. 
- Communicate rates clearly to clients and customers. If there are potential additional fees which will be passed on to clients or customers, define and establish them up front. 
1. **MARKET ANALYSIS** ![](data:image/png;base64,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)
- **Industry type:** Begin with the broader descriptions of the market opportunity. For instance, if the intended business is a home-based travel agency, the industry type would be service industry. In this particular market, the global revenues are projected to exceed $183 billion, but the local agency will have a much smaller market. Identify the potential clientele in the company’s local geography that might fit into the target demographic group. This section will also identify any industry regulations and evaluate trends in market growth and stability. 
- **Market segmentation:** This section defines the main market segments and those the business is targeting now. A market segment is a group of people (or other businesses) within the industry, identify smaller segments, such as luxury travel or exotic cruisers. The market can also be segmented by criteria such as quality, price, range of products, geography, demographics, and others. Consider answering questions such as: Is the segment growing, shrinking, or will it be flat for the next few years? What percentage of the market will be reachable? What share of the market is anticipated within the next 2-3 years? Graphics are best used in a section like this to either show growth (line graph) or percentages of markets or groups (pie chart). 
- **Competition:** All businesses compete in one way or another. It may be with specific, direct competitors or it may be with the way customers have been doing things for a long time. When identifying the competition, identify who else is providing services to solve the same problem the business seeks to address. What are the business’ advantages over these competitors? How will the company’s voice be heard over the noise of competitors? Sometimes a business plan includes a matrix of features and compares how each business offers or does not offer those features. This section reflects how the company’s solution is different and better suited for the identified target market compared to the competition. 
- **SWOT analysis:** A SWOT analysis may be included by completing the boxes below to assess the business’ current environment’s strengths and weaknesses (internal) and opportunities and threats (external). This is a good exercise to go through on an annual basis. After completing the analysis, provide thoughts on: how the business’ strengths can help maximize opportunities and minimize threats; how its weaknesses can slow the company’s ability to capitalize on the opportunities; and how the business’ weaknesses could expose it to threats. 

**STRENGTHS** 

- Advantage 
- Capabilities 
- Assets, people 
- Experience 
- Financial reserves 
- Value proposition 
- Price, value, quality 
**OPPORTUNITIES** 

- Areas to improve 
- New segments 
- Industry trends 
- New products 
- New innovations 
- Key partnership 
**WEAKNESSES** 

- Disadvantages 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)
- Gap in capabilities 
- Cash Flow 
- Suppliers 
- Experience 
- Areas to improve 
- Causes of lose sales 
***SWOT* THREATS** 

- Economy movement 
- Obstacles faced 
- Competitor actions 
- Political impacts 
- Environmental effects 
- Loss of key staff 
- Market demand 

1. **OPERATING PLAN** ![](data:image/png;base64,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)
Additionally, it is necessary to outline how the company currently and will continue to develop and maintain a loyal customer base. This section includes management responsibilities with dates and budgets and making sure results can be tracked. What are the envisioned phases for future growth and the capabilities that need to be in place to realize growth? 

The operating plan describes how the business works. Depending on the type of the business, important elements of this plan should include how the company will bring services to market and how it will support customers. It is the logistics, technology, and basic blocking and tackling of the business. 

Depending on the type of business, the following sections may or may not be necessary. Only include what is needed and remove everything else. Remember: try to keep the business plan as short as possible. Excessive detail in this section could easily make the plan too long. 

- **Order fulfillment:** Describe the company’s procedures for delivering services to its customers. As a service company, determine how to keep track of the customer base, form of communications, and how best to manage sales and data. 
- **Payment:** Describe the standard payment terms and the payment methods accepted. Describe the pricing plans (one-time service fees, hourly-based fees, markups, and any other fees) and any impact on cash flow. 
- **Technology:** If technology is critical to the business, whether it is part of the service offering or is fundamental to delivering a service, describe the key technologies used that are proprietary. If the business data (company or customer) is at risk, describe the data security plan in place, as well as any backup or recovery in the case of a disaster or outage. 
- **Key customers:** Identify any customers that are important to the success of the business due to a partnership, volume, or pathway to a new market. Also identify any customers who bring in more than 10% of the company’s revenues. 
- **Key employees and organization:** Describe unique skills or experiences that are required of the current team. If necessary, describe any proprietary recruiting or training processes in place. List key employees that are necessary for success. Include an organization chart to support this section. 
- **Facilities:** As a home-based business, be educated on legalities and tax filings for such business types. 
1. **MARKETING AND SALES PLAN** ![](data:image/png;base64,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)
Promoting the business, whether through generating leads or traffic to a website or store, is one of the most important functions of any business. In this section of the plan, provide details of intended marketing of the business. Describe the key messages and channels used for generating leads and promoting the business. This section should also describe any sales strategy. Depending on the type of business, the following sections may or may not be necessary. Only include what is needed and remove everything else. 

- **Key messages:** Describe the key messages that will elevate services in the target customers’ eyes. If there is sample collateral or graphical images of some messages, include them. 
- **Marketing activities:** Which of the following promotion options provide the company the best chance of product recognition, qualified leads, store traffic, or appointments? 
- Media advertising (newspaper, magazine, television, radio) 
- Direct mail 
- Telephone solicitation 
- Seminars or business conferences 
- Joint advertising with other companies 
- Word of mouth or fixed signage 
- Digital marketing such as social media, email marketing, or SEO 
- **Sales strategy:** If needed, what will be the sales approach? Will there be full-time commissioned sales people, contract sales, or another approach? 
1. **FINANCIAL PLAN** ![](data:image/png;base64,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)
Creating a financial plan is where all of the business planning comes together. Up to this point, the target market, target customers, and pricing have all been identified. These items, along with assumptions, will help estimate the company’s sales forecast. The other side of the business will be what expenses are expected. This is important on an ongoing basis to see when the business is profitable. It is also important to know what expenses will need to be funded before customer sales, or the cash they generate, is received. 

At a minimum, this section should include estimated start-up costs and projected profit and loss, along with a summary of the assumptions being made with these projections. Assumptions should include initial and ongoing sales, along with the timing of these inflows. 

- **Projected start-up costs:** The table below shows a sample of ongoing and one-time cost items that the business might need in order to open. Many businesses are paid on credit over time and do not have cash coming in immediately. It is necessary to make assumptions about how many months of recurring items, in addition to one-time expenses, to estimate when cash will begin to flow into the company. To begin with, the company will have to fund out of savings or an initial investment. There is a blank table in the Appendix to complete potential start-up cost projections. 

**START-UP COSTS** ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAC0wAAABICAYAAAB/J5R5AAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAOxAAADsQBlSsOGwAABCpJREFUeJzt3LFNQzEUQFH7KwMwKj0SEhT0zMRELIDTgyhSxF+6Oae0i/fcX3kMAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADgnubvg6fn93XGIgAAAAAAAAAAAAAAt1prvHx/vn78d3/sXAYAAAAAAAAAAAAAYCfBNAAAAAAAAAAAAACQJZgGAAAAAAAAAAAAALIE0wAAAAAAAAAAAABAlmAaAAAAAAAAAAAAAMgSTAMAAAAAAAAAAAAAWYJpAAAAAAAAAAAAACBLMA0AAAAAAAAAAAAAZAmmAQAAAAAAAAAAAIAswTQAAAAAAAAAAAAAkCWYBgAAAAAAAAAAAACyLjuHrTHGHGvnSAAAAAAAAAAAAADgdPO0yVuD6bHWGPO8xwIAAAAAAAAAAAAAj+U4ewEAAAAAAAAAAAAAgHsRTAMAAAAAAAAAAAAAWYJpAAAAAAAAAAAAACBLMA0AAAAAAAAAAAAAZAmmAQAAAAAAAAAAAIAswTQAAAAAAAAAAAAAkCWYBgAAAAAAAAAAAACyBNMAAAAAAAAAAAAAQJZgGgAAAAAAAAAAAADIEkwDAAAAAAAAAAAAAFmCaQAAAAAAAAAAAAAgSzANAAAAAAAAAAAAAGQJpgEAAAAAAAAAAACALME0AAAAAAAAAAAAAJAlmAYAAAAAAAAAAAAAsgTTAAAAAAAAAAAAAECWYBoAAAAAAAAAAAAAyBJMAwAAAAAAAAAAAABZgmkAAAAAAAAAAAAAIEswDQAAAAAAAAAAAABkCaYBAAAAAAAAAAAAgCzBNAAAAAAAAAAAAACQJZgGAAAAAAAAAAAAALIE0wAAAAAAAAAAAABAlmAaAAAAAAAAAAAAAMgSTAMAAAAAAAAAAAAAWYJpAAAAAAAAAAAAACBLMA0AAAAAAAAAAAAAZAmmAQAAAAAAAAAAAIAswTQAAAAAAAAAAAAAkCWYBgAAAAAAAAAAAACyBNMAAAAAAAAAAAAAQJZgGgAAAAAAAAAAAADIEkwDAAAAAAAAAAAAAFmCaQAAAAAAAAAAAAAgSzANAAAAAAAAAAAAAGRtDabnnDvHAQAAAAAAAAAAAAAPzg/TAAAAAAAAAAAAAECWYBoAAAAAAAAAAAAAyBJMAwAAAAAAAAAAAABZgmkAAAAAAAAAAAAAIEswDQAAAAAAAAAAAABkCaYBAAAAAAAAAAAAgCzBNAAAAAAAAAAAAACQJZgGAAAAAAAAAAAAALIE0wAAAAAAAAAAAABAlmAaAAAAAAAAAAAAAMgSTAMAAAAAAAAAAAAAWZe/R+tt/xoAAAAAAAAAAAAAALf7OebX2TsAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEFXLCIOyzvGvD4AAAAASUVORK5CYII=)

Your Home-Based Agency  January 1, 20XX 

**COST ITEMS MONTHS COST/ MONTH ONE-TIME COST TOTAL COST** ![](data:image/png;base64,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)![](data:image/png;base64,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)![](data:image/png;base64,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)![](data:image/png;base64,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)![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAfAAAACICAYAAAAYqrn+AAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAOxAAADsQBlSsOGwAAAshJREFUeJzt3DFqVFEUgOG5Q5oEDRKQbMHSys24BItgLQTSpBSyHDuX4BbELp0iaa9FrCYk1cx7/MP3lfcW90z1804xmw0AAAAAAAAAAACsZOwevLm6+bwZ4+sawwAAj+bcfPl9d3373P12yWEAgP0QcAAIEnAACBJwAAgScAAIEnAACBJwAAgScAAIEnAACBJwAAgScAAIWjTgc8nHAOCILfsFPiUcAPbBCh0AggQcAIIEHACCBBwAggQcAIIEHACCBBwAggQcAIIEHACCBBwAggQcAIIEHACCBBwAggQcAIIEHACCBB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 3  $300  $2,000  $2,900 

Employee Salaries*  4  $500  $2  $2,002 



|  | Employee Payroll Taxes and Benefits |  |  | 4 |  |  | $100 |  |  | $1,500 |  |  | $1,600 |  |
| --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- |
| Rent/Lease Payments/Utilities |  |  | 4 |  |  | $750 |  |  | $2,500 |  |  | $5,500 |  |  |
|  | Postage/Shipping |  |  | 1 |  |  | $25 |  |  | $25 |  |  | $50 |  |
| Communication/Telephone |  |  | 4 |  |  | $70 |  |  | $280 |  |  | $560 |  |  |
|  | Computer Equipment |  |  |  |  |  | $0 |  |  | $1,500 |  |  | $1,500 |  |
| Computer Software |  |  |  |  |  | $0 |  |  | $300 |  |  | $300 |  |  |
|  | Insurance |  |  |  |  |  | $0 |  |  | $60 |  |  | $60 |  |
| Interest Expense |  |  |  |  |  | $0 |  |  | $0 |  |  | $0 |  |  |
|  | Bank Service Charges |  |  |  |  |  | $0 |  |  | $0 |  |  | $0 |  |
| Supplies |  |  |  |  |  | $0 |  |  | $0 |  |  | $0 |  |  |
|  | Travel & Entertainment |  |  |  |  |  | $0 |  |  | $0 |  |  | $0 |  |
| Equipment |  |  |  |  |  | $0 |  |  | $2,500 |  |  | $2,500 |  |  |
|  | Furniture & Fixtures |  |  |  |  |  | $0 |  |  | $0 |  |  | $0 |  |
| Leasehold Improvements |  |  |  |  |  | $0 |  |  | $0 |  |  | $0 |  |  |
|  | Security Deposit(s) |  |  |  |  |  | $0 |  |  | $0 |  |  | $0 |  |
| Business Licenses/Permits/Fees |  |  |  |  |  | $0 |  |  | $5,000 |  |  | $5,000 |  |  |
|  | Professional Services - Legal, Accounting |  |  |  |  |  | $0 |  |  | $1,500 |  |  | $1,500 |  |
| Consultant(s) |  |  |  |  |  | $0 |  |  | $0 |  |  | $0 |  |  |
|  | Inventory |  |  |  |  |  | $0 |  |  | $0 |  |  | $0 |  |
| Cash-On-Hand (Working Capital) |  |  |  |  |  | $0 |  |  | $1,000 |  |  | $1,000 |  |  |
|  | Miscellaneous |  |  |  |  |  | $0 |  |  | $2,000 |  |  | $2,000 |  |
|  | **ESTI****MATED START-UP BUDGET** |  |  |  |  |  |  |  |  |  |  |  | **$****26,472** |  |

*Based on part-time employees. This may change once you hit your growth benchmark. 

**Projected profit and loss model:** The model below shows a sample of the projections a small business is forecasting for their first 12 months of operations. The top portion of the table shows projected sales and gross profit. This is a good place to begin creating the company’s sales forecast. The next section itemizes the recurring expenses the business is projecting for the same months. These should be consistent with the estimated start-up costs completed in the prior section. At the bottom of this model, it will possible to see when the company is becoming profitable and what expense items are the most impactful to its profitability. There is a blank table in the Appendix to complete the business’ own start-up cost projections. 

**START-UP COSTS** ![](data:image/png;base64,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)

Your Home-Based Agency  January 1, 20XX ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAC0wAAABwCAYAAACXDhG5AAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAOxAAADsQBlSsOGwAACDVJREFUeJzt3TGSHEUQhtGsjvUxMLFlYMkQBhYQ4gScQFdBR9FBIAALAwxZnACTCE4whbFYbKxGRMx0df79nqk1Jo2snu7ZT7NVAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAnMD47z/8/fu7uWIQAM5pVP06q75cPQccyqy/atSnq8eAI/F+QZKt6sdL1evVc8CxzD+qxuerp+D0fq6qr1cPAbcxf6kaX62eAm5izJ9qjm9WjwGHMuq3mvXF6jHgJuwz5/RDVX27egg4qjnrzzHqs9VzwEG9r6qXq4eAoxpV33/y6s3b536+7TkMAAAAAAAAAAAAAMCeHlYPAAC3NqrqsnoITmGrqi5/msO5YC/OBUm2UTWbLLR9Zi+drvNwBK7PXNPpumqfucY+w1NP/tTvgY0adWlzilnBPnNGnT4frKqqbvPSXqf3hqo+zyvkcEbgeWPUkqUTTAMQZ1a/G0966vTA4Fywl9lo2/pMyipz9tmSWbNGk1nprdP9DxyB6zPXdLqu9rkzYhX7DL093rdABvvMrXT6fLCqqi7/xkewm05nxGc0LDBnqwtzn0mJsOiDpG3NywIAAAAAAAAAAAAA3J9gGgAAAAAAAAAAAACIJZgGAAAAAAAAAAAAAGIJpgEAAAAAAAAAAACAWIJpAAAAAAAAAAAAACCWYBoAAAAAAAAAAAAAiCWYBgAAAAAAAAAAAABiCaYBAAAAAAAAAAAAgFiCaQAAAAAAAAAAAAAglmAaAAAAAAAAAAAAAIglmAYAAAAAAAAAAAAAYgmmAQAAAAAAAAAAAIBYgmkAAAAAAAAAAAAAIJZgGgAAAAAAAAAAAACIJZgGAAAAAAAAAAAAAGIJpgEAAAAAAAAAAACAWIJpAAAAAAAAAAAAACCWYBoAAAAAAAAAAAAAiCWYBgAAAAAAAAAAAABiCaYBAAAAAAAAAAAAgFiCaQAAAAAAAAAAAAAglmAaAAAAAAAAAAAAAIglmAYAAAAAAAAAAAAAYgmmAQAAAAAAAAAAAIBYgmkAAAAAAAAAAAAAIJZgGgAAAAAAAAAAAACIJZgGAAAAAAAAAAAAAGIJpgEAAAAAAAAAAACAWIJpAAAAAAAAAAAAACCWYBoAAAAAAAAAAAAAiCWYBgAAAAAAAAAAAABiCaYBAAAAAAAAAAAAgFiCaQAAAAAAAAAAAAAglmAaAAAAAAAAAAAAAIglmAYAAAAAAAAAAAAAYgmmAQAAAAAAAAAAAIBYgmkAAAAAAAAAAAAAIJZgGgAAAAAAAAAAAACIJZgGAAAAAAAAAAAAAGIJpgEAAAAAAAAAAACAWIJpAAAAAAAAAAAAACCWYBoAAAAAAAAAAAAAiPWwegAAuLUxquZlrh6DExhjVJdNG1U1Z5dp6azVufB+wTXbqFYLbZ/ZQ6dzAUfg+sw121bV5VltjKrLZfUUHFmn+wT7zE5mjRpj9RQfybngCvvMGc3x+PuVLmZVjS7PF2Ro9wzQZVhS+L0pfMiaGy3BNABx5qzq86kdnXV6XJhVzgW7aHUuvF9wTauFLvvMPjqdCzgC12eu6RQzzGmf+bBG62yf2UurLXMuuKLVdthnbqTbFj2ufbepaa3VM0B5b2B3rY6IM8JJbKsHAAAAAAAAAAAAAAC4lyffML29+G7FHACcmP+jBsDH8H5BijFGbZ2+TRJ2MOes4dsrAG5mjFHT/QYAABySz0EAAO7j8R7rzbM/9w3TAAAAAAAAAAAAAEAswTQAAAAAAAAAAAAAEEswDQAAAAAAAAAAAADEEkwDAAAAAAAAAAAAALEE0wAAAAAAAAAAAABALME0AAAAAAAAAAAAABBLMA0AAAAAAAAAAAAAxBJMAwAAAAAAAAAAAACxBNMAAAAAAAAAAAAAQCzBNAAAAAAAAAAAAAAQSzANAAAAAAAAAAAAAMQSTAMAAAAAAAAAAAAAsQTTAAAAAAAAAAAAAEAswTQAAAAAAAAAAAAAEEswDQAAAAAAAAAAAADEEkwDAAAAAAAAAAAAALEE0wAAAAAAAAAAAABALME0AAAAAAAAAAAAABBLMA0AAAAAAAAAAAAAxBJMAwAAAAAAAAAAAACxBNMAAAAAAAAAAAAAQCzBNAAAAAAAAAAAAAAQSzANAAAAAAAAAAAAAMQSTAMAAAAAAAAAAAAAsQTTAAAAAAAAAAAAAEAswTQAAAAAAAAAAAAAEEswDQAAAAAAAAAAAADEEkwDAAAAAAAAAAAAALEE0wAAAAAAAAAAAABALME0AAAAAAAAAAAAABBLMA0AAAAAAAAAAAAAxBJMAwAAAAAAAAAAAACxBNMAAAAAAAAAAAAAQCzBNAAAAAAAAAAAAAAQSzANAAAAAAAAAAAAAMQSTAMAAAAAAAAAAAAAsQTTAAAAAAAAAAAAAEAswTQAAAAAAAAAAAAAEEswDQAAAAAAAAAAAADEEkwDAAAAAAAAAAAAALEE0wAAAAAAAAAAAABALME0AAAAAAAAAAAAABBLMA0AAAAAAAAAAAAAxBJMAwAAAAAAAAAAAACxHvZ6oTHGXi8FwJ3MOVePAAAAAAAAAAAAAP/LbsG0yA4AAAAAAAAAAAAA2Nu2egAAAAAAAAAAAAAAgHsRTAMAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA0Nk/kXSsp+IPrmIAAAAASUVORK5CYII=)**REVENUE JAN FEB MAR APR MAY JUN JUL AUG SEP OCT NOV DEC YTD** Estimated Sales  $5,000  $13,000  $16,000  $7,000  $14,500  $16,400  $22,500  $23,125  $24,549  $22,000  $25,000  $27,349  $216,423 Less Sales Returns & 

$0  ($350)  $0  ($206)  ($234)  $0  $0  ($280)  ($1,200)  ($1,600)  $0  ($2,400)  ($6,270) 

Discounts 


|  | Service Revenue |  |  | $0 |  |  | $0 |  |  | $0 |  |  | $0 |  |  | $0 |  |  | $250 |  |  | $350 |  |  | $100 |  |  | $0 |  |  | $0 |  |  | $1,245 |  |  | $1,360 |  |  | $3,305 |  |
| --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- |
| Other Revenue |  |  | $0 |  |  | $0 |  |  | $0 |  |  | $0 |  |  | $0 |  |  | $0 |  |  | $0 |  |  | $1,500 |  |  | $0 |  |  | $0 |  |  | $0 |  |  | $0 |  |  | $1,500 |  |  |

Net Sales  $5,000  $12,650  $16,000  $6,794  $14,266  $16,650  $22,850  $24,445  $23,349  $20,400   $26,245  $26,309  $214,958 ![](data:image/png;base64,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)Cost of Goods Sold*  $2,000  $5,200  $6,400  $2,800  $5,800  $6,560  $9,000  $9,250  $9,820  $8,800  $10,000  $10,940  $86,569 


|  | Gross Profit |  |  | $3,000 |  |  | $7,450 |  |  | $9,600 |  |  | $3,994 |  |  | $8,466 |  |  | $10,090 |  |  | $13,850 |  |  | $15,195 |  |  | $13,529 |  |  | $11,600  $16,245 |  |  | $15,369 |  |  | $128,389 |  |
| --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- |
|  | **EXPEN****SES** |  |  | **J****AN** |  |  | **FEB** |  |  | **MAR** |  |  | **APR** |  |  | **MAY** |  |  | **J****UN** |  |  | **J****UL** |  |  | **A****UG** |  |  | **S****EP** |  |  | **O****CT NOV** |  |  | **DEC** |  |  | **YTD** |  |
|  | Salaries & Wages |  |  | $2,500 |  |  | $2,500 |  |  | $3,500 |  |  | $5,000 |  |  | $5,000 |  |  | $5,000 |  |  | $8,000 |  |  | $9,000 |  |  | $9,000 |  |  | $9,000  $9,000 |  |  | $9,000 |  |  | $76,500 |  |

Marketing/Advertising  $400  $450  $450  $450  $900  $900  $900  $900  $900  $900  $1,200  $1,200  $9,550 Sales Commissions  $250  $650  $800  $350  $725  $820  $1,125  $1,156  $1,227  $1,100  $1,250  $1,367  $10,821 ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAC0wAAAA8CAYAAADvlNuuAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAOxAAADsQBlSsOGwAABGdJREFUeJzt27FqFFEUx+Fzl4ggpLL0CewtBEHFFxN8MImCYGFvoUZRLCwsDCJKYI6NIGQ1Wmzm3Jz9PthmtvkXc2eK/W0EAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAL+NsxdOTk6yYggAe+t5RNyuHgGT+RwR16tHwGS8L2hjjPE4Mx9U74CZZObLMcbN6h3svScRca96BOzCGONpZt6t3gE7chQR94s3wGxeRMSt6hGwI+5nON+PiLhaPQJW9jEiblSPgEvgWUTcqR4BMxljPDw8PHz0t+83a44BAAAAAAAAAAAAAFiTYBoAAAAAAAAAAAAAaOugegAAXIQxRvUE9kRmVk/4b84Fa3Eu6MK9DNsu07mAGXg+8y+eqwAAAAAA6xBMA9CSHxxhm3MB25wLunAvA8zJ8xkAAAAAAOawqR4AAAAAAAAAAAAAAHBRBNMAAAAAAAAAAAAAQFuCaQAAAAAAAAAAAACgLcE0AAAAAAAAAAAAANCWYBoAAAAAAAAAAAAAaEswDQAAAAAAAAAAAAC0JZgGAAAAAAAAAAAAANoSTAMAAAAAAAAAAAAAbQmmAQAAAAAAAAAAAIC2BNMAAAAAAAAAAAAAQFuCaQAAAAAAAAAAAACgLcE0AAAAAAAAAAAAANCWYBoAAAAAAAAAAAAAaEswDQAAAAAAAAAAAAC0JZgGAAAAAAAAAAAAANoSTAMAAAAAAAAAAAAAbQmmAQAAAAAAAAAAAIC2BNMAAAAAAAAAAAAAQFuCaQAAAAAAAAAAAACgLcE0AAAAAAAAAAAAANCWYBoAAAAAAAAAAAAAaEswDQAAAAAAAAAAAAC0JZgGAAAAAAAAAAAAANoSTAMAAAAAAAAAAAAAbQmmAQAAAAAAAAAAAIC2BNMAAAAAAAAAAAAAQFuCaQAAAAAAAAAAAACgLcE0AAAAAAAAAAAAANCWYBoAAAAAAAAAAAAAaEswDQAAAAAAAAAAAAC0JZgGAAAAAAAAAAAAANoSTAMAAAAAAAAAAAAAbQmmAQAAAAAAAAAAAIC2BNMAAAAAAAAAAAAAQFuCaQAAAAAAAAAAAACgLcE0AAAAAAAAAAAAANCWYBoAAAAAAAAAAAAAaEswDQAAAAAAAAAAAAC0JZgGAAAAAAAAAAAAANoSTAMAAAAAAAAAAAAAbQmmAQAAAAAAAAAAAIC2BNMAAAAAAAAAAAAAQFuCaQAAAAAAAAAAAACgrYM/XDtaewQA+ysz348xvlfvgMl8i4hr1SNgJt4XdJKZb8IfmOGsT78+UOk4IrJ6BOxCZh5HxFK9A3bkdfUAmNCHiPhaPQJ2xP0M58jM0zHGleodsLIvEfGqegTMbrPZvF2W5bR6B8xkWZZ31RsAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgIZ+AmTZZDuWSVJRAAAAAElFTkSuQmCC)Rent  $1,250  $1,250  $1,250  $1,250  $1,250  $1,250  $1,125  $1,125  $1,125  $1,125  $1,125  $1,125  $15,000 


|  | Utilities |  |  | $250 |  |  | $150 |  |  | $200 |  |  | $200 |  |  | $200 |  |  | $250 |  |  | $250 |  |  | $250 |  |  | $200 |  |  | $200 |  |  | $250 |  |  | $250 |  |  | $2,650 |  |
| --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- |
| Website Expenses |  |  | $175 |  |  | $175 |  |  | $175 |  |  | $175 |  |  | $175 |  |  | $175 |  |  | $175 |  |  | $175 |  |  | $175 |  |  | $175 |  |  | $225 |  |  | $225 |  |  | $2,200 |  |  |
|  | Internet/Phone |  |  | $110 |  |  | $110 |  |  | $110 |  |  | $110 |  |  | $110 |  |  | $110 |  |  | $110 |  |  | $110 |  |  | $110 |  |  | $110 |  |  | $110 |  |  | $110 |  |  | $1,320 |  |
| Insurance |  |  | $165 |  |  | $165 |  |  | $165 |  |  | $165 |  |  | $165 |  |  | $165 |  |  | $165 |  |  | $165 |  |  | $165 |  |  | $165 |  |  | $165 |  |  | $165 |  |  | $1,980 |  |  |
|  | Travel |  |  | $100 |  |  | $0 |  |  | $0 |  |  | $250 |  |  | $0 |  |  | $0 |  |  | $0 |  |  | $0 |  |  | $675 |  |  | $800 |  |  | $0 |  |  | $0 |  |  | $1,825 |  |
| Legal/Accounting |  |  | $1,200 |  |  | $0 |  |  | $0 |  |  | $450 |  |  | $0 |  |  | $500 |  |  | $0 |  |  | $0 |  |  | $0 |  |  | $0 |  |  | $0 |  |  | $250 |  |  | $2,400 |  |  |
|  | Office Supplies |  |  | $125 |  |  | $125 |  |  | $125 |  |  | $125 |  |  | $125 |  |  | $125 |  |  | $125 |  |  | $125 |  |  | $125 |  |  | $125 |  |  | $125 |  |  | $125 |  |  | $1,500 |  |
| Interest Expense |  |  | $0 |  |  | $0 |  |  | $0 |  |  | $0 |  |  | $0 |  |  | $0 |  |  | $0 |  |  | $0 |  |  | $0 |  |  | $0 |  |  | $0 |  |  | $0 |  |  | $0 |  |  |

Total Expenses  $6,525  $5,575  $6,775  $8,525  $8,650  $9,295  $12,100  $13,131  $13,827  $13,825  $13,575  $13,942  $125,746 ![](data:image/png;base64,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)Income Before Taxes  ($3,525)  $1,875  $2,825  ($4,531)  ($184)  $795  $1,750  $2,064  ($298)  ($2,225)  $2,670  $1,427  $2,643 Income Tax Expense  ($529)  $281  $424  ($680)  ($28)  $119  $263  $310  ($45)  ($334)  $401  $214  $396 **NET INCOME ($2,996) $1,594 $2,401 ($3,851) ($156) $676 $1,488 $1,754 ($253) ($1,891) $2,270 $1,213 $2,246** 

*In the service industry, Cost of Goods Sold is the monetized value of the time spent on the client. 


**APPENDIX** ![](data:image/png;base64,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)

**START-UP COSTS** ![](data:image/png;base64,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)

Your Home-Based Agency January 1, 20XX **COST ITEMS MONTHS COST/ MONTH ONE-TIME COST TOTAL COST** ![](data:image/png;base64,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)Advertising/Marketing 

Employee Salaries 



|  | Employee Payroll Taxes and Benefits |  |  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- | --- | --- | --- |
| Rent/Lease Payments/Utilities |  |  |  |  |  |  |  |  |
| Postage/Shipping |  |  |  |  |  |  |  |  |
| Communication/Telephone |  |  |  |  |  |  |  |  |
| Computer Equipment |  |  |  |  |  |  |  |  |
| Computer Software |  |  |  |  |  |  |  |  |
|  | Insurance |  |  |  |  |  |  |  |
| Interest Expense |  |  |  |  |  |  |  |  |
| Bank Service Charges |  |  |  |  |  |  |  |  |
| Supplies |  |  |  |  |  |  |  |  |
|  | Travel & Entertainment |  |  |  |  |  |  |  |
| Equipment |  |  |  |  |  |  |  |  |
|  | Furniture & Fixtures |  |  |  |  |  |  |  |
| Leasehold Improvements |  |  |  |  |  |  |  |  |
| Security Deposit(s) |  |  |  |  |  |  |  |  |
| Business Licenses/Permits/Fees |  |  |  |  |  |  |  |  |
|  | Professional Services - Legal, Accounting |  |  |  |  |  |  |  |
| Consultant(s) |  |  |  |  |  |  |  |  |
|  | Inventory |  |  |  |  |  |  |  |
| Cash-On-Hand (Working Capital) |  |  |  |  |  |  |  |  |
|  | Miscellaneous |  |  |  |  |  |  |  |
|  |  |  |  |  |  |  |  |  |
|  | **ESTI****MATED START-UP BUDGET** |  |  |  |  |  |  |  |
|  |  |  |  |  |  |  |  |  |

**Instructions for Getting Started with Estimated Start-Up Costs** 

Determining a business' startup costs is critical to ensure enough cash is available to begin business operations within the budgeted time frame as well as within the cost budget. Startup costs typically fall within two categories: monthly costs and one-time costs. Monthly costs cover costs that occur each month during the startup period, and one-time costs are costs that will be incurred once during the startup period. 

**Steps for preparation:** 

- **Step 1:** Enter the company name and the date this estimate is being prepared. 
- **Step 2:** Enter the number of months and the monthly cost for each cost item that is recurring. For one-time costs only, skip the monthly costs. If there are cost items that have both recurring and one-time amounts, enter those as well.  
- **Step 3:** Once all of the costs are entered, review the individual items and total amount to see where the budget can be fine-tuned or move something out into the future when more revenue is coming in. 

**HOME BASED PROFESSIONAL SERVICES** 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*Business Plan*  

**START-UP COSTS** ![](data:image/png;base64,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)

Your Home-Based Agency  January 1, 20XX **REVENUE JAN FEB MAR APR MAY JUN JUL AUG SEP OCT NOV DEC YTD** ![](data:image/png;base64,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)Estimated Product Sales 

Less Sales Returns & Discounts 



|  | Service Revenue |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- |
| Other Revenue |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |
|  | **NET SALES** |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |
| **COST OF GOODS SOLD** |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |
|  | **G****ROSS PROFIT** |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |
|  | **EXPEN****SES** |  |  | **J****AN** |  |  | **FEB** |  |  | **M****AR** |  |  | **APR** |  |  | **M****AY** |  |  | **J****UN** |  |  | **J****UL** |  |  | **A****UG** |  |  | **S****EP** |  |  | **O****CT** |  |  | **NO****V** |  |  | **DEC** |  |  | **YTD** |  |
|  | Salaries & Wages |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |
| Marketing/Advertising |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |
|  | Sales Commissions |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |
| Rent |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |
|  | Utilities |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |
| Website Expenses |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |
|  | Internet/Phone |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |
| Insurance |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |
|  | Travel |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |
| Legal/Accounting |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |
|  | Office Supplies |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |
| Interest Expense |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |
|  | Other 1 |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |
| **TOTAL EXPENSES** |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |
|  | **INCO****ME BEFORE TAXES** |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |
| **INCOME TAX EXPENSE** |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |
|  | **NET I****NCOME** |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |

* In the service industry, Cost of Goods Sold is the monetized value of the time spent on the client. 

17 ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAC1gAAAAQCAYAAACxvz9xAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAOxAAADsQBlSsOGwAAAPhJREFUeJzt2rENQGAYBND7DGAZNbvYzCzUZrGB6DQiEsVfvVfeNTfAJQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAfKq34tiXtVJjyzEAAAAAAAAAAAAAAC10Oad+mLdnDgAAAAAAAAAAAABAEgdrAAAAAAAAAAAAAICbgzUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAPDXBTnnBggDPdszAAAAAElFTkSuQmCC)


**HOME BASED PROFESSIONAL SERVICES** 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*Business Plan*  

**Instructions for Getting Started on Profit & Loss Projections**

Completing projections for Profit and Loss of a new company is a good exercise to understand and communicate when the company will begin to break even and see how sales and profits will grow. The top portion of the model to the left, Revenue, is a good way to forecast sales, month by month for the first year. The lower portion then applies estimated expenses for the same period of time to derive the business' profitability. 

**Steps for preparation:** 

- **Step 1:** Enter the company name and the date this projection is being prepared. 
- **Step 2:** For each month, beginning in January or whenever the start is estimated, enter the expected sales to be. This could be for a single service or multiple services. Add lines to this model for additional offerings. From this, subtract any product returns or discounts that are to be tracked (these should be shown as negative numbers, for example, -10). Below Net Sales, enter the Cost of Goods Sold. This refers to the monetized value of the time spent on a particular client. 
- **Step 3:** For each month, enter the estimated salaries, marketing, utilities, and other items that are projected. 
- **Step 4:** Once all of the costs have been entered, review the individual items and total amount to see where projections can be fine-tuned or move something out into the future when more revenue is coming in. The objective is to get to profitability and positive cash flow as quickly as possible. 
18 ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAACKwAAAAQCAYAAAAx+nWTAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAOxAAADsQBlSsOGwAAANNJREFUeJzt2jENgDAUBNBfBOCDHSU4wBo7UthxgQOKAJJuLQl9b7xbTsBFAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABSkUnkd25Ii763GAAAAAAAAAADwH0O+p3Fez1f+xRgAAAAAAAAAAPrlsAIAAAAAAAAAQFMOKwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAUN8DEpMICFAg++YAAAAASUVORK5CYII=)