Thursday, December 17, 2020

Simple Systems For Security Business Opportunity Considered

They can even provide particular financing incentives for veterans, and other people opening UPS Stores in rural areas or small retailer-in-stores. Just remember that to qualify for a UPS Store franchise, you'll must have access to at least $60,000 in liquid property.

How do I start a laundry business?

Choose an area that is accessible to or populated by your target market. Rent a space near apartment buildings to attract customers who do not have laundry machines at home. Avoid opening a store with nearby competition. Select a location with off-street parking, if possible Browse Tyler Tysdal's website, for customer convenience.

Applying For Your Franchise

More information about Tyler T. Tysdal,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAMCAgICAgMCAgIDAwMDBAYEBAQEBAgGBgUGCQgKCgkICQkKDA8MCgsOCwkJDRENDg8QEBEQCgwSExIQEw8QEBD/2wBDAQMDAwQDBAgEBAgQCwkLEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBD/wAARCADgASsDASIAAhEBAxEB/8QAHgAAAQQCAwEAAAAAAAAAAAAAAAYHCAkEBQECAwr/xABfEAABAwMDAgMGAgQHCwUJEQABAgMEBQYRAAcSCCETMUEJFCJRYYFxkRUjMqEWM0JSYqKxJGNygpKywcLD0eQXJUOj8RlTVWRldKTE1CYnNERGZnODhYaUlrPT4ePw/8QAHQEAAQUBAQEBAAAAAAAAAAAAAAIEBQYHAwEICf/EAEERAAEDAwIDBQYDBQYGAwAAAAEAAgMEBRESIQYxQQcTUWFxFCKBkaHRMrHBFSNCUvAIFlNicuEkJWOCorKDwvH/2gAMAwEAAhEDEQA/AKqtGjRoQjRo0aEI0aNGhCNGjRoQjRo0aEI0aNGhCNGjRoQjRo0aEI0aNGhCNGjRoQjRo0aEI0aNGhCNGjRoQjRo0aEI0aNGhCNGjRoQjRo0aEI0aNGhCNGjRoQjRrniNHEaELjRrniNHEaELjRrniNHEaELjRrniNHEaELjRrniNdkNhR89CF00ayAwyTguL7/0Qf8ATrYQ6NAk4DlV8HP85gn+w6F5kLT6PPS5p23FOqSkpau+Kgq9FsEf62lZTOnKZVQDFu2I4D/MZBP+eNK0lJMjQma4nRqQ0Xo9uOSAr9OugH1TT0q/sd1sUdFlW/6e7ZTXzzRScf8AW6UInO5JBnjHMqNIB1xjHnqZlj+zolXilb7m64gR20/xiqCVkqz+zgyE/npZRPZXU15Li5fUQiMhsZybWzn/ANMGklhBwV6JmEZyoA9tA1Y5T/ZCQKi0HWupNISoZGbQ9P8A8brQX17LGn2Pbk24XOoRMtMNlbvhfwW8PnxSTjPvhx5fLQGknASnSNY3UeSgFjRjSrRZkRaCtdYWgJ7E+6gj8+euE2lR/DU6q4HeKflCzn+vrr7PIOYXP2iM7gpK6NLCLZ1uyUhQvENZ8vFgkf6+spe3NMLRcZvKEo+gUyUjP5687h/gvfaI/FIXRjS9/wCSmYtCFRqszIUr0aSk/wBqu+uJG1cxjuqavAGT/c/kf8rXncSeC9E8Z5FIPGjGlaix2eSw9WEt+H+1yY8v62vBVr0loFyRXVNtg/te7A5+3PR3L/Be96w9UmcHRjSupdr2pVX0xI11zFPuHCGxSxlR+QJdAz99PTtz0hUTcmhi6KRuo+3TKfJTGuBC6B/dlISrydWx7wAtseZIWMJBIBxjXhjcEOlY3mVGjAxrnH56sYk+yTtansJlVXqqYjMuNB5tQs/mpYIyMJE79/lrGsf2UtqX9VpdFpfU1IjyoyQtCZFlISHkd8lHGoHOMdx/b311FJOYzKGHSOq5e2U+sR6xk8t1XhjXAGdWkn2IJPn1NY/+5n/HaSlx+x/bt1cvxeogvNxEFxS02jxzgeWPfdNgnLvcGXKuHGueOplMez9t5wclb1VBIPkf4KIOf/Tde6fZ8Wpj9ZvzUEH5fwPSf/Xddu4k8E3NXCOZULsa41OGoezgtqn7eXBuUrqBdXTrbjOSZjRtE+LxQnl2AmHOQNN7ZXQxeu4FrU+8raqkk0uqNl6KqZSlMuqQFFIUUBxQAOMjCiCCD668ETjthempiAzlRi0aNGuS7o0aNGhCNGjRoQjRo0aEI1ykkKyNAST8vz16x40iS+iNGZW886oIQ22kqUpROAAB3JJI7aELsyMnJ1soyEE5I++lxQumXqPuJKV0TYe/5aFDkFot2WEkH1Ci2AdOtaXs4utO6Ux3o2yk2nR3xy8aq1GHD8MYzlbbjodH4cM/Tz0rKQRlMVCab7eff66UFPU81gszX2seXFZGpT0X2RXVzOQFS51hUtXqiZWXlHy/vMdwfv051q+xo3OeaQq8t9bcpbhSOSKZSX56UntkBTi2M+voPT7dA8LmYiVD6i3ndlLwqDdE1vH98ONL+3t/tyKU42Xbi95aT3Uh1tKsj8fPUvYXscKcyE+/9Q850j9rwraQ2D+GZKsfv0ooXsgdsUIQKnvVerikpIPurERgZ+gW2sgfc/joMjTskdyRyTP2V1ERKvTg884hl8Y547DOtXfu+736RpECHPAYkygl74j5Dv8A6NSSpvsnNk6corRu1uf8QAXwl00ZPzGYRxrZs+yu2C8VK6jfm5dRCFBaBIqcFIQe/kWoiD3z6/IaS2TS7IXssJkZpKbWidQcKHBbb9/GUox56bvfbfuPUNu6tFalhRcivIB5fNONSsb9mrsA2kIRXr5Ax/4Wa/8A2dYtb9mB05V6EqDKqt7oaWOKw3V2+/5snXjX6XakuSPWzQqTHXHnwDxbUhPklK+331gyC8O7pCUg5Tj01cbN9jV0sysGPdm5MIhSlEsVWEc59MLiK7D0xg/jrVSvYudPKx/c25+5KB8nJUBefyijTj2nK5inAVQscsoVlOFr8xn0+us5PhBCnXXkEgevn+WpPdbHs+bt6Uop3BodzM3DYUmcxAjvPApqMV1xClYkISgN8OSCkOJUMlSQUgnvEcVNtofG6CceQGddo5shcnQHK3ipSmG2lICmwruOJ+I68XrlqDCkq/ST7SU+WXCSftrRmZLqTiWojXBeD/K89YngK8QpdXlSTg/TSzKTyCGU+PxFKB2+J0hDsaS0JKXU8QpYHIHHn21oEsOPYU8528vmderbQHYDWQ2wVemvRGX/AIkvW2Me6vamOOQ1lUNRbcWMFYPxAfTVlvRjaaVbcx9yp6ExarXIDlMfU4eSZcZp5SEuqRjiVEoWnKs9gnHY6rst+krly2IrSOTjziW20+qlkgAfnqaHUbvHutDpSdsunqxa1GoNNb/Ri7gptPfIcQyktFqM5wCUJCkrHNBOQAQoZI0+gNNTAz1BwG/UqOnZU1zxT0zSSfDoPgpC7hbp2BZ8tVOui+qHSpQbCvClzUJf4Y7ENd14+uMaSFq7x7VP11qoWnufSX6kVBpCEzEtFzJ7JCVlJJ+Qwe/l31XdH2L3ouKQqU/a9TLzqitxyWripRPmVcjnPr31qqttTuTbfKRUaBLYbbJ/WFOU9j89do+MKQHumgY9R+S6S8DVro+8eHA/6dvur5duN8pi3GbfuhIW+8UpjyHDhRUTgIV8yfIHzz2Pz1l7qyiizazUCAFutrAH1OBqmbp+6rr02srMKiXJUJVRt5t1POM6srcifEMOME9wU4zwzxOMdieQuQuuKzf+3Yk0GpRlRKk01OjSVOcW3GVYWlefkUnI1HXGKnMjKim2a7mPAjC9pDVQxPparct5HxH+36qMrMTAA4jHprq5HAV+yNLhNlcPgFyUBR+SZ6f92uHbGmEDwqhTHP8AAlpOld43xTQtKyNmlMSK3Nticoe6VaMUqQUgpWpPoQex7Z/LTzR7bepzKIMCaGIzA4NNobSlKEjyAA7DTO2pY1yR7rpcyKhnDEhC1OIfScJB7+Rz5ZGnhra2xVHwtZBykkf4o0wq3YcC0p/RRiQEO6L52NGjXI8xpopRABIyBowfkdW1ezu9nRtHdO0NI3r33tdm5qncSlTqPAcmuGHHgkANqdaRxC3VEOEpUVpCVI7BWcTtZ296fun6gS7zpW3toWfApDHN+bT6Iyy423kerSOaiTjsMknXjnBoyeSXHG+Z4jjBLicADcknkAOpK+fuyuljqP3DdYas/Y69agmQcNv/AKHeaj+WQS84lLaR9SoDT/Wp7I3rHuJTYq1Ate2Q4kkqqtdQ5w+ivdA8c/hqyO9PaMbM0JpxFoUmt3JKIPhqTHEVgn+kpzCx9kH7a3nTB1dnqEuuu21NtaNQnafCbmw2kSlPrfb5lLpUSlIHEqa7Afy9R7LtRSTCBkgLj4b/AF5K4VPZ7xNRW6S7VVI5kLMEl2AcE4/CTq6+ChzaPsRJSm2Xb937ZaX2LzFIohWlPzCXXXU5+hLY/A6eq3vZKdGlmtMKu6p3NXXHXG20qq1eRGQ44ogBCRHQ0fiJAAyT3wDnWB7QfcndG0NzqLRLavetUeiTKG3J8CBLVHS5I8Z5KyotkKV8Ib7EkfTUN27mrZr8W5ZlTlTajEfbkIkSXlOL5oUFJ+JRJ7EaiK/idlFOacRkkHBOcLROE+w2s4mtEd4dVtYyRpLWhpcdsjB3AG481YjVen/2e3SxFiu3LtdaMJc1S1xjV4L1akvFISlZQHw8sAck/sgJBV6Z10Y63uk6wW1tWNastCFKwU0a32YiVdgM/EW/kPP5aZj2hN20+8pO2FcpbhXFqVvuVNnPn4cgtqST9cJ1ELUfduJKilqXQQgYGN/UA+KtvAHYlZb9Yorpc3yd6/VloIAGlxb/ACk9PFXS7lbjCwdrKxuXFpwqCadTzPbjKc8PxRgFKSrBx5j0OoQVb2l+5DzZTRNvrdiqPkqU69Ix9klsn89SI3triKj0Qza6l3KJ9qU51K/n4oZx/narBolIk1yqM0uEhS3nwtSEpTknikqIA/xddOILpVwTRxUzsagD06pr2PcCcP3e31tbfIBIYZC3JLsANaCdgQCp89KXWNuJvJu1/Aq/GqIzEl02Q7ETT4i2z7y2UKAJUtR4+GHfuBpUdde8u5+z9ItOXt1cRpJqb8tmWsRmXufFLZR/GIUBjKvLUE+ni8ZFh73WZczDiG0tVVmO+VeQYfPgu/1HFH8cfLVu912HZN+Ro8W9LVpNdYirLsduoRESEtrIwVJCwcHGu1nqKi626SLvCJAcauvQ9PiFF9otos3Z/wAZ0deKNrqNzMmLA0kjU07OyOrXbqqmT1h9S0v+N3XqAyMfq4kZv/NbGn06G99d0L83olUC+75qlYhO0OS60xKdyhLyHWSFBPYZ48x99NJ1wMWdTN95dt2XQKbSIlEp0WI+xAioYbL6kl5RISACeLqBn6Y9NL72btpqqm5ly3Stnk3RqMIyFZ7JdkODH34tOf8A+OoWhlq47s2mdKXaXYO5wcc+a0/imk4equz2a9R0EcBkiDm4YwOBcRp3AHiOXRJXqV6u9w9xbxqdBs65plEtSny1sQ0U51Ud2YEEp8V1xJ5KCjkhGQnjxykqGdNMxeu9VoM0y6mLnvClR6iVrp00y5DbUsNKAXwUTxcCVYCh3HfB89JCqoUzVZjaxgokOAgj5KPpqU+7MdNS6Ctq6qEhT0Ctux+YHcNky04/qo/LTIST3B880kh1MBcN/MbeSsj6G0cH01stdLRxuiqHiJxLQTuwnUTjckjfKfjow6savvA5J293EdbcuaGwZUWahsNicwD8YUlICUuIyny/aSc4+EksFvR1ZdSG328V42rT9wC3T6dWJLUOOqnRFhqMVlTSclrkcIKRkkk/PTb9H9dFv9R9lSi7wRJmuQljPZXjMuNpSf8AGWn7gaz+tqnGm9TF4YThEpUOSj/GiM5/rBWpCW6VM9pbKHkOa/SSDgkY2yqjQcCWK29oU9vdSsfBNT941jmhzWuDw12kHOPHblkjkpn7V9Rd0X10o3FuciVFXdtqwJ/vilsp8Jb8dsuoWW047KbKMgY78saZ/ZDr33Xvjcu3LIuyi2wYNbntQlvxYzzTrfM4BBLqknvj+TpnukXcFFCqd57b1JZ9xvm3JsNCSRxEpthxTeQfmkup7eZKdNTtRUP0TupZtUUvgIdwU59Rz5BElsny+g0t16qHNppGyEZ2d8CPzBTWn7MLNBPfKOopWu0jvIT1a17HYAweTXtIA8lbV1D7f1fdbYm/tt7fXFbqdyW/Np0NUofqg+40oI5EAkDkR3AJHmAcY18315WZdG3lz1Gy70oMujVukvmNMgy0cXGnB6H0IIIIIyCCCCQQT9QyB2HfVN3VVbVHq/WFuPSblhxaklVRjuZWC5xSuIwpKcn1SlXEj0IIB7a0Ayd0NWF8gsZ3h0hQBo0hUapR38A8XEnB8iPI62ly0tyFWXkFIAcIcSEjthQzqbJ6DLFvWGmXadwSqFLcHMJcHjs5/A9wPwOtsjoosqsVFinXXdcl6TSW0RnxCSlsOH5nOSNDr5RwN/eE+mF3ZZK2pk/ctyPVQDZZyewzjWwixs+nbVmMz2cex0qOhVPqVwQllIPJMpLgJ+eFA6Rtb9m5QGAp2h7izUEdkiTGQrH3GNdmX6iI3JHwTWWx12cAA/FRx6bdn6nund8mLR5qo0qhwF1lgKjF1Mh1lSVJZWQoeEleCPEOQDgYPIasbvK+JGwu1tu06Nb9svR6fRmVv/patqhLUsNjmltAacJ7nBJIxnyPbTF9NezD2zO4V40CrXGiU4u1zPbVHUWVvMtPp8VvOc4OU5x8hqbl57fWhuTRFU65qbGkxXmvCWtxIOGzglOf5vYHHl21D3eu9plAbvHsR5+P9FWSw29tLDrd7shyHeWCMf0EwG1N42BvVbUq9EWrJoKY5Cn1LeakRycEkodQTnt5hQQoZ7p8tMNudunsZcjs6l0V64n0RFKbkSW6FKVHQrJHdXDGD374wfTOpfXRt3Zdkbcv2rb0NESmTs+IpAxz5ftLUfMk57k6YRzozsyDJjXBR6tUqK82n4XaZKW0paS54pCx3CySSPiB+HCf2QAK62Ola9zpG48MK8NmrDE0wSZ6b+CjVROkS2733Q29j0erszqXdlRS654T/Fl2DH/XS+Kk4UFeElSRjBCiPLVi/UFCTSduKLZlGQKfT5BbiFiOPDSmO2j4WwB5JGEjHy7aZd23HJW61h0C0nZSKnToFQQ3OZQnEYyFtlTjie3mhpz4v6XzUNPx1Fo8RNDjKH7KXF4/L/fq3WepNQGsOcDx/ros34rofZT3+Rl/QeRwT8Tn5KKz+2dDdb5JhJ759MHWre2xpaeRbbWkj5OEf6dOuGEhJTw9NYciInB+Hz1ZdlRcBafYO1ZtH3UgogTpAZeaWVoU6pQBTgggZxqTtzTlt12UgpUSlSQT8/hGml2QhtncmKeIyiO6e/b5f79OFetYZj3RPZUFZQtIP+SNR9Ts/HkpKha4sOPFUEa7ISFrSgqCQogZPkPqdddcjzGNMlKL6ZtgrKY222TsWwY9Xh1VugW7T6eJ8P8AiJnhsJT47fc/CvHId/I6RXW5N9y6Y7zdSe6kQ2h/jzGU/wCnWV0a7kULdTpm29uOi3GK09GoECmVSQW/DWiox47aJLa0AYSoOA+XYgggkEHSe6+JYY6a6+xn/wCEy4Df5SW1f6umNzdpopT/AJXfkrTwPF33E1vYeXfRf+7VVtT6fJqclUaInktLL0hXbyQ00pxZ/wAlCtPZ0UXizZ/UTba5T/hR6wHqQ6rOO7yP1afrl1LQ+40nemezzfu6rNqJWlDlRo9ZjtrPfgtynSG0q+xXnSAtutTbTual3HDQfe6POYmtoV2/WNOBXE+o7pwdZdS5pHQ1f+b8sfdfeN/DOIIbjw8efctx/wDJ3gHyLMqY/tOKfxuGxKkE/wAbEnMFWP5i2lAf1j+eoVIiPqhuTwB4LTzbC1H0UtKykfk2r8tTq9o+tm4LH21vCnrC4UhckoWP5QfZacR+5B1FDbeipuOydxoDccvSabRY9cZAGSkR5jSHFD8G5C8/TOpG+Q97dXtHUZ/8cqmdlVzNBwFSyv8A4Hlh8szaT8gV4bjXqLwtnb+Kt8Kft23TSXkd8JLcyQW8f/Uqa0n71oH8FrurFu/FinzXmE8vPilR45+2NamO0X5CGE4BcUlHby7nTm9T9ONK37vKEQBicl0Y+TjSFj/O1Ey6qiJ1Q7mC0f8AifstAomxWevgtMJwxzJn48+8YfprIClzuJXEzvZuU15pfc0ijwO396mMtlP5Nkaif0pQ2Z/UPZMN9sOIcnOckKGQQGXD/o0+l115sezetdgKJMqqe5D8W5r6/wDZ6int7fNb20vKl3zbiYxqVHcLscSWytvkUKSeSQQT2UfXU1dahgq6aV/IMYf1WY8BWieTh2+W+mA7x9RUtbk4GcBo36brDueju2tdVWoBU4h2k1CRD5ZwoKacKe5+eU+erldrLsF6bYWveDjqVLqlJiy3lDyDimklf5K5D7apouu4594XPVbsqjcdubWZr0+SlhBQ34zqytZSkk4BUScZ9dTv6cN2GqF0OXVUJM0IftJNSp8clR5eK8nmwMnv3ckpSD5DH0044Zq2Q1UzR+Egn5f7KJ7ceHam6WO2zOGZmPbG7G+8gAO/hqA+ahXu/dSL63Tuu7WHi6xVavJfjuE55Mlwhr+oE6n77Oe0V0XZSoXM+wEKuOquuNOZ7rZZAaH9dLuq0z2J9NWr7A7sbIWVtNZdhK3TtYVSPTo0d6M1U2ln3xwBTiBg9z4i1DSOGS2WufUykDnz8Sf/ANXftxbPQ8K0lloY3OBc0HSCcMjb1wPHT8lWru7TxSd2L0piUcUxLgqLKR5fCmS4B+4DUh6mldZ9nTSnUq5foS5lFzB8kqkOAf8A6ydNN1ZUz9EdRl9xVJ486l70B8w82h3P356czbKQzU+gjdSiOykh6BcESWhJV3ShTkMgAemS2sfjnTSkb3dXVQn+V4+W/wCisPEFR7Xw9YrgN8TUjif9QDT/AOyYvZSUiBvHY0xzsli46asn5YktnTxe0HhKi9RMp89vfaRBkD8MKR/szphrEeXGve3pDZ+JqqxFDH0eTqTvtJaOuLu3bde7eHPt5EYf4TT7pP7nRrlTDVaJvJzT89lI3h/cdoltd/iQTN+RDlFKnTahRJ8KtQlKZfjOokxnMduaFZB+uFDy11pjwj1KK+FFPhvoXnPcYUO+ndiWL/CbpOfviE2gyrNu55mScYUYcqPGGc+uHko7fIqOmXyMfTGo2WJ9PoOdiA4f16jHwVzt1wgvDaoBoD43Oid/27j5tcD8VevBeEiIy+nuHG0qB+eRnVUfW9YlVsXqwm3LVrlh1Ry94zFWaaYiGOqGy0lMVDS081c/hjp/WZHI8vhTjvaDt3U0VuwbbrLauSJ9JiSUn5hbSVD+3VfftNhEO923xYbjCX+gnw+4hwl5bXvP6pK0+SUA+LxP8oqc8uIzsDyHRZX5tujMFS6M8wSPkVuNnpRdp7IznKQP3a1tsSUL3RuuO5gluU2QCP6P/Zr32UbX7iyc+QGk/QJQb3vvGMVdvHZP9Qap1zbkFXOzuIPwUm0cRBaOB+wkfu1gS0FxsjGsthXOmMKP8xJ/drGkOBKCNJH4QvGjLj6qCnWdUqjbO49t1qmSnYsltlakutOFCk98EZHfBTlJHqCR5HU+KjuDT6PZ0GotQJFUbl+EhlEVhx8rSpPILKW0qUU8e/YHUIes+167d192pSrZo06p1GWh1tmNCjKfdWfXCEgk9s6e60Y99bP2/YX8OIjzVBbpKIdQW64VLpUsICfDfKSR4asAJV+ykjgcfBymagsdb4C0jUM7dSFF24n9qzteCWnSfp+qTW8m89RlXDFEa/YtKpjDqC9R5UKTFkvAlXiNq94aAbSe4GQMgpIIxjSyf3ioNTs5mp0zxEtKaOGnFDKSkEHKs4x289NlvDedo0ONUrnj7n1itQJBKo9IU6hyO0vJACVFIVx8+xPlnST6bYl17vVqmRq+ymjUx2RkeG2EqUtSipKwnuEgcgcHPLABGDgxD2a8OOwyBlXV0rIhiDOQCSPDCll07Wsun0yfeFxrSur1F4OLKk4McHshrOT3Qg8Meh54xyOt/wBQqwqo0dI/7ws/vTrF2nsq6436aptQuVuYxFqRSMsYJIPr3PmANZu+jPjVumt9/wBXFP7yNXKztYxrdG43WVcTSTPmd3wwdts5/rx+KaAoOM41jvtEjsNb4wSR5eWui6eVJ8tWAOVRWx2QipVuIwXP5EZwj7ka3u4RcN51Ti2SPFTg4/oJ112Zprrd+odCPh92XlXoO40trokW63X5qJ0ptD/iZWkjuMgY/djTGo3k+CkqN+iLI8V89OuR5641yBk40zUmvot6FosOJ0ibUtQpdKkJVbMNxxVNQEtJdUjktK8E/rkqUUun1cSvsPIIv2jk1yLsPCjtnAmXDFac+qQ08v8AtSnSk9n4uz1dHG1pslSFQjRE+8qSyWgZ4cWJvYgZIkh9PLyPHIJ0jfaUO8dmqA15ly42iPtHf1GXl2mgmP8AlKu/ZrH3vF1vb/1Wn5HP6KEvT1utC2X3NhX/AFCkyKkzDjSWhGYcShS1ONlA+JXYDJ7nB/DSErlRYq1aqFUjxPdWpkp2Qhgr5+ElaioJKsDljOM4GfkNK/YmwKRulu5bdg16ZNiwKxJWy+7DUhLyQGlrHErSpIOUjzSdbbqa20ou029Fbsa2230UyIIqoiHnC4shxhtRyo91EqUr88azExVD6IP27sOx55IX3KK2z03FTqXBFXJCHE/w92x5AHPGcuJ5cuqevd24Xtw+g3bquvEKlW9WWqZKwckBpqQwgn6qSGVH6nTfdFcWNWd16pZ0sjw7qtaq0YpV3CubQXgj8GzpY7X7Zbx3l0tXjtpF2+rSX/07T6xR0y46owkhfwPBtT3FPFKW0qznHxnS86WOjveLbTdah7iXgiiwolPQ/wCNETNLsnDjK0YwhJRkFQz8Xz1YGUtTV1lPUBhxpaHHHhkFZBVXuy2Dhq82Y1TGyd7MY26gSdWl7cAeZx6hQnpkCYxckSmSYzjUpuc2w4ypPxocDgBSR8we2np65KKuj9R9wPqI4VONBmN9vJPuzbR/rNK1K6Z0B2tUt0525NSvyclEuuLrTdPjw0NpQVPeL4ZWpSioZ7EgDt6DTs7h9Muzm6l2N3pfdtuVSotRG4SMzXmm/DQpSh8LakgnK1eee2Ndo+HKn2WSA4BLgRk9BkdPVMa7tqsbb5RXVut7GQPa8Nbg63lhwNWkHBbufllQJnV8VLoOp1Iyf+ab9XDIPrmOt7t9P139umr2PpECu7xWVSKrBamwZldhMSWHUBbbrSnkhSVJPmCCQRqz64rF6Z9ktvXUXTbFt0u1WJ36QLNQZMpC5vh8QpttzmpbxQkgBIKsA4GmTf6/On+3ZBi2ntZVHGmV4S8zAixU4HkUjnn69wNe1lqhgkifVztbpDRjGc4/Q+i58O8f3K50Vwg4etUsonkldryGhpkHjgjUOezkynWbsZNoe9iYO1+3Us0yfSIspEWiUhRZbcyttSQllGAT4YUfX4s+usLbDavepGze59lO7Y3WyuuMUuXCakU19nxXY8xPNKQtI+Lg4VY9Qg/LU1dlur7aXeuqpt2ivTaTXHEFTMCpNpQt/ikqV4SkqUlRCUkkZBwCcYGkp1L9Y8zp9vuJZMfbxqtql0pqpiW7VDH4hbrrfDgGVZwWj35evl83Elvt7HPuPfYY7I2G24xj6qFo+MeMaiGn4MdbgamIMcDI4hx7tweHe8QDyxzOd+qg7E6TuoycrixtLWUnH/SeE1/nrGt3SejbqeYnRZrG2EppTLyHErNRhpKSFA57vennp2JXtM76Wsfo/bGhMgnHF2Y64T9wE/2acjZb2hVEvq6INpbgWiLfcqTqI0aox5fix/GUcJS4lSQWwTxAVlXdXfAGdR1PRWOSVrGTOz0zsM/JXS8cT9qlLRSzz2yHQGnVg6iBjfYSZPwCUnVn0jv75Ih3lZ8qNAuuDGEZxqSeLM5kEkJUoAlK0lSsK7gjsfQiEU7pa6j6Q4/Sntra+eak+IIwS80sjOCVNqKVYz2Oe2dWIdTfUpSOnq2ob4p4qdfrHNNMhKVxbwjHN11Q7hCeSew7knAx3IhHO67OpmtVVyqUuuQ4cWMnxXYMGkNOMJRyAytTiVuBOVJGeY7kfPT2+Q2sVGZS4PPPTg/PzVa7LK/j+WzBtDHE+kacMMxI5Hkwg5IB5ZGAdgdkuOmTof3AkXnS723YphoNIo8puY1T3XUKlTHGyFIBSkqCG+QHLkQogYAGeWnI9oDs/uBuRMsufYVpTq0qnNTmpXuiQothZaKM5PllKsa8unHr2VfVyQ7F3WpcGmzqktLEGpwQpDDjx7JbcQoqKCo4woKIJOMJ1L6v01+s0KoUqHVJFNemxHY7U2MoB2OtaCEuoPlySSCM9sjT+goLfWW91PSuOlxGT1yMH+tlTeLOLuMeHOL4btfImiaJp0N37vS4Fpxg5OcnJznPPkAoX9G2yt9M2BuhtlujZ1Ro1MuGNHRF99jlIU4tD6HFoPqUcWT28jg6hddW2W4FlzZUK5rNrED3R5bKnXIToZUUqKSUOFPFSTjsoHBGCPPWJu51E9auy29Ny7Pz+p2qV6TbkxEZU6EhnwXgtpDg+FSDxWA5xWgk8VpUnJxnW2pPVf1ovso/9+6rEAZBdgQV5/Hkyc/fSKzh+nmhjg1kFmcHHQ77pVg7Z7pabpWXM0zXipLXObkgNc0act58xzz5K1zpnnon9P8At+8nJDNvQoxBHcFpoNkf1dVZ9d3UtD3E6km5trW771SLWbXbbctLxJmOMvuKcdSlSUhKea1IA75DfLJCgBnxOsbq4g4YqfUCttopxwNFpCfT5pigj7ab6LY1OuUU9dOe95cbf5uqSg4P3/HUvJOyGEMznAwssdG+vrpKrRgPcXY8MnOPgpTdPVzM12ixpaoL8JSgPgcAJ8vPtrfy9k6lT7xr+5TNwtqRUVIc91DJykISBjl9jrE2pttVIpsdtLZRxSBj6afW2aOLoeRRnXFIZOVvrT5hsDJx9T2A+p1W5pBLnVyU+zFH77eQTVbVbzTt0arKtOx9sLpnu0d73OfUFRkMQY7g8wp9xQQTg54glWMdu4y5N2wnrWfjUycpEmoyEBSmGCfDSFKKUDxDjJJB7cR6aeenR6Ha9PaoVCpzMGBER8DLCAkcir6eZJ7knuT3Omhu9pys7tUyM+EjjLinA7nCcOEfln89SHDbqKtrnxyDUI43OI6e7t+f5KpcRXSrggDqc6C94aCOeD8051r2dSrYiBbMKOKg6ylMqQhHxuK8ynke/AEnCfv5k6S1ao0mEyuKWVyGOJSVBIJWnHqnzz204bqlJHLJHLvg+mtTMjpkElYBH11QbncZo3mWEDUeh5YPpyVit0jqY5zn1USbx6dbYrlWdrJttpt3lltQYCVgnzwSBj6+XnpW7cbQuUSTHwwGIzRJLbXdSsnyKvT7Z+2n6NIYUrl4aMDzGNZCG2IoCktJ+Wcap8tbeKlwaXtiZ5Ak/An7KzyXxzmFjW7kYRQqVT6a9JehwGozssh18tjiFrwBkjyzgDONYN27e0+7pbU2VPcivNI4fDghST31kVi4oFvQXarUXAxEYbW48skeQHYfiTgAepIGmTpO7d3bh3Sqj0guR2pyi0zHSscW2h/KJGfIZJPzzjtga2zgE19zppX6sxQjd7tsHnjz2+Syrievo6OWOGUZkkOzRz9U5Kdl6EhP624ZH1wEj/RoG0tnsg+NcEkj5ckD+wabO8aPd9rTkxKxUpRS6CWHkPKLboHnxPzHbIOD9O4OkpIenLJLkx9f4uE41docztD2PyCoR72ROLXR4I8VJK3KRZFnLddp89Cn3k8C488MgfL00zu5e1f8JL3qlbM6Yj3pbauLSSUjDaR2OfppCJZdedQkJccWTkAZUT31Jhx+qNeGhqFlHhNkEpOe6AdIkYYjknOV1iLaoaC3AG6+cHRo0aaqTVlnsb+oaBbt4V7YK67hrDrt0qYkWpBJU5CjusMy3puBnDSnEJaPYYUW8djjNiXUpsCeoe36LbL1zmhx6bUDPdcTE94U4PDUgJAK0hP7ec9/Ly185tIq9UoNRYrFEqcunT4q/EYlRHlMvNK/nJWkgpP1B1u6vuduPXqYuiVvcG5ajT3FclxZdVfeZUr5lClFJP21ymhZUMMUoy080/tdzqrNWR19C/RKw5acA4OMciCOqursvb/oc6ZrjZr9yb8UB256K6VpVU7ljIcjOFBSQIzJBHZR7LCj30s9veuHpL3b3ipdgbV1F26LurniNomRqC6wEoZaW4tTj8hDZ4JQ2ryznsEg518/eT89Ph0P1oUDq42pqSnGUJ/hLFYUp6WqMgB0lokrT9F/snss4SchRGkQUkFKzRC0AJxdr9c75UGquM7pHkYyT0znA6AZ6DZfRglI45HbOdVydRvV71A2rurc9iUO44dGgUee5GjiJAaU4tnsptS1uhZ5cSMkYHfy1Y6BlONVOdb9MVTOpm7VEYRMEKSgfjEaB/rJP56guJ55aaka+Fxb73TboVqnYVarbeeIZaW5wNlHdFwDwHAEObvg+RSRqe6XUPd9OmXPPvi+Z1KjrDMqU1LkphMrOMJV4ZDSCeSe3YnI8863WyPUvuZtZetMqDt11ep0RcltuoU2XKW+06wSAvglZIQsDuFJwcgA9sjTtdLLjFe6Vt9bSU2l1yJT3akEEZwoxFlBx8+Ubt9RqIZKhhQV3ByPpqmzST0jYKpsjiXDPPwOCvpa30tp4ifdLFPRRtZA4M2aN2uYHA8hg77Y9VMD2ktzVCVuVbNsiS5+jolDTUGms/AXXnnEqVjyJ4spHfy++mg2h2Tou5O1O5l8y6vNj1OyYDUyHGY4eG8ClxS/FBBUQQ2QOJGD8/LT5ddO3leuSz7B3ppMRcunooUeFUlNpKiwFDxWnFY/kErWCrtg8f53aLG2+6N67TVxVwWZVRFfeb8CSw62l1iUye5bdaV8K0/j3HoRp3cyyK6ukqm5Y4fQjYj0Kr/AsVRW8AwU1gkDKiJ2Dvj3myanNcQCRrbtnB2OV12nmVKm7l2xVKQ2+5Jp1XiS+MdClqCUPJJJCe+MA5+h1Kj2mlNQ3d9kVoNAKlU2VGUv1IacQoD/AK4n76dTp064bE3DlRbOvmkQrTr8hQajOtYECWsjsEqPdpZPYIUSD2AUSQNI/wBpzFCqRYM4JzxkT2uQHbulk+f20+9jhgs8xgl1g6TyxjcKpt4luly7SrbFdaH2WRgkZ+LVra5riCCAAQCOmeaYHox25sXdTdmXaG4FJ9/gPUOS9HQH3GiiShxnisFBBJCS527jv5aZ+7aK5aV31m3Q8pa6JUpMHmRjkWXVIyR/i5xrb7Ubo3Ls9ekW+7URCcnw23W0tzUKWypDiCg8glSScZyO47geflrSzZdeve6JVRdZdqVZr05yStDDWVvyHnCpXFCR5lSj2A9dV0yxSUscLB+8Dj06HGFtENFX0/EFXXVEn/BviYAC7YObq1HSdgCMZPVS661LD3G3TrdiXPZtmVuvRHrVjrU7AhrfQha1qXglIIBwoHXfpH2ivyi2ju/Qb1sasUQV+2vdoj8+CtkKWG3wQkqHcjxEnH01IG9N5E9KGyO3rV1W3KrUlNPh0Z8MPpQpD7UUciSoHOSg6R1k+0L2tvKpTKRddClWrDTAeeTNlPh9Di0gfqgltOeSk8iPmU4HcjVyfT0EVcJ5ZcSEcjy3bj+t18y0l54tr+Eza7bbxJRMccSN3d7kmrYB2Tvjk3kq3m1raWlxCloWk8kqQrBSodwQR5d9XVbRXDJuzau0romvF2TVaLDmPLPmpxbKSo/Q5J1SoQkKPHPEHtnzxq3rpHqD9S6cLFkSUlKkU3wBn+a2taEn8kjUfwg8iolZ0x+qun9oylZJaKGsI94PLfP3m5x82qpLrNsh5zrV3LY5VRCX6rHkoXLbS0tYciMLyjiAC2FFSUHzKEpKiVFRO8szYgVSO2p5+U4FDuFPKI0ueuGz6PZvWBNTS6tV6gus0iFVpy6pMVJW1JcW8gtNKX3DKWmmeKfJOVAdgAHN2kQ05CZ5DIx8tWC5Pcxxwvmq1hrmjITVVXYKnW9RVVFUBKil1vClDOMnTm2PZURkNFEYBIwrAGnP3Jhwk7e1WS6gJRGY8Yqz2SEkHOm+sbcC2JseOY1VjqKkD9lWTqAMr3DdWeNjA3zTtUmnNxmUNtIwUp05lgE0+HLqiwMLJSO3cpSnKgP8r92m3jVanNwFVCTMaZjITlbq1cUpHzJPlp0oEYQaLT4+cCVFU8FkYSVuDkkZ/DA1WuLLkbbbHSs/ESAPiU2ewPIYeqUUIu1OUqU4vjEjrUvl6LIUQP8AfplqfuNZc7eCBNVcMZaajUS1BdHItPq8EpbCF44nlxTjBPnp1aXV5Atd2Inw2FMtvhxxZ4hpITnkSe3bPn5ds6gPt7RNt5+7lg06gVSDMqaK1FeS4Z6JCmPCWlxYGMlJUlKkZJH7WMkkJMp2a1EJs1ZcGOJe+M5ONgXAkj4YA+eeap3EdK+Wsp4Hfha8H5bBWQvulx4tp78RlX44768pB4MhAwVuq4p/HXmy+Epcfz3dWtROOwSD3P7tecdSn5THY4S0V9/5yj2H5aqL6kS79XcvTP2U+G6R5BestAZbbZSQVuKA+2seVgFtOMeZOufFEmovu5y0wfDQPqPP9+m33n3joO2tMCJtQQxVp7fhwgtCilGTjmohJSnz+EKxyKSBnBKelFQy3qsbRUgy57tI9BzJ8uZz4LnV1Udvp3VM5w1oyft6/qm+3/vozZ6bXpsgGJDVmQoK7OP4/ZxjuEA/PHI9xlI0ten6zI9tW8m66mwG6jXQAyn/AL3H80gD05ftE/IJ9Rpk9s7Q/wCUq6m1zn1yKahJkPLTnukhRSFKOSeaux9ccvlqUipCVS4rbx4oixVqyB8yB5fgny1pnaNf6bgm2QcHWsjVhpld4kkbHz/iIPQNHJZ9wfb5eJK+TiSuG2SIx4AdR6cvM5K3ddpVIuaku0qqISWHU/CskAtLB7LST5H+0Ejy1Gy56NKtysy6NOWhbsdQHNAIStJSFJUM/MEHT7tPSZM1IkAoUkcw0D2jt57Z+az6n07gfVu99IJL1MrzQHFbaojh+RT8Sc/jyX/k6g+z/ih1ZUmhk/Cc49R4fZWniK1hsPtDfxDn6LtsGmMu5ZnisNuKRG5I5DPE8vTT0zJyxJWOCfT0+mmJ6f5J/hlIbV/KiKOPwUNPu+2VuqUEp74/s1p9WMvUBQHEXxXzO6NGjXBPUaNGjQhGlXtRbkS8Nz7RtOoU2fUIlZrkGBIiQCkSX2nX0IWhoqISFkKIBJABxkjSU0sdmo1xTN3LKh2hWlUeuSLgp7NNqCUpUYklUhCWnglWAriohWCcHGD20IX0y0WmRaHRYFFgl4xqfFais+K4pxzg2gJTyWokqVgdyTknudVm+0Oh+69Qqne3910SG/8A1nEf6mrOYbDkWEzGelvSnGm0trfeCQ46oDBWoICUgnzPFIGT2AHbVdXtLaIuNutbVw5+CoUH3QDHbLL7iif+vH5arnFDNVvcfAj7LZewao7jjOJn87JB9NX/ANV19n8pE6Fu1baxyNSt5nCfQhPvCf8Aa/v1EIjBOdSg6B70tqzL/u1+7KzDpkF22nVqelPJbR8DzXbJxkkKOB5nvqMT5Qp5woOUlZx+Hpqk1b2ut9OM7jUPqvqHhuCSn4xvJIOhwgcDjYnQQfjturUbP3w2z246atuKpudVQxCqlvxICEmE7JEhxuOlK0KCEKHkDnlgHvqM9x7cdNXUpd8mjdO79Rt66nY78/wHoJapUgNgckBJPJlRyMFA4jv8Oszc22ajX/Z+7eV2LGW6Lfne8yFJ7+FHU6+1yP05Kb/D8M6YLp43ea2Q3QgX7LpTtSjR2H4z0ZpwIWpDiCPhUe3Y8T3+R1O3Gv8A3sNNVNaYi1pyQc4I338llPB/CDm0NxvlhqJBXRyzNDGuboc5rjpDmkbgjHM+mE3s+FLpNQkU6agtSoby2HkZ7ocQcKGfoQR9tTE6k7mf3I6Ldqb6kOvSZTdRbhSnlkqUp1tiQy6tRPckuMeZ88jUS7wr38Lbwrd0IiCOazU5M4RwclsvOqWEA+uOWM6mZuLYFYtH2dtDpFxQ1MVCHNYqKmlghTIkTHFoCge4UEPgEehyNRVsaTFVsZ+DQfodlfuOp44q2wVNThtR7QwY64e0h49AcfTxUZOmym0Ctb6WbR7npcWo0ybUkx34slsLadC0qSApJ7H4iD9tWyW3tNtjZslM20tvrfpEhAIS9CpzTLgB8/iSkHVP+z880vdqyaiFhKYtxU15Ss4wkSWyftjOrrhqf4QYx0D8gZDvDxCyP+0VPUw3WlEcjhG+IggE4JDj0zjkQo0dd+3N3bj7UUmlWVb8qsVGLXWX/AjpBUlrwHkqUckdslI+41D/AGv6Lt2btuc0K87XqtswpMN8s1J1pC2mZCU8m/ESFZKSRxOMHv56mz1wtVg9PlbmUF+a3NhS4Traoa1pd7yENnBR38lnP01CjpTr24kXqEstyuTrjXBXNcZdTKckKaPiMONp5cvh/aWnz0m8QU77owStcdWORGOePDP1Xfs2ut4peBKt1uqIoxEZCA4EyZDQ73TqDfTLTvzyltQvZs7rv15DFyXbbUOkpWPFkQ3nn31Iz/IbU2gZI+ahj66sDsy1aTYtqUmzqEypun0eG1DjhZyooQkAFRwMqPmT6knW6SDnJ1gXHX6ba1AqdzVp4sU+kQ3p8t3GeDLSCtavslJOrFQWqltpJgG58TlYxxXx9feNBG27SAtj5NADRk8zgcz6/BVIe1F3GRS+r+k0eFHbmOQrUgMqSI/gqacU/Jc4FwjLo4LQoEHinkoDBCs67aq+N06ohlmjRYEBvyypsuK/eQNRs3k30qPU/wBUb+6FRprFPZqcxqJCitIKS3DZTwZ8T4lZcKACsg45E4wABqdOzlrRocZpQQB20zvGG48VH2T3sk9E51nUC4JscO3hWlzkuoKVxi2kNEH0I9fvpcU+2rcgpAhUKnscR24RkDH7teNNbQhCBkAY1umUDGTqvsGArBK7KQW8NHbe2lvGI4hJQ/SZI447fxavTTedEvUVuHuJYKrf3AmNV1dLZaQzMW3xkLbHYBw/suEAD4iAo+aio99PBubHEzby4o4GedNkJA/Fs6iF7PWWhMKsxlOpSQ2lKe/kQSNc62igr6R0c7cjIXlOA+UAjp+oU6VXzbVuiVBu+qUyjUqpILAk1R9LbSlKB5N8lnGSnOB8knTCbVqgrvyjtVC5o1VVBrHiLcaShLDjiEr4KTw+Ep5cSFZPfH01lbtrlV2TTKFUqUqoxhUW1BKEkoK1JWlKlHI4gZz+APbWhrNDotQcKWaQkx+aY7KVsp5stpVknl5gkjuSQfTWhdl/B1GzhaqpIJXAVGtm+CGYJAI5HPvdVkXahcZLdxLA1rB+5DX8zl2cEg8x0+qmUwtSqQtwn9psMj7nJ/frNadEd5xY/wChjhz8gMahIzuDV6A03SKLfM+AtpSQzwlqcY+qS05lGR+A/t07VA3X3BTTnHKq9Gnh5YaKpUYNOeCE98+HgZz6hOPodVK5dil6tzRJRzMkAG2ctJxnxBHMjr0Tug7SbdWnRNG5h64w4D5YP0Twzbipds247XKxK8CKwkvPOcFLOSoDsE9ySogADuSQNVgb0bj1e97sl3xGrrq6nNddajssILzKooWQ3GLOCFgICQUkEKUFKxk6kjvRv9MuCgMWzTKS/TWF5Mh1wnK1BQ8MpUAABkKOCOWeJGMd0xsjtTEuy/KZubXYEN6LSHXQXm0fFLmEJCXXUn4ctJJwrjy5EdxwwXFv4dl7LeF5OJ76QyoHutZnJPgARndxyT4N5pJ4lg4xvrbFbml8RBcXY223OxxyHLxdyT29Mls17avaZlN2Mtoqs9r9JvRkhQTFU4APd0lSlqwgBOQVEBRXjsQNOVErztSlGc21xDSUNpQO5cdJJSPwGQr7DSbuSoT6dQqlTyoKSyw6pskfF2SSkZ+Xlrc7cxudvQJ8hp1p1cdDq0OqypDziQpf+TkJH0A18o1d9uHEte6rnk95zyT/AKjufg0bDywFtkdrprZRARtGBsMeGPzPX5pY06MIMVwurDrq8qfcPmpR9B9BrQbnUcVfb6asIPKEpMxGB6JOFZ/xFK0qfAJaajE45kKcJ9Br2cYi1Bl2BIbC40hlbK0nyUkjB/Ma0nhmT9l1sL27BhHz6/7+qrVcz2qB7D1BTFbAPk32UAkcoToJI/pJ0/0s1b3hfupjeF248ic+Xr99ISjUG2tnKG/PlTGPFCOUypyiG0oT6dz2SPprOeqFSWvxI08OtOJS4haFghQUAQR3+uvpGSUTESM5ELPYGmnZ3b+a+dPRo0a4J8jRo0aEI12QcHOca66NCF9FXQ7vdU+oHpptPcOuRIMSqLbep81mK6Vp8SM6pnmQe6S4Gw5xOccx3PnpovaO2Nc93v7fKtO2qpWJLRqLS26fDckLAV7uQSEAkD4T5/XVWvSj1rbm9IZuRNgUOgVVu5kRxIbq7Ty0tLZ8TgpHhuI8w6oEHOe3lju8t7+2I6q7ljqi2xCs60uSOIkQaYqS+lX84GStxv7FH56Z19G2vp3U7jgHH0OVY+EuI5uErxDeIGB7o9WAdgdTS3fHqnPoHRh1IXC62hG3MiC04QlTs+UywlA+aklfPH4JJ+mnksj2a11LnsSdyb7pEKnIwt9mlhx11Q/mBbiUJQf6XFWPkfPVc1e6/wDrJuRSlVHqAuZoq8/cFNQR9hHQgD7aai6t19z77c8W+NxbnuJwK5hdVq8iWQr55cWe+oiDhaghILsux4n7LRbr28cWXFrmQuZCD/I3f5uLvmF9Gk6tbHbeWWiyrhuu0KRbkGB7g5FqlTjNMCMEcShwOqAKSnseXn3zqGu4VA9mE1VHamvqApVKDqsqjUGupnMJUSSSkIQ8Uj6A8R6Aaqc2z2o3M3ouhFpbX2bVbmrK0F5TEJvmWmwQC44s4Q2jJA5LIGSBnJGnvuL2aPWtbNvm45uy0mY022tb0anVSFMltBP95ZdUtwnzAbCz9Ae2pqeip6kBsrAQOWQsztXE14scr5rdUvjc/wDEWuI1eZ8T5lTitDqD9lfsvKbq9IvCVdNZhuJeYkyqNPmOoWlWUqb5MIYSoEAhQAUMA51nXd7YfpQrEORRZO0983BCKxlmdTIHu7xQoFKuK5CjjIBHJIIwOwOq7elXow3K6uKhckCwa9btJVawjGf+mXn21fry4EcEttLzjwV5yRjt5+klmvYn77FOXd2bCSvGeI98P+x0uGmhp26ImgDyCa3C83G7VHtVfO6SQdXOJI9CeXwToD2x+09JQE2h0zTwpIHBK6lGiAHHzQyvGtVVfbYXM4yoUXpxp8Vz0XKuhchI+yYrZP56g9vf05bg9NO5Lu2u5EeJ76WG5kKXDcLkedFWVJS80SArHJC0kKSFAoPbGCUs5S0mOVcO+nDWADZRksz3uzIcnzUx6l7aLqKLrnu2223bLalHw0qjTXFJTnsCr3gBRx6gD8BpOzPbG9Vj61GLQtvIqT5BFHfUR+BVIOnB6UPZj7W9SOxVB3Yr25dz0ufU3pzMuHBZjFplTEp1pISVpKu6EIUc+qjpG9LHs2Lc3h3E3h2x3QvC4KBV9rqvEp6P0c00US2X/efDePiJPwrSwlacY+FY0kr0HZJGre1r6zqijjCu23aWeOMxKBHUc48/1wcH/b5aR1w9fXWDudQKpa947zzZVHqcJ6HOjx6ZAieMytBStBVHYQripJIOCMgkdwSDvKr0DVus9blb6SduLjcch0dtma/XKo0CY0FURh5x5aG8ciFvpbSkY5KKQSkEqE0h7FzaGPRjCi703e3V3GSBIXGiqYK8YJ8DiFFIJzjxM+mfXQjKqe28ke7X5RXsgBExv7d9WW2bfcKnxWgX0hXyzqFHUp0pbldIW6lNtq7FIqkKpr94odZhMrDNQQlYCkhJyUvIKkc28qKeaMEhSSZ0bb+zp6h67asSu3VeVBtebLjoeTSn0uyX2CoZ4PqRhCFDtkJK8HIz21H3CmNS4EdFJ2+rFK0g9U4VvbiRpSkIL47/AC041KrTcxAUlwd/rqIG7O2m8/S5VIH8P6c3PpE9fhRaxSnC7DU7xKi0srCVtuYSTxUnuMlJVhXFe7c7smXEjyAyhTLpAS946C2o57jkCR29e/b11Cy2+Rn4WlTMVxikHvHCf64czLfq8ZR/jIbycH1+A6ix7OTbv/mK672np5Mv1BynR0K8so7uKx6/tJH56kKu+becpshqpV6lREvtKbKjIC+PIEeQ/HXn0u7eU7b3aiRSrauBNZgOVOZMalhBSXVOLyoAfJJykH+idcn000VO7U3GcY+qf0VZBLUhrHDYH9FgXNb0O2pUqoNVAssSapCSttx0lCEBmXyCEnyKuScJHmQnXKH49YbbWFFlK0pIbBypIOSOXoDg99JbdPc5Td3Umy4kKNKmyHXJEhqVxShtLQ4+JyUQE8S75nPfsAT21pKBc11SpS2KfFZqAkPcYfvMRKlvknAS2prjy8h3Kc9/n21sHZzQSx8PNdKNJ1PO/hlYf2pXBr+KXt/FlrOW/wDCPBb64LSoFTkoLcQNqp7iXWy32ShxJzyCf2c5+msR5VbdqTMdFxvtKZTxWh5pRDqT5lLndP1OE50oGY99tx3E1Pamuwktj9c4wkPIIHmrvxUfwCVH8dJ52+LYXX6VQRXGYE6puIRBbkMuh5SCnJc8AI8Uo7ZKuBCR3OBq6MuEWMF7TjzB/LKoctC9pB7tzc9C0tz9AkPu1T4FGp8up1eQpuM4vwUgcj47iv4tAx2/knOcHt+OlF0uXRW49xN2a3JTJok2Kp6Vy/8Aiz2CpK09sZOUIIz6g98dma37qVx7nVqh2LYtwRXK7SpKUyGWiCwHnXA1xWVJKeTaOS1eqQsgjOQJZ7ObfU7bC1GaNToqKvU3UJXPqkxAT7w764SkDCASQlPkAfUkk4/288dWqycNPsdwiEs9S33ARlrRyMmeeRyb1J8sq+9mnBdbXXRl2pZDHHE7398E7ZDdxjB2J57eaXN+Q6jFt6W+zEVLkMMLQG0f9MjHbH19Py0rrTmw5VNiyGStaSOacJJxn7fLTUXyncBTUdxisOhTz6GWmWUpSnCj8znAA+WsV26rp2xNHtiOYM5x9uSZDstK1rQ8hYKsEKA4frMDt2CRr4s4csdVXB9ZQgFseM5O+HYA+o+XVfUVXA19PDS6wZHk6ceQ3z6dE/yUvyXfEcyhoHACvNR+vfWewoJfwXEkj0A1DjcjqN3gt4KYo6qFHCgQlxMNal5+Y5OFP5jSi2K3G3IvG16pOvO6pM6R774aMNNMpQ3wB4hLSUjGSfPJ1qFi4YrauZuSG9Tkk/kFW7xQzWqnM82McsBOB1F2lH3RtqsbYVgtvUiqFlx1bbpStpSSCAcfVIOPrppKLtjuvbtIh0CkbsBmDTmERozaoXiFDSBxQCpSsnAA06pk8hgkZzrr4o+et4pA+lhZCXZwAM+izGdrZXl+Oaod0aNGuy6I1zjPlrjUxPZibf7Abs76TduN8bOh116pUwyrf95mPtJEuOebjPhtrSlzm0VLwrIwwceZyIURafS6lVp8elUqnyJs2W6lmPGjtKcdecUcJQhKQSpRPYADJ09dj9EXU/fF6Uyw4+09VotVqsF+qR26+BTMxGFtIdew+UqISt9kEBJV8fYHBxarQ+m2zNq/aQ23dO3toU23qBVdt58kQ4EVMeO3NjvsxnFIbQAlJLUhjIAGVFSjkqJPapborq/tXaHYEeSRGoO3EqA62R5yX1iWvHp/Foj/AOSfsIUVtv8A2KO6tTkJXubu9bVBjcQst0iG9Unic/En4/BSn/CBV+GunQD7Oazt2a5d98bzreqVtWhccy2oNGbfWwahKjHDrshSMKS0nkjilCgVLCuRCU4XL/2jsvq2atmyofSo9cwlVKfLh1tFAjJW/wCGptssrU6UksISQ5lYUjHIZPbs3vsm90W6dbm4HTxuJUnY25dv3bPqc+NPlJdfmeKEIfWHOai84h9l3xFDI+NCsnkSBCeq2+lroN3Po9x2lamylmS2bXqr1uVZyPS1xpcacylCnG/ecJeUQHE/GlZB+Z76pD6k9q4eyW/F77VU6XIkwrcq70WG9Jx4q4xPNkrwACrw1IyQACe4AzjV0W/vR3ujV4l4Vvpe6gLg22qt2zna5VKO25whVGorQhC3RJbT71FUtKEZKVLTkDCE5J1SVvZae6NkbpXBa2866m5ekCSEVVyoy1Sn3VlCShwvFSi6lTZQpKsnKSnQhXIeyM2/tu2ekqBetLjA1e8apOlVN8gFZ93kLjtNg+fBKWuQH85xZ9dO70tb0Xrurcm9luXz7ol+wtxqlQaWhhgNFNKQE+68xk8lEBais+fL0xjTM+x3uRdc6R3qUW+P8HrrqNPTk+YW2xJyPpmQR9tLrpdZapfVf1V0NtIQP0/b1S4/+c05aifupKtCEiOn+m0Hbz2mm/di0GAzAiXNbFOuf3dlHFHjAxw+r6Fb0txZ+q1afW/HN24nVNtYu1zWHbDn0avR7obaQVwWXm0MrhuOnHFDhWpSUEdyAoeWdMrMUzbntcIKUICVXVtIQsp/lKRLc8/tEA+w0+28W9VZ2y3Y2fspikxH6NuLWZ1GqEt3kHYrqIpdj+GQQnKlgpIIORnGCNCFDr2xMOiSn9pFvlo1BLlZSEgjxCx/cZOfXiFAYz6k49dQNFGpQpnJMZJPH1Op2+1v2XsqiUW1d9qLTkwLgqVdRQKq82tQRMaVFfebUtBPEKSY6wCACeZznAxAJqbGNOCHqisnj5DXuUkgK072S9XendPFy0ZziG6LekuNHSn+S05Chvf57rmpA0jbM2p1MV7cmi0txEO/LVjsVl9ojwxPp0jiwpYJzzcYmKSMdsRTnB7qit7ICpMObdbjUphZV4FwRpRGc4LkUIz9wyPy1M7bPcGJfCrppypDSqladyTqHPaSOPhFKg7HyPXMZ5hWfUk+uQPEpRKsGOaT7X/cVbzZQKxtgy40Tj48OU4Ej7sqH2OnH38kO0zrd6YpgfUhqe1d9NcSDhKuVPbcGfn3aT+7SIvRtdB9rTYE1IKGrk2wlROXl4rrLsxxSPslts/9mt91vvPW/vF0uX4wFqETc5mgLAIxxqTYaUSfoltRx+P2EJFe14hQqdtFttuJKgOSU2xuBCW/4Y+JMVbD63B5j9pTDQ/EjTQ9U/tSdid5en269vLDgXxSrkqrcRUB6TCZaaS41LZeIU42+pSQUtqHYHz1I/2r9MbqHRXdUhTfJVPqNKlI7ZwffG2yfp2cVrJe6Yujrdjphp1+XVtLZ1rU6vWZFrk24KTRYlPmU9p2Ih9yUl1DR4KQCVEqSodjyBGRoQnK6lLaj7p9Jt7QG2Uy5Ey0JFVp2e/92Mx/eIyx9fFQ2c6pA2v3gv60avHrFoUmQ7KbWHD460ll8jyDiCCFjPfv5HuMEZ1exuFf21+0ewE25qzcsJNo023SzDkqkocE5oRylltpQOHluAAJCf2ie2vnXp9z1aGhKGa06ykDHwYGu0LcnC5yEtGQrR9ljt91B0N6vbibZSbDl0eUwZ7tvzvGizkLJKgqKUlbaPhAJa+IcxjsCRKZi5du7So8Nq2K7QRQuLbENUCQ2GEclcG21AH4FrcBQArBUvt55AqO6Wuo6m7Z3jJp95uO1GmXGI0NyW9OWymAoOKw6oDKSjCzyyMgDI8iDMW4blC5lLvy2Z7rkJLSVIk0t7nIWyRjKHWShRRhRIOf3ZzA3aQxz91M06DyI+3VXHh6jFVS99TvHeD8TXdfiNxlNj1d0+/qX1GUqti2p7cGsU1MGnFuMsmVJU4EqQnA+Jw4bHEZPdPmTqWuzNs2Rt/QoqplNq0q7Ykdkyly6dJd9wkuMIUphKUIKG1JC+4JK/iOTgjTM2xvttPddQNN6pJCrmoqU+9UKuqiOMvxFhSG3WnHonEryCFDkFEBtwlZyAH4tRez1qUVmRtRuc8za9Ykh2BBnRy40XnQhQUw+4nktBAHZRUMn9tJBBt01fM/h+O30znNxk8iNf6j0xgnO6psdvpWcSvr6qJruQzkHQR1/wB+YHTPJXJuyZXnm6U1az0qM58TqpdNW0yCP/pUjP2B03N9bF7f1FqoqjWlS7eqE13xveaVDaacU6QMqX8JST2Hcjy8saWQumloqfu0q85klx5OUM+7t+God/iQttscs9/5RBx203Vy3RJRWJDsWSZEYLKV+8u8HE9v5Kf9+s2FVV2yYSwPcx7TkbrVjaqG7QmOoiY5jhvtnI9T+ijzN6Kd0IkoVmytwKCwYrocQXUPR1pwrkhY4JXhQP1+epaWFcFyUe34MG/afDk1tpsNSXKY+HGHlDt4g5pQQT5kYwDnHbSYoN90tlqU9Lly2oTYV4gOME4x5E5x2/DvrWzt5bfYaWG5rBHIklKskDP0+mo3jCpn42jhbeQHmPdrg0BwzzGQOR6jlndJs/Cttsr3iiBaHcxqOD8+o6FLq4qzVKvJ8WBAaYTwU2yXFd2weyjxAIOT289Ii8bMkXvIbm3DNeDjHiFpMVxTCW1LCeX7Jyc8R5k/TGknO33oqXnV+9oUgntjtkd8n7nSPuPf1bbAdZd4DB8j5EJ8vrqsW2wxWtzzSggv578/X0VuijiZofgDRyPMjxWTd9iopYUt2py3UYKUIddLgCh37lRJ0vdiHG/4OTg0khAmYzjAUeCST+8D7ajPUd36xeFTbpEGK8t2Q4lpkIyVKUT2HEdyT5Aalrtrbr9rWdT6XKbQ3K4F2QlKuWHFHJB+oGB+IPpq/WKjljk1ydAqhxncopaPuGnJJH0Shkni4VJBAyeX115fEe4Wnv8AXWapouoIKe51rlxVcz3P56tay5UYaNGjS0tGlftDuRW9n90LX3Pt1KF1C2aoxUGmlnCHghQK2lEfyVp5IP0UdJDXI7d9CF9PVrP2juFFtnd2ihmX75RVLpM1PciFOEd5YB/peAwT/gDVTmz27JvL2x0m61uhuHMuGtUBrDnJLjEanSIjCgf6ZYaXj5q1Nz2WtwvV7ooshEqWt96lv1KnqKjkoSia8W0fgEKQB9NVW7ZeNY/tI6ZDiuKa/Ru7jlOVk5PhmprZUO/zSpQ++hCuH61OpSr9KezI3So1nx7jkKq0amKivy1R0Nh1Dh8QqSlROChI49s8vMY1Vx0idOknr73j3N3YqO48zbypU6rsV3hRIynF+JPekrWGXVOpU1wLWAfiJ5/TvbjvjM6cqnb/APBnqDr9kJoyH25yoNyVNhhlTjfdClIdWAvBPYEEfTVat3dcmyXTP1iyrz6b6DQq9ttVrWh0WvU6gw/0cymWw+8Q5Hy2lCloBR8QBbWlxQCs/EkQpwbCXbuFZfUPdXSxdV6Ve9aNbVo0uv0evV0NLqig4ssutPvNIQl4chlKlpLnZXJayciAPtqaVBjdRFoVNltKZE20Gw+pI7q4TJAST9lEfYfLT+XP7ajYaHTnahY+z96VCuLQEcKoiHBaIGSAXmnnlkAqV24ep8s6rI6huoXcPqb3Llbl7jSo6pjrSYsSHFQURoMVBJQw0kkniCpSiVEkqUST30IVjXsTtyLeTZ9/7TSKqw3WUVRq4I0RxQS4/HWwhl1aB/KCFNNcseXiJ+eps7fbKVmyuozdreV2sxHqXuLCoDUeE2lQejvwGHmnC4SOJBC0FJBJ7qBAwCr517arlwWrWolxWrXJ9Iq0FfiRZ0GQth9hWCMocQQpJwSOx8idOnW+qHqbu6kooNwb833MpwZLC46q6+lLqCO4d4qHi/ivkfPv30IVity782BdftdrGNBuKnO0u27VnWzUakmQ37t72mNPlLT4ueJCC422e/ZwLT5g6cPrp3f2plSdiLhoG6dpy5Ns7wUCdUBErkVxcanHxkyHXAlZKWwOIUT2AV31TTBoQfxyZCvLz0oqfaYXj9R2+mhCtR9pJvXsFur02S7ZsreCzrhrsStU+oQ4NMq7Ep5ZS4W3CkNqOMNurJPyB1V2zSXXIeMKOlNQ7KiDClxlg/Q40t4Nn09LOHI7mMdwFa9AyvCcJ4/Zt9TO0vTI/uNE3huWXSYtwikuU0tU2VM5uM+9B4YYbXx7Os/tYzjtnBwu9rOvrZzbXrJ3fuqqXTJTtduJHgVGHUlUqWXW6jGjMtdmPD8VKVhT6VEo7ltv084l1iwqdLQQGHhgHHbOmYv60qpRVrK47zyFq4pc4Zwn0HbSg3JwvM4U2+tTrq2wrvUPs3v306XOuuzrDbloqCHoEmHzbWtILBL7aSQ405IQVJBwFE9jjUxKT1gdCfVXbVtVC+twKNQ5lq1qBc8WmXLPNJfgVSMVFpaVqUht8J5KHwLWkg9x6aon92k5wWnB+IOvRMCSsgBtf5a97p3gjUFaz7Trrt2YvXaCbsJtHc8K7ajW5cZdVqEBRchQ47LiXgEPAcHXFLQgfASAOWSDga3m0VldE969JFAVWNw6LTryfsRMSdETuLKhrEwQ1NqS7DTMS3lSs5QpvBBwRg41UgmkzFHyBxr1RQpS1Z7ZP1OlCF687xvisBbzym0MLdWpDZUUJKiUpJ88D0zrgBw9tb2Pa0x1QSAn6DlrZM2PUVkcGQSfkrXZkWOaQ6QdEk0tLPoe2nX2IsC6d2bnXZ8a7J9MpVPgv1GWW31ABhBGUNo5BPJa1pH05FRzgg6FNh1dJCTDUeXljvnUlOmW4Wdt7YrtKVavOoznOb7pJC32cYSgHywnKvh/pk/hN2a3Q3CsZBJjB+uOnxUFf7rPa7fJUQA6uQI6Z6nyCcW4IFNo1GgWfDprTUOiwWYrZbQSrAQPiWoj4yrBOfXOfXTJXJbi4UpUykLkwgc5fp7qmjxV5glsgj0yM6eap7q0+qMKgJgGIolIcS4cuk+QGVDP0/DSRnvQKh4khSmmnVcuQCFAjKiQAQR29NbJ7DDLAIZIxpAxjosOt1dWUNS6cl2XHJOTuSsOyupXdbb95aTPiVuIpI/UTCWiCEgAgoHEdgMnw+RPfkCSS51s9WG011VqNH3Ms6swPfj4bsoVMhmO6rsVfqUji0nOea1hXb9k+ZYur0n3+SpiI0HFISnikhJ5KUTjPl2AB7n6a0rlvS/fFQ22WnFpPFz3dQSEn5cu4/LVQuXBNurH94xul3zHyP6LVbXxxXUsPdmT3SNxnC7dQ1lqty8W6lt7fsi4rTraFO06W9L94fbwEFxpToOVBPNPEkg4+FQC0qGkNTp1/wBPbSiHcUgpA7IeV4gHz7rJ04Ea10xUOx2qXJUHlIU6G5QKFqHkVAJ7kfP8fnrLXaKnBwdpsgN+oQpPL8Oye+nUXC8MkQjqWhxHl/WEh/GckMmqB5b8R99/om8dvW8YhC6q/AVHCkl0B5SFKSD3CSCUpP8AikfQ6m/tJ0z7e3PYtvXlcT1cnSKzTY051hyocWW1uICyEeGlKsDPbKvLUWG7VsqRHkMOR0PKJCFckOPKC+QwkEgAKz5jP46m301XvBru28G3g+n363WkQnmjgZaTlLS0480lKcdvIpP01TeJ+FoLfAKmmjAGcH6/DnhWOz8Y1NylNPLI4OxtnbPLkl3a+1e3tlpQq2bUpsF1GcPpYCnz+LqsrP3OlGtSUkce2vFchXcZOR2xrwU6pR7/ANuqOAByU857nnLjlZ3vXEY5a6e8s+o7/jrXvOhHmQCfLvry97T8v3aVhJVHejRo0pLRrkdtcaNCFKTp+9ofvd01bRr2m23pduKjuVWTUxUKlFckPNeKhpPhtpDiUABTa1ZUlRJc9Md49XNfVz3bfNV3IqtSUm4KxVn63JlxUiOoTHnlPLcRwxwPNRI44x2xrQaNCF6PvvSXlyJLq3XXVFa3FqJUpROSSfU59ddCSfPXGjQhGvRhPJf215694nd7A+WdCFs4jGSDjudKKmwQogFOtVBaPw6VNKQrkBjRjKTlKGjUptRT8Gl3RqPHITyR+7Gk5Rm1EoOPLS8o4ykDB16AjK39NozKOILX10pYlLjkD4M611KYUtaeOPLSqhQVH4gSAPlpSFgro8VQx2B+Q1pqhZ0WSng5GC09/wBrBzpw41E8RSXXHARjyx31mptlChhsJKcZwrSgWhJIJUf63tbQ0kOKp6EhfkeGtA9tTTVZKIgx6EJ1JtdstuJAcQk47Y9Nef8AA1lQILQAH7OPLSu9SDEmm2+6J773GpxrNBiUxqHkJ5S5Hhr7jOeIB7YOl1E9mxfTiszbioEYH+b4i8f1RqXvT3atRoFGk1VT7KoVSYjhlsqPJtbaSlWfTB7eWnDqCbvkKxTZNIbHop1pxwj7ZTqClutQHlrSp+K1QOYHOyoRUz2actK0qqO48JCR5pZpyifsS5/o0tKT7N2xmwDU76qr49Qyw2gH8wdSf/RF9Oow9d8Rg/8AitLAI/y1q/s12TZ9UcINQ3Er6vmG3GI6T/ktg/v03Nzqj/F+Scfsylbyb+agzvR0n0ba65IMKhSpsunS45cbXIUOYWDgpJSAPUaxLSotr2HGnSLnccSzOjiMlwR1uBsc0qK8gZTgpR39DjUvt5bTpUe1kvpqUmcth0OoXKlqeWhXkQConAI+XrqMe4dVZgNx2Exwtnw+SlpOO/JSVoH0GEnv8hrQeA45LlWsc7fRkk/ks07RpmWq3Pa0bvIAHxyQmTvqp2vUqu5DjSfeHWCS3OYSOKlHBST5eRwD6eePTSZ8Z1br0eUt1rwwOPyX5+R+WlzVaXGbxJpEZE6I8Qp+GkgqIzkqQfT5lOseVGoFQp4/R7vuax+ylXLj+BB7j08v/wCNbs1pGyxSnrYo42ta06fPfB8+o+WE3kh6WxVHhHc4qLDSvECsccKV9dZsKXISC2lSiyhXwhOQCfn+OsV9lDVxqUtbKktQ8jKsgkufgMeuvddzsMLLLTaEK8ipAyD+WuEZGSSeqnpWue1oY3OwW4j1/wDRx+KMhnxB2J7k/U67Luh4LASFHPZRAySfMADWmTUacVh+YpjyySUqH7jrQ1q6lAKaosVORkeKTjH1GlySiNuSm8VsE8mNG/ieSU0ialqemfUH1NpKeKWWgMeIrsTj+eRgZP4+enY6Y3JFc3CceizpMCJRoDjqojQwiQHCG0ocJ/aSORX5ftJT8sGI0124FOrlPSfA7cuS3MKIJ8wfz1MzobpdLbsSr1/D0iqP1D3Z6a84VFTKW0KQhI8kgKUsnAycjPkMUvii5f8ALZYww4Pj5kK72SyMhrIpnPBI5fL5KT65KR2QrJ8z+B8tdEPc899YbzygSUqH01wXXAByKT2z2GscWkELNcSw5+2MqHkflryyB2C1YGvFuUCFEg/DrEW8Conmn89KXmFSjyGjkNcaNCUueQ0chrjRoQueQ0chrjRoQueQ0chrjRoQueQ16x5AYXz8MK7Y89eOjQhbqPcSWMZh8sf3zH+jW2ibgJikf8z8x/5xj/V0j9GgbITmwt5kQ8Ytvlj/AMcx/s9byF1Gph+Vm8/qah//AFaZbRr3KFISD1YtQ/8A5AFf/wBq4/2Ot5G62Ex08DtglQH/AJax/sNRf0aMrzClgjrtS3jjtUAB/wCXP+H1ktdfYQPi2mSr0713H/q+ojaNeL1S+b9oAhtPFO0SQD6fp/8A4fXKvaBhWAdo0dj/AOHf+H1EDRoQp8UD2rVdt+iMUSJtEgtRwQlRryc9z9YuuH/av3U/kHbN5I9ONwgY/KNqBGjTN9BBIdThv6n7p6y4VEY0tO3oPsp1O+1HrryuTm2UlR+tyH/2bXkPaczCcubRuL/wrkJ/tjag1o1z/ZdLz0/U/ddRd6sfxfQKb9Z9pcur0xdOOzSWyog+Ibi5YAOfL3Yabiu9Zj1cKi7Y3AKyooFSynkfMj9V2zqM+jU5aK+exahQHTnn1/PKr96ttLxE5rrk3WW8tyPyITzv9RMgviRTqLJhEZJDVQ8ifllv8/POsN/qBq0pZXJpIdKu6ll5KVqP14oA/dppNGpj+914znvvoPso9vDFpYMCEfXPzzlOYd4+b7jz1D8TxEJbx71g4BJ/m+uf3a7PbzqLXCJbrbGRgkv8v9UabHRpP967t/i/QfZdjYLcecf1P3S1kbmVGUoqkREqyfR0gY9Brq1uI4k/HAJPph7GP3HSM0a5f3lumc979B9l3/ZVGBgMCXI3IYH6w0QLd/nLkcv9XTxbNdZ52jtaXbv/ACdIqqpdQXOU8iq+7BPJtCOIR4K/LhnOfXUZNGm9Zeq2vj7qd+W+g+y6Q2+ngeHxtwfUqai/aQqUMDZ3Hz/90P8Aw2j/ALpE8fPZ8f8A5g/4bUK9GopPVNVXtI3SOI2dT+P8IP8AhtYavaJOqJV/yRpGf/nAf/Z9Q20aEI0aNGhCNGjRoQjRo0aEI0aNGhCNGjRoQjRo0aEI0aNGhCNGjRoQjRo0aEI0aNGhCNGjRoQjRo0aEI0aNGhCNGjRoQjRo0aEI0aNGhCNGjRoQjRo0aEI0aNGhC//2Q==" width="258px" alt="Best Security Franchises Opportunities">

When you think of franchises I often consider huge manufacturers or food. I by no means thought you could even have a franchise on security. Computer Troubleshooters franchisees have entry to different franchisees in the system through online boards, shared assist tools, e mail lists, regional conferences and conference calls. Franchise assist includes security system design and structure, marketing help, along with ongoing training and business operations support.

Top Security Franchises Opportunity

If you're seeking to begin a low-funding, train business a Jazzercise franchise might be a great match for you. It provides varied price factors to begin a franchise and you'll find the one that aligns together with your finances. Great Clips has been in business for 30 years and provides its franchise owners with up-to-date technology and coaching. It has invested closely in market analysis to provide customers with the most effective service and experience.

Advantages And Disadvantages Of Buying A Franchise

But which franchises are finest suited in your finances and ability set? I've compiled a list of the best franchise opportunities to pick out from. Taking the information above into consideration, it present why so many contemplate opening a franchise to be such a good business opportunity, because the potential revenues can certainly make up the costs of opening an outlet.

How do I start a franchise with no money?

It's not possible to start a franchise without any money. You'll need to pay an initial franchise fee, and you will have other start-up costs. Furthermore, franchisors want to see that you have some skin in the game in the form of a down payment.

If you're looking to purchase a franchise at a lower price level, there are options for you in quite a lot of industries. Dunkin' dropped the "Donuts" from its name, but this business is as recognizable as ever with locations in 32 countries.

This fast-casual restaurant is known for its burgers and freshly-churned custard. After your preliminary funding and depending location and whether or not you're shopping for or leasing property, you'll be able to anticipate your restaurant to open in eight to 18 months. The initial funding in a franchise could be dear, and vary wherever from a number of thousand dollars to over 1,000,000.

The firm picks the restaurant's location, and then owns the restaurant. Conversely, it solely prices $10,00 to open a brand new Chick-fil-A, with no threshold for net value or liquid property. Chick-fil-A pays for all startup costs, together with real estate, restaurant construction, and equipment. "We don't supply franchise opportunities to all qualified candidates," reads the 'Franchise Opportunities' part of the corporate's web site.

After you discover the minimum start-up funding, assess your funds to see if you can afford it. Ideally, you shouldn't invest greater than 15% of your personal money in a franchise. Flip by way of it to see what is out there.Also look at different franchise websites, corresponding to franchisedirect.com. They are great to go to because you'll be able to ask questions and evaluate franchises at one location.

Security Franchises

No comments:

Post a Comment