1992949121415943https://smlouvy.gov.cz/smlouva/214159432022-08-23T10:38:31+02:00pzkgw87Centrum dopravního výzkumu, v. v. i.44994575Líšeňská 2657/33a, 63600 Brno, CZqcdd8qmGEFOS a.s.25684213Kundratka 1944/17, Libeň, 18000, Praha 81Objednávka číslo 323/22/HU - Rekalibrace 3D skeneru2022-08-17Objednávka číslo 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ItU5x5rfY6N6YsRxQAh+PeZrYNDpQUL4N62hzteolqy63GiJF8aTgWtd2WGWwClmGZReIPOpyFT/y+JXTJbDPPR+mUWefOesl1kX0BsJnMLKO9QTfVqUT7LGC/hCDbDv9UWDyJDOsIBoXVVKGw2rB9RjQ9vd7J20HTKwDq9Z7rdpTN9sB3VllVyuf9gT2radudsx451TVay6N6Is0dv6NN0fket2O8Q/aFThDrYx1ROdJDbGTVcbDNoMRw0sCTXkqPm0uzunCkpW23WctVPGWo5xM0DElZF1eH2o60udrA1HGq3knmq40nbmuUF7c3nO4s3N2052zmBUAcnzujWMPdeSfDPCxVJQJF9L5PbLfzLrrD2KVOUrypglsRtUYSRcBHqKIyAzQYdeUJsaZDzrbUQxxiTinlKY+Ril9VWQ3T2KqQZ4iJmB0db86pzOnrqxripgFpbGpjxIqJyMi34nN8LgACy2gJkaPoW5nnu6EI7QPeXNSbhzY+3uvoIJ/vKVKf7pNxovQgr/Nhfydh9SzuYss5nU9HbnskCw2xABh15HpU8/cToLkt3os5xCCnurHKRDljwszsSyxiMsFmMs7xbRzWTJmph5Q6DEfeeG0yHtfrcsahF+zqvl8AbHGaqKxdTpTN2c6eTZJ1b+HLfFcfjhN10E6ThHHTvm4t5MCxRHRs7Dtb1e8Olt6sQ3L1zE02eyn1Jj56GBYAzeYCnYvpeqnmQaedVBXfHVS18Zhocy16rgb6mBr4JDLYeU7NFwZtL0OTDjGThF2QSPtwrB1UvD/ppf7UdktbPmjIRhlJ7ZGj2slAaA4Fb4tODV4zFtGh6uOm3gHK1Pazfgcf6oTNjNiFzmI6pZPIUqFnNX4bSZ3MoJadAiCLjIabXFAiFShPr77Sm3nYt+or1MKc3HUCry4mhInYkd6NQtnNYhLDEK/GN5Z1F+s1tdBLE6R6YFkrjkpb9h1/bvZQIAc74kdulWnYXHOi1icCXqVHg3VbmssMH4x5ZjlodGoDl5CSpAfsh1snbJJPZ1vhpEYFwDM2K/NOOyO28CqENtu/U6NBbuLUfjGbZ1YNS0YNRBglna0sj4AmofUCoEbVyLFmTeZRqEZ0qAZNXtVGq63Za6bz9cSKmLq+ipF60FvtumP2oJN5qvMmvjVcfbBrTvdbdT7OMjQcM6UeThACz/i6v9y3UsE1QlI1OL2TKzNN2TMaNSanY7u3WrT3PbOlrhDRr/czfEenrJsQjWSWkKIWq+t9sM7SZgFwNu1RdXtJD9UhsfcEg+5OG+0Dju8QYjFMV9wYmWxGK6S7IKbhSMECUcfbQLH7HNLPapM137MPEtsybEyrlVIehSjjIovEFcV9t5GFK0VtzIV6Y+I3uqDH56L7uTJb6SwXzvYK4CuCsBKvCG1ebaT8o+BWADwX4Z4egq7iXGbWJpmpcGNrJngGhhaCAUIVeAflFZ6vFQB5HkLjV7y05ho2MoUXHhA0zydPwLahA1G4/WK6O7T3VPH5PMBGWPMbk5xXeR5fQirIpwBhe22wN/ac1/E5Wcc7D7AsAELIt0B5VWxkjA0vxCXEEsaYh8de7ZyAujphZoY/wYuAD/haABTUefEgYKDM98HDvDSBzATH++KBq4oNhrswD2TD7iDsqBbnsGsJuyR6uKuAbqsFRzA/Ff8VA5gfo+BvgfLtIPefZ2h6duh5+YjxVskAGAwtUmPHgUo5ELiqlF3i3TE3eG8AVMIsRndw+Hc35oNXT5Ovn+IhIaAoLirCQx7iJOCsRMBU89flIVNmAu8lnTUboFsMiU8JaJy8vShT0FqWhmdZL8rd0WDcuUBVMFTkKYEjHpFJcAwh0ew3IzMFI6Hj5+khOJiDwCOYtMY4lD5Sdnr0U5wBunUhZ6Ref8BPuh/+Wu9dwB1CxhmRoR55LZRnCUIiuLdTApx+EbGTD/9v0Rp3xhc5O4HHBRGm9T/nMhiWwEloF6+gFD/rMs7nmkRgq3HmV8wwirU8+PD3VVjJP/z/g5v52U+V/Br+71xXLiASZSiBxAjxd0hk+8Pff/sVuMnE/fDrQ1K2l6b6COKzidDL83s0QVdQtCLEQXgJZzEGoyXgLh9ylqIonCMI6Fy+rqGUnAWGYhlpH5L3GHrx8nJ4ALe2ADvgTgqbWYFzmiWPb0fLjlbwJoQTWhRZGnQ5RUZyZDHfV+aFAClsOf0HnNT7K7b0jCtLM6F1Yhhe3LTDsLBWjCooXmbp0U8dv62b+aMi2XiTQOGdZjdujNBLYGMpBOZEXBACUQUAZHFlhkYthvOjheH3ndQAxBC3obfkxKXallre9c1n1exJ2v2MgZSqt4PHReAu0z5b231d9L4ibtY7X3O8J+itAJwYiMatxDcw0Ro3zELJV06ShvEeCvtVVBynlT2tiAuFPVjBu/EQfoelJSmfONq9Jt0xndNlqSFHAKWwvoQfyD3inrN/GuNxTCj6Jy/vcd633RLZx1PwT3pAt5Pwt/Ql0OYL9gBXUjqJgwjN617biRsnYzlPE44rIiljr+v//85oIklSQgUJuq9vQ5Nu2WEMiKAKZ3rsvpQX34FcihdFgmAuCfivEeFzlSGfCVDlzFNJlQHGJE6QhVk52f+64FU8fjZylYCOcau4OAWtcyHrWwSmZ/wHLaMop0CRvMWIlThSYpdlEiWjaVgyULC5mAfbFiPP91dBGFjwKueLUef7KwigePDUUIxCQQMYkHLFWOFmD2cHz3X+fl4E2se/utrNAwd8nieEIAsEyTzyP5QgUzLJwta34EnZlYE8wQr4L+AJzlEFO59nymT/29+cQ7a2LuAK6JhxqCRKb6Qp1DmuMGxB0Cs1pTBLyBSOPMOVoy/Ui2/XxeRRECdwAsFxpH7J2A7DeYJi6EdjOwp4RhknICMvYdm9rshLWEZgZdKk0KSC8hdpEn2rSewpDJywubBopOiqfmn/5xxTFQrEUfmtsoNnrZOlToGBZAu/8wKe0vcU8TgeeZJ+YM8n+EYWCCphcIkvwzFOopjChdznlgxGjSh26fjwlSr4Tbj1pQr4GbMutfMrqCcu4jhPPh6Qv616MswpeLyc4dwF6omh5/UTJi8uUU6SxThaoh+let84pHwLXn1ZSMGYa5S9BhENvyimsCAKFtHv2/Ssj7IluSLVclkF9nlUGYIjQF/qjzYIoPDnhwGPEli/o4EAg9OyKHCPA8W39VtPPMfk4y/GJZ4DU1gKZ8ivvfLg0xNt5+YHSlkfR9h4IcIL5gd6+toygw+/5q5W+fjXD39PvLDyJR1LCgzmMaKYCHkL8p/1/6U5nPd2b74OA8NIAtrqcTHG6fKiFRlwZufrrcigMAIjRQGGk/srMmiBYlmeKFbUfLUVGTRKkyz7LVZkYDhTzBt/wYIMjMZI7Fj/T+Icy33zBRnEwwUZxPGBHwsyPiWQ77Qgg8IkTuCY1+Wqv5rX2t6sjdNLReQ+66k7QfjbP5I0//D3StOCIffRoodnBgEsL0hSMb76npQe6QReDXYzHCDHdhGoiPMTpD9jFTc5Qx1s+edaWlCw/Zw/hi7j5CnOleYzryjNJxnmmnpUmo/d1uVz2DV5ryyfIK7ZM2X5LPrqsnwOYvCFhfnn3/lRmv+jNP9Haf6/aml+M62RnKHK0DI+XZrvKfF2zav2Ckn65JA9MJoTJpNprdeYr2vEsrSUZdfx0xXvbtPmIssQgp5onoWlTG9GU0OGYuI8z7wdljlyndS34pgTEk9pOFLDbPkzTOgfWFwiui27Jpal+fMlOh+b4pqtDyZEyqZTKmt3zJE66TQGTUmu6jgm0DshCZyhhaGNQ3/biCVh7vU6qFhP0epmsIvdCUrsR6tuAXCBuu04bvSyPm8l1XTkLuZcTg2BYI0oVx23NVxtRAJDbfOg+E1Yms+aCTNzFmVpPjreavpss562JalUbMpU89YGJ/ktu19L61BoDcazvnogpcGi6vc03cATumYKBrPn8N4IWVMaUo91nFjU1f64VRfJfS3t6kE96u4KgIFL0nW9Gno13myPdpYudM2GtK3ufX3RbKbDbSzjtSHiO7jvDjU6j+3+ajjnfXkwGpOTiE659Wo3t0eYpbRKS6ktliEV+tSGGzaWsRk7vU0W1ahlddOgozRYUoyMqAwvTQVCWHb0arpq96os285inOhbLBIFXhdW3fcRpKyx3grqcNuRH5RGN3Z1jp6VpdFQnYrSaME1gk6+qHGEDuzWdKAq7TprVOkvUV5dWWwpZdAz7vp15yAeZsrS2XXnyMCdbwYk217zirTwFlTdTPN1HiyYRJ8w1p7Kc2qRL6SsJbsHq6d0hm2RHwxJLCr9YTBv5XSGrSSjUR9pqFVv1cQZMty2plRuRDjGuFsvCLSVjO3EftppVVdSbSTHwLAdbMYsB46Ocz697bVbZq8AmEadqsG4JiW1WrLvYw2bUemdYlv+tpfR3UnSx302nbF2d2hTOolOFpMa1yQNr71BfMbuN/h2jxyxHYXYlXXqK7K10ALLxcJUUPVI2w12k6Q3aCoHrjrrdyctdD1sUoLS3rAzpf7AX94WvJ94XwqlrUm9ZrsKW0goAAGWlp85lFQCvgtdTCl0hg0oozY5zIaFYIBQZbGt8uNjJf2chx6BF2W+10dXCAfr1sUxrKgXi0UYD46i0v6+l9br3ecBOvog689gLJZWkAqpoOTBkcH2p56oxLIACCHfB7qWbSIyi5L8JsRGeoKl1Oa355eMFAABcxWhxAQwUOVZCKBrQG0Gx/tvV57/Y0z0LzImeuvi+VsE+7/9zTL9j7+klfA2q7i/QB6Mgss0Tr/VwpBnNQ/m188w/nwRIPao3Hh78fTzwHI1z9FjAPAiCJfVJH4O1DMFw9Il712GQeJagRVnFwicwFhMJLG3KvX5pAE+MbM+GOXpWkXPTKsCuJFbphWASy1wQ1h57lcioOZ5aFr+9QWkUjwp0jj7VpMZz5NauZsbuJ1O++TcwGemCj/+pZwsuGfqlf9zO3PwH5Us//Cr+fGXdVpwMYGMy3/7h7mvAGbamptmcXYJ/wiFFlkCfatan6/Iv/RnpSSzYgJluc8HwAHNBHaTXTQzjcoihb3ZQq43U6DXLPT4qfLqtRKfq616yUKKz8D8Ca6oOC6ouETwpCIKIvm6Ot3vpPnlrKIWfPjv1yk/LouKrND/ct7zh/J/rkvIY4okUo97CLyIKhwOK5reRvAPFt1drP7npXuKBnnF8iwXjNkCx3CBgUShGeoff6kctN9+9SxgKXcWcsECk8II/hgLTAiCImXlcYE4JhKsxHFFwdRX1YnfVUXBXTHBZ+sIcNBboNhijcXXqyPAeJFCWQb2Qh7s7CgoisLRRXbh6+3syOAoxX1yvv+FdQQ4TpNfvLUjh2Isfpy4Bv1bHHtZJUE3DIoaqfslA8zDkgHm+PiPkoFPcf47lQwwhEKgovhkzEpItFAubrjA+7AoxuDFPqjnvc/ISUFkcUM9BkH/kf/5sur2lxQQwxf+6Tfuu/NU9ybU/4k37mPOVgewr9m4j8GumUfFAcyDjftI7pq5VyGAU2XBwKlC4DbC/Ni470d1wI/qgB/VAd924z5HmToG3Onqs9UBWBvwemwPbFba1/N4xa07Sa4t5/tmQ9yEBcD+Xui6h5lKNeZunOIIRy/0LicTrDXDqS7jEvV+n5mGHN1gkpXdaY1k/zAdb5odYastZnMPma1twtlG7Ly2KCdRg8lyILv9bdrFzBmIEz66MnxnpZHqelhrsqiZDVOnPm+4LquTE99eLqY1cdcymqHSb0cmul5PG0yeuetdWR2gUx1rVuuYRk/mFmu73thgNdtxFWnPDa2V0phg7bGS6OHOW9d9RY0n2dZIaMJp3qsOCDYuflsdQN+rDjicqgMa29vqgJRaLDoGLVLBikmTAKnvMYSIkcUEtUWDZ6X2mtdQL7Ut+VDOG1uqHpn9vTMOm1jaF7api3aWtkTSItP1cl+UQxqzRkw/QafucFhWB6iwOmBRVAfUUm5d3c/tNWZ5d9UBGybMKAdWB0RSfyBNPGloL7q6WlcEjsPXqsusbVFfNjHR2CZarR8yo9Eh6zl5hNSDyEASBG7rKJXVAeftVmpV11GTLCZX4U5/l23eV3qb/l5Kx2tjI+N6tB64Y2zcGLlOoytsyV5c06cNYtaY6Trbt8iIaBoHs9/Bie0BX9Am13O6DXJU91XR38zqJcnjRr6d6CjX5+sHddEa5sNel20lnN6IdR/b+fsIj7CWaWqKmzQWXHMl0nLD6htdCsfRBDFC0fOtg6nVrAZVVgd4+y67OrR1AwnUzcgYut1duOhJduahBrc020Yb99loxiLdgU3pDOqNJtNUYCxXZHMqww+sKAZJY7IK02oBcNIwnF46y4adzaHu1ybtZqvRcPZTTY0TNVy5OVDkxn7gpOrAovoHRGbHReXFuQ38jnPvz0e6p8enN/ArAT6qQXjNBn7nATY2jYnW3MOJfFL9sg38TpP5Tyol+E5M99zAgRdSgeXTDfxAxHiygV9ZbnDcxe/MBn76N9/A7484BDo3mf5Nps/fIrOEkRSJwSWwT/JLJAsG2NRtkgnHcJT7bKbpVClMfNVMk0AD+6Tgour7mSYGk0XQQSwyd18t0wQGihyFf5PfEEEpkqC+MNNEURhx+s0KgmBJ6puvWeEeJqDKrVZ+JKBOCajzAvlOCSjgfEmJpt5qIvi0nPvxGlcce2YW5H7FlgEoKBMij+dGfjbj3/7hpJb3yDcXf3SoaLDZgKNq0On98GuaVZJ9kn74bz+r+FoAjBj+Vt3DIpPHb5uAnsawV+FQFKtoxSlGgvMHL/2zprwep7tu3eVdyog7mzLiXrOgBEXLjND933og0WvYdMwZ4fiDH3vA6Wv63KoS4tU5I4K9RgtUzmaOMIwssHouf4TRZe7rRxLpRxLpRxLpj5JE4oexO6xeuMQEJpFUe3VMIqWYPzA2dJlEiso97W1U1Jp+stzPx2USiWulftXRq/U2Z0Qmy3EYMdN2dMh6VrUl8ZNApfdDd+C5vTXTop16tar7RNpS/WE5rJsPNsmmtxKEdqTNPDbteVarpg+XtarcdNOVam5oR5/vs0O7zU9xZe43+JESJsO8Jg/WBD3rLihsX6PQbpIfCoAZvZWIw7I/awx53J7uhk1DgktMdpgRLcmVPNkNsd2wTjfMebRIEqVFWFY20Xfu9oALu2mtNU+7B2wQK6ugTC9wvXDmTeqGuuUXzd2uI3iNTTucL4xmFCHFEpPMqNUWgkE2GHw3qsIlJkzbzg6L/ryPin0R3ddMkR7zi275Yw2BR9EuQx+XmOwNfdDlmtKWa4Vx1BfZkJw4+qHK5c6+PVg07dkhtMlWR1QFMd4YQ1ya4gek3mvv6GBZWkpX723Hk02AyJOWGtdyi25outRuxS2ZCusxt+jWRmmXHVSF+rh5EPfhvCql3X4PpVvVgLQs78Adqur4c0tM4s5uiKzgxd3g/ZklJmzxQyLqoMeVCRCk0cM8fTXoHYaRutoEm5VouIIQ9eoCKq+tXW3DSUxbXzGcb+2DGhZSAcFmWCIQ+tQ9GL3meNDmx7s1iW1OS0yGOZ2hO8HSpK0370rxVJ5VsdWUO9jUMIoJddK2Tbq+9uRm1d01abkz77AUh+JZjHRb3VrmEUazO1kadCkUsoq7bW+QCQgJHo/0xYKfWuvZxsNIYocQTfgLEHPE29hrZnNAmqq/iWgld6p9N6aS5oqo4YJwqMrTlZOUSaRw3BVG7TEzt/JFQ5Qn43FzIM5kzTVVrGG1ZL0WNvfDyOKH3B7xqk4VJj6AAErelws3TssrSqGIMp+GHdLNYSpGWsHUjPx0JUhxPBv5jtmpEuAFXvnBIbKgXbANf5IYexamZhIDex7gWc/zECAp3qrQqJkPatz6wY81nPkljNahM85JFV7dJTIfHJ1EOqeXZUwpFrCMa+WTADAvHeAZrhYQS0Z/iwTSjyHMWwxhvtf6j/NlbxNYL//h75FmfvylEoXpb3+z9H3FhV1mN83WqfXVN6H+ijs9/1T5nW+T/dMX7EVd7vf0uywV/PrFgpTI0jyOfu/qabidzzkXIn38xc3WwBGcMegnXpNEcUV4yXanfZgfPGXcvwl9t9uQHcUZK8Cw4T5hWmI4zmhlweSi7wRhXOeDxCk0EJ6cvWMk6ZPme8pyj4lnCXwjNKC8hsCTHcxYyy3/AgEyGIsLvPB43kRSWJSGP8D9FgLE/5ByajxyKw+82SO2fi8cP/7lOSS/F0Y3FZLkOJJi4MzIZ72TQmIKg72gT/dDuV8nJqnx8S83FXHxBcKiUQFTZObJSlsZlXnykzO4X19YT2PlH1OMwmllaSWJwrUVODeVllCsk3nnf/wF9NYqGOh5EfQ7GscqSAXFzv6E2mNJozzLyAT6aF9GjMcklpMf/nbZUXTfVKgnfp9HFpcF8FXc423uJYFlqUe/sfWWyBbsfbbrXXnT46zIn+4qe48JZW30cTAbfsVdZQm2HD//HreVhRN2xQl4JYPD7J//BwAA//8DAFBLAwQUAAYACAAAACEA5FOSAFEBAAAlBgAAHAAIAXdvcmQvX3JlbHMvZG9jdW1lbnQueG1sLnJlbHMgogQBKKAAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAC8lMtOwzAQRfdI/EPkPXFaoEDVtCwAqQs2UD7AtScPxY/InpaGr8cqSpvyiFBldTnX9p2jeyVPZhslozVYVxqdkkGckAg0N6LUeUreFk8XtyRyyLRg0mhISQOOzKbnZ5MXkAz9I1eUtYu8i3YpKRDrMaWOF6CYi00N2p9kxiqGfrQ5rRmvWA50mCQjarseZHrgGc1FSuxc+P2Lpob/eJssKzk8GL5SoPGXFbTwTlaWuvKmzOaAKVGslGjG1iimY1VWKwn8not1zD/aS89G+P2PGwSrmST0d9DLkKDvsHwFRN+C26N2xNg7/gVyc5rEMlbhyjZHZTUMieh+BNUqfSkNgiJgI6ELsJ371o9OU5Iv56iCrkPigRbaYDefVuktKAnJgP4t7AG245c46IO4CsmQGYPfgthJfRB3YSE0LthSdsLYSS0EPfjcp58AAAD//wMAUEsDBBQABgAIAAAAIQASHQQmgwIAANMKAAASAAAAd29yZC9mb290bm90ZXMueG1stJbZjtowFIbvK/UdIt+Ds7BGwAgNmmpuO+0DeBxDrIkX2YbA29cO2TqhoxBULkhynPP5z9mS1dOZZd6JKE0FX4Ng7AOPcCwSyg9r8PvXy2gBPG0QT1AmOFmDC9HgafP92yqP90IYLgzRnmVwHecSr0FqjIwh1DglDOkxo1gJLfZmjAWDYr+nmMBcqASGfuAXZ1IJTLS2Gz4jfkIalDh87kdLFMqtswNOIE6RMuTcMIK7IVO4hIsuKBwAsk8YBl1UdDdqBp2qDmgyCGRVdUjTYaQbDzcbRgq7pPkwUtQlLYaROuXEugUuJOF2cS8UQ8ZeqgNkSH0c5ciCJTL0nWbUXCzTn1UYRPnHAEXWqyawKLmbMIdMJCSLkooi1uCoeFz6j2p/Jz2++peH2oNk/ba12y0hOZtMm8pX9Ynd1X0n8JERboqoQUUyG0fBdUplPR3YUJpdTCvI6asAnFhW3ZfLoGer/Wu07a5paIB95Je5Y9lV+dfEwO+RTYeoPfpI+HvPSgmzFdxsPCg0reAGPYdPBQg7gBkmPV8WFWNRMiBuuttxaM+2qjjXrDgObQIb9JyBn8W0ADoxSXoXJaziCp0vMihFui50RyT3iZrWuAtrxUgeHmuEH0ocZUOjj9Fem5GYu6+TO1hlQ7WbXD8m5i1F0k5KhuPXAxcKvWdWkW0Pz1a4V2TA/dtCcYfilJwLu8u152YM2LQ+q7w8NhdpEZpIpJARCliTK9BRUNworfMkdmuv1hhul5G/3U5AYbUvLeOs8/LnXO03XvJzDXx/u5guo1lt2pE9OmamtQI3K9gIuSkKC24oPxaD+e2zQP+Gvvk8mr1E0+f/oa91oTd/AAAA//8DAFBLAwQUAAYACAAAACEACbfucJMCAAAVCwAAEQAAAHdvcmQvZW5kbm90ZXMueG1srJbbjtowEIbvK/UdotyDE86JgFUFarW33fYBvI4h1sYH2YbA23cccqAbikIoF04YZz7/Gc9MvHw58cw7Um2YFCs/HAa+RwWRCRP7lf/71/fBwveMxSLBmRR05Z+p8V/WX78s85iKREhLjQcIYeJckZWfWqtihAxJKcdmyBnR0sidHRLJkdztGKEolzpBoyAMijulJaHGwHobLI7Y+CWOnLrREo1zcHbACSIp1paeGkb4MGSKIrRog0Y9QPCGo7CNGj+MmiGnqgWa9AKBqhZp2o904+Vm/UijNmnejzRukxb9SK104u0El4oKmNxJzbGFv3qPONYfBzUAsMKWvbOM2TMwg1mFwUx89FAEXjWBj5OHCXPEZUKzcVJR5Mo/aBGX/oPa30mPL/7lpfagWbdlYbkI0ZPNjK18dZfYXdy3khw4FbaIGtI0gzhKYVKm6u7A+9JgMq0gx3sBOPKsei5XYcdS+1dr2162oQF2kV/uHc8uyu8Tw6DDbjpE7dFFwt9rVko4ZHCzcK/QXAU37Nh8KsCoBZgR2vFjUTEWJQORprodh3Usq4pz2RXHYU1gw4498LOYK4BJbJI+RBlVcUXOF1ucYlMnuiPSx0RNa9yZX8VI7Z8rhB9aHlRDY8/RXpuWmLvDyQOssqCui9w8J+YtxQo6JSfx615Ijd8zUATl4UGGe8UOuBESxV2KW3oq7G6vPddj/HVzqvLy2J4VEAxVWGMrtQ8ml5+DsHhOge8kdnOvYJxNx5tgHsHpzVnhm2WddV7+nCuc8JKfKz8Ivi2m0XhWm7Z0hw+ZvZpxdO2Gemm0XqLCBqMqxlLlLcFECsvEoejZb5/FBze0h9soCjYTp/L/ab+p4s57NPdm/QcAAP//AwBQSwMEFAAGAAgAAAAhAMxrDU/aBgAAySAAABUAAAB3b3JkL3RoZW1lL3RoZW1lMS54bWzsWc2LGzcUvxf6P4i5O/6a8ccSb7DHdjbJbrJknZQctWN5RmvNyEjybkwIlOTUS6GQlh4a6K2HUhpooKGX/jELCW36R1TS2J6RLXeT7AZC2TWs9fF7Tz+99/T0PHP12sOYgGPEOKZJyylfKTkAJQEd4iRsOfcG/ULDAVzAZAgJTVDLmSHuXNv+/LOrcEtEKEZAyid8C7acSIjJVrHIAzkM+RU6QYmcG1EWQyG7LCwOGTyRemNSrJRKtWIMceKABMZS7R4V+BjcGY1wgJzthfIekf8SwdVAQNiBUo3mEjnscFxWX3zGfcLAMSQtR64zpCcD9FA4gEAu5ETLKek/p7h9tbgUImKDbE6ur//mcnOB4bii5Vh4uBR0Xc+ttZf6NYCIdVyv3qv1akt9GgCDQO405WLqrFd8d47NgdKmRXe33q2WDXxOf3UN3/bUx8BrUNp01/D9vp/ZMAdKm94a3us0O11Tvwalzdoavl5qd926gdegiOBkvIYuebWqv9jtEjKiZMcKb3puv16ZwzNUMRddqXwiNsVaDI8o60uAdi4UOAFiNkEjGEicDwk+ZBjs4jCSgTeBCeVyuFQp9UtV+V99XN3SHoVbCOak06GArw0pPoAHDE9Ey7kptTo5yOtXr06fvDx98vvp06enT36dr70utwOTMC/39qdv/nn+Jfj7tx/fPvvWjud5/Jtfvnrzx5//pV4YtL578ebli9fff/3Xz88s8DaDh3n4AMeIg9voBNylsdygZQF0yN5PYhBBnJdoJyGHCVQyFnRPRAb69gwSaMF1kGnH+0ymCxvw+vTIIHwQsanAFuCtKDaAe5SSDmXWPd1Sa+WtME1C++JsmsfdhfDYtra/4uXedCLjHttU+hEyaO4T6XIYogQJoOboGCGL2AOMDbvu4YBRTkcCPMCgA7HVJAN8aERTJrSDY+mXmY2g9Ldhm737oEOJTX0XHZtIeTYgsalExDDjdTgVMLYyhjHJI3ehiGwkD2YsMAzOhfR0iAgFvSHi3CZzh80MurdkmrG7fY/MYhPJBB7bkLuQ0jyyS8d+BOOJlTNOojz2Bh/LEIVgnworCWqeENWXfoDJRnffx8hw99ln+55MQ/YAUTNTZjsSiJrncUZGENmUt1lspNg2w9bo6ExDI7R3ESLwBA4RAvdu2PB0Ytg8I30zklllB9lscxOasar6CeII6OLG4ljMjZA9QCHdwGdvtpJ4ZjCJIduk+fbYDJmevOpia7ySYGykUszUobWTuMNjY38bte5H0Agr1ef2eJ0xw3/vcsakzNEHyKD3lpGJ/Z1tM4DEWCALmAGUVYYt3UoRw/2ZiDpOWmxqlRuZhzZzQ3Gl6IlxcmYFtFL7eB+v9pEVxusfnluwF1Pv2IHnqXQ2JZPV+mYTbrWq8Skb4k+/qOnCabKP5D1igV7WNJc1zf++ptl0ni8rmctK5rKSsYt8hEomK170I6DFgx6tJd741GeECTkQM4J2uS57uDz7w74c1B0ttHzINIlkc76cgQsZ1G3AqPgCi+ggghO5TFmvEPK56pCDCeWycNLDVt1qgkzjPTpMR8vlxXNNKQBFNi4Lr8W4LNNEOlqrZw/wlup1L9QPWhcElOz7kMgtZpKoWkjUF4NnkNA7uxAWTQuLhlK/kYX+mntFXk4AqkfinpsykuEmQ3qo/JTKL7x74Z7eZExz2xXL9pqK68V42iCRCzeTRC4MI3l5rA5fsK+bmUsNesoU6zTqjY/ha5VEVnIDScweOJFnrupJNQGctJyR/Mkkm/FE6uMqU0ESJi0nEHNDf0hmmTAuupBHKUxPpfuPsUAMEBzLWM+7gSQZt3Klrvb4iZJrlj49y+mvvJPRaIQCsWEk68q5VIl19pxg1aFTSfogGp6AQzJld6E0lFcvKwMOMRdLaw4xywV3ZsWVdDU/isb7luyIQjKJ4PxGySfzFK7bSzq5fWimq7sy+/PNHIbKSee+dc8WUhO5pLnhAlG3pj1/fLxLPscqy/sGqzR1r+a65iLXbbolzn8h5KhlixnUFGMLtWzUpHaBBUFuuWVobrojLvo2WI1adUEs6krdW3uxTQ+PZOR3ZbU6JYJrqvJXC4P+4pVkmgn06CK7PBRgynDLeVTy2q5f8fxCqeH1Cm7VLRUaXrtaaHtetdzzyqVup/JYGkVEcdlL1+7LH/tkNn9vr8fX3t3Hi1L7SkDjItV1cFEL63f35Yrx7j6tk8FAzTsAS8s8qlX6zWqzUys0q+1+we12GoWmX+sUujW/3u13fa/R7D92wLEGu+2q79Z6jUKt7PsFt1ZS9BvNQt2tVNpuvd3oue3Hc1vLnS++F+bVvLb/BQAA//8DAFBLAwQUAAYACAAAACEAmwpkI5kEAABgDQAAEQAAAHdvcmQvc2V0dGluZ3MueG1stFdbb9s2FH4fsP9g6HmuJVm+aXUKO6mbFPFa1NkG9I2SKIsIKQok5UuG/fcdkqJlJ26RZMhLQp3vnO8ckudCv/+wY7SzwUISXk694J3vdXCZ8oyU66n3592iO/Y6UqEyQ5SXeOrtsfQ+XPz6y/ttLLFSoCY7QFHKmKVTr1Cqins9mRaYIfmOV7gEMOeCIQWfYt1jSNzXVTflrEKKJIQSte+Fvj/0Gho+9WpRxg1Fl5FUcMlzpU1inuckxc0/ZyGe49eaXPG0ZrhUxmNPYAox8FIWpJKOjb2WDcDCkWx+tokNo05vG/jP2O6Wi+xg8ZzwtEEleIqlhAti1AVIytZx9ITo4Psd+G62aKjAPPDN6jjywcsIwicEwxTvXsYxbjh6YHnMQ7KX8QwPPKQ92GD4umCOCGSmsuJFLKE71562RQoVSB6ySDPilwU1ONDtWXtGkj4nayx0SxKBhK3JJmVYGt+sSy5QQiEcSJ0O3H7HRKf/wiHqf2aJd0auz8G7gB7xwDnrbOMKixQKBRqM73s9DUB68nylkAKKWFaYUtNxUooReNzGa4EY9AonMTYZzlFN1R1KVopXoLRBsLGRP7Zwsa8KXJqK/g69yuFROGjMBdqCk0+CZNdckAdeKkRXFUpB6JSDcfBE+S8sFEl/rJoWSKBUYdEoXAKx4NTp6VYnoBK/1mWqahOetcs5VyVX+Ks4/gIznc7dhvyR2Jxe77EtLrMnH494TqWO5sTQ9mSzef4HVx93FbT9VUFy9Q0raFJ2s0ZpZVs/sJWIYbvHQztf8gzrK6wFeX7yagN7rM1tnXfEYVTBleA7nYsrtad4Aae9Ig94Vmafa6kIMNozfn0EPwsAEgw8f4HqudtXeIERnAyMxLdxZu5hQUm1JEJwcVNmUERv5ozkORbggEBRLqHOiOBbc87XGGXwQngjv7XEf4MyNK/+HdTR/Zwrxdl1W8z/02/vOLPhnZNJt/gGReRUfX8+8aOPQxupRltkNO6H0fwcMvaDURieQyajaDZvet0pMhsPJv2zfuaD4dXg6izyw9gWl4MomDT7bHbHYv0W0UVtV7pEOsxaXCKWCII6S/1a6WmNRNzPSenwBMNIwMfIqk4c2O1aQDJE6QIuywFmoyzOiKyucG7WdInEuuVtNMRZKTT2zwcuPSiw+CR4XVl0K1BlU9+pBFHUWJJS3RLm5LJOVs6qhCF2BNVl9mUjzDm1x7ONFaSSaSG3qO3sqexefm9SloqVTje8RFVlszZZB1OPknWhAp1oCr4yeNSaj2QdNlhosNBi5gOlemeg3SxaWehkR3p9J+u3ssjJolY2cLJBKxs62VDLYCxiAdP1HgrILbU855TyLc6uW/yJyB6CLFCFr+zwhfTiVtBMY9nZxHgHox1nRMFvhYpkDO30pA9NwjbaFO15rU50NaaVq1MG/QpypXtibFL8USz6UZASSMfVniXtzP3NBk6JhHZTwXhWXDjsd4MFEUy59Ea/XCIrHyz8EGppZuHBAR5Y+J/xcHI1g0Ls+uF40o1AuTv3R1F3GM76w+ByNBlPRv82heh+Gl38BwAA//8DAFBLAwQUAAYACAAAACEAOKvHB9YNAABOjQAADwAAAHdvcmQvc3R5bGVzLnhtbOSd23LbOBKG77dq34Glq5mLjG3Jh0xqPFOJk2xcm2Q8kbOpys0WREIWxiSh5SGO8zbzAPsU82ILgKBEugmKDbadqU0uYolifwT7RzfQPP70y+ckDj7xLBcyPZ0c/LA/CXgaykikV6eT95cvHz2eBHnB0ojFMuWnk1ueT375+e9/++nmSV7cxjwPFCDNnyTh6WRVFOsne3t5uOIJy3+Qa56qH5cyS1ihvmZXewnLrsv1o1Ama1aIhYhFcbs33d8/nlhMNoQil0sR8ucyLBOeFsZ+L+OxIso0X4l1XtNuhtBuZBatMxnyPFc7ncQVL2Ei3WAODgEoEWEmc7ksflA7Y1tkUMr8YN98SuIt4AgHmALAccg/4xiPLWNPWTY5IsJxjjccETU4fo1pAPKoiFYoyrT26562ZQVbsXzVJHJco442uNtE+ygJn5xfpTJji1iRlOqBEi4wYP2/2n/9x3zkn81yvQuTn1UsRDJ8zpesjItcf80uMvvVfjN/Xsq0yIObJywPhTidnMkyEzwL3vKbiVrKWV48zQUDP6yepjlcPczbi/b0JvIv6pdPLD6dTA/rJWd6k61lMUuv6mVh/ujsY3vzm0ULEYn6qzLcs3tS/W3s3/ruN/3nRkTy5kztcSbjemP7FmNWqf5uDPeAE1VAq/CeV1lG/cqXr2V4zaN5oX7QsGrh+/OLTMhMZZLTyY8/2oVznohXIop42lgxXYmIf1jx9H3Oo+3y316abGAXhLJM1efZybERNs6jF59Dvta5Rf2askRt+q02iPXapdhu3Jj/p4YdWF932a840wk2OLiLMM1HIabaIm/sbTezvLPvZi3UhmYPtaHDh9rQ0UNt6PihNnTyUBt6/FAbMpj73JBII5XLzfpwM4C6i+OIRjTHEWxojiOW0BxHqKA5jkhAcxwdHc1x9GM0x9FNEZxChq5e2OjsM0dv7+fuHiP8uLuHBD/u7hHAj7s74ftxd+d3P+7udO7H3Z29/bi7kzWeW021gnMVZmkxOsqWUhapLHhQ8M/jaSxVLFN10vD0oMczkp0kwFSZzQ7Eo2khM9939xATpP7jeaGLt0Aug6W4KjOej244Tz/xWK55wKJI8QiBGS/KzOERnz6d8SXPeBpyyo5NB41FyoO0TBYEfXPNrshYPI2I3VcTSZLCpkOzsljpIBEEnTphYSbHN00ysvzwWuTjfaUhwbMyjjkR6y1NFzOs8bWBwYwvDQxmfGVgMOMLg4ZmVC6yNCJPWRqRwyyNyG9V/6Tym6UR+c3SiPxmaeP9dimK2KT45qzjYPixu7NY6vMEo9sxF1cpUxOA8cONPWYaXLCMXWVsvQr0geZubHOfsdt5JqPb4JJiTNuQqOb1povog80iLcc7tEWjCq4Njyi8NjyiANvwxofYGzVN1hO0VzT1zLxcFJ1Ba0iDgnbO4rKa0I6PNlaM72HbAHgpspwsDLqxBD34rZ7OajkpMt+2leMbtmWND6u7WYm0eRZJ0MpYhtc0afjV7Zpnqiy7Hk16KeNY3vCIjjgvMln1tWbIT40kg0L+RbJesVyYWqmFGD7U11cYBG/YevQOXcRMpDS6vXiUMBEHdDOIV5dvXgeXcq3LTO0YGuAzWRQyIWPaI4HffeCL72ka+FQVwekt0d4+JTo8ZGBngmCQqUgyIiKpaaZIBckYanj/5LcLybKIhnaR8eqinoITEecsWVeTDoLYUnnxRuUfgtmQ4f2LZUIfF6IKqksSWOOwYV4ufufh+FT3VgYkR4Z+LQtz/NFMdY01HW78NKGFGz9FMGqq4UH3X4KdbeHG72wLR7WzZzHLc+E8herNo9rdmke9v+OLP8uTscyWZUznwBpI5sEaSOZCGZdJmlPuseER7rDhUe8vYZcxPIJDcob3j0xEZGIYGJUSBkYlg4FRaWBgpAKMv0KnARt/mU4DNv5anQpGNAVowKj6GenwT3SWpwGj6mcGRtXPDIyqnxkYVT+bPQ/4cqkmwXRDTANJ1ecaSLqBJi14spYZy26JkC9ifsUIDpBWtItMLvXdHjKtLuImQOpj1DHhZLvCUYn8gS/ImqZZlO0iOCLK4lhKomNr2wHHWLavXdtldrniyfgy+iJmIV/JOOKZY5/ctqpenq9ZaA/Tg9N9gw57vhZXqyKYrzZH+5uYY3MPR69lXbC3zHZvsMvnx9Meszc8EmVSNxTeTHE8G25senTLuL5Xpsd4O5NoWR4NtITbPN5tuZ0ltyxPBlrCbT4eaGnitGXZFw/PWXbd2RFO+vrPpsZzdL6Tvl60Me7cbF9H2lh2dcGTvl7UCpXgaRjqswVQnWEx47YfFjxue0wUuSmYcHJTBseVG9EXYO/4J6FHdkzSNNvbXD0B8r6ZRA/KnL+Vsjpu3zrhNPymrnM1cUpzHnRyZsNPXLWyjNuPg9ONGzE477gRgxOQGzEoEznNUSnJTRmcm9yIwUnKjUBnKzgi4LIVtMdlK2jvk60gxSdbjZgFuBGDpwNuBDpQIQIdqCNmCm4EKlCBuVegQgo6UCECHagQgQ5UOAHDBSq0xwUqtPcJVEjxCVRIQQcqRKADFSLQgQoR6ECFCHSges7tneZegQop6ECFCHSgQgQ6UM18cUSgQntcoEJ7n0CFFJ9AhRR0oEIEOlAhAh2oEIEOVIhABypEoAIVmHsFKqSgAxUi0IEKEehArW419A9UaI8LVGjvE6iQ4hOokIIOVIhABypEoAMVItCBChHoQIUIVKACc69AhRR0oEIEOlAhAh2o5mThiECF9rhAhfY+gQopPoEKKehAhQh0oEIEOlAhAh2oEIEOVIhABSow9wpUSEEHKkSgAxUi+vqnPUXpusz+AH/U03nF/vBTV7ZR75q3cjdRs+GoulVu1vB7EZ5JeR103ng4M/XGMIhYxEKaQ9SO0+pNrrkkAnXi89ez/jt8mvSRD12y90KYc6YAfjjUEhxTOezr8k1LUOQd9vX0piWYdR72Zd+mJRgGD/uSronL+qIUNRwB47400zA+cJj3ZeuGOXRxX45uGEIP92XmhiF0cF8+bhgeBTo537U+Guin4831pYDQ1x0bhBM3oa9bQq3qdAwDY6hobsJQ9dyEoTK6CSg9nRi8sG4UWmE3yk9qGGZYqf0D1U3ASg0JXlIDjL/UEOUtNUT5SQ0TI1ZqSMBK7Z+c3QQvqQHGX2qI8pYaovykhkMZVmpIwEoNCVipRw7IToy/1BDlLTVE+UkNJ3dYqSEBKzUkYKWGBC+pAcZfaojylhqi/KQGVTJaakjASg0JWKkhwUtqgPGXGqK8pYaoPqnNUZSW1CiFG+a4SVjDEDcgNwxxyblh6FEtNaw9q6UGwbNaglrVmuOqpaZobsJQ9dyEoTK6CSg9nRi8sG4UWmE3yk9qXLXUJbV/oLoJWKlx1ZJTaly11Cs1rlrqlRpXLbmlxlVLXVLjqqUuqf2Ts5vgJTWuWuqVGlct9UqNq5bcUuOqpS6pcdVSl9S4aqlL6pEDshPjLzWuWuqVGlctuaXGVUtdUuOqpS6pcdVSl9S4askpNa5a6pUaVy31So2rltxS46qlLqlx1VKX1LhqqUtqXLXklBpXLfVKjauWeqXGVUtvlIkgeATUPGFZEdA9L+4Vy1cFG/9wwvdpxnMZf+JRQLurr1F7uXfTev2VZpvX7an1C+Uz/QT0xu1KUfUEWAs0K55H1cOd4tS8xkq3JLBv4bJvrzINtqdrzWf7mrJQ94963X3zz7aofvuX2QBsUrhSbQrtM64cTZqbVwlmUbrOEymjvGCfQg5a6HiirWnltqfWa1vfbx1brddya7UDjoYXOjJ2+lGtVcbXzOHOKrxcTfzR5otdbVQtWsSVDOrDeRopwI19s1jV1ugzq1Dq9zMex29YtbZcu1eN+bKofj3YN083uPP7onpQn9M+MxndCdhrN6b62t9Vqkf320sNHF5/xr/k/IvydNnhcnPty1hvD+zKYZkr95hAvNvGj9cxi1L9nP/qbXHNRn788w/z65//NS8CCL47/v7f1t9Mbf9XnSDMit0xUSmnksaGt92WHTYc7xW8FAnP9TsBg3cyYSZ/bV/u1/Gjfb9gxy/6HYN3F1d7UP1/lpu/om6ibZfYvnLQLslVhMRnbA2WF5m43nisXrh9iaGdLLReYmiXlfWCVKbGW8gENUjVk92qnlCpWl855lB1zq8kD96ft+VsLrU6NhdpATffq1becfYCaHVvas7svKKpZr3sQdSc7lZzSqXmtF/Np5monj2ylXKzyOq4+a5FrL58bQUP7MS5qWC97EEUnO1WcEal4Oz/UsGOjFovexAFj3YreESlYF1efcVx8htWepfQRCLb2f83qfG0Y0Stl92jxpeiKGN+LRfZl2s4Obe/BurnP/9QK4zSubWpbzmcv5LU2zg73J24D6kSd31187eZuGknWa0DRcNK2f0htWyn0vaIU4+0dgT6q5SuQ2rN+/DxyQAfn/j62B4gX1c+zqvnwWknL1XAqzZVTxLSTxzXr8Mw93LoL+9K3WJWFtLutQXcb0E6pD68DwWmAxSY+ipg9wQoMNbnI4qOIQnmPvw8G+Dnma+f7W079+ot5zz6Prx1NMBbR77esjccfb3c+7W8erDLqbaIQHu0P9FWR/R2BvWDOt49j6Rz/J1J+13f3y0QUL5v1x69WX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