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VIAPAV VENCE LICITAÇÃO PARA PAVIMENTAÇÃO DA D. PEDRO E PRINCESA ISABEL

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gDgjHNWLa5M9vNKULRlSyADkj0xXGeItNnswt3oVuGgMRdn3BgmOc4bOflyK1fBsmpX+j3MuoO5LkpG+ADtx2/EmodN3uTGSkazRC+RgWfypEAKEYxnv7HFTLGRbNGoyQA4ySRu/n1Fc34a1+61KSOzm02cFFLC43/AClckbiTzjIx36V0H2bUfPnmhuYXjcDygwKhRyeev5/yrkhRle7RbVjFe51XTRss/s8kRZj+8RiR8x7hqdaan4gurpYT9jTdnnyXOOP9+tKewnnnEq3UcYKgFVi3479SR/KljsLtG3JqhDdj9nXiuj3FozTm06fcY39sa9vYGS0ULnJ8huP/AB6rEuoXsmnkXkikOCwaFSm0Acc5Pr+lX5NOlkI33hds9fIUVX1qxMPhq9aWTeFgfG1ApGR1rSLg/hFd3tp9wy9uodV0Se2tnlRYpfKLZyWIz39yKwdHmCW0jXsUkSw3KyGUcZ2nGD7AnP4U/R3tY/B6rb7g0gDvI+7AfGOOOxH/ANak0+4uby1itJIRKI0EbSqCVZRn1A/yKivK0SeX3jv4trgSY5I708nHNUrXMcCpgllAUk9z3pLi4ubaRHMXmQsVQJH97cScn6Dj9amFS6tYXK27IhudQW2ugJgdzJhPQnJ/+tSJfNJbJO7qF24fBPUn+gql4ye3i0FmkZlmdlEGw4bd/wDqzU1raSWlhpz3jSF44z553dOM8+uOlX7OTTd9SepswOWiBG0+4OaeWwyg9TVGG5WOOWZSGh3kk5wegPFSGYvd2oKlNyucN16CtYqyEW3dY0LMcKOpqrfhXt/qwXj34/rU88KTwtG/3T1rIst0lxJaSpEFjAI2E8nPX9KoC+sKJfBFj+TyyTk55zVpUA5wufUDFUb+Bo4JrqCaSKZYiq7cEcZI4IPc1i+Eb6/1ANPd3UkiHftUqAAAwx0HpSctdSlG6ujppoVnj2ODtzng4p0UawxJGgwqgAVH+8+0DEh2d1wKmPTimSFFRpmMN5kobLEjIAwPSmteWyfemjH/AAKldBYmoJAHJwKqHU7QZ/eg4HYGlt7+G5kMcZJIGeRilzIdmWDIgGSwA9c1la+//Eollim2yRjIZDggnjgjp1rWCgj5gDWL4q/5Ac67goIPX2BP9Kdm9ATSd2VbW6hNvCr3kjy7CWy7HqByTn1/nWhautrYBQ8sobeyyOSTyx459K4ix022a3XIB4xjaK7LalroVtGoxwNoH51q6fKyVK5b0azNhpcFsXDsgILDvyav1W08lrKMt1wf5mrVZvcZn6vMsFrHI/8AqxKhcf7IOTVAWloWmuWvHZJW3biyYPUEDAychsevAqTxCdyQQgkbiST+FYem6XEupo29mZZEOOi9c/0ou1sWpRtZnX2isImdlKmRy+09s9P0qeiilclu7CilopiKTQE5OWHptH+P+enpT0UiYDDbSnU9OP8AP+eatU0jOOM0DuVZoiXGN3J/D/P/ANenLANq8NkEE5wc8/5/zirOABgCjrQFyCaDzZo3/ug/0/wp6RkRsrHOSalpCMjFAXIJE2srZ46GpwcikZQwwRSgYGKBDZQGidT/ABAisDw00gjnjKDyg2A2e/XpXQkVj6EcfbIMY8ubP+fyq18LJe6LhH+mJxkMMHJ6Yq5TDGN4YdRUlS2OwU1jhl9+KdUU5CxEn1H554qWMp3cch1C1kCZTcQx544yD/P86tMcO+B6dalLqByQKjS5gm3KsikqcHmhDuKo9uac33k+v9DUTeZg7Hj9smqRv2i89JVDPAUPynqGOP60mxpNly5/1idPutx+FPtDutIT/sD+VQXaTO0ckQBUK27J9RTNJM32OIOo2bchs9eavoR1Lci5mibJGCenfiqmq3n2OBWDlGYkAgZ7Hn8Dg1Dqt9LaTW20DaXwST7MKh8RxpPp3mcMYSZAg/iO04/XB/AVDfYorXl8fMt41bKhyN3c896fqd/PBqTxx7ABg52AnoO9Udkur6lObNE228wVsnHy7VIP48mn+IrhYtQKk4baDWsY2smK+7Euby8uLSZPMPzIRheO1cZJeXFy81k7lYZpQ7jv1/8Ar1tpMzHcCfwNZP2WV9ViwuYvMUuRjKrureyW60ehjUXMtOh6RCCsCIDkBQOnXipLXFvZKpHyhSWFOtwBPKCQEUrs56jFZ+m3FzNbOLq2MMoWTEecnGRiuZyQ6dNp3ZSDC0vL141CnYkITIIVDvYHA6csR+ArU0/UES0xMTwAR7+351n3KrLqbSxQshdQspeFyrkEY7Angn/6+MVn65e/2RpHnxIGlMgQcnanflWHtXPJtarod1Kk6s1Bbs3rfUI9siuSu04XIxkYHNMS/RGJdwB/vda86bW9R1CKQR3FvH5KlyoRUJBPOMYz16VUt7fXNSgE9hZvcQ5KM2e46jBYVhySlLmR6csuhTX7yVj1CLWbVC3mzoPT5s0aleWeqWE9hFdxhpUI3AbgB1JI715ham7Cz3CyQxi3K7xJHk5zxgFuRV201W5nnEMkkOJFaP8AdwBD83fOaqCcNGwnlsbOdN3sdFZ6fNNELeEK8AYs8sZB3MTk8Dpz2reuJrXQNJa7vZRHBCOnv2wO59q4nwjLqhur+3S4lMsU8hIZdwXkcc/04rQ8QeG73X0H2u6nJjBKL5eEDY6kflWzpOTueMpJbm14a8Spr9xObeB47aMAIXIyx9cV0jOixO0rBUQEsxOAB65rxLQfFF14GupbbVbGR4c/fTrn27EVV174iX3ixRZ20MlrYE/vEiOXl/Hjj9PrxSoYer7RwSHVcPiT0PQbe7j8UeKW1En/AIlOmKfLJ6O/dv8APoK6yxujfQyGZB5bsVVSM8Y715nouqTSaXBp0dgbK2jbdJ+83GXH3ewwO5969E8PMsmnZHc816VXDOlTvLc5fbc9RKOw3VtKmltwLWcxRLy0YUnIHpj27Vh3uvafJNJIuqxq/mfuw6uNi4+YHjg5rtq4Lxz4TjuUbVLRkhdeZx2P+19fWueKTdmattLQ17PUpLuwJikhuIldQXR8nggnP+fWgQCVY5GJUJMv4gO39G/SuM8HxyW1xPb/AG2Jo506K3KkdCR+JH41taheCc2+jRMZpJmfcyOVAxg4yPpzScUpWBNtXO6bLW5CEbivy5+lZGm3mnaVpltp0+pWguLaJY5B5oB3Ac8HmtO03PZR7mG/YAxXoDjtXJP4CYXE89vqo8yVixM1sHKn2OQaIpdQd7aHSR6lZXSOba9t5GwQAsgznFY91cXAchzIPUMTzWHP8OdQmZnfV4pSezxFQPoMnFaEkb6Pp9pb39ys0sS+USg6gdOvtgfhWdWKSumOnJrcz7jU2j1CG2VfvcsTz64x+VWXuCDgoNmCS4bpVG6aG4lW9hQSFM5GzlR/n+dMd57mCSNVKHOCa5+eJpc1Q5hTcMEt71uaB+8MrHqABXJidY0Ecm8kADmt7RLwQxN82NxI9fSqhJOWgtGtDq65Dx3IfslrFn5Wkz/T+tbh1eONyjYJHXB/+tiuW8YX8dxcWMauu45YLuBOM+30rqim2kTsmytAQkQAyxx64re1O5a50cQ26SJIgUI3fp/9asCP5QpbJGK2HvI47bygxMhIbI/h4/z+VddSNmmc0JXRu6bdQsptRKjSxDBUNzj1x+NaGa4jSp4LLV7y9kYEsqIoHUD+L+ldJFrVvIUHIL9K4ZyipWTN46obq9qlyQX4AAXduIxk1Ho+kQWapMuTIT13kjoeR+dbAwy54Oap6hfR2Cozd8gAfhRfQZdorKj121kmjiEg3Hr6VqBwc4qVJPYBaKM0UwAnH/6qaZABk+vcEU+kzkcVQDQ6n+Ifgadnik/Km7R/dH5UAP7UZpAOMc0AEHrQApYDrTDMg6moprdnJKsB7GmfYsjmT68UgJTcoO9YOnXfkaxfKcbZG3fqf8a2xYx4+ZmP40yPS7WKczBCXPUliauLsmmS07qwNdseVFJ9qkPQZq0Iox0RfyprzwQ/fljT6sBUFBA7OhLDnNVtZMg0i5aPhlXd+XP9Ksw3MM+7yn3bevFQ6q4TSbtiMgQtx+FD2GtylpbT3dn5jMGO4gkmpbTS3glmZ5EIkbIwOlYOi619mgljVFZMhgzPjnp0HXpWqNTv5lzGkYHqqk0oySVkDWpqC1XjLH8qoatZQxWc9yCwbC5yeOGFUZJ9R6ySzY/2Rt/lVC9Msts6ATSO2MZbI6+5pNoaujoby+ttP0r7aVMihVIVTyc4qloXiKDULYo0QtJY/wDlnICgA/GqEQRVUNHtPTkCntLGjbd6gj0o5hE/iW7j+xxzRsG2SL245yKi1GK4vbORYH5lThuw4x7/AM6q3EtrJGUlVpVzkrz1phnu0RY7S1kRQOMkgD86Nb3GT6LFeaL9qdvKYTFCeDxtUL+uM0mo26apdiaWRVfbjatQqurzA75oohjnHNSLp4cD7TcPMfToKrmle9ybIYulJGOGB9yKhSz8i5lmUrKXx8uOBj0rZWEpEBtIQdDI3+NQO9uh+aYE+kaZ/U0nd7sd0igLi43YWzijH953/wAKlSWbzA32gI/T9zHz+ZqX7VEP9XDn3c5/lUUlzM4xv2qeyjA/ShUw9oXjqciQCOWRgF/iYhW+vHP5Vh+ILy31DQ7yzKmVnhYIduMNg4OTzUhK545NMMSv94U/Zdw9pbY8NtdJuriOWVtQe02kAI5bJqaC0nguY2bUp3ReWCyHk/iCMdODmvZmsoD/AMslP1FR/wBmwsf9Wv4Cr5B+0fc83m1B7qSGSW9uN0TbhsSNfzAjAP0Oaq6WLuHxMrCaeeKTey7mJAyDgHjFeqrpkA/gX8qlWwiU/KYv5UciD2su5j+D0utHS6aaTfNPKXDAnheOP0rsor6eSGQu7bdvcms+G0YYwy5/3gKuXcbQQRxk5LDcee3atKcVKaRzVpNQbOW8R6MmrMomC+RGu5iRknrx+vvWRY6PBanbHEqKBk8dPSus1JnSzYxx+YRglPUZFZUBSWQiYlIkzLcMRggen1J4r3KLSjc8yTk9OhA8hiQRhSC43H6dvzrsfC1wsKeXLIS7EKEB4UnkD64GfyrgL3VfNupboIuSfkTsB0Ufyra8GSSz+IbZXctgPI2T1JByf5UYqk5UW3p1KoTtUVj1Kq13AJomUruSQbJEPRlPB/nU4IIyKWvndj2DxSCzj0/xCII5ZxLHchAoOA5DdD611N/a6XpUn9q3CiI27h2dtw6nHIyR1OcAdq5zWtOuX8dzXMKsLdZyzEvwSCTkCtyRzd25t7yCO6tz1jmG4f8A1q1a1uQ5dC8PF9npNy7TXatHcxrNFuO0bRkcA49KmX4geHbgAfa44Gz/AH05rmrzwppmr3Mcxubm2ljTZGjsHjA5OBkZ7nrmo7vwvrATa2qzSQ9AXiSRT+OKlgtep2Ufi3QzlzfmRPRef5Vh6zqNvqz4to5ZUjOcoDkfX/PauKf4c+dJPK0yvLKd24pt2n2wcVd0XQ/EfhZZDaXMNzHJgyRsCGbHTBP1PeonrGxSiup0VvM9uGVTsLnLI3GaQXt2JCrrtGeCMnH41UXWUmkVryKe2l6MJUOM+x71p2SW9yu9MuSfUj9K43RaKULvRkZniIKuvGATzjNWYHWK4EkRAwMcnjBPpSSWtluG6NQw7k1D9iilciJhkehpwjyu5pGnZ7mxHcvclpiYlGcZzXJaq0lz4uiTj91FhR6ZY1oS2Vw+EeQ7FPC7Rj25pstmTffa3t8zBQC4Jrtw9ZU22yK9NzSSZMPPR/nHAPO7HFZ95qjRSOhAVccc1YupSxkffhSD83b0rhtXuN2czkgcKGz8v41FSvKehjOkoWsb0eut5xTcp9DU8eryTt5cb/PnhScVxhgaBYbhZC6MM4AwfWt/w+jXWv6VH8wEk8eRg4IDZP6A1y8qZGp7vCnlQRx9dqhfyFcZ42u9t3BCD92MsR9TXY+awdUZQCxOMHIryrxpetc+KLmNHwkKKh5HWumfws0m7IrR6ifMJJyCc5PauhtPF8kcaqjB1AwR1/ya86B3KEaU4UYO7uc1bt51QeWJFJzjbu4GfSuZK2xmpWPR18WkIoJAOOciivP2d88sv5f/AF6KfOx+0ke7UhAPUA0tFdRsJS0UUAFFJSbh9PrQA6q8stwpxHbhh6l8VYopMDMluNQA4SJPwJNVX+1y4Mk8nHZTt/lW5UbIhOWAB9alp9yrrsYDwMR88rkf7TE037KGHDoPqK2pxDEu4+YcdlLH+VZ8r3UxU2lkwB6tKNvH481DetikUob99OlkygdDjDKw/HqatSa3bX1hNB5blnjKkbl78dQeKry2usvkK6Rr/s5/wrOXw7NHcPMZpgXOSAo/woTYmiqbO0hU+YqnHIy5OKct5FaEMGY5PChiP0q5/ZUKk745JfXe2amjjEQwkAQey4/lTSSFYpNql5NnyrOYjJC5H+NIRqM2CdsZPXcc/pV8s3XH6U0ue7YqhFX7LMy/vbpuv8AxUq2tujbtrO3q3NTJNAmS6M5/3sf0pW1Aj/VRRp7hcn8zTsK5LBHNj91CQvrjApzoqnM90o9lO41RkuZpT+8kdvqajz3/AJ07CuXmuLRPuI8p9XOB+QqJr2Yf6sLEP9kc/n1qqWwOoqPcW6dfWqSE2TFmc7nYk+5ppKDsKbs7s3NLj0WmkSxAcn5RgUeUW5JqxDYXV1zFGzD+90FXP7CvAv8AB9A1VsFmZgjA7il2AnrWgdHvEGTECPYiqUiGNirgoR2ximhPQQQK3/LRQfSnG2GOJIs/74qEnPA4FOSLd/8AXphcDaXLdBke3NILWYcshA91qYWzHp/Kno8ysAHYduDSbAm02zaadR/COW+lP1Vw946gcIoGfetXc1jp5Z2zK3949zXPSuqLsyAqjHWrwybqXM8Q0oWNK306K5tUMmQciXcRxgdPwriPH2stFcQWinZEcO/052g/r+lb93rBurcOJhDZxcylBggD+Hn1P9K8w1/xBbapqtzcy5XzG4xngDgV6WDoydTnn0OWvOPJaBHcTgeWwfKl1/LNeifDyISarcz9RHAAD9cf4GvG5ZkV91vcTMoOdhQkf/Wr2L4ZXcf9jX943ygBd2ewANdmOl+4kkY0I2qJs7rTrvz57qPOfLfFaFcT4R1B59TlVs4mLSV21eBiaXsp8p6eHnzwucTcIj305YA5kY5/GoHgC/xZHap7lSlxJxkbjz1701ZSp6DFICuYmAytOgu57ZsxuVHcdj+FTgsPniJz3T/Cq7ncfepY7mpHdWlyB5yeU/8AfjHH4intYsy74Ssyeqf1FZUcRckDcPoCack0lu+UfBHRhUNFJk8lvE/E0Kt9RVSXRraVT5WYiOmzjH9K049QjuBtu41f/bHDD/GklhhUboZgy/3SMEUrFJmKumXZYxTzxyw4/wCWinJ9u+PrVEwQ2lwQ/mwE9Nj5HPYf/rroxnoTTZIg6YbBB9QDUuCe4aFeC4GNgnhlA4yW2mpzNb4IdynswqhJokT/AOqUxnOcpwPyqEwarZY8iRJYx/A1S6a6FxqNGlNpkFwhHUH0OKwbvwVZXLu2Tnupbir0WtqshW7ja1YcZZMqfoavw3kNxkRSxvjrtYHH1qeVo050+hx03gt4YWhtETBOfvYHSr3gjwpqFh4qgubx43hhDuACeDtIH866JoSxJUgH1FWrKaW0dmZt+VwMDBoSsQ1Fm/c3lrbSmWaXaQOmev4d+9eO6qy3V5cXKoC8hJLbvxxXZa2xvrZ82sjyD7qgjr25zXP2NtJbBWNlcNLuJIIAXnp+VOTbVjOcLnM2tpcXEjELhfRuMj6fhWha6ObUSupZ2UbyCcn8MdK6z7N9oizIqxSkdVHSqY0e5VyUv+vUFByPSs2jaFOlY5hmmBAELtjqVorpE026j3A+Q+WJziilysn2MD1oMpGQQaM1zdr4cu7eQOL51I5GHJ/PitNYpYoitzPGwPXjk/hW95dhWXc0NwoLqOpFZX2mNHP7uRz2JK01rx3PywgD1bJ/wpKUgsjVjnimLCNw+04bHY+lEs8MAzLKiD/aYCsgeUzbpPN+inA/Sp0ayD7/ACl3Y+8Vyfzp8zCyLf22NwDCry5/ujA/M4pu+7duBDEvqcsf6Ui3UHQOBTxPEeki/nSuw0HBHKjfOxI67QBmhoImKsyBipyC3JpPNB6MDRvJ70nqFiXIpN3vUJkA70wyr60gsWC4FIXFVzKv96mGZc/eoHZFgsKjbYeqg/hURlX1prToO9Ieg8pEf+Wa/lUTW0DdUFIblB3pPtcXrTsw0GtY25/hqNtNiPQ4/CpDeR+w+tMN7GOrimri0KzaYu7/AFhx9KY+mHHysPxqydRhHemnUYsdqr3ifdKB0yUdNrf8Co+wXA/g4q4dWgXt+lJ/bEBONhqk5E2iVDbSKMshH4HFW7WGEH50MjfkBTLq+81NsYIbGSD1psU22BJE9M49e5H1xXVCk+W7Oac/etHY6GCZQgXbt9s1YDA1zEWu2zSvD5ySMuCpQZ3A9PxrTgvYXKRvcRRSOPlQvgn6A9aidKUdWXCqm7I1ciqOoact2hKYDjp7095ntmHmjdGf4gOR9fWrakMMggj2rLVamvxbnEzwSwS+XIpVh2NIG28btuBnrXU6rZpdWpO0b05B/nXMtCBlsjCn860UrktWI/7SnhPyc/j/APWqzHq7hw89tGXXkHuaqJAQxJPzd/amPENxOfzNFkxXaNO41gXoXdEy7fu4YY/Hiuav7xd+xhkH3xU15c/ZZYIhjfIxHB7AZrn7yYs7cAn0r0svgndnFi5NNXMvXZWaR4YnZIsAlVPBPqawi065DIjejYrrtBiRvFdmbqNXjdwpSQBlPHoaj8TWC2fiW/ijt4o4vNJUA4AB56dutehGqlV9lbpcx9nen7S5ynkTyj7yqD6V0+gajDpXh+5tG1C2g88ksZpQpIzyB61lvsx1AHcgfyrPS1iur6KLYNgOSKrEWjBt9NSaK5pqPc9Q8DXCSX5lTLpswGUEDnHTP0r0jtXA+BLcAPIBxnArvWztIBwccGvlpYidepKUj3HQhRShE4e7ZvtsxxhC7Y/OolOSAuSfpTpldXlSRvnViGA9c1WMhPFbHN1NBZYSoRyVI9VB/wAKVoFc5Dxn3DY/nWaZjjnJ7c0JdFO2R6UrFXLjrJGASPl7GmszsMsC2e/U1U+0Bn6Ypwk2EEdPSpsO5Lzn5W/OpY5CrjeMr9afAFkAbbvH+ycH8f8A9VTiGPdktx/dKDj8iKllCPJGBgE57YYHNRZRiQflPpmlktkySskR9skfz/xqo8OCTsB91Of5UWAuRvg/KeKkEh9ARWd5rDo2PpxT1mzwX6+tFguXTHDKp3AH8KzZdEsy7GBDE55LRjac1Mzydgv1pRcMvJLqO/Of5ik0NNFVV1a0G1ZluYR/DJgN+eKlXWkhTNxFLAw6+Ym5fwYVPvyNyTE/7y/1prMMfMFYfhSsO5NHew3IBhntyf7uaHW4zlVj/HNZFxp1rJlo4jC/96M7f06VSFtqVtMzxXokQjASWPhfx/8ArUuULm+Fuv444uuPlb/EU7Y5+8hz9K5ibV9ftLhy2mJcWyj70GWJP9PyqKLxnI0mx9OnV/7ofn8sUuUd2dXsP/PNh+X+NFYSeMIdg3W1wD9KKLDuem+cXXDjPsKQvCgwUAH4VQM+Bzj86jNyp7Z+lKwrmgZ7UfwD8qY01q3Yj8KoGdOhVh9aUPG38aj607BcsMbc/wDLxt+tRmKM/duEP1pnlxnng+4prJb9GJB+tMBzW0mPleI/jUEkV0oOEyPYinG3gP3ZSKZ5Dqf3cwP0NMRAxnj6o4/A0gup1GPMcfjVgm7ToZG+gqF7yYcNGeP760yWJ9qm/vMfqaPtU/8AeH50xrod4Ex9cVG0oPbaDTshXJxcSY5eg3L/AN81T3gfxE/hTGfP8Jo5QuWzct/fNNN0cdW/Oqm8gDCj86aXkbjIH0p8oXZZa5JHDVH5znq9QfN6mlGf7pNFhXJTIf7xNBcfX9abzjlRSD0yOadhXH7wQfl/SmElhwh/E048dX/Kkxu6EgUwEJCnkr9OppwXdjGQfpQqBc4/OlJHr+tNCOa1HW5YZ3WOXbKjnAxnB/8A1Vhy6/fXdzHGk0myYBCgbAGOf05qjrl0r3ksitj5zn65rP0q68y+hwRlWccf7p/xr6CKja9jzGmdRf6k+nWC21nKIp5V3POeqL6/U9q5tZiG3RgyMfmaSUliTjOTUWvagSWMasFOFDH0UD+tYlzeTgx+W5IIG5SO3+FeLia7qTZ6NClyRPZvBvjKREFjq8j/AGVhtSdmz5R+vXH8q9Bt7lLa6ntnZRgq6DPZuP5g1846XJNDIGeRUQdcnCsvfOa9Hj8Yyaj4VtYbdS98reV5vU7Q4VTn8f09656a55cpvP3Y3PWAQ68cg1x2sxG2v5I15BG5R2AP+TWtply6slsn+piRU3HvgY/z9KxtauI7rWJSCSsOE46ZAyf1P6U1FpkNpop79oO5vnPJqGSZVVmO4gDJxSPMCSQvFLvkC4wyqw6DvTIOIudfa71yCTynS3RtisRwM8f1zUl7cETHHY0zUtJuIs28kcpj8zdE0Sbt2OgPp71maheKmozqcqA5yrdRXpZZK3NFnPj435Wi5puopHrdpJgbhKvJ6jmtz4jkxeKXKrnzYkcD14x/SuRWG9iMF2sKzQsQ4eJg23no2Oh+tdv8QPPlfRruGFHE1oFaRmAAI/8A11vUkli4S7poiCbw8l2OLKysuWf5vQdBVjSLZkuJJWOTjAro9A8Km5uPN1WR1VArGAIVDKQf4vT6VfMUep60I7WJY7ePCxogwAo/x61hmWLh7JxibZfh5OqmzsPB9r5NgpI7c10455qnp9r9mtUixzjmrteBQTtdno1pKU20cTrqGLV5yOjENj6is1mGdy1qa8wl1WYgjAwPyFZbR7eVNdvQ5XuM3DHPNAwewpCDnv8AnTcd80CJgi+g+opfLbOVGfxpitjt1704FgeDSGTIjKwIyDjqDUn2yZcBirj3quCSfv0jR7u/NIZf89HX5owD/nvUMqRv0Ug1UG9eh4pFlZeAwI9KLBcc6YH/ANeo2JxlWNWUk3AjHPpUciE8gkH0xTsK5AJpFP8A9apku1ICsMe9RhZR0z+dGW6MCKVh3NCFkkb5ec9cH/69TiCL+NG+pXNZAypyFB+lTQ3ZRsjHHYqKnlKUjRNpbOQRc7D7DH86X+y3ZWxMsq9sVHHqhYY2gmn/AGpzyYFP4H+tTZlXiUZdPlVvusmOhKkCqk1g5Yl1U5GCRg49+a2DdODwsqkd1bj8ulN+3MD8zbs9Syf/AF6r1Ezn5rGVXAjllCgf3qK6A3iZ+6p/HFFLlFcvNcqMAcn2pjXLEcKPqTVHBB5IH0pD04bNOwXLhlfH3kFML56yD8BVUBvSjLHpx9KdhXLAkx/EfwpBcHPDOR71CABnOSabkAnAzRYLlrzv+ma/1p3nYzhtp/Oqo3MOVwKUKo57+5p2FcuLdSD7twSPpTvtc54YBhVDIpC3PGaXKHMXvPizhrZPrRus3/hZT+dUe2ST+dIX9KfKHMXDBbnOycDPqMVE9sQDtAf6NVfK9SxoLjHBNFguh3lSL95MCmZ9qTzmx94/nSGU0xXH8/hRvwcGowxPWgFj0IFAiTJ7ZpS2Oc81FlhkbvypMknoCaAHbkHJbmjcvfJpPlB5UU7d7CmAnmAdF5+tNLO3YUpODkkU6NRL0Kr7lsUAeV65bbbqVc4+ZgR15Bwf5ZrnIHksrstFkHOQeoz0xXp+r+HreXWd0s5ENx0KnAEmOhPocfnV3T9I02wt5FayQNtKuzLlnB4xz69MDivWdZciaONQs3c8m1iZ57GMciQFs4HUcVm2pkZQRLsRThsHnmt3xFutp5YLiCZVJJUyDaG56j2rn7KKeSXZDHvxnkDJ9a8is+aTaPQp7WNGSS4t7JkZt67xkg/MFPb9BXT6JHqOnQ2vkkmW4iEsMSlQdpPzMf0A4PfAyK5i1l+RkkjHXkOOQfxq7aLqFzdwtaLL5x/1aQljtyB05JHT6Vphabk22RXmkkj1e28VyWSRWMf+latKAkdvFyqk9Czegq1FC9mJIXkaVgx3yt/G2fmP4nmq/g3wz/wjdrNqN8Va/MfIJyIQei5/vMcdO31q1J94gsT/AFqqvKnaJnG9hqgu2AVGPVsUpkI4603KA4xmm5z0FZFCFmLdMVxerNb3t3cb1iLhsKHH3hjHb6V1d80sdhcSQgGRYmZRnuBxXj0mptfz7XxHIPmU7uD7V6mWxV3J+hzYlOSSR0C6YsZ8wQxKvqjs2fyru/ELrc+CtAuHbbsZ4yenp/hXmdtqckeBIGPurYP59/xrurC5udX8P2lqiebbxyM/zDnJ45/KtsfKNKVOq+j/AEJwkJzUqe90aNtrIi0V4Ip2aRgI1H91T1rr/COk+Tbi5kX525FYWjeGIjMiTIBkg4UYAr0OGNLZEgjGAor5uvV+s1fd2PYVP6tS5X8TLKjApab5iAcuv51m6rrdvp6NGG3TlflUdvcmtVHojC6OSu5fOuZZC33nJ/WoVYYxkmojLk53DNNLMD61sY3JXYAZ4phI65AoC7xjmmNC4bHUfWpGDMFON35UhbI9fxpGgY8cD8aTy3UYJXigZKrquD/FUv2gjgBf1/xqqFPdhmjknrSAs+cecgEelRM2c4AA7CoypUZwTSDp0OaYXJEm8tsH7vfipGmHHl5Yf7VQEFhyDTdu0Y4FArltZkb7wANPKxsKo7eeuPrTvN2nG7HsKBlkqoPfFMwpP3c0JKT1p/BGd2PSkA08j5R+ByKlgkuUOInUEdmcD+dRMxXoSaaJsHnNAzTS/uwQrhOvJ83I/Q1cSO4mIP7hl9pMn9QawTcrzjdSb1c8Fwf96lYfMdP9jkI/1cR9yR/8TRXNhnXgPKB/vmiizC6Le4dBk0oJz0/Oo14HepE65Y0yRfqeaXk9BQZFXoBTWmJoAUxknJNAKp3qMuKZv54/SmBMZM03efSo8/WjkjkfjTESbzik3HPemBWPABJ9KkW3mcDCkA0AG496bn1anm1bJDOq/VsU3y4l/wCWgJ/2QTSATjPJpp56Cn/ux3b8qYzIOM80AB+tISo4zmml/wABQGx0UYpgO3A9c/SlyPSovMPoKTee9ArkvX2pM9gTUW9jxSbjjNAExOOp5+tHmDsKhFGO9AEvmAcnFKZ26ghc+gqED8KXGOcUwK9+TLEplPmJnayk9j/I5xV+yCzMmW3BCD82AeOlVZIxJGy+oqaxYgqxOD3z1FdNOV6duxjOPvXOd+MlnLJZ6NMmxbYI6BFGArZBP58flXI/DnSzLq1xdFSY4o9ij1dun6Z/OvQ/iQoufBVu+cmG7Ax7Mp/wrM8IWS2Hh+IEKHl3Slh1HOAfrjBHuV9a5krRsdF7nNeIdMhi8aPLEn7l4llJ/hcgbSR7Eg12Oj6FBpOqs1jdSwQSKsnlZJO3GQBnhl54OCR+tUdct/td7bxRR/vWXHsF6AfQYrt9Bt/t2hWSlR5kY8p0YYZGXg/Suv4KKfc59ZzfkZ99cTkW9tOoV5nMhiB+6gPy59zyfwqJgAfvKKbq0E0PieVZmJwMKR0244/z60BowSXDMvscVyyd9TVKwPIMDlfTgVCZOwHNKQD7fWkIC85FQMhnYmCRSOqEfpXh96givZNqggNwK9wm/wBW+em014jfZa4kYsgG44Ga9XLtpGFXdFi2kEkYbP59vavSvBkWEkvPNZbCzUMw5xIwzxj6n+deTwXDGNolI67uK9M8BKuuaU2jieWF4mNxuUAhmVeBg9QctmozdSlRVu50YHlhUdz0zTtWFsS98uxoLdZptvZm6L/L86Swuhq0yX8i7XMh+XsMDH8q4K+1+S4ubpAAFmKOQO5UbcA/lx9K3/D2qfZrqz02Qr50++Xb3VQBXHhsHKlTbluysVXjUl7ux114wibzscIhOB9K5Wa5luZjJL8znvj0qXXfEO7WU0y3AIwfNb8OlVd6njNOpCUElLqYU2ndgAM855qXaQPlYcetV2JzkE0BySf6VkaFpN5UEgA/WlYgH5iagUkdQadkE4IzSGS+YAcfrS7ojwck1XAHAK4x0pnyZ5OKQErqg6Z/CmjA7mkDqB978KjL44UHnvQMk3MFxuNRktn71R7jnrRv4+brQIkVmz94UbjkZP6VHuHrSrIuOtAD8nJ6cetN8xsnocUhkyRwDTcndgjFAEm/IJJ5pyzlSOQR71D5YPTP0NIRgHjmgC8twjYyAPpUhCOPlxWWJD0yKmUcbskk+lMLlho2H8IIpmT3yPwpokKnBYipAFkH3s0rAIXI7n86KQxvnqaKAuaG4juKQliepqQoQfnZVI7HrSgxKP8AXnPcAYFIdiPY59fxOKTac84qRnhBbG5h2zRvjxhYzn1J/pQBHtzjGMUuEXuT600kknn8BSE88mmIcGUGlBVhksBUeB3o4pgTrIirw0mfQDFNabIxtYj/AGmqPGT608YHJH50ANJLNwoX2FNJIHJNPJJ7fjSEc9aAIyxOR0oCg07aM4NATjHWgQ3afUUu0etO20hHvmgBMA9KXaPSk3AcUhkHYcUAhdgzmgr05pN5ppI6HNADsLSYyeKQEZ4HFKWI+lADsZpSOMUzJPegsQRQAEgUkkgs7+GKQ8TxiRc+vcfy/Om4571F4jjjfyHmyoRQVbOCuB2rWi0pakT20JfElnLqnhi4t4TllIlC56hTk/pmoIohb2sEKIFwoJUdh/Cv5c/8Cp+n3Jmt/L88TRsCvTBIIxg1CkqvYmcMSNpLc5II6inVjaVhwu1cj0dVvfEZnzlIiF/Dp/n2Nd5pMltb32oRBwAjh8H+HKjIz9Rj8MV5nY65aaHZNPIDE/3gMZH59vypNB1iW7N1O0hLSncfcVri4aaGdCR1muXaXmtNLEV2rHtBHeqJO7AGM1WtJopZdjyCPgkErnPtTy/7w7SeDwRXI1sbJ3HkY/ipCcd8+9ICO5NITxxxQMiuTm1lAznYf5V4he5adyWBOe9e2sG55yp968Z1W3e1vp4342yFee+DXpZe/iRjV3TKELBbhVB5bg8V6J8KrgW/jCGMn74I+vb+tebg7JUcdVYGuw8Gym18YWUi527+v610YuPNQmvIdN2qRZoahrkemane28FuDLHMyOz9Mg4NVNK8Rzwa8L9iZLp1MeT0A9qPH0K2fjXVkxgNcGQD/f8Am/rXO6e5e/jbsD0rooKMqcX3Rz1bps9N0ctcX81zISW28k+5rcDKpNZWhxlLLzSOXOAcdh/k1oO3fqPavJx0+au7dNDagrU0S7wSOOlDOQM1FkU70xmuQ2HrMT9KcJD61Dz6UmfUmkCJ9xYdTQU6cZNQjCtxUjFgMAcUAOHp0pSxHBxioSTjkc0nmMOAATjvSGOLDtyKi4JHUfWnCRiT8o/CkdiBjmmA0gYxmm5XPPH0pwUkHAP1phUjPPNICdfQUuCB1quNyjg7h+VAlznPFAFnseKTJXqc1AZGA4yacr7lwetMQ9mBP3QajLkH5cj1p+AeQwB96aVPTINACFznlqd5jjlSD7U04xnrTOB0P5UwLa3bbRuXmiqgYf3qKANkDNPCgCm7j0oyW71Ix5wOe9GeOOKbk4waPxoFcUHNKaQGnBgPemMAu404BR1pu8/wik570ABfn5fzpBkkE9ad2HNBIzQIZkk4oyRT88dKaT70AJkjk5oBJ7UBgOcU0ucdaAHEHHJx9Kbn0OfqajLHmlCH3oAdwaOKAMcUnFACnB6Uc/hSZxS9utACZx1/SnckdMU38elG78+9ADzwOaafQUg5/DqfSoJJwjgq2AnLHGc0CcuhLMZI4dyBS5ICqxxnP4VzWv6nFbS3X9oOjzKu4BMkf7tbOBI/nyqAf4cnBH1P6n2HtXA+JFa51GctwmenuBimot7Be252fhvXbGbSIJ2eKNgMFScHjjP6Vn6pq8WmTTSwKJYJGKlFbGwHnI45+leeQNNakojfK3BBGa7G9sEstPuot5f98rJuHTKjj+dYypONTmk7nYsRF0+RKxJq4tL8i3Ei5dflwetQeGrrybh4cglMq2DwcVi/bkhsoZvLb7RDFIF3AAZOFXH8/wAKi8MTtBJJvzuA5rSlGWtzKtKLSaO/imB1BQh+Unp6E1qEZPWuOtb4PqkDA4XeAfzrr9xI4FaSVrHPEU8HrzTPNKcYDfUUZYnvimZznj86gocWygIA/CvNPGlsy6wxC53AEYHXNeiszIeMkd/auW8YWP2s28yAgqCHPov+c124CVq1u5nV+E86mUxttYDd39q2tCuHh1nT5SDt8xMke5xWNOd0zuAQDnaD2FX7OVoo4Z0LMQuFUDPzBia9erFSi13RkpWszrfi4gj8YC4H/L1axSj/AL52/wDstchpi/6Sh98133xMto7xPD9+pBzZmJgD/dbP/s1cbp6hrv5UAxxxWGWvmw8WwxbtNpHp+n4XTrZSucID+fNWGfGQAB9BUFsjLaxA9kUfpUrAc4JxivGqu82/M3irRSI2fbxj8xTxJjrxURyOv3T0NIWOeMj6d6gZL5gBySKcJAxOO3rUO4EgFRkd6B045IoC5ZSSLpIzAf7IoNyu4hAQO27rVbacdPfFB5GaQ7lg3Abpim7ywyAM+9RD0I+lDMT0B9CKAJhNg5PJNIZt3G2oWDbQePpS7ivBGKAJN7Y5BA+tKWOPmP5Go9+ODUTueSOlAycMR0OaTJzzj8RxVYSMeMEn6VKk3UbelAiVT1Ixz6UOw7HOfWmNLxnb+FRmTk9aAJS2MEcZpOMfeqLfk0qkk5yOvSgCUsVXkUwEE5P5Ubsjrg+gFR7eo/rTAkzH3OKKjBOOjH8KKAOgC+p/WnBcdTx7UKPbB70pPfipANuRjtTlUKCKY0ig9z9KYX9T17UwJvl/3qTA5yfyqMNzjFOGPWgLjiw6CkznrTepzkUvfpigBxI9eKQ4Pc0gxn1Ioz6cUABJHc0zBIqQEfjTSfUmgBMfLtP8qAFI6UEimFuOKAJMgDpSFiRgdKZz160bj6UAOFKKZuI7UjSHsKAJOAOKafrUW5iaXd0NAhzNxUMkuwqAN7scBRxx3P0H9R604uMdKHY7EOOooE3YG4GSeOwFU45BJezqTkREYHYHHJ/mP/106eUheW2kgncP4R3P9B/9aqe+3CeYZTHC6bW2KSSR91Se2cnnn8hkhSRN9pWSUMuGAbCAnOT1LEeg4+px1A54DV7kyXLsvBLkj6V3ABudxDCOMjaoXsPTP+ea42+05La68ueX95654rWlqyJGNOSI1YgE5yeK6K9nN/ciRQ7AxISqgcfKCep96yLm0Oxl7du1HlXMVugiYq2MnJxwRTrLQKeuhFeOl1eW0aghMEqCRx/nFT2qRxJMckTlgMeigf1z+lNhsbi5uhcRFStsB5u4888cetScrKWA5A5yKdLWIpvlZY00E30G4dHB/WvRA64riNPhw8MjN8zOMD8a6/OewpVt0FPVE5k9DUbyYPGajMmP/wBdIWwM1iaA0gJ5Fc14puzDbrDnbHNlScenauhOOoHbvXJ+M9SSOCOyjiD3DHfux9z3+tdODbVZWRnUV4nAsTJK59OBVy1iR4QHYqFYjNVjC0EWX6tW1BAkkCunIb5iPSvejG++5zTnZabHV+JI/tfgbR7mMbvLcI2T/eTP/stc7oUIa5GDzuxXRTDzfhowwQ0Lqx9Rhyv8mFYnhpc3cC/7QP8AWuXBe7Smv5Wy8Sryi+6R6DnOB0GKQfdznvSA9uaM5zkV4bOkdnbyvJpplzkSKPZhwaCM45prkkjBoAD94AHNADDJx/8AXoB45HFN2nIwf1oAeGOTxTtx79KjXG4KTgetPKEHIOR7UhisvHXrSZKjP86QH3Bo3c5BoANxweMUhBxjNG4A9s9adkEfhzQAFQeo4pMKOPal4Izk/jSdvX60AIRx7UznIx0FKXIOMfnSMR1oARXbHA6djSna5wAR7E0w5YcGjcduCeDQA7aF45/GlwR0IpASOQcr6EUjEZznp7UADdBluKYxPWnM5wKaWFMALn1opu5R6D8aKBHS+YQOOaazOy9ce1IBgE5o4HekMAKAMn/61GemKXJI6UAPAAHBozx1puMjFOUDHp9aADbnpTlx0oDHOKXcq5J5oAU4/wD1UmR2FMMvYcUwuTzk0DJN/WmF8mmjnil4B5oEJ7U4AYzTd6ntxSlxjk0AOPHemk4GKQyA8Ypuc96AFJ9KYWwaCwxmmlwD60CFzjgcU0mkzUX2i2DsjTICqlmGeQB1OKAbSV2LcXAtIVleNnTcFIHUAnGfpU0k6iElVUbT0wT19KypNSluWxa2rFQPvynYoH86rwySXEm5ZC6D78mMBx3VR2X36mghxbV2XGvWuZWWKGIp91nI+97D2HPPeovsEDHLqpxwB2H0qw8aW4xGMLjK/Smb/wBaTZUddUTQQNI6wW8ZLHhVUVy3irTNTttRuS1i7QgjDow+YBR27/WvTNG8uw0pbgKDLPklvQZ6VzniieS4i3+YUyecHjFLnaehfL3PMokuJh5X2Uqo6K0gFaup2tybEXV2ixxwqAPLbkKTgD8KrpbXFxeyOpYQbhtXpwP85ro0Qz2zQyqWRlIYe1Pnctw5bHJwLLDpdxNaKXiefZIWY5wFBHP4tU1vfNIV86CMAdXDkZ+uRiujg22ejrpyp+5c5wRksT3rci8L5twqqmCM/dHP6VpTqKK1InG7OZ0m6t7q78tc/J8y8HBI966DecdfxxQugzWMm4qG3HoBiopC8TlSu0+h61NSopSHCPKiUHJ+9+dOB561TM5HWqd9ftFbyFM7scY7VFyrGw3ygFuAT3NcNrs6HVJpCOhAHfpVO61i8YgmYhQMAE9Ky72/WRfmbc3TArpwuIVGfM1cmrS542uVbmVricL3JwBWrFMlikgKs+3AVR7ZrPtFC3KSsu5U+faD1NXtomlZkBBPVD1Fe7hq0ayc4nHWjy2idRp95PeaG9h9lYw3Qyz+nQ8flVPw/byW2uNazACSBmDfgMZrQ0m8C6VEEGCPk47ckf4VoW9nFJftqXWWaFFY+mBg/wAhXiwxUqdWrCXW/wB52TpqUISXQ1d/p/OjIHUfjUWSfalIIGT+dcwEuTjjGKZ0OTikD4HTFJuA5P4UgH7/AHFNJzzUZPU5pM5FAXHHOc9u1ORyOhI/GmcEdqcBj6UwJd2G+fH1WmkDdgHI7cUh5FGBt6kUgDkEcfjTyePak3jgcEfrTNy4OCfxFAyUEADkH8ab0JGR7VGCSaXgHkUADKx5NIOhp+cHFITx1oEN2jGRTCe/FOLf5NNbrmgYu8+uKa0gUZIBphJ7UmCc5OPagBwYk4JGKTgjPUdqFx0GM/WnZxkcfnQAm7HpRSYz0ophY6DdmnAZNNwAO5ozx6ZpASZxS5wPrTAQO9KTj6elACsMnqadwp96ZnjNJuLHigCQv6UE5470z60u4AdaAFC5PJzSN1o3AfWkLZ6UgYc+vFMbA7kmnZpM46UAxuCRShc96MnFMdwqF2YKoGSSeBTEPIHOKgmu4LfiWUK2OF6k/gOarGa4vflt8ww95SPmb/dHb6mpIbGC3yyrlz1duSfqaAGrdT3BP2azkZR1klIRR/M/pTma56I0aer7dx/AHj+dSzIqPGVByUB3euT2/l+FNxn60E77leSDzhi4ImHoygD9MVFJFbWsZeQRwQg5IVcAn3xyamuJnjISOIl/VvlUfiev4VWurBG+zG5u5GdiZWTGV7AYA4wMN37mgXurYrln1E7AhjtM/dPWT6+3tV4RhFG0DipEWFRhRJgd+BSSSxqDtRiewLf/AFqVyk/IVyWtoyezFc+3B/qaaFAX+tQxyzSAeYQAPuqo4H/16sRI0rhemaiTLhGxUeynLmWG5uIs9VjkIB/DpUsmh3c8KObqOQsOFknGR9RWx5KxhV2nOMZJ/wAKxtSZ/tUSqyhAQGYjoM8nivOxFSr/AMuzrpRjf3h0ej3tvulaONlXkkFTVW4v9rMBGhHTgAZ/Kqr3dwt7NLGq7S7bOOxz/Smp8/JGMetaYWdVp+0RFaME1yklov2i8hYqERZFLewBrvLi4ezg3CUGMDg9fpXLWcQjhJByTyR7VFLpdpctiVAw9PU1bxNpNWEqd0ao1BLyXaku9wfm/wAisjUZfMu3z0XgVetLWCyhby41QAZ2jgCseQlmZieSa0pz53zESVlYjPOc9KhnQOMdqmIx3prrjitzMx7ixjkzuUVnPpUJYbIwWJ4wK35gRyBzUCTGKKQxlPM7juBQxoy4bMafIsz26uVJxG39f8KxNUhDOZ45GDE/cwcgd+a2LjUmmPzgZ69aphRI+NuAfUVrRrTpO8QlBMTQWmmilgRwip854z3A/rXb2C+TbrHu3FSQSe9YXhmwJnuleFV3IdhzyADWxbI2+c8qEbaR+PH6fyqK1WNSq5JWGotQsaIcd6C4HXNQLkD9adkDHPNMzHqS2ecGlPA6/nTc96QYFAx24E46UU3d6U0sV46g+9AEgOenSlDjIyai3Y5zgUuePegCwCCDx+NIT6ZxUO7B605ScYJ69qAHnkc9PypoAwSeT65pNwHUUBuQemaAJA2BnrQsgbg8GoycHpQCOeKBDy2Gxg0m7JxnimB2x/Wml8dse2aAJOpxSjAJOMj2NQ5PXORTw/vke9Ax4UEZXFRtnPr9Kl35NNl7kDn0oEQ4yM/pQPSjeT0ODUauckkUDJRRUe/HX/GigDpgeKTOR96mk9yelIDg8UCHcnvj3p3GMVHuPelDj05oAk28+1KWHvUe4k+tGMgEmgY7JPSlx2xQDgZxRnI60gFwO/FAyBwaaTRyaAHE0hOetJjPelwKYASNvJwMdfSqHlm9kEkmRCpykfr7n3q1KVCtvOEZSpPpkYoUpGhJIUAck9KBDgABwKY8gVSWYAAck9qoTahLI/l2cQY9DI/Cj8O9RjT2mbfeSvMw5AP3R9BQFhz6r1jsllnY9QoGwfi3H5UwJqM+Gmu3hH9yAlfzI/8ArVfjjWMbQAAPQUrMq+9FxckexTFt5Y/qeT+Zp0qf6QODwiAf98j+uagn1BMlIFM8pONqn5R7k9Kli8wjdKRvPUDoPYVLKRJ0HBppTJG79KfinBakoaseOa1rCARoZnTOeATVS2iM0gXHFbkMCsCGJAHQdhXNWnZWNIRK0nCkNyx7Vn3EAYDcg6ccVozKqk7BVC4cKhPJxXNZvQ1Whi3Eah/lAwKihhDOAc9asMMknk5NT20eWLYzjgD1rq+CJluyxtR4lVhjaMDHTHrUbiJTgAMc9zUjHZEynOScbc9qjSItIQF4B6kVyJdWajblytq2Bt3cVknrzWnfgx7UPXrWaT613UVaJhPcacelMI7e9OJzkVGTxW5Ax1GOlUbqxhuFAdAcdD3q8xzURXB5/KgDI/sqENwpJ9SxqaOyjT7qirjcGkxzRYLljTf3F2j49R+dbM0JmleVsmPaTwMBTgY9utY9pKkU6syhtpyBn+dbYVpIEUKzbH6e2eaxqaNM0hqrGepI68H3pw6Dg065jMVyy56Got3HPFbp3MrakhbnjgelBPTGTUOc9qcDznFMBxyRTcdh19qUnnml6GgBMH8aXcACuOfWkbk8HjtRkc80CFz6nmnA9iMYqPJxzjFKpzQMeRxjtQPkPOaXPYEUhIUfzoEOz19aMgdsU0nPINITxQMHY9hxTM5OcZpcg8UduOKAEbGBnpTlcduPrSexpjxnO4HnuaBFjgr6GkD56jkelQ7mAyMmpAwPUc0wBlUjcKj8xtuOuPWnM21sio2OeQPwoAA47kA+4oqMhc8n86KAOkz6ZNPVd4PzAYHQnrUaj608D3qRgAP/ANdAGTgcmlwuOlCqBn3piJAABml7ZHWmDHbpQ2DwentQA7gfWjOCeeKYG6jjindeaAF7UDJ6GkHuKU4HvmgA5NOHTrikyMYIphcAUgHORtORmsa8t5JGjS0mCIuWKHkZ9x2rVZ8jHrVK4sYp23suT696dwIIria1GLi0bHd4vmH4jr/OrJvrYcecpYjO0HJ/LrVU6bCo4UH681E1gsEvnxqN+MMBxuHpQBbe8Y58uM/Vzj9Ov8qrvFJdH945YenRfy/xqwkYyM9CAQT6GplVQMAAc0hkUMCIMAAGpVFOI7UuOgqbjsN4Jx3+lPVN9LtGau2UHmSZb7i9azlKyLSuXrCJYrcnjc3PI6VPPJsiAPBJHSlZkwCmOuBjv9agKj6muF+87s2WhBJIo9ce9ZV7MpYIMkDrWhKMBmJOPzJrIfLMxPU1vTir3Ik2Pa5EsRXykGBgVat4ttvggD/GqttCZH6YA61qjZvwATx2qa8raIcF1KggKMGyoQHABGTTyqr6+mcVY34H3QRj7x4qJl2rJIx4A/WuZO5exi30u+ZjzxxzVBiW78Vbm9fWq7DvXpwVlY5pbkZ60wjK8GpccU0j8q0ERbfTn6VE/TJqyV7Y5qB13Ek0IRWbr7VAzENx0qZ1IJBXj1qCRcng9KYDPtDRtkfnXcWRE9kj7uJMHd9QP/rV5/KpweCa7Lw7L9q0ZRn50BU47YJx+gFYVtrm1PsQ6vGY5o23EFhgg9iOP14qirnHzY49Ku6zMrtEM/OCT17VmqME9efetKb91XInuWAQRUg+tQrjp/Ong9MDj2rQgk3D/Ipu7ce9A5OO1BORQIcuSucdOaU4PWmA4/E9aFPP40ALyuelIMhqU8nGaaVJwPzoAeXweQee9KWPbpTVfCFMKcnqQM0A4wT1oQxSe/6UHJPFNB570u4kdOaBAR6Uq4C+tJ7c0hO080DHkjr1NJuH50xn/EUbgfb2oELn8qQuQODxSHgUw8kY/GgZJvz1pAVwcYzTCc9DSZ9RmncQ8orHJ/nRTOcDkj8M0UBY6bHTin/jTR94fWlPUfjUgKfcjim5BNI3RqQfdoAcPU0o5PfFIPuCnL900AgxwDSge1H8B+tB+7TATNBIXr+lC1G33jSAezU0/XFKPvU3+I0AKR6Unbg0rfdH1pp+7+NAxCB171FJyMd8VMaiH+sX60hFYspmOThVwvB7gVcUHpVCy/1P/Av61oikUhu3NOGMgn6ZpB/FQ3WpYyWNN7DAzWxAixw7Tzn72OlZ9p/rY/8APethv+PRPpXLVd3Y1giJ2LAA/Nt+6vpUDE5bLfgO1Sr0H0qNurVG2hRn3rFTtOd3XrVDr7mruof8fB+g/lVHvXRDSJnLc0LJdq7iOT92rDKOcnBHX0FLaf6tv93+tNH3n/GuKo7yZrHRCDLcA5OeAKgvXK2rKT8xOKup/rY/w/lVHVPur/vGikrzSCXwmKwycEVGQMHA59TUsnUfSoDXpo52DDjNM796dJ0FNPUUxDT06YqN1z0qVu1MPT8KaEyqeTTGi745qwPvD8abJ/jTAqPb7hjFWdKkudKnZocMrj5lb17Uqfdqc/epNJ6MpPqQsskkzSyfeJ49vanMvbBqX0pjfeFNKwmIvA/rUinFR9qen3vwpkokB55pSM0g605f4qBicY7570zoeOPrT26fhTB3oELzjk/Sk/zig9PxpV+9TAQdc+vegYzx0pB0P+9Sn7340hXA0m7GB3ob/WUyT+H60DJMn8KaST7e1L2agfdFADMZ4/WlGRwf1o7imj74+lAEmDzTe9PH8X1qM9qAGbcH5eKMnA557ZpX7U3tQCFBP979aKif71FMZ//Z
28/12/2015

O prefeito Jorge Gonçalez Duran anunciou o início da transformação da área central da cidade. O antigo pavimento com pedra sextava das avenidas D. Pedro II e Princesa Isabel receberá pavimentação asfáltica.

O investimento será R$ 738.950,00, com contrapartida de R$ 3.983,05, totalizando R$ 747,9 mil, para pavimentação sobre as pedras do quadrilátero central, com verba do governo federal.

A obra já foi licitada e a empresa vencedora é a Viapav, que tem demonstrado execução de serviço com agilidade e qualidade. Com o cumprimento dos trâmites legais, o prefeito dará ordem de serviço para início da execução da grande obra que vai transformar o centro de Presidente Venceslau.

Duran explica que esse era um antigo sonho que se tornará realizado. A revitalização do centro também será acompanhada de mudança do sistema de iluminação pública. O projeto é trocar as lâmpadas atuais por led.

O prefeito também fez questão de ressaltar que virá em seguida um grande investimento em recapeamento e pavimentação de outras ruas, todas nas periferias de Presidente Venceslau. As ruas que receberão o recape serão anunciadas brevemente.

“Hoje estou aqui anunciando o início do quadrilátero central que vai receber pavimento sobre as pedras sextavadas. Não vou anunciar aquilo que ainda não foi licitado. Mas vem notícia boa para muita gente, especialmente da nossa periferia”.

Duran adianta que serão investidos em torno de R$ 2 milhões em recapeamento de diversas ruas e avenidas ou pavimentação na Vila Sales, Jardim Eldorado, Vila Sumaré, Alvorada, Cecap, Parque Frutuoso Pires, Augusto Pereira, Jardim dos Eucaliptos, Augusto Pereira, Vila Fest, Antônio Daraya, Jardim Europa, Parque São Francisco, Jardim Ipanema.

NICO MORÉ – O bairro já começou a ser pavimentado com pedras sextavadas. As obras foram iniciadas, mas houve comprometimento no cronograma especialmente em razão das chuvas. Mas todo o bairro receberá pavimentação.

O investimento foi conseguido através da venda da folha de pagamento da Prefeitura Municipal. O investimento previsto no bairro é de cerca de R$ 700 mil, entre pavimento, guias e sarjeta, galerias de águas pluviais.


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