Hot Wire Board Foam Cutting Machine Working Table Tool Sponge Styrofoam Cutter
Regarding the Problem of the Electric Cutting Wire: the Three-meter Electric Heating Wire Is on the Wire Storage Wheel, and the Customer Needs to Unscrew the Screw Before Pulling It out for Use
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Hqc4x+eKv6lIiP5Ub27xwKIk+U5OOpzjGc7j+NaCKXlHpuTH++KPJPTfH/32Ki7cUHNICTyRjJli/765qMw5P8Arof++j/hTfUUg6/560wJlhHH76HH1P8AQUGJQSPOh/8AHv8ACox2OaTikBL5e0giZMjByu7r+VW7fVL63GINRlQHjhm55PJ9TWfxR/8AqpOKe6Gm1sa/9r6mYzIdUn2ghc7375/w/WozqeoGLzTqVzt3bAd7Dpz6+h/UVXuoWht1DSKfmzgDGcgcg+nHoOT9ap/zpckew+aXc0TqF8kSSDUrnDZ48xsjHrz05/nSvqd8saMdTu8OMgCRj0OOefaswAduv060n4U1CPYXMzQkv7xQu7ULo5AbiRj19eetJNd3MTBWvrssUVjhjxuGfX0IqlAqPKFlJCE84IHHoM8ZNOvSGupGWTzM4O71/Ecf0/CjlXYV2WJrmVJWQXly+3jcH4P60juTcGE3czL5m3fnjGcbuT07iqXc004x0p8qHdlmLy5JVUzSqhIBckcD160W4WdmUtNgIW656A//AKvxqq3t/KrNs1uI13yOkh3iTngjHy9sgE59aLICBfKcSb2ddqkjnqew/GkiMBRzJv8AkAIG4fNzj8OM0XIi81hASY+ACc9ce/OM9M84qAKM+p7U7ICyPsxgdiriQMoVd3UHOT07YH503/RfJJCP5u4ALu6jnnp1zUHY9c/Wmj6HFFhFqRIEtYJfKbdI7DG/su3np7mmO1uIoysTFyDvBbgcnGOPSp4prUGMSwkqECtyfvbuWHvj9aotjcxXO3PGRSAsSvbgIIoyflG/Ln72Tx06dKJZLf5RFBxsXOXP3scge2c49qrHpS0wLUkluZyIbcGMnC7mbPpzzUkzW0Ooyxm3UwRzFfvtkqGI4564FV7No0nBnDFO+0Ak+2DwP1x15qxPcwPA4S3CO3TAwAdxORyT0wMdO9ICOGeATr5tshhHJwzZ/n64pYbiIEiW2iI2HGN33sEA9emeaqr/AIU7jpTsBPFcRqku+3iZivycHhsjk89MA8epqWGVWt7gmGDeoUodv+16fSqfHOBz2q1bXUcNuU8otIXBycEAAjpx145PIxx60gAXS+QVMEPmlgQ4QcKAQR+eDn/Gk+14g2CKHeHJL+WpypAGOmOoJ/Gi9uBcS71QISMN7nJ7dOmB24GetVuKEgLT3e6ONVjiV1yWbyl+bJ9McdxSveM0cYVEUquGIjX5jk8njjggVUoz/k96YF67ujlPKaPHlrnCL1xg9uueajmvHklZ1CoDj5QoGOMfz5qyNYlITKA7AACzktgEkDP93k8VmMfYZ6fjQBOb6QXfnADaHDBMcYz0+lMgu5Y3VixYDqCevaqxPJoB/KkBZgmlYyJukbdE68AnB2kA4HPXHavVfg1M0/haWOUsWiuM8+hBGfp8teRpO1u4ljCl1+6Tng+oxg//AK69L+B9+9wmq28hGYwjIBngA4xycY5HHApMD01rOKUnzY1cA9xTns42tJoVQKHQocDsQR2+tWIxz37VIvX8f0qAPmo3EyRCAu37skDnv0wef9n+dSlp5rS32eczKzx5GcMBhuD0zyfw61L4lg+yeItTg5+S4kUf99Ej+lVUvp0iEQmPlqflUgEDORjnty3HfJrQBs805ZVlZ1KKFIJx0P1qOWaWVy0jtuwo646DGfrxz70SymUhnYZwFHHQAYAAHbGKaD15pgPa7ma4M5c+YW3Z989fT/Jp1rcOt7FKu5nDqQozzznH/wBaoMcYoQtG6srFWUgggnPHoRyKALpjuLfzXRHVEZozn+HPGCO3H1FQRzMiuFbCuMN7jPT8wDTWuZmd2aRmdhgsep7dTzjFQjPr0oAtxyEI6ggK+Nwx1wf8acJCIzGD8pYNj3Gef51UVvr+NOVx3oA1reGSey2RorYl+UBgCDgZwOuMbeenBqGaOSMIkhUhRhccjg8/TnPFVorh0UhHZQRg8np/k/lT3maUgyOzkcfMSePTmgBzMW27mJ2qFHsAc/lkk0NIzcsxJ4HPoOP6CogetJn/AApAWlld5t5kO8sCWJz8xOc/nWzcaNNLdzmOWBixygQsd7E42jI4OfXA5Fc4HxzUgupCcmZ9wG0HceB6dentTAkBODn6VYsZljnUSH90/wAj+wPGR7jqPcVTDZGAfSnKefagCxKhikeN8bkOD9QcV3Hw91HdFJZOx3RnenPYnp9N3/oVcXdHzoIpv48eW/1XgH8Vx+IJqTRL06fqUE4ztUlW91PBH+e/NefmeEWMw0qXXp6mtGfJK57LkMvJCrjP4Hr+INSKpyu4EE/zHH6iorVhJarMrbucnHQg9T9D1/GrCqzxYBOV+63r71+S1FyNrsz0myNhtG0kYXgf0/wrlPiVcLa+BtaCEAvCY0HB5c7MfU5/rXW3DR+QZnIWMDLk8YHf/GvLviX4j07VvCKLp0yz+ddxKflIwMnBPoMgc16eUYWrXqxnGLcU1d9tSJTUVqecfDO5S01p7knphR77s/4CvpjwLMbi3uJCpUhgv9a+RYLiXTWjGViaRs5cn27D+tevRfFGXQfhsJ9Jt4rrVmlVWDKcIjKR5hGcnlP8a/Uba3PNT0PofNHNfPvwe+MOreI/FEWm+JbzQlguosW4twyS+bnhSGYjpngV9AL93vVkjqKQUtABRRRQAUUUUAFFFFABRRRQBS3Hnmmlqjzj6UE+lA0P3HtRnjrTKA3FAEmeaMjmmA8UZpAPB604H1z+FMHSlH1oEV9Uv49N0+4vJseXChf0zjt9e1fOt7cyXd1NcTtullcu59zk16d8XtX8mwg0yJvnmbzZP9xTgA/8C/lXlOcdcVUUMu6aRHI85ZR5K5QkZG/OF9e/OPaoZpAwA3RH3SMLz74GSPbpU5kEFnFEJQjPiRxsznsvJ9skfWqv2iXn94fyxTEOjt5ZULoh2A4LHgA+nPGcc460yWNonKyqVYAHBHY9/wCR9PSpIrp4ofLjCgZyTjJP1/L/APXULsXJLHJJ7imAgxSqVCtlS3GAd2MHP6jA6cdc9qbk/wCFFABn3opDScf5NIBfwpB9KOcdKmjtZ5FVo4mYMQBjvk7fqRnAz/8AqoAiHqB9KTtTpY5IWAkXG4Bh0ORkj6ev45pnb3FAB34FJ3x3o7daTt3oAXJ79KTtR7GkpgITzxQelIfelPpQMbSfWlOOuaae/wBKAA9OlNNO7U0n0oEB703nFKabmgBfpSevPWkJpM9aAD2p307U3tQPekA/kdc89PekzxTfbJpDnHFADwfyoz1AqHJ6DOKAx7n9KYEwPGOtQXV0LePcV3cZxnHA6n+X50uTjrzmqd/ymD6H88igByarkf6n/wAez/Sj+08rxD/4/WPPILeCSQjIRS20HqB/+qnRSiSFZFwA6hvwPSkBqf2mQP8AVDP+9/8AWoOpNgkRD/vo/wCFZZk9eD2oDcEHOKANNdTJH+rH/fR/wp/29j/yzGP96spDjOM4NTI3qc0agXmu3xu2D/vqojfMARs/U1CW+Uc9elRMe5xQBZN7IwwUA/GvRfgVcGLxDchzkXUDRBRz8ww4P5I1eYkgrXcfCKYx+JrJQT/x8qD9GR0/m4pMD6MQY5qQAZ6+n86ZFyq5xUg7Y71FgPCPihbG38b6gRkCVY5R26qAT+YNcmOnFeifGq32a9ZXA6SWxX/vlj/iK87rRPQEKOnP8qOfrSUdjxTAcOlLxnrTQTj6UoY+1AC4Hf8AlSbRRn/Ipe3vQAhXHftSc9PfBp4z+NGKAIwSOlPDHvS7ePpSFOOKAHLIacXGOgqHafXmm/jQBKTzxTcnmmgmlyM9eaAHK3HPSpUk/GoR0yKVfc0AaVjKJPMgI/1o+UdfnHQ/UjI/Go1YY4I/OqqEqQVO1hyD6HPX9BU96CJPMRQFlUOoHY5Oce2c0gO78N+MYNP05Le6jmkdPlGMfdGcdT1xgfStX/hYVio4s7nHbp/jXlCzuODnIqVZ1I569Oa8Svw7ga9R1Zx1fmzZV5WPWYfGei3Fk4uZ7eJ3yGt7idQxBHcZ6Y56dK4lLfw7dTXEmkwQRKksYeAuZVYM38IIxjK/h29sOFreNnnuoWmVUY7IwNzsBkDn3xnnOPeuC1vxLfrrNvugiiubXbLH+7C7QeQpA+meeR78114TLMNgruhG1/N6/iZznKW5T+I8scWvXUEAJWJiBt9jj+n51zOh3k18l7pbSuhkGYG3H5HUdPpgcj/GtW51GKbVnmvHLyMFLtjGWPzE/rXPXN6txrV1f2gKRy3BlhyMEKDgA4yO1diEbXwik8j4meFVuUZQmowo2eCG3he/P3sV+gK9OP518c/B/wAPR678T9A1WO2eS3Um6mx92KaMZBb/AIFgjnkg5619ir06CmhDu3HSlFA70g6UwFpM8UUUAApc0gpcUAFFFFABRRRQBl9qKUZ7Uc4oASiiigYtAGKBRmgBR3oZlUEsQAB19B60nrXLfEbV/wCy/DUyxtia6/0dMHoD94j8P1NAHk/i7VDrPiG8vAx8tm2Rj0ReB+YGfqazLVFmuERmIQn5j6KOT+gzVcMD0+tXLRhBayy+YEkdvKQ4zwPvf0/AkVSVhC3VyZXdhISD/CFAwOmPXGMCqw9u9SMVf785JH+wTSRLC0bNLKQecKF69O/T1/LvwKAGc0vbj0xRN5aufKdnTjkjHP8A+s9amsbSa+m8q2Te2Nx+mcZ9T16ck+9AEGaTP0qxdWpglEayJMWJA8vJJwcdOv4f4UzyVTPnyhCOqr8x/HnA/MEUARfSjPXJx6VcggMv/Htasy9d8pwDjnPGB05xycU+IO0crx3KReWoYiCPkjIGe3rzz3oApLFIw+WNzk8YU1oQyalDZL5fmpBvxt28EjnBBHI5+n17QOImtBM01zLmQphjtxgA55z64x7VNN5TJY2yQzs7IGx5w5LnOcbcZxtz7fSgCpMtxIQZEk+UBV+TAAHYdgKrn0PWr0cVu80oinmSFOTMQGHoD1Byew6n8DSoszQNIt0kke4DE/GT7BsjOMHrx3p3AzvpSxo0rhI1LseiqMk/QVe8gED7Zbm2j4Hm5K9+oU8N24GB+FPjuHtVL2QV0Xh8ZHsGZeoP+1nHUCkBmsCuQ6kEHHINNz6U6WaSYhpHLEAKMjoB2A/pUf0pgLn3o7cGkB7UZ9qBh+NJmkJoBx24oEFNPXg0pIxTSfSgAwexpO1H+elFACUn4UuaPpQAg6HIFHFNFLSAWkbOCKOewFMY8H8qAG89qX86aCRxnNJu9aYDxjHJPWs/Un4AXPC5/MirmeKxdXmnDiO2jDllGWYHCgHg8dSfTI/SkwK10d1pOhx80bD9DTNMcHTLYgj/AFSj68YqHbehW3y2xTaQVEbc9j/EaXTHWTT4nRNmQPlz07Y4+gpAXC3r1oHsaj3UKwOcc9vwoAmB4wKeGxwB1qBScZJpeSMmmBYz1z6elJu4/wDr1EshAwcflSg8ZGKAHbh9a6XwBc/Z9fgkJwElhb8pU/pmuYLemOKt6befZTczbvuQO4+oBI/UCkB9grhQR6HH64/pUg5x6V86/Ev42a34d8YahpulQWElpEVKNNEWJyoPXdjvnp0Ne4eDvEEHibw3Zata4CzxgugOdjjhl/Aj8qiwHI/G63zp2l3QH3ZWiJ/3lz/7Ka8kNe4/F2A3HguZh1hnjlB/Hb/7Ma8MGQOtXHYB1Hfim/TBoz3qgHfT6UDGMn9KQH3pc+poAcCOaX1pgI70UAPB9f5U4EY6+3Smf40A/jQBICM+9KM5wM0wZA4pcnHv60AO+oGaTaPakpcjpQBGVx7U3p+FS/1pjd6AG+tKpPemHv70DjpQBKG61ZjYvZyL1MTb157Hgj9FP5mqnT/9dSW8vkyq5GQD8wx1B4P9fzoAQtnggfWoy2CetSToYpXQkHB4PqPX6EciozjnPWgB6uVUtkj19vesnxH4H1i4un1B4La1ieBXVpbpMzqO+BnbgEdfY+tVPFltLfaf5UF0bchst1IYdOxz3z1x/Om2PxBNvYjSW05WZbFbLzpH3Fn27PMAPT19c4z3qZMDy/WpmF5dgZ2hj+YOB+magslxpsTcZDlf5f41DqcwkaZwT8x9fU1JA2LHaCf9ZkfXGKlAej/CzVrnTr5Gtbh4Xy2dkmCQQO2eRkA19dfD3xAdc0VTOwa7g+SXtu9G/wA96+NPh1kXzzbC2yI/gScD8cA17X8OfFEGkeIoma4QRyjyp49w4UkfNjrwR19CfWnbQD6KHTml98mmqcg9MdqUHtQA4d6B1pvJpQPWgB1FJSigAooooAKKKKAM2g0gxilGPegBO1JninEj0/Wo2Bx1GM+lAxfpRk84pnPcjH0pMnnigEP+teK/FTWPt/iE2kbExWQ8of755Y/oB+Br1TxFqS6Po15fyY/cp8o9WzhR7/MRXzrNO808kshLPIxZj6kkkn+dEdWA9TyTg/4+1ad4xhxAtxHiFdmwKT838XJGM5+vGPSqulHE7TllUQL5gLcDcDhR/wB9YPuPpUczkjBaNs85QD+eKsQ3OepBOfSjJxkduKZnAzQDz1z6UASBsdqsQxZTzJXKRA4z3cjsB39+w7+lMtIlbzHlyIIgC2Dgn0X6n9Bk9qlgX7bO73EixwRrk4yAqjgIuM/Qde55wcgFmyM8m/7KkcdvjD7xkv7E9WbpwCPX1NIWt1cpaIbadev2gZz9CeFP1BPv2pk0n2ggPFaFFG1Vjn2bQOwycfpnJ59ajmmMMYTc5XHypI6SgduMfypAS3DOZRNMWhvB+8DH7suD1XsDxx2/rELpFuRNHHjchWROinOQcHsMc4xwfXir0vhvUEjLIiSqhKvsJG1h1ALAAkH0JrMeyuY3VHt5QzYCgp1PoO2azjVpz2ZXK0LblpxHaDGJJVOe4J4/KnT3RN1cyRgBZMoM/wAKHjA7fdwPpXQ6X4P1UbriVYoSqMUV2OdxBA6Agdc9eorm9SsZ9PuDDcBdw4ypyDg9iPpyOCO9VGcJOyYOElq0KtwpVUkiLRIMhASNz9MsRz0zx6cccmpS4ceYzRyMvy75PkiTvgL1I59OvY988A9gafAXjkBXep45HGB+XH1wT6VZJpLM/l/vFe4hYYzOdkfplO47cgj344qtPH9ldJrWbdGfusD91u6nPB/kQfrh7hSxI2Fj1by5HJ+pbjP5Cp4leeyvIgJ3VYxKo8naAyuq5HJ5wx9c0gKNwqyQ/aIlCru2Og6K3XI9iOQOxyOmM1c+lX7K2na1vl8iXAhDfcPUSLz9eaq21q09yICwibBOXBAGATzj2H+OKaAhPv1ppcY6itKLRpprJJxLGodQShPzBSSMkDJAwMjsQRjJrHvbdraVVDFlZFkHy4ODnt2PFAD5GxznimJJ6k81EMk85qQKMcZoAkLDFHb61HjApwz3NAC7+O1JuFLxScYpABbjjHFAbjkik+tHr1oAT6UZx3o4FGR60AGfamMeO1KfwpjmmA0sc8CkyaTNNzyeBQMUnjrxWfcYzKSeiDr9avHv61nXBOJgCfur+pNDEULuQrBISTgDg/nVbSuNPhA6YHap5U8yNlOcEYNMgQRQhB0A4pAOI+brinrx39qjC9zmpFXP0oAkTGMnJqUHuQagI5wPqKXLDkH2oAmbByDg0zAxxSBs8nqKcDxQA0jjmrFhH51z5BPEqmP/AL64/wAKi4656VPZSbLqJxn5WB/WkBF8WNC1XVPEGm3+naVfXkd5pNpKz28DOA4Ty2zgEZylfTnwf8OTeGfh/pun3eftTg3Eq/3GkJbbyOo6fXNY/hfxH/Zvh3SIDEXRvOiBBxjZKw/kRXoOn3S3ECuvRgKkDP8AGtr9q8I6tEBkm3Zx9V+b+lfOWeODX1NJEtxBLC33ZUKN+ORXyxtMWUf7yfKfwJH9KqIC7sc4GKXJ596Z1o71VwHhvcUu7jHFMBHrSUAS570Z+lRr7GndBQA8E5opg6fSnZ7fnQA7mnbqjB7H9Kdk0AOzT6iBpc0AP9zSEDBpn4mnKf0oAQqcVGBzzUw6UuPWgCEHB5zilDDvnNOKc8Hj60wxkdKALMo8y0jkU5Mf7t+3HJU/TAP0x71UkJA9xVizOJTEzYSYbM+hzkE+2QM+2apXEhTIcYYcEUAY+tzfuWwe2K86vbpra6aSMAsOgPqeM/niu01uZQjYJrzrVXJnb60gM59zZU4A6/hVtMrbqMryx/Dt/SqZPzE+lWIuSAO5FTsB23hmZ9P0S/uovviMIvHU7Sf5sKxPCupltailvIFmugVVZ8lX6hckDhuK6jQrKOXQgWYjzGPy+wOP5CnaboMFveiUAjB4INAH1x8K9fOs+HEhnYm7tCI2z1Zf4W9+OPqK7XNfNPwx1w+H9filZy1rN+7lyc/Ke+PY8/SvpGNgyhlIKkAg9cj1oAlGKUd6b9KKAHDrTqYKeCKACiiigAooooAyh7UcYAGMdKTHrTgOKAAe9FA70poAbjrTT3px4qOaWOCGSWZwkcal2b0A6/oKBnlfxp1cBrXSIm7faJsH1yFH6E/iK8t8wD3q14i1Z9Z1i7v5SR58hKg9l7D8sVStYJLm6hgjDF5WCDHucZ/LmnHYGa8RMenxIFg3TN5pEkgUgAlV755+b8OahE+Af3MXp0J/rSXfMkkjWk0SsQqbsgBRwByB2HvVdTVIRdtLswBwscZL4O4j5hjPAI5x/PikuLlp3VnVRgBeBjIyTk9yf6YHaqmaUGgDXkuymlQhY7ceZM7NiFeQoUD+ZP41Is//ABKY8+RH5kzBsW6nO0Ljt23MeveqMGLjT5IBzLE5lUf3gQA314UNj0ye1SaXcqFktpZWjSUqyupxtcZxnJ4BB5/D0NKwE6BtpO1th/i+yxxr9MnimQ3Ijv4i7xiASKXIVG4zz0GP046Uk8LW8rLcxLbyKOTc/O4HXhOh/Ed/xpsuySIPKzLH1WSU4Yj/AGUHH6ke4PQauB10vjOC1tPKghaaXzZJGKswUl3LZ56Dnpg1z1z4pv5rz7QjRQvld2xAd4ByAT6fTH6Csh7WVXjQIS8nKxn72OuSO3r16c9Oahw20uVO3OM44/zj+dc1PBUaeyLdSTO7Pjdo7SG5+wobpi0ZJkz8oxyDgnGTjvyK5O91e8u5mkeeRNxJ2xsVGSeeh5J/wHQVFfq+9IVU4t4VVuDwSck+3LY/IVXWFj5G8rGk2AsjZxjOMnvjP41rTowp/CglUlLdj/tdxk4uZ/f943+NSwyzEh5p5Fj6gyM+1u3Uf40RW4WZ4ZGWO7jbhZQPLcf3cnofrxjvyCbFvue4a3gEtlc5wYzuaMkeueVH1BHqQOmtyBQWf/Vjzj6RXhzj/dPNJdytaWrQqLiK5lIMiSSEsiA8AjAIJJye+APUinXm2yjQ3FvBJcvgpLH/AKrjvx8rnOOBgDjr0qmUEDGW/wDnmY5ELdTnu/fHf1P05KAe0rwaeUZ2MlwQxBJOEHQ/icEey56YrPMhVs5IOOT7fX6U+SR5XZ5WLMxyT0yfw49P09KiZQw5FMBTePhVEj4UgqAxAUjuBnr+VAmMmSxLHOckk/nnvxUJjQdO9LHjoO1ICRuuePyoB60Z4zmk9aYCkj8aTPsabuGDilHT3oAUn/OKbk0px3ppx249aAFyfQ0mfUc/Wm89/wCdH1IpAG7ggCkGT0o6c5+nFLnjrTAD61Gw/L60/nn0pjA45/lQAw+9J7HtQeOn8qbjrQArE4rIvp4oEnaaRI1wpyxx0JrVOMcmvPPiEWN1b8nG3P1OTzSYGv8A2tp+Dm7iwP8Aapo1nT8cXkXFefIjPxjgdamWPA4x+dK4HdjWtPHW7i/I04a7pw6Xafk1cJsPoKNnai4HdjXdMGcXa9eeDSnXdNHAul/75P8AhXB7OKXYcdaLgd1/bum9ftQx/un/AAoGv6Xz/pXP+4a4PGOtJ2ouB3p8Q6Xji5P/AHw3+FPg1/TXcBbkZzxlGHevPqF4YEfUUrgfX/gPytd8IxT2zrMkGoTIrLzwyo/82r1HRYmht0Q5yAB06V4x+ydN53hTW4Cw/d36SL/wOMD/ANkNe8ovzHGMcVIEkROfevmzxbb/AGPxNqsBUALdOR9CSf5GvpRAAT9BXgfxYtvs3ji9wPllSOb65Xb/ADU1UQORz6Ck5PFIaBVgKPag0nNLQAKevFPzxyKjHU8/p0pw9zQA4d+KUH0pv40o70AOpe3FM7e9LQA4GnCmZ9hS9uTxQAuacCRk5OCMfh6e/SmZAI/KlB4oAcDTwfSo+Kdn/OKAH57Hk0vao80u71NACsQByBxUWrosiJcLwJV+b/fHUfyb8cUO2Pr71Bv82Ce3JGQvmp/vL1H0K5/ECgDi9cgdg23BH8q4fUYHWQlgeenFd9qLE7q5q+XdkHGKQHKMuSansELXCKRwGz68DvVyW3RieMGktLZluF8v5yflC9OtTYDcn1KS0i0+yEk0KSw/vGjO1lPGCp9evHcE5rd8JXTXUPlCee42gHzJyN2STwPbA/X2rCvbSe52tcwEEDCjbjj69zzVzRY9V05X/s+JkDHJPlg5x7k0wPQbNZeMg4J6GvoH4T642peHls7p913YhYzk8tGc7T9eCD7ivlNL/wASZIAbHHSFAc5r2r9nRL+8vdRu9Xu5BcQIsaQbQoZW53HHXkdO340Ae9A04U1ffH4UueKQDxQKaKUUAPopBS0AFFFFAGX6gd6PXg0e9AOOtABmkp3FN7UAJXAfGTW/7O8NiyicC4vm2NzjEY5Y/wDoI/E+ld/25zXzj8Udc/tjxdd+U+61tQLeLnI+XqR9Wz+FLfQaOaDduK0LFkhtbiaQsu4eQmB1Lfe79gDn/eFZSMcZ/wDr1szyPbRQW0d2sZiTLqM5Dtyc8Yz0H1FWIq5i3fuyenfA/L/9dSRKzsFjVnPTABPTnHFMS8ueouJgfZyP60+K8mjtngSQiJycrgc5xnrz/CufoKAHSIyNtdShx0Ixx+Pan2sfnTLEJI0JON0jYUZ9f0qF5nl2+Y5baoUewHoOgFAbnIP60wNiKO1sWH2oyi4Gxh5bbWjPXIxkMMYwcjHp3AbuKY/6OUtJxxu27RJz13A/Ke3GF57dscsWOSSSfcmge1IDUW5ntCq3cAmjA+TzRnH+43T37jk8Glimt/3ksczrds52yXAL7V7HIHLdeSMAeh5qhBcTQAiKRkU9VByp+oPBqT7QjcSW0B9dq7P5HH6UwLzQOqCK1khmkmAMsolXkn+EDOQM9SeTUq2Ek9/BarEzWkRwzAffAOXb05xx6DA69csyWzYzbSjn+GYfyK+lXLFrSKK6kMV1uEexQHH8RAPO3Awu7P1/GkA+GK4lkvpLhURp4nPzuq/MSGxyfUAVGqwiweG6uoVdXDxbMyEZ4YZXgdB34x9arM1snW0n5GRvmxx7fL/Wm/aEH3LWEY/vAt/M4P5UAWmmgliiiWGa5mi+VWPy5XspA5IH1GAcfRLmS4liVL2dYIlUKIgMkgdBtHP0LEYFU3u5nUqZCEP8CDYv5Dj9Kg/z6UAallfxWheOIzpG4G9ww3kg9e4Udx1PvVqfVordGgtFhlVZWbPl/u37AkH5s4z7HPOeKwMn8qAcZI6UwHDpjk44Bo49qZu+lG45yKAFbuRTB16HGaXJGc96YXAHXmgCTOB3x3prdDSK2R14oJ/+tSARelPHoaZnjH9KM8Uxjs0hPHWmk9aTcMUCF/Cj8aZnHenA+tADu3NJmm9unHfmj6UAOyO9A6fWmigdOn1oADjvSFR6nNKaTNAELpwcc8V5/wCP4ma7tc91YH6g/wD169DY8GuM8YxGUxkYO3+v/wCqkwOLRdowO3elAxUxiPNN8o49/pSAjxml21IIj2B44pREeTzQBFig1KITjPNAhbsKAKzf0qM9MVaaJsZwai8smkBEOlLtz9akERqRIm7CgD6I/ZHuv3mv2p4zHDKPfadv/s1fSS9vpXyn+y1P9n8b3Nu3Seykx7lSrf8Aspr6sTkDH+ealgPH3j/nvXjnxzt9mvaddDpLamM/VXJ/9m/SvZAOnNeZ/HW23aXplyAcxztGT6bl6fmM047geO9+O1HHPP0puOoFGasBcj0pR05ptLmgB350Aj1pPXpQPemA+lpgpQc0IBaUHA7038aM+lADwTS54pg+tOFAC5NKO+abShuT0yKAFB464pwIHemUufXtQA/P1ppIAPrSZFNY8GmA2V+KzZbiSCZZYiBIjBlJHcHv6jirczcVmXR60gM/XoViuGEQIhcCSIeit0Ge+OmfUH0rmLxTzXYTL9r0SUnmWybcPXynbBH0DkH/AIGa5a6jznA5pAYzKcmtnwraiS/R2zhTkfWqPk7n4yT9K6fw3BsOcYoA6b7HHNgsM1oW9uiLgDio4MYHBq0p6g9aYCCMdBj8q3PB2sPoWu212AfLBCyj1QnB/HHP1rGz6UhYd85Ht1osB9SwyJLGskbBkYBlI7g9/pUg4GK8/wDhHrv9oaK2nTuDcWWAuTktGTwfwPH0xXfioAdS036Uo5oAep4xTh71GKkFABRRRQBlHpjNG7jrmnA8c9O1IQD2pAJnrTc8UEYBxTM8fjQBz/j3X00LwzfXSyAXOwRw/wC+3AP4cnHtXzFuLZZiSTyeckmvTPjtrpudXtdHgceVZr5kuD1kb/AY/wC+q8xQ4GP6U4jZr+Hrc3OoJ+7MixAzuvqF5wfqcD8al1CSUMzT2UMMkrFiwLbs5ycfMff86jgNtb6KVumlWS7kBUIB/qkOMnPYvnA/2M+lUHaHdiAts4HzYz+lUJE8ZyeO1SD60tpZXE0fmRoPKzje7qi5HbLEDOOce9OuLWa0kCXCFHZQ45DZB75HGKYAp9akB44qEGnKaBkooPWmA8UuaBD6T16YNNHej/P0oAv6ZcQWtwZbhJnUL8oifZz7nrj2yCfap4tYlSSVyCzTSBpcnhkyDswOADgZPXHHrnJJOevtSZpAaGo3xuwqjfsV2cGR97bmxnJ7DAGOMd+5qln3NMz15P5UAmgB2Tk0Z4PPSm85pPzpgKDxR6/pTSf5UduD0oAXHfP6Uh5680gJ9KTPPegBxPyk55qvu65qQnmoX6UDHq3FSBsnNVgT36U5W9/agRZB45NNJ9OlMDcc/hS59zQAue4pO3t9aTI7H3pBigBwFGab0FOB45oAUd6TtSUUAO7e1Jng4pB3zSZPP+cUALmkB4oNJQAN04rD1e284dK2z0x3qtNHu60Acc+mfMeOOlNGm9sV1Jtxk8Gj7MuKQHMf2YPSk/sz2FdQLdfSjyB0IoA5j+zMdB7Un9mn+6K6gQDHSj7OO45osByzaacHjtUP9md9veuua2HPTpUJtx0GcUWA5gaZ6gVImmgZJA/Wuj+zjtT/ACBtPAoA2fgRix+Jukk8CQyRHjrujcfzxX1pFgopHtivkjwFL9i8c6POD9y5jP8A48B/KvrePhWU9iR+RxUMCUdM+n8s1xnxitvP8CXcg5NvNHL+G4L/AOzGuz7HHpWL44tvtvg7WIMElrZmH1HI/wDQaSA+ZyfQ5+tAPqaaOQPoKK1Adn1pQfcZpg6eopevf6c0APBOPpRk4570wE4OOtKOlAEgNJ9OtNzzx3ozgUAPHfmgdOaaOOtOBoAeD6UAn0pgPrSj2oAkpM9elNz37UeuaEA7P69Kd7+nFRZ4/rS59TQA/wBaYx4+lGfQ1GxOD+QoAhmNZ1wckgVekOc8jnFUZhyemDQBFp06WuoRvOT9nfMcwHOY2BVuO+Bz9QPasjVrGSyvri0mxvgcoSO+D1Ht6e2K0JVyP/rdTV3VYheaXY3owzxKLOc+hQfuyfqnA/3D+IBzENv+8+vSuk0uMRrxn/GqFvD82a2bRcL/AFoA1IiNoPNTGRjyWJI45qtGRjvUuRz16UAP3cdqXcccGoxwMA0u71IwPagDd8H622ha9b3yk+Up2SqP4oycEY/I/UV9IRSLJGrxsHRgCGHQg9/pjvXyeX64Ne3/AAc8Qf2hor6bcODc2WAnP3oz0P1ByPyqWB6KDxnNKPam9utOB4pAKDxTlNMHSgUATDpRTVPBp1AGZmg++KMUvSgZGRmqeq30Ol6bdX1yQILaNpHOew/qT+tXz+NeR/tA+IPsej22iRN894RNKP8Apmp4z9WH6UgR4zq1/LqeqXV7dEtPcStKx/3iTj6dh7YplpFJcXEcMK7pZWCIPUk4/maohyTmtjQnW2FzfTxsyQp5UYDYzK/A59lDt65A9qtKwjW1K8lhleOy1K3NtAoiiEZBJReM9M8n5uvUmqH9qXroUe6lKsPmGcZHpj0qlNLEygRW7Q4/vSFsj6EUxWY9himgNuy1aS0tFhhUrglmYTSLuz32hsA4xz6VUmmaaVpHJJPPLFj+Z5/WqqNxyBnNOB68CgZOp45p4P8AhUKn1qRT78YoAkBpQfzFM7YFKDQA8HrnH+NH4CmjvRn5efxoEOB9fpR61o2Ys0tVecRyEhxJuYhhgYUIAepPOeR+ArN/p1oAXIweeRSZ9aDjHXpSdvpQgAn0oycc9PzpKfb7PPj83bsDDO7IB5745x74oAZnj60Z9elWdQeF5FMATO0BxGAFByenAJGMc46+uAaq0IBcjHvTSaTPBH6+tJQAufWmMAQcY4pwz27VpQXaLHbFo3CwRSR+YqD5XcthhzgnGMZIPUjkcgGMcd/rSFqtanKJ5t6KQFRE+bGWwoGT2yeT3/Hqaa5J5Bx9aBkiNxgVIDUKKe5P51Nx60CDPJwKcI3IY7HO372FJx9eP51Hu25IYgjnIOOnetefUZI7u9+0RsDJOzvCWBUnJ4PGT19vz6AGVk9uc+lGaT+uM0p6E0AGTSim/lml59aAJktp3j3pE7J2IGc87c4HJGcDPTJx1onglgIWZCpPT8DjGRxn265q1aXUkFl5luiI0EsZaQH5nJYleDwQNp7gdDyaqzXAkiSNI1jijJKouTy3U8nPQL36CgCI+9JSdsnkUDvmgApUjMjYDIuOcuwUAD6/y60nbrT7aZreZZowjFPu71DAe+Dxnv8AXFAD5NKuY0ldo8iM7W25Pbd6dMHrxVLbWlczTWt1OoMfmZILiMEjPBwTzyPfqT35qj24oAZt7Emjb6Cn8gcdaBnBJBAoAaFq7aaa91CrwyR53bWTJ3KME7iBzjA/EnHWqoU7c4OM4zzwau28k32KVxO6GBo9gXjAJPOevUDH40AU7m28ny2DK6SLvVhnkZK8985B4/nVRl/SrsjS3DFnLyFVyepwoP8ALn2GarhC7YUFjjOB3ABJ/lmgCIJmlKjnipYozI6pGpZmYKAO5JxxSAZGB/8Ar/zmgCPTGMOq28yh8xOGG1c456/T8+eK+wIG3ruH8XzenWvjuUPDc7DuR1faw9wcHOPfivrXw5N9p0PTJgxPm2kL/XKCokgNZT78VFNCLi0mhPKyIU/A8U5CMfzpkFxDK2IponYdQjA/mAakD5SkUxyPGw+ZDtPsQcf40zPXOa1vGVp9g8U6vGRtQ3s2z6bt3T6MPzrLEb+R5wx5YYJnPcgnGPoDWqA1X0+0SONobpbl2iPyLIFLShhlckZxtbPqSCKz7yJYbl442yq4xz0yM4JHGRnHpnNEcavp87lR5kcic+xyMfTOKihiaQSFduEXce3GccfnmhANz2JNAPp1p0EbTOUjK5Cl/wAAM49zgdP1pLZPPnSFGXe7BRk+vFAwq/YJZPBc/apWjnKfujg7VI5ySPU4AHT9KoRFWdV3qu4hcntk9T7eveplZrO9yVDPC/K/3trZxg9jgUCLV6LZohJABCx2jyt+/qDlvUc9v/r1Rqe8t/s95NDGrMqv8nB5U9D+WKdPaSwvGPLkYOiODsPRhn8/b1oAgyR+VAbj61ZnsbiNIWEMrLKm4fuyMYYqR9cg/hTpdMuPs8UqwTEPkEeWflIP06YIP147UANspEiuUaSOORTwRIuRzkdu+SCPetFXsBsVgu0ndIfLJ+U5GEJGRjAPQDkg8AZojTbhbNJlgmJ3lGXYRjABH4Hn8Rip/slxLpi5hffBIQAR/A39Mjn/AHs0gM4dOcZ6mjPerkVhK9vOxVllj2lVOBuBOCPc8g/TPpTYbJnWUSYRlTcuWUZIPTnvjP40wKZPf+lMY5GPWrtvZlpGSZkT5DtJkXhgMgHPbj/OKitrQPcIlw6JG3ylvMX5ScgE+2efpQBo2er4h87bK9xBEse6OPiOPGxm+9g8FecA55znk4GsS29xcK1sjr8gEhYY3vzlgMnAPHGTyPwrT0hfs+oRG4eH7NJ+6n/eqP3T/Kx69QDke49azrjT2SR0E9tIFOA4mUBgD1HPT/GgRlOorR0BRO82nsR/pqCOMk/8tgcxnPb5sr7Bj+MZsm5zNbe/75f8afDaMrqwubdCpBB8zoQev50DKUUW1iCCGB5GP51ehHbHFXdaMMt+ZoHVjMivJs6LIfvAfiCfocdaqpQBYQcZqRTyRxUCkY704N1oAlzxTWbjFMLcfSk3c9vwoAcGHQ4rZ8G643h/X7W+UnykbZMucbozwc/z+tYZAPU81GTgcGiwH11BMk8Mc0TB43UMrAg5U9x7GpQc15r8FfEH9oaG+l3D5nsMbM/xRE8Y+nQ+nFekA8GoAcCSKXOOlMBwKXNADw31NSK2RUGT6GpUPGcUAUTRSmm0hjZZI4Y3klcJGqlmc8ADqTn04zXyJ468Qt4n8T3mpknynYJCCMbYlyF+hxz9Sa9x+PHiT+yfCw063fF1qJMZAONsI5Y+vJwB9T6V83Dpz1ppATRn/PpXTmRrDTLS1i1ZLOZ08+4jTzQwZ/ug7FwfkCnGTySPWuYiYK6kgMAQSPX8vyrXuNSt7q6muJNNi3yMWP71+CT2weB6e1UIrSyySyFpJ3mOcCRmY5x6Z5/D/GlQ8c9TVj7bbnOdOg6/35Dk/TdUq38Kj5dOteeOsn/xVCArq3FPVhjnJqZb6LB/0C1Hp9/n65anLfDkiztMf7h/qaAI1PcCplzilW9J/wCXa0AHT90KkW+bnENqP+2Cn+lMBin/AD6Ud6kW9fORHbD6W0Y/pUsU9xLIEhRGkY/KscCZP4AZzQBAD3yM0m8Z6jNbkej+I3OU0rUfUbbJh/7LUy6B4pf7ul6p/wB+GH9KnnXcqzMe62x21mgADNGZGPf5jx/46o9uTUbRlYUkOMSE4HPY4z6EZJ/EV0X/AAjni6TAOn6rwAoLbhgDjGT2/lTx4W8XsAPsWpYHAzMR392+tLnj3DlZzi28htDNg7d+wDGc8Z/w/OlitpJLeaYBtse0H5TyWPH44BP4V0n/AAh3i3bj7LdgDnDXIH829hQvgrxU4z9mlxxybpf/AIqhVI9w5Wc3bWckxl+RwI4zITsPODjH8ql0q2la/gLQybFbeflPRcn/ANlNdEPAXihz81v2zzcr6/WlHw98SEYaKBRx966Udfx+tHtIrqHJI5eG0uLq6jTyZd0siqTsPBY45/z0pktrMsjhIZWAJAOwjNdWPhzr+OXshjj/AI+Qf0pv/CutZUEtPYLgZ/1/Qflmp9rBdR+yl2OavdPmt7uWJUlcI2zdtzkjjP09PWkuLCaBo1WORt0aOeOhYbsZ/H866yP4aauwybrTsZwf3xPr7fWnJ8NNSbGb6wGDn7zngfRf8/lR7aC3YKlJ9DkprCWOCBwrFnUswyPlwxH4HAzj0NSNbyrpSrtXe87Ejev3QoAJGemSfyNdgvws1HaGbUtPA/4Ge/ptzS/8KqvMZOq2J74VHP8ATrxS9vTX2h+yn2OHSxY2ksjlBKroFXzk6HduPXPZR+NEFjuiuDK8IdI/3Y89BuYuo9f7u4/5Fd2nwouSATqsOf8AZtZD0qVPhPPjJ1U+nFix/wDZqX1mn/MHsp9jz+zswXfz5IFVY3I/fpy207R1PfHtjrS2drGbuIXU9uId43/vR90duOefzFeixfCVyPm1WYf9uB/q9SD4SjOG1S669rPGf/H6PrNPuHspHmEdspkUS3MCqcbjvzgZ9h6VLqCpPe3My3VvtklZwfm7kkdF/wA5r0tfhPBkhtRvTj/p2Uf+zU//AIVVYqMtf6iRnn90g/maX1qn3H7GR5fdw2wuX+z3UPkjAU7ZO3GeVz60tzFa5i8i7jwI0DfJJktjk8r616evww0rI33l/g47R/4VKvwz0EY3318PX95GP0xS+tUn1H7GR5VOlr5MAiuV8xVPmHy25YsT6dNuP1pWFr9kRROPNEjFm8o8qQoAz9QT0r1MfDrw6o5vLnPfN1EP6Uo+H3hkfevJCPe9jHHPPA9Bmj61TF7GR5bG1sthLC07b3ljfIjPRQ49evzZpsBtFhuEeR2aRAqnygduHDZ5PXCkfjivVF8D+EU5e9XPGc6inH6Uo8H+D0XL3MPrzqS/4UfWoeYexfc8rtmtYmkMjyvuiZB+7HBZSA3X159aLR7SG6jkdpnRGBKiMc+3XHrXpn/CNeC0mbzNQsAARlDqHIP1FP8A7F8BKPnvdOz/ANf5o+tR7P7h+xfc8sg+zRSRsWmYIQSNoGcfj3xSzvayTSODcDexbG0dCc4616kNP+HyDm70zj/p8f8Axpy23w8HH2jSzj/ptKf60fWV2Yex8zy28mtbi5llKzjec4ypwfrRPNbTMp8q5ARFTh17DGenQ4HFepH/AIV4Cfm0vH/bU/h1pon+HwGT/ZnXtBIf60fWP7rF7LzPMJZ7aSOGPybjESbQfNX5vmJ5+X1Joee3NskHkT7UcsD5w6tj/Y/2RXp/27wAvAj09unP2Fm/rSDV/ASDiCxz/wBgzP40e3/usPZrujy8XMAtXh+zSbWdXyZxkEZGPu9PmNCXcEcMsa2uVkCht0pOADkEYH+Qa9OHiLwPGvFnZ56f8gxf8KZ/wlvgxOllCT/s6XGP50vby/kY/ZL+ZHmUN5DCJAlsh3oY2LSseCfY9eBUMN4kMnmR20OQCPmZ+cgg9/QmvTpPGnhYE+TYgemLCEfqarnxt4eVTs06Vsntawj8uKPby/kYKlH+Y83t7xYJo5Y7eDfGyuuSx5U5HG76UGZW3YtbfB4xh+//AAKvRD8QNKjI8vTbnr/cjH8h9akT4m6cBxYXg9dpjX9cc/lR7ef8jH7OH8x5lfXck9w80lpBvd97FUbqTnOM4r6S+Hd+LnwrpihSjwwKjjGOAzY/DAry28+JVqUYx2uqnnOPtSr+WF/z616d4DvFvtEivFVlWdFZQzbiBzjJ+hqozlLeNiJRilo7nm/7TviG+0620ewspzFFcCWSVMkBypUDdjtyeOmee3Hz3pniHWbG/WWObaVOTlsAjrwQev65+lfRX7QPhpteFpdRsyy2wKLxkFWOcY/LmvE9M8E32qX6wxsiKcKzbS2Op9PfvWiMztpLzWNbtNOvp4XuZb2BJtyw795+5u6HnCL/ADq1badrnkGJdOufLZgSPshPIyB/D1wT+ddZr23wXpfhe0t4ZZFjswiyeayEmNuTgd8sD+lNj+KNwsQVtLikcD7xnYZ9yOn4Vm51U/djc1jGFtWc5Fo/iEI4i0u82uACBannB+nsDUkeheJVBMel3yhhtOLfGQeo6dK3x8UrgdNItsH/AKbMaP8AhaV3g40mz/F2qVOt/KPlp9zDj8P+KUfdHp1+hxjIi29f6U5PDfisNuSwvlbPrtwfzrYHxQvOSdL07HQfe/xpp+J9+emnacP+AN/jT5q38qFan3Zjnwv4vJybO9z6mZR/NvWpF8K+LmO6SC43f7V4n9XrSf4lakx4sdN44/1R/wAajb4k6uMlLbTl/wC2H/16Oav2Q7U+5V/4Q/xQwy8LYHXN7Gf/AGeiPwX4hlUHYmDg/PdoDz7E5qU/ErWsHbFYrz1EA/xph+ImtuclrUe3kAf1oviOyH+68xV8B67ICcWoH+1cDmnj4d6y2Ru0/wD8CB/hUR8f68fu3Ma47BMd8+tJ/wALA8Q44vgP+2a0l7fyF+66XLQ+G2q959OHH/PXOf8Ax2n/APCuNTGSbrTvzfp/3zWcfH3iQ9NTcAeiL/hTP+E68Rk86rN/3yv+FVav3Qr0+xrj4bajgj7bY4z2D/8AxNPX4aX5OP7Qsx2OEk/+JrFbxv4j5xq1xx06Com8Z+IcEf2xd/8AfWKVq/dBemujOi/4VnechtRgyPSGT/CgfC67IwdRQZ5/493Irl38XeICMDWb4cZ/1pH61VbxRrrZzrOoEf8AXdv8aOWt/Mh81PsdiPhbcNnOpLx/07t/jQfhTNt3NqYC9z9n/ruripNd1hx82q35B65uG5H51Um1K+nyst7dSL/tzMf60clb+ZBzU+x0XiTwLLpOly38N6tzBERu3RGMkZxlc8HqM8g9a5FRg8mpmmmkj8t5pGTOdpYkfkTjNNC98HrW1NSS953M5NN+6OQCpVpiDHUH61Ko44OT0qyRwx9BRx+dGPQHNGOcHv096AEzxz+FMPUYJ4p2eMGkPHQ9BQAm70ppPBxSsCoyRxjimEjBFAG34N1x/D/iK0v1OYVcJMvrGThvx7geor6fhmSaJJYmDxuoZWHcHnP5V8jRRPLIqRI0jk4CoNxbPHTufavpD4YLdw+EbS01LIurcFCrfeRCSVVvQ7fyHFRJq47O1zrhTvc0wYHTrS9qBDxj1pyk460we1KvNAFXPHHNJu9Qc/ypT3qC7V3tZkibZIyEK3oxBwf5GlcZ8rfF3Xn17xzqDhj9mtm+ywL6BDgn6lsn6HHauPUnGK2Nc8Ma3pN/LBqWn3IlDH5xGWV++4N0P596orY3eOLW4yfSM/4U1JNDcWiJakU81Zi0nUX+5p922eOIW/TirkXh3WWPy6Tfnj/n3f8Awp8y7hysoKeMA9/1p6+vatWLwnrzDK6LqB/7d3/wq1F4N8RsMromoH6wMP5ilzLuHK2Yg/SpE9+1b0fgfxM3TQr/AP79Y/nVmHwB4pfpod36clR/M0c8e4crOfTGKcM9K6mP4e+KcY/seYeuZIx/NqmX4ceKD10vGfWeL/4ql7SHcOVs5Ba3vC+vSaHNJJHFvZ8fMG2njPHTpnk9CeK1k+GnifBzYIp97mM/yOanh+GXiWTkW9vwcc3C9u3FTKVOa5WyoqUdUa8fxXuAgVtKhfHTM7ig/Fe9KlU0u2Uf9dW5z/n/APVVBfhV4kxl0tFHvNn+Qp4+FHiEg7nsRj/pqx/pWPs6BSlNj2+KGoH7tha446s3r7GkPxR1THy2NgMHglWP/s1Kvwo13+KexXt99v8A4mlHwp1cZDXlkPxY/wDstCjhw5qjK5+JusdrbTv+/J/xprfFDXMYWKwUH0g/xNXh8KNSxk6jZj04b/D609fhNekfNqloCP8AZP6UWw4/3hlt8TtfI4+wgjjP2cf49Kgk+JniTB2z2qj2tl7/AFzW8nwkuWHzatbjp/yzJ/rUg+EL4+bWofwgJ4/OnegLlmcs3xL8UHhb2IdORbR/1FNHxH8UMMNqKgD0t4x/Sur/AOFQoD82tgjoStsf8frUifCW33HOsyntkWv/ANejmoIajUOO/wCE/wDE2zP9rMNuBgRpz+nTioW8eeJXH/IXnHHZVH8hXdf8KjscEnVrtucDFuB0+tSL8ItNKjOpakR7QqP5ij2lBdPwFyTPPP8AhN/EhOTrN2D7ED+QqI+MPEDcHWLwgf7Yx+VemD4R6Oq5a+1g9hhUH/stOX4T6Ft5u9XP1aMf+y0nVodvwGqczy8+Ktdbk6ve/wDf09unSom8Say2d2q3xxx/r2/xr1qL4V+HyT8+rtjGMSoMj/vmpk+Ffh4Z/wBH1Y46ZmX/AAoVaj0X4B7OfU8c/tzVWB36le47/v2/xpn9ragx+a/ujn/psx/rXti/DDw8P+XHUWz63A/oanj+GfhtRk6ZeN/vXH/16ft6fb8CfZy7nhJv7s8NdXGP+uh/xqM3VwRgzzf99n/Gvff+FdeHF6aPMR/tXPX/AMepx8A+HY1P/EkDD3uT/wDFUfWKfYfs5dz59M8p6yOfq1MZ27ux/EmvoJfBWgIedAtiOD81z/8AXpyeFfDacnQ7Ac95iaX1umuhXsJM+eTkjqcfjzQB6g8Yx7Yr6HTw/wCGQdv9jaZuxjhy39Ksp4Y0MgFNG0sDHGUP+FJYyHRB7CR83gY6AetO7ZwPyr6RPhzRUU/8SvScf9cSf6U220jRrgyfZLLRT5b7WxB0YdjR9bj2F7DzPm0t7jA6U1sH+IfnX02ml6YrkC00gFTtIFrnFTrY2a5KwWK47LZ9aPra7D9hpufLYwByy/nT1bjhh/jX1MsMAPyrbjAx8tpipxg/dKjtxbYo+trsHsPM+Vhlh6+mKBFIRxG35GvqtWcA4kZQP+mGP50gkkwAZZh6fux+fJpfW/IPY+Z8tJaXJxi3mOeRhG/wqVdNvmHy2N0f+2Lf4V9PxsQCBNcEdD8q/wCNLvkVTiS6C9OAnrR9b8g9iu58wro+psCF029P0gb/AAqRfD2ssMrpV8en/Lu3+FfS5aXAUNcYHTcyj8qRdysdzygdOCOR9f8APel9bfYfsF3PmxPDGuMcLpF+eOnkMP6VNF4T1/GF0e+5/wCmRFfRw3Nn5p+P+mopCvH3phjp++/wFH1t9gVFHzt/whviA9dGu/xjpR4E8RyNxo1z+lfQxBxnc/HrM3T8vaoWt2cnMrgHsJGpfW5LoUqCfU+fJPh34nbhdJn55HK89/XpxXpvhKXxRouiWOnjwvJM0ESx7jcoN2OM4zXbRWyKpDKxBOfmlb+QqQQxdoo84wMyMaX1qT6C9jHucvdX3iS8TZN4ODqw6G9j+nr+tVLK11e1kLweC4I36/Nfp/j9PzrtRFEFIMMGD6lv15qNra2fhobYjP8Adal9Zl2BUY/1/wAOed+NdA8VeLGsfO06xs4rNWCILoMfmI5JAxjCCucHww8QYYs2nLjrm5H9BXsot7ZeY4rZTnn921IVh5/dRn6QN+dH1qfYaoRPHk+Fuut9640tR15uD/RfapF+Fmsfx6jpC5/6bt/8TXrhZIwSLd26fdts/wD16hGoDgfYLwsD2sxwPrnH60vrc2P2ETytfhdqOMvq2kjjs7n/ANlp6/C29x82s6YM+79Pyr1uGUyLnyJU46PAB/k/nUwMgxz7f6tR/n6U/rMxexieRr8Lp8bm1uxA9kc08fC9s5bXLXkdoWPt3PvXrRBxy/ufkUUfdBAmccZPCj+lH1ioP2cDycfC2LHOvRde1u3+NSD4XW/Q66CQO1sef1r1YSYHNw2Tj+IDH6UGQAkGeTPTmQf4Ue3qdxezj2PLE+Gdj0OtyH6W+P61YHwtsOcardNj0t8fzr0gvGww0hI6cuD/AEphSByM5Jzn73ccdqXt6o/Zw7HAp8LNM43ajfn6QD/Cnp8LNJ732pH0xCP8K75FgUHazAY/vGnAx5IDtn1LE9aftqncXJE4JPhfpODun1Q9T91eR+VSJ8MNGwdx1U/iv+FdxmMjG44PQZb/ABoDR5+Zhz/vD+vrR7Wp3Dkj2OKPwv0LoU1Unj/loo/pT1+GHh/HNvqZ+swH8h9K7LdET8wHr0Y/1oMkA6qn5H/Gj2lTuHLDscf/AMK48PKMiwviP9q4xx74pV+HfhfqdOuee5u3rrfOtvSMc46D+ppBcW4zl0A6Yyv9aXNV7haHY5uP4deFx00tz063j9f++qmHgDwsAANHQjI5N4/P/j1bVxqmn2kJkuLi1SNcZaSRFAyccknHYCobXX9IuiwttQsZCOCI54zz+Bqr1PMXumdH4G8MKONHt+PW5c/j941Mng7wyuf+JPZcDHMrt/WtiO6gmOIijk+kinP4Z+tI13bxffeJCfWQdR+NTzVB+6ZS+EvDhxjSNP4x1ZqlHhXw+M7dH0zj/Zz/AEq6NRtycLLBnj+LPepWv0RNxlQJ9SKd6gvdKP8Awj2iLjbpGlHntFn+lKmiaSvI0nTfwt//AK1OtfEMNzeT20DNJNbhDKAQdgbO0nnuASO/HNX4byWSQKsD49Sy/wCOaLVH3C8UZ7aPp+SE0yyX/dtR/UVMNOtFXAsLJD6i2H+FayrOQMqv54pfJnY/dTB96Xs6ndjVSKMy20q0iy8kZLf7AKDHvjAx9a1LKFIYdsESomeFAp8dq5x5hUfSriRqowB2xW1GnJO8jKpO6siEDjOKKsBaUKK6jEhVSeSKmVcDilAxmloAzjTD6+lP7dqY/wCg/WkMb9n3AlJSo7DqPyNOFsQuDKM/7opmSOATjNG/aOSx/pXFKjJPRGyn5kiwnPEp/wC+RUnlEKB5zDH0FVjKuDlpfwaoS8XORKx/3zQqU+iFzLv+BeycY81s/UUm4c5mI9PmFZkssaozRwMxVflHmEZIzxXM+G/GNjr2j29/b2ICyryjyklGBIZD7g5H60eyqdhpxO5Uxtz52f8AgQpVZMnDg/8AAqxtNvIrmXYbdEBPBBNP1i6+wTbUiRgMYJ96XspBeJq7kfdh0OPT+X1pjxkg7XBI98VyjeIXQsFt4uv8/wCdVdU8Wy2Ni9yY7ZI0G52kyAAPfPTik6TKXkb1xd6j5221bTWiJADvNIWznptAx6c5FW7f+0RKftBs1iHQIHLH65OBXzTqv7RGs/bJv7MsNNNoGCQtLG+6Q564DcDH4/yq/wCDvi5438Ua5b2FlaaSu9gXf7Ox8tO5+90x+tWqEyfaR7H0tx/eXP8An1puFI/1oGPTFYUF5diICWRHfAyfLA/l/wDXp32q4wcSD/vkU/q8hc6Nvyo8ffBx604LFjBMf/fI/rWD9tu+zg9P4RxTftt50Mp/75H+FP6uw5zdZoFzkoD9BQssXaUfgtYJvLnBBnbH0FL9quP+ez+/aj6vLuHOje86NSRub8EpDMnQF+evyf8A1q57zJMn96+frSiaXODK/P8AtGn9XfcXMjofNXHG78qXzccDf+tc8ZJO8r4/3jTd8n/PR/8Avo0fV33DnXY6HzODlic/pS+Zx1Yj6VzJlcHks3r81PEhPVmwPej6s+4c67HQmRQMfN7dqa0gUHIc/lXPnudxz70gU46mj6v5j9p5G+Jk/wCebZ7cUhlXOAjFv94CsEp2HSk2Dk/lR9W8w9r5G/5yrz5eOO7DpSfaYQcYjzjj5hWB5YxwBmjy/an9X8w9p5G950HP+qOBzlhUct1b9CLc/wDAhWJsxxigRij6su4e1Zq/a4e6W2M9d3/1qUXVsOiWo/L/AArL2d8UbOvpR9Wj3D2r7GkLu3XJQW4PqB/gM0p1CHqWXH+6azPLPP50nl+op/Voh7Vmn/aMWD84/wC+TTf7Rixje2Poe9ZpjPNJ5Z7/AEp/Voi9oy+2oRdpH59M0h1CLuzf98E1RMXYCkMRHQUfV4B7WRdOoxYOT3/uUn9oQ8Y3YznhKpeSce/BpBF6g0fV4B7WRcbUY89HIH+yKb/aS4yN+c/3R/jVTyWzwPpik8k5o9hAPayLg1FOOJOPYf40g1FQDhJTxjOQP61V8oke3FJ5L54yPwp+wgHtZFv+1B1MR/MCmtqrdoTjtk4/pVbypCpyOetIbduyn8qfsIdhe0l3J21Ikn90+OuPM6fpTf7SOOIW44/1nb8qiFufQ5p32Zuy80ewp9g9pLuL/aUpJwn/AI90oGqTYICLk/WgWjY6Un2Nu2afsYdhe0l3E/tSbtGmRyOvvTP7TuNoASPjjof8ak+xPnoaPsL56Ueyh2Hzy7kS6pcKCAqDI9D/AENB1a6IP3Mk+4/rU32BvQ/kab/Zx9Kfs4died9ys2p3mAA68dOtR/2hc/3xkD0P9TVz+zmNH9mtjBHWj2cewc8u5SOo3WDl1IIx0zTPt1wTyyf9+xz/AJxWj/ZrEYIz+lN/so9gf50ckew+Z9ygb27Of3g5/wBgf5xTDeXZJzLkf7oNag0t/r+NA0tgPumnyx7BzPuZP2u6JJEzil+13Xe5kx9a1RpRPUU7+yfajlXYV2Yjz3WSRdT4936Uw3F0Rg3M+P8Arof8a3v7Ial/sc+hp8q7BdnPeZcE5+0TZ/32/wAaZuuMf6+f/v4f8a6T+yD0/wAikGkE0WQjmv3p+9LKfq5/xppRznLuT9TXVf2NR/Y/+FAHJGNscFuvvTfJbrg8e1df/Yo9BSDRR3FAHImIsSTkk+vP86jNuSPu8/hXZDRFJ6Cj+xR1x7UwscRJbZU/Lz2yKiMe0cqM464rvP7EHfFRyeHo5Fwe9AHknxAtDeeDNWgjj3uYt4XGc7WDce+Bn618+eHdWu9G1JbjT5fJnGMrjKygdiOh+nBFfZd54WmAJhZXH90968K+Inwhvra4lv8ARLRpIHYtJaYOUYnkxnuM/wAOQfTI4oYkdp8M/izplzKkevKumXKof3hfMTEdweq/jxXXN4k0fUJC1nq1hOv/AEzuFOPyOa+TDa3lo7xElSnDRzLgr9T1/OoHSRmJa2BbvtbP/wBep5V0K5mfYCajZI4Z7y3RfVpgOPzrm/HHxL07S4PsukY1S/I4WI/ul92cfLjpkZJ/p846PaR3Ev72QwqP9gk/l07+teg/D/wRe+K9ehigDDS4HDXEjfxDP3SQMDI7ZJ/CkooOa57N8JNMvLbQpr7VJGm1LVJvtUzkEZGNqgDsuBwPTmvULC38tct989fam2dlHbRhVVeBjp0A4GPQccVcXirJJkPNSLUS9aePc0ATA+tOFRg08UAOFKKaOPWndqACijmigDPwPrTefw7VYKDpRs7jpUoZUI9qiZeDxV0rTCo/CqAokdc1E+OeRWg0ang1Xkt+uDyPakgKBznI6189eLZ9R+Gvja9fTkWXTdRc3P2abKq+T8zIR0YHrwR396+jHt2B+6D+NcV8VPBJ8ZeH1t1YR31sxkt5D6nqueoz/wDroY0cb4X+MOgzTJ/aCXenzd/MjLr+DLn+ldb4z+I3hWK2huP7ZhkLoCEjVmb/AL5xkH8q+Y9b8O6voF01vqdrNBKhIzcRYDc9Q3AI9+etZc7SSLhoIhzjO6lypiu0eta58YrGPcukafPcv0Dzny1z64HzfhXmfivxlq3iNSmq3P7kHKWcCkJkd9uct+Pc1lW+mXd9MIbSOeeVzhY7aIszfkCTXqPgT4F65qbpNrStpFmRk+aoaduegT+H8SMcdelNJId2ed+CfBOr+MNYW3sIx8pBlkP+rgT1Y+voOT6cV9Y+B/BeneEdNFtp8ZaZgPNnbG6Ujnn2z0HYGt/wv4Y0zwzpSafo1qIYAdzt1eRjxuc9STgfhwOBWsIPpTEUVjOOAacYyB0q+sOKcYl7igDL2suSFBp4XcORitDyRnigR+woAzfJyTjPWlEB9DWl5fBGKTyx1oAzvIOTwaT7OcZx9K0vLHNG0dMCgDPEB7ijyDWjsNLt56UAZv2c5x3NKLXArSCDHTmlCD0oAzfsx7DihbYgYwa0go6YH5UbeuKAM8W3FL9mNX9tKB16UAZ/2X2NH2X2q/to25GDjHegDP8AsvXrTvstaAVeeOT1pMetAFH7LR9mAq8MD/8AVSEZoApLCcEFRinfZgeoxVsUvagCn9lX3zQbUdquYBpQPSgCkLUYpRar0I5q7t+lJtHOPxoApC2XGMcClFsoq5jt+dGBQBTNsvpSfZ1x0H5Vc2+lAUHrQBUFuuOgo8lR0Aq4FBHNOVFHRQPwoAprCh6CpBbRkcg4/KrO0dgOKTn1oAg+zxg8ZpvkLjtVmkxQBXEK+gp3lD0FTbR/k0H6UCIPLX0pfLHtUwGe9JjigCIRjnGKPKGKmCgDFKF4oAgEY70vlj0qXbRjrQBCIxjIFKIx3xUhHH40u0dxQMi8r0A/Ol8sYqXFHagCER0oj9eal470gxmgBgQDp/KlCj2p+PagUAR7PUClCjFOA6nPNHY80AN2D0FLtGadg+2KNp9qBDNg6/1pdvsKcAcdaMGgYzaPQUuwY5p+OOnNAHFADAo9KNop+KUDB/CgRFsHbvRsxyKkxxQB69aAMTW/DOi64hXWNKtLs4xukj+b8GHOPxrjbr4JeCZ5Cy2F1ASeRDdOB+RzXp2386Tb+dFh3PPdL+EHgzT5FkTTJbhgQf8ASJ2cce3ANd1ZWsFlbpbWUEVvbxjCxxqFVR7en1qxtpVU9sc9aBXEA/SngUgFPA9uaAFWpFxjmmDgUqg460ASripAeKjXpThQA4Uo6daQE4paAF/WlpKKAITjHNNJxUhzjrTCKkY0/hUeOOck1IQe1MPSmIb+Ax+dMx1A4/Mj/Gnnp0pAx5wABQMYy9uKaV44qbbxTce1CAqzW8U0ZjnjSWM/wuoI/LFZp8MaEx3NounM3XJtk/wrb2dTzShMUwKNpZ29mu2ztobdfSKML/Kp9pyc596sbQD0o2jvQBAF4x+VOVcVLtFGB2oAjxzx/KjHFP20m00AM2+tAUU8r+VAXNAEW3jvTSAtWAnrinhFPVQfqKAKeacBxVkxp0wKZ5eOnSgCPHt0pQpzxUm32owaAI8UnuakxSZGeOtAEYI7ZzQR3zUmaaV4Jwc0AA+tGKOnanKvpQAgHFAFP2n1o28UrgNAzRt45zmnbe/b60vWmAwrz0pNoqTAxRigCIAetAXBxUmKOADx0GTQAzBowB9akwOn50bcigBmKMU/B6UYoAZtFJjFSYoPNAEeOSOgo7VJijb3oAjApQOaeBSevWgBhNGPSnYowPxoAaOnNFOpe2KAGYNAFOoxQA0cUuKcopcelADcUgUds8U6l7UCGdqUA/hTsUAGgZHtOKMcY9Kf2oA9aAQwd6PpTvpSgfpQAzFLjnpTqTFADce9LjnvilxSjpQA0Dn6UduBT8Z/GjHFADBzS4pcc0UANxRj3pwpaAG49PpS0tGKAG4/Kl4zS+1KBQIaPUevFAHvTgtH4fSkAYHpSClxS+tACCjjmloA60XGgFLj0pBSimIUdKUCj5u2KUCgBy+1PHcCmrx9KcB1oAX+H/CnCm9BinD60AIWwcE8npTqTFLxQAwimfhTgcjI+o7UhqRjD1NNxxTzSGgBgAz2pMc8d6fgd6Tp6elMBvGPainbffkVDczx20RklOFGAT9aQEnHenAD1FV0uIpF/dSo7H0YfrzUyK235gM9eOaAHY7+lNxTwOKMYoQEfftQBTsUfnTANlIVxRvPQil7ZNACY9aBjkZ6UtAX0pANoz9aXyznkU7y/b9KYDQ1OJ4xShMduKAMfT+dADMUY/zipMU6gCHy8joaUQjGAKm+tLg4z+dICuIsE5UU/auOgP4VIuGXKkNmjt0NMCIsFOMAdqZ1zjHFTlQRymc+1IY/7qgUgIscZpAKfyOqd+x/yaAM889j1pgMx6YpMcU/Z1pNv1oAaBxR+FO249aXFADcY6UY9MU4DB4zilxQAzHbFA9DTwPajH+FADfrSetOI/KgAcgmhANoxT8UYoAaB1xSY45qQDtR2oAYBmk29cVJ2pdoPAxQBFjk0bakIHrnBpPpQgGbetAHFPx60mOKYDCKMcVIFJFBWkBHjilp2PWjFMBv1oxTsUmOKQCYoozWZrmu6ZoNss+s30FnCzbVaVsbj6Dv2P0piNPAx/8AWowMcdK4K5+Lngu3Bzq5kx/zyhds/pise6+OvhSHIhi1W4I6bIFX9WcUWC56nt+vFLxjk9K8Ul+PVpcTiHTdBvXduhllVcAdScZwO59Kq638XNesrI3cOj6fJbcfvI7ppAATjPQcZ79M1rChOacoq6RnKtCMlGTs2e6ZGOSPzpNygHkV8t3Pxy8USEiCLT4QemIi3/oTVk3Pxb8ZXGf+Jx5XHPlW8a/+yk1nY0ufXO9ccH+tNaZFGSR+dfGF1468UXWftGvai2fSYr/Ksm51fULkk3N/dS5/vzMf60WA+2bjWdPtuLi/tIf+ukyr/M1OLuMqCCMHofUetfChbdkn5j7nNfRnwK8Qf2t4WawnkJutPYJzzmJvu/kQw/KkB66b1R0NNN4CeMVnY/xpRSA2IJN4qfHHArOsn7ZrRXkZoAB0oxTgPSlx60bjG4FKBS49KT6AYoEHUUgHFO/Gjj14pgNHSk9adkZ60flSAQD3oFL/AFpcCgBMUAGnAcd6B7UwEFOHTvSgDvSgcUAA9qeKaBxzThQAvagUfzooAWikHel+nNAEYx260GnfhTf89KQxOeaafQ0/9aQ9+KAExx0qE5ycE1Pjjjj8KhC5JBoELEpycscH+VWQABimRrz14FSkUrDInhhk/wBZEjfVQaj+x2/aFFPsMVYoFCEQrbop43f99H/GlEY3Egt9CePyqQ5JwKUDrQA3y1wcgc0028ZBBXj8alxxR9KaAhFvEB9zH/AjR5SgfxfmTUmRyM8ijIxzSBDQi9SPyzzQQOcUnJ4HSnqnHJoGNA4xzS7R6CkeRI0LOwVR1JOBXIap8RNEsr+Kzgka9meQIfs+CqknuxOPyoC51+30HFJszknNMsLlL2zhuYgQkqBxnripucUAhu1aCFA579KJG2j3rkPG/iCPS7WSE6jDp8xQHz5hkIWyAOvU4Pele240rljxJ4ptdHYW8atdahJ/qrWIZdj6n0Fc/p2kazrmoi/1i7dZFGEtbdyIYAf72Pvtj8Pc1f8ABPh608hrlmd7h8edNJnzZCQOOeVX/ZFdxFCkSBI1VVHGAKFdhsVtMs1sbKK3TkJnJPc5q3ilHT3pcUyRtFO+tJQMYy8VEnO7n+Ij8v8A9VWO2arwcxk+rt/6EaEA/A59aac44p/Aoxx9famAwfrQOledfHTxVdeGPBbXGkXQt797iOJHCqxAJJPB46Cs/wADfGPwzd+G7Ea7rkEGrpEFuBOpQM4yM5wF5xnrTQXPVGZUXLEAUiMrjKniuNfWk1aJZ7W4iltW5RoXDKfxBwa2tM1KJVWI8Hpz60AbQHWjBxSK6N0I/A08cD2FACBfxowM9KeOnvTfwoAQDj+VLx6UjsEXLEAVWa+gXjeM/WgLk546Uq9MVTOpQjOWGB71E+r2y/ekRfqcfzoC5pHpTSMjtXKXnxB8L2Xnfate0yIxOY3V7lNysP4cZyT7fhXFeIf2gvCWlq4tDd6i46eXH5an/gT4498GnYLnsAGOBmjtXylr37TWt3ZZNC0exso+zzMZiPz2r+hridQ+Nnjq8Zi/iKW3U/w20KJj6HGf1NKwrn3HlQDkgVG00Y6uMfWvhqz+K3igAtL4w1cP2V1Ein65OB+Rrq/Cnx31WG4WLW1h1G3JwzoPJlA6ZBHyt9CB9aAProXCj7rqaeshPpXnvh7X7TXdMi1DSrnzYJB+KsOqsOoYdOa2oNUkiOGPHrQB1G7jnpSFhWdHcebHuU9aQyN6n86AL5ZT3HFNMi45IyO9ZrM/9403J55NAGkbhOueeleA/tOTC7OmrEf3lmnmkZ/hdtv/ALKDXtJ9yfavCfiurXfjPU7WYnyzBEifQoP/AGYk/jQB4qHOPyNdv8KPD2meI9dmh1iWXybeMTCCM4M2GAIJ64AOcAZx+JrhFVkLRycOh2n6jj/P1rb8Gaw+heJ9Pvwx8uOVRMOm6MnDA+vGT9cUwNv4v6rZ6F4xsYPDFtBYmxthvES9Wck8knLDbsPPIBrHPje+16OLS/sVtGbuVIHZC2SGbBxk8dff86u/E7wdqcfinV7xklexY74bggyBxtG0Z9dvT6EduMf4c+GL7WNYt2tEmiME6OXMRCqA2SxbouB75J4raniatKLhB2TMamHp1JKc1do6Xxd4L+w21xf6OZ2trZh9qtrgDzrbJwGyOGQ9mHGOeR04oDGcGvpbXJ9PbWtQlBQWdnpdwmpvwA3mD93G3GS3EhAzxuxjLV80L93B54FYq5sOPSkzk4pT0xk0D27U0Aig9Qa7X4TeIP8AhH/GNpLM5W0uD9nn/wB1ujH6NtP0rit204wcfh/LOacGwepz+VAH20P896djjJ/GvM/CPxQ8Pp4R0+TxBq8Ftfwx+XLG+S7Fcjfgc8gA/Xit5/iN4QXT4LuTxFpyRToHRWmG/B9UHzKfrjFTYLnZQNtbgnrWtAwZRk14xe/F/wAKISLbXIHPThH/AMKsWHxi8PsuDrNkDx99tv8AOiwrnsw9q4L4i/E/RPBWmieZvt908hiS2tnUsSOuT/CAOvvxWPH8WNEPP9tabgEHi5T1+tfKXjKYJr97NDcWL2txO7gW1yJV2liecc0bAfROn/tHadMC9z4evY4xjd5c6MQPXBwcfj3pfEv7Q+ixaQJfDsEl3qDOF+zXIMYRefmJyQeQOAc8181TNYfY0W1mCTMP3hSXYCPTHA/Ws1bZAxIlhOOmX/8Ar0wPfrL9pPUIwW1TQ7NACB5aSyRsw9iwK/qPau00j4++H9Utv+PPVI7sY/cLEr5Hs27AHTrivlyK4m8jyZNTuvIAx5a3JZQP908CoYrHTEk8xdUvYnzuJit1PP8AwFxQM+o7j4+eHlBWGy1WScMFMLxrG2SccZbk/hjJA7ivQNG8c6HqOkWupQ6paR29zGHUTzLGwB7EE5z6+/tzXxDJd21vK9wNQvLpsKivcQDKjJJABJGOB145z1xXR6fDrWpW+/T7iyjg/vi5iGO/Ij59OOtAH1+/xB8MwP8A6R4h0pR/18of60h+Jvg4dPEFg2f7rFs/kK+Ob3w9rk5KjVtNkPXal1g5+pHX8azJdA1CwPnX9pc3gQ5aON9ysP8AfUlgfqCKNA1PufTfG3h7UXEdlq1lM7HAXzME/gea21u0PGSP0r4v8F+HfDPi4/ZtD1TUND14DK6fqEwkiuMdo5QAQfYqT7EV2nw++JupeDfEz+F/GLTyWCTrbCW4P7yzJOFbOfmjPGewHI4OKQH1FHIjggHnvUijHSsiOTa2QwK9sdxWtGcqKAH0o6Ug5pfagBe1ApKB0oAKKUUlABj8aMGnUUgG4PPT86QL9Kf7UUWAbt4NRovJ6VKelJFSAcop1AGKDTQCHFIKO1KCMc0uoAKP5UmRSFqYClgBWdqWpx2Plq6yyzSf6uGFNztjqQOw6cnAFX88GsLw3ctqGoaxdkDy0ufssR/2Y+D/AOPFqAAajqzkldCdU7eZcoGP4DI/WlOq3qE+fot6QO8bo/6ZBrfH40jEBSSRiiwHE+JfiDZaBZGWexvvOP3YHj8svjk4Ynbx9c1yt78bbK5jit/Del3t/qMiZ8to8BD+BJbnvwPeuQ+Id5d3/jDUJ2MoSJmt4mGR8intjsSM9a7fwzYW+naPaW1tFHGfLQSFRyW9z1PP1rWnTczCdXlOS1PXdf1GYL4jfCqDvtEbbHnGcfKc55HckVT0gWKXpihmEt0qBiMcIeuM9+3P060azL515cyg/ekOPzqDwDZJf+IW3KT5twsRx1K7+f0WqxdGNOnpuzHDVZVJ67HsHw58Utrn26yFsqR6d5cazRtlHyv3ef4hjnr9a7gjis/RtJsdGsRa6Xax2tup3bEGOT3PqfetHHFc6R2jHXI+nSub8ZeH/wC27Fo42RZPR1DK3sRiuno7Ghq+g02jx7Sdcv8Aw9eLaX8bR7flGTn5Rx8ufvL19x29B6ZpGsQahGpDBXboP730/wAKNb0S01e1aG7iDA9D3X6V5pqWn6p4TufMQNcadkfMOqAev+P8qi7hvsXZS23PYR0o7VxnhnxZDeQqsj7l9epH+P8AP1rsUdZEDIQynoR3rRNNaGbVh1IaUUneiwFeRiDwfTtVSwmY2cLf3kDdPXmrV0wWJz3AJH4c1VtF2WsC/wB2NV/IYpIYt8rXNq8QYAtwM/XvWCdKvlz5bKoHTy5mGR9OgravY5JI1ETyqd3JjbH+fpWP5OoNEySTXqZ44Kt3PcLmplbqVG54f+0m01npOjW0kj/v7iSTDPuyEUDPX1f1r51ic4BB5P8AWvb/ANo23MGq6bA0s0nlWjyDfwQXbB+o+X+deOx2TiMfMpyB7VUdhSNXwx4w1zw7Jt0fUXgjZtzxlVZGx3KsMfyNeraJ8ctsaJrOlF5BhWltZMbj67W6d+N1eMi1WMn5jnjp/n39ahktPMvINu4jJJ2joegGDVkn1NafGPw3FqqWq3k7FmQCbYPJ+YA8tu6DPJxjI+tdZ4e+Kmja5HO2nmWYQMEkJTbz2x6ivi+KyDajLE3mnCBVATOTk5GPwFbmh6Zqctre3thfTW2n24HmyLceVzjOSM+hGMdzSugPtfTfFMF9cGOOF1AGSzccV8+fHe38a/8ACZ3d9pc9/Jobqnk/ZLgjZhQCCgOQchjn3rxJ/ECsD9qvdakT1EwGevrmoJp9MliWeXT9TnVjhXmu0UHH0j9D60AjorbxlqtvHNHdHUrqU/KPtFzcLsPr8rgZ/AismbX9alJP9rX8Q/utdsMe2M561nrq2nRDEGg2746efcSyfyZRWrpmu2vlsJdNsbZuNvk2Ykx/38c/1p3YaGdLq2pt/rNTu5Af+nljj681TZtQuM7rh/LzyzuxwOmc1r3fiHUBJJ9kuoYYug8u1ijOPcgY/KsmXUNRuSVkvZ50ONwJwG56Y7j9KVw0Lmn6Jf6lew2li7PK0fADhcAe7YwMEVrnwFLCC9/qmkwHoRJeqzZ/3VBNYDQypbZmkkKRt8uTnCEY6dhgdKiuLa85EcQ28YO4GgC1qFla2rskdxDcBf4k3YPvyRWeCT9xI8f7oP8AOp4bWN4ws8V+knGSm1gfoMA/hzVhNCeUZt4b64UdQIXU/jwR+ooAWS/tBpK20emql9v3G7808qe2z7oHv1rJtYw8mY2Jm385GFCjvuzwc54x+ddBZ2Ghwq39qW+seYOkUTRpn/gRBI/KmxtBDdCW1s1tYF/1cTP5rsexJ7nv0A9qAPWP2cdUuG8XXOjxsxgvbbzSpPCvGcbh7kZr6M1e0SKVEjxkgA180fAm/wBF8Pazfatq2q21nOsAt4xPJhmZiC7ADoAAAPck17VB8VfAlqxmvPEUEkg6LFFI/wCPC0WA9Ct7cw2ygjnAoIHNeX6p+0H4MgUi0XUrwjp5duUB/wC+yP5VyGp/tH2wZhp/h6Z+wM9wF/QA/wA6dhXPfeMGm++K+Xb79orxJMSLLStKgB6bhJIR/wCPAVkz/Fr4j6vFJHBF+7kUqfs1ien1OTS0Grn1NqOt6Xpqbr/UbO2xj/WTAdW2+ueTx6Z4r58+Kfjbw9L4ne5sb/7SsiKrNEhwrL8mCf8AgIPfr6V4e6SmT5ieqcc9yc/r2/wqvJA3lOWHyhME44yCePy6UAdVqFzb3WpSXFmwMU3zdOh6H+WfxqFiPT2+tY2jRuwk+ZlRRuyBzn8ePT8KcVu2HzSgUJgepaV8Yp7Kxs7HWdMN6toipFPFLtfaoKgkHgnB9QD16ilg+JWieVGsdn4kuPLYsEuL/ajZ4wxU5YccA+p615V9jds75ifwzSrYLjmRjTuKx3fiTx1Nq9jHp8Qt9O0qM5W0gJwxz1c9WOeewzz15rlWv7cMcyg8ehNUVsolP8R/GpFtYuoQZ/Gi4yU6nAOBvP4Y/rTf7UX+GJj+OKFhjA4RfyqRVA4A/lQBF/aMpyFg4/E0n2q8YcRAD6f/AF6sDrginLgelAG34Q8Iax40ZrbTjAtzbkSs1wdqqhI6YBOc4yMc9sc17J4R+Dmm6Xp6rrelWurX+4kzNM6rjPA25A6d+9Y37OHy6hq7n/nig/Nv/rV77AfMbaqkk0rDueeN8NdFuPki8L6dFnuq1eh+C3haWMfatCty3qk0if8AoLV6haQCJOeWPJqxu45zSsFzyN/gR4MOT/ZbqfRbuXH6mox8E/CsP+r0xW548yeVvzG7FevE5B4qMjiiwXPMLb4T6BCP3WmWS/8AbIH+dTyfDmyhQ/Z7Wy47eSv+FejEelMIPNFgueM6n8OtJkz9s0O3P+3GhT9Vwa5vVfhXpjxE2BaJiPlSRd657Zbh8fiSPwr6GZMg5qI2yN95BzQI+Pbz4b69a7pVEZ4wEgJl28553YOOO2Tzz0rkL3StXtJmVrFJZU6m3ysgH+7gP+Yr7nuNFtLjPmQrn1BxXP614BsdTgMUyJNHnhZ0DY9wcZB+lMZ8SR6vcW8zATTQyqcFJEBIx6g96tHxTfuy+fcsyjrtiRD17HFfR/iP4IveoRZ3My4HyxyuJkA9Bv8AmH4E153qfwD8TRFjaWltcD/pnIFP5Hj9aLiseYXGopb6vDdWE6SykqQcu3lkHuSASRjPHHpmuy8e6rb+MfEUl1bShppktrKKUjYJSi/vZ2z91enXsckDHOlYfAzxlM+w6XBbL/fuLpcfkvNekeFP2e7VYJG8S6nNNPIgQJY4jWMHrgsDnP0x9TzRdMdrHrXgeeO68PaTGl7b3UiWsSO8cobJCgEnGeeK7NBtUDB44rwC5/Zu0AsX0zVtTtH7bgjfyAP61GnwR8T2IxpXj7UYkHQFpB/JsUXFZn0IPY015FjBLkKB6nHFfP8A/wAKk8fNxJ8Q73b7SS/41FN8CdZvV/4mnjfULkHqMuf/AEJsfnRoFmd94k+NfgzRFP8AxMjfy8fJZL5nfuSQo6etedaj+0NqV4zroGhQxqDt33UhbB9wMAfrWfF+zjfF9r6/bpCoZVxAzNtPHPQZ6fjmt6w/Z30+Is15rt5KTgsI4VTPHvk9qL9g5e5xc/xj8dS3QJ1jTbQI4zGkKMDg9OhODj1B5/Gvb9L1/wAQaxYW19ayQpFPEsqrDal8AjPJZ1/lWXovwS8I6fKHlgur1h1+0SjaT9FA/ma9Rs7aG2t44LaFYoI1CoiDAAA4A+lJtjVkXKBS9zSimISkwadikHSgBCODSR0rcD6nFA4FIB2aQ0fWm5P4UALSc47U4Y7UYosA0L1pwUClopgVNVuk0/TLu8kPyQRNKf8AgIJrL8C2b2XhXTkmz58sQnmyP+Wkh3tn8WNQeP2Mnh/7CpxJqFxFaL7hnG7/AMdDV0cKhYwqjhQAPpSAdzWfrM/l2jIMbn+X8O9aNc3rF0hmkdj+7hUg/hyT/OtIRuyKjtE8/wDG94TcQ2q5xGNzfj0/QZ/Gq/h0yR2t1du7lUQ7QSSOOe9Z17Mby/kmZgPNfPJxjJ7nsMYqHW9dbSrQ6bA1jc5Xa7xSHjn3716kpRpwUWeVG9SbkuhiXkgWNiT05rqfgxa+ZqVo5HZpice2B/6FXLy2SX9h+4vbKO5YhSs9wEUKep4yc9P88V6j8JrKKG7vjB/qYI1iQnPILE5/JR6da8/G1FNxijtwcHFNs9LHSkyfSnDpSVgjrAUe1FH40ALjiobiCOeMxyqGQjBBGamooA808ReCpbOd77w+xRgctBjAJ9R6H9P1pvhvxY0MxtrtTDKvDxyZH8+n8vpXpZUHOa5fxT4TtNYTzUAhu1HySpwf/r1nyuOsS1JS0kb9jew3ke6I845U9RVvtXkVjc6voGpxWN3FI7SMFiaPJ3c9uw7cHj+vpWi30l5C/mxlHQ4J7GqjJMUo2Ld3GHtpR3KkfnTBCduBjAGKlkzsIOD0H5mnjGM/SmiSt5TelEY2hgy/pVrGe9A4H0osM+dvjr4Q1jxF42tP7M0y6uIHtFiMyxkxqwLcM2DjqP8A65pNA+AMDWED67qkq3eMyR2yAKB6Bm5JA74r6GmQMvbIqERdeg/rQgPN9E+EfhHTFO7S1vHznddt5mD7Dgf1rpI/CegwhTDo+nxmMgqVtkG3BzxgZzXRiKneUO9FguzjzoGmRXTTw6ZYpPnPmi3TeSf9rGa5z4k+F11T4dazpOk2sUM06pIiQRKu9kdWxgDkkL+PFemvZK2cVUuLJgpxg0wufn82k3FrcPBtKOGw0brnBBx0OCOnpkVd1aErZ28Xl2geNeWgd3Jyc8gnAPXgAfjX2D4x8G2HiLTrm3uraJLh0wlyIx5iN2bdjOMjkV4Be/B3xNZ3r7rCfUoc4Vra4GG/76GR9MZ7ULzA8cMbZxl2bsOP5Dk0xgyPtCEN0+YYx9Qef5V7DZfBPxnqEm1bBbCFjz9ouQBj/gOSfyrv/Cn7O1pbSJL4i1EXJBBMNsCF+hY8kfgKAsfOmg+HtR167EFlbS3D98LhVHvngDnqa9j0H4DandW8ZmvI7Xdgs/lZxn+7nkn345r6L0DwrpGhWywaZYxQoo4wP19M/rW0E4NFg0PJtC+D+gaXYNbXFiuoO+DJLcDJbBzxjoOuR055zWrc/Dzw3cKRL4esQSescfln/wAdr0YJx60oT1FFgueQXHwc8OzZ8q1u4D/0znb+TZrOuvgbp8w2wajqMA6fNtcH8gD+te37B2Ao2+3FFgueDxfs922dx191x6WS5H0y+M/hWhD8AdEjj+a/vnlPWXKgn8NuK9o2+gpwTiiwXPEx+z1ox/5i2o49Mr/8TVq3/Z68MqczXuoyf8DVf/Za9lVOM46U4Jx0oC55da/AvwXbjL2c8/8A10nb+mK1bf4Y+DrLHleG9OcjHMsQk/8AQs13u2kMYPUA0rBdnMW2haRZDFppWnW+BwYrZE/UCrL7VUqoAB9Bj+VbLWsbZyD+FVZtODA7W5FMRw0nhHw4CcaDpuDvz/o6/wAYw/buMVUvvB2gXNpNB/YumoJVC7vsycELtVhxnIHfsK7SbTpkJ2gN+tVHhdM+YpH4YoHc+RPE9oNPlkthCsTqSGVVxyDjoO3BrmyK9S+O2l/YvFHmiM+TcxCRGwQCckMM+uRnHvXndrpdzdEC2sp5ienlxM39DQG5nZ9SB+QpQRjr+QNdZZ+BPE11/wAe3h/UWHUHyCP5itqz+EXjS5HGjtED/wA9ZUX+uaLoLM86567W59qcA3TYcflXr1n8B/Fc3+vl0u3H+3OzH8gv9a2bT9nvUD/x969aRjv5MDP+pxRcLHhO1/Qf99f4Cl8t8csPfjP9a+kbP9nzTFAN3rV3Jjr5cSpn881uWfwM8Iwgef8Ab7nGPvz7c/8AfI/rRcLHymIz3Y/lilCKDgswP1xX2JafCjwVa/d0KGQjvLLI/wChatqz8HeHLMD7LoenRkf9O6n+Youw0PK/2edBlTw7c3YiKm7mGHYY+ReB19ST+Ne32lqlumFHPqe9S28UcSBI1VEUYCqMAfTFTKPSgQ0ewNLTscUuKAGYpNtS4oxQBFtFG0VLigL160AQ7PagR+1T4pQo9KAIRH1wKFQelThaUKMUAQeX6YpPK6jj8qnI9qUKPxoArGHg4HalWHBzirGKXAxQBGqelOAHtTsUCgBMewo2jPanUUAMKDFJ5YqSigBqoB/+qnY9MUvfikFAEn1pOMcU6gDFADR7k4pe1LijtSAYeWA9KeOlNXkmnU0AjcA1jagGudThhjdlWLDNhiucnoccHgfrWyxwDmsixK3N/LNE8bIpKkxurDOcDP4D2x0oA10+6MnNLSIMKBS0AFFFFAHCeKNPn1Pxho9nDqN1bGOOa7ym07CFEYIyD3c//WNdpZxNBbRxPI0rIoUyN1cjjJ+tc9pP+meONauuq2kENmpx/Ed0jf8AoSV1GKACuW13TG1G1mht5RA0p5OM8Z/z+tdNK22NiD0FZkfpnpxTUnF3RMoqSszx/wAR+GLqOVtNilSeSYAHYNvB+vQY96881bwFqGlymW+8kRyN8pjbIPt068Dive2YTavqEvUqwjH+6M/4VzfxCZP7CjjJHmNOGXtgANk/qK7Fes05nE7UrqB5DpjQw6jFBJGykOpPvg9vyr6O+GFuY9FnnYAGaYkfRRj/ABr5ws4ftHiKCMc4kG72A5P4Yr6o8IW32Xw5YRn7xiV247tyf51w1IpVbLoddLWN2bNFFFM0A0lLSfSgBc8VRvZpEuLRIjgO2G47Cpb2Uw2k0i5yq5GBk1St3aW6gzkt5e5iRyM5wM+vNAGqv3aMcc0q9KiedEZVdgCxwvvQBHPaRz43r05BHBqaKNYkCou1R2FOWlpWAY/T/gQ/nSjpSPyVHv8A404UwExQKWkxzQAhFIF9hzT6KAG4HpSY/Gn0nSgBuKay5H19qkpMcUAVXiB+lN2Ef/Wq3jrSbRQBU2Uoh9vrVrb9Pyox60AVxEKUR44qfbRigCDZ7UBOvtVgCjFAFfb7Um2rGKTA9BQBCEz/APqpwj47f4VKPqKMcUANCgUoUd6cKWgBuKTHrThQKAG4FIQCPxp+KbigCJlpuwEEHv196mph9e1AFOa0hcZaCJsdMoD+NCgqMLwPQD/CrRPBFRFfwoAjFHbIpcUAcUANpOc9akxxShcgjmgCMdKD7VIEpdooAix+RoVal2elOCjFO4DUGMVKBQBTgPekAUuOKO/WlHTigA5oA4zSj3oFADcUv407ikoABS/SgdOtFACetA9+9LRQAcdqKKKAAUtJ2ooAWigUdqACikFLQAlLRRmgApKKXNAEtFFJ3oAWk9aUdKafQUAKvSqt/ew2MJluJAiZxzVusPWJWlv7ayUgCXO4c5I//Vnvx+NAF+4uWWweUqUbbnafU9Kr+H7U2to+8Yd3LH5QAew4+gqPX5nRYIY0VzK4BDKGBGfQ+5rUtk8qFE4+VccDHSgCWiiigAqG4kaKNmVHkP8AdQAn+lTUx13qykkAjHHWgDlPh88strf3UkfF9eS3AkDAqVyEUDvnao/xrruap6VYQ6bYQWdqpWCFQiAnPHvVygBOoINePX3j2+sddvo0SGe0WZlRGXaVAOOGHPUe9exV5R4k+Hc0V+l7pLGaDzFeSBz86jdk4PcY9f1przJknbQsQx3iwNdEpHPIN3l8nIPOCfX+XSvOPFtxq2oTMxulQAYUBBx9M8/1r1mTGec5z/WvNNSi825uHX7jOSv5mvUopWaPLrN7mF8PLBbjUiGQmbIQk5PzMdp/GvqGBBHEqDooC181eDpLrTbTU9UsUhaeKfdEJgdh2c84wcc56jmvoDwlqcms+HNO1KaEwSXVukrRnPykjkfT09q8e3vyPUg/dRs0UUVZQUhpaQkDPPSgCjqxYWTKobcxABAz379P51BAVhupGZ/kijVdozx257Z4qJJnkigYs293xyMe31//AF1E2XS6KozNLMq7s7SQO/PbrQBpvdAStEu7cE37scAf5NU9xmubTe4JyzDjGevb8KjkZFa8MuRGiKhb+YGe3H5/o+MhWRcsFjgBC7u+D17d+tIC/YSSPETMPmBxn1q1nn2qlpQb7Iu/JY8tnrnJ/KruKAImb96g9Sf5GpaqzPi/tk/vBqt0IBKB70tGKYCYo7Gl5o5oASj+dFFACY96KUdaKAE+tAxnmlpMUAHGOtHGKWkxQAADFIOlOpP8aAE7UtFAzg0AJig0tFACc0lL3oFACe9KKWkoABSUv5UnPagA7UYo+ppKAGkcUwjrxmpTzSf5+tAEWKbipSOKaBigCPH60m0VLim445oAbgDpQKcFoxQA0DjpS4pwHFFADcU4Yx2pR39qUUAJS49ATS9val4oAQYxxQM+lLn0pKAF5weaPagDH1ooAOlFJzSj3oAPYUo/Wk7GkoAdn+VJ2oB4pB9cUAKP1paTP50CgAHTmlpPz4oz696AF/lRSD60dqAFopKDQAtFJnij+lAC0lJnnigHjtQBYo6iigUAFIOtHrQtAATisOxEFxrNxdKH3hdpy429sEAc9M9enStt1yCAcHtVaztFtlYAk7jmgCg6wXerR+ahLQsdh3cE454xjOTjrWyoxnmqlpZpBcTShizytuOccew/KrlABRRRQAUUUUAFFFFABSEZFLRQBj6nocF4kmHeF3H3kx/WvJvG2kaho4dPsjG3PAukyVwe3qD9fwya9xpkkaSIyuqsrDBBGQRVxqzirJmcqMJO7R5j8LtDtp9OY3VrHJEqjasqZG4nPTv0FenRoEUKoAAAAA7CiOJIkCxoqKOgUYFPrKKsaBRRRVAFV7w4t5RzyuPz4qxTWRWB3AGgDItoiZLUuUCohLAYAJzx+A/+v60kEIFvCqTRf6zJK98nkfXr6GtcRoOigcYpdijoMUgMdolaO7G8kvJ/CpyD1xwOeMf41I9ufNuCHfLKEH7tuPp/hWrgUYA5pgQ2kflQIgJIVQBnrxU9AFFAGfKAdXthnpG5/UD/ABrQPSqohJ1Ay4+UR7R9cmrVCAB0ooooAKKKKAEoo7UUAFHaigUAFFH1o/WgAB7UUf5+tA9xQAUUmaWgBO9FFJQAtIKTNKPpQAcc80CjNJQAtJRS0AJRQOtFABSdsY+lLmkoAKTNGfWjtQAnvSgZoooAaRR2p3+TSDpn15oATFJj3pe/ajtQAgHr1o9qU9P/AK1H0oATGKPejIOSOxxR2xQAvbij24pB0oHWgBwHH0o+ooHSk7cnigBaSloz6daAAUnGTzS5oyMHpQAZ46dqQdOMUetJQA72IpuPXpSjpR9aAG9uOlO+lIfY8UUAA7+9KPWk9/XpSUAOB60c02lHvQA6k9f0pO1JQA7PFGeOabnijtQAveikoyaALVFFFACetA6c0tFABRRRQAUUUUAFFFFABRQKSgBaKB9KKACiiigAooooAKKKKACiijNABRRRmgA7UYozRmgBB3pe1JS9qAAYopB0oFAC0UlFAC0UlGeKAFopO9FACijimg4FKCO1ABx+NJgUtJQAUUcUUAGeKKQGlBH1oAPyooooAT1oHSjNJQAUUHFHtQAe9L2pBRmgAooFFACUUCjPFABSUtHFACUuPSgdaKAEoFFIKAFxzxSD0oooAU9Pem4646Up5oFACetHeik+tAC0djRng+1JnigA/wAKOxo570UAJz3pe1GaSgBexpP5DpR27UUAA96Uc0lHrQAdvagcUmO/egUALn0ozxSfhQOlAC0Ugoz1oAX2pBQKSgBTRSfjQaAHA9xSd6TNJmgB2aM+lJmk9qAHZpM0UlAF2iiigAooooAKKKKACiiigAooooAKKKKADmmO20ZwTz2p/NAoAQdKWiigAoHSigUAIKWiigAooooASilpKAFxRRQaAD1pPrTWXIIOad2xQAUUn0oyfSgB3akFAooAKKKO1ABSY4PFBpR0oAB3opv0petAC0lFL2oAO2abjvSiigBvbilA+tHakzigBaOcUA5o+tAAOaSl47UuRQA09P8A69JTu1Bx3oAPWmil4pKAFpP5UAijPuaAF7UlHb+VIPegBaT8qPWjsaACjtxRSD8aACgUA0UAJnqKM8dKKBjGOlAC5NHNN9+9HPrQAvbik/lR/npRQAetJS0lABSD0/Kg0lAC9qBRQKAFHcU2lpB0oAWkopPUigBe1ApKKAF7mik6dOtJn0oAdn0pKQH/AOtRxzj0oAXJozxSUUALk9qTNFFABnilBPakFLQACk570nagUALmlpKOcUAXqKKKACiiigAooooAKKKKACiiigAooooAKKKKACgUUYoAKSloxQAnalHejFJQAvrSUUUAFFBpPzoAXtRRR+NAB2IopoPJHelHQnnrQAUo6Un40nrQAv0pab2560tAB6ilpvvS5oAU0ntRRQAfgKKKSgBaM/SkpKAQtGaKb3yelAx2RSUf/qo9hQIKX8KaD1zQOlAC0etJRQAvbrSdqSlFABmkz9KWkPQ8UAA5opB7Gj15FAC5pKMccYooABzR+NJng+tHagBTSYpBR/UUAL680gNHrzSZx3zQAtID7UfSigBc0n4fpSGkz15oAd2optFAC5ozTfpRz60AOJpKSkzQA7gUlFJmgBc/Wj60mTSZ9aAHZozwfem8Uc+lABS02loAWk980UlAB3paSl96AFopM0fSgBfWikzSeuTQA6kpPxooAXtigUgxilFABS8+lNBoPSgDQooooAKKKO1ABRSCl/OgAoo/Oj2oAKKPWjNABRRmgUAFFFGaACik45oFAC0UGk7EUAHailpKACgfpRQP60AA6UUUUAHako/GigBB/SloHtR70ABpMjnml/nTFPLYzwe9AD+1FJ0/CloAa7bR0LduO1KKOfSjPFABxRmge1JQAHFH40najNAC0Umf8KTPGKB2F+hoozRmgAoNJnjpRQAp9qT69KAe1IKAFHvRRn1pD3oEL60h6/hRmigBaQHsOlJRmgBSaTdzSUmOc55NAC54+lLnNN+lBNABx7UfWikzQAufQUUmabmgB9IaTmkoAWjJpKKADrRxSA0etAC0hozxSGgBaSlzTaAHCim80vqaADPFGfzpKKAF7HmgUgozQAppPUUCk70ALx1NGaSjH50AKOuaSl//AF0UAFH0pPalFACDpS9qT64xQOlAC0ZozSZoAPpRRmkoAWj6UmfpQKAFFL9aaKKANLmjmiigBKKWkoAKKBS+tACGijHWigAo/EUCgUAFFFAoAUdOaMUnc0UAHrQOnej+tFABRSCigBaDSUUAKKSigUDsH40UUUCDNFFIOlAxaKT6UGgQfWk4wcelFFAC9qSig0AHPWjmkooAXNJS44pKBhSUUUAFHFJ/Wl7cYoAPoaKTvn8KPWgQHof1pF70fjR+NAxe9AORTc0UCHfWm0vbik/pQMXmm0vakFAgopfwpooAWjtxSUuKADNIaMcUc0AJnFFLjk0goAKO9FJQAUUUdqACikooAWkz/nFFGKAE7UClpPWgA4o7UU0dSaYC0Uq9KQ9aQCCl4ozSUwFpKB/KigA/GjsaT6UCgBe1GfSkB/CigAo/Gk7ml+lABmkBPbFFA6UAKOnWko7YJ6UnuKAHc8+9IKSigBTQOnFBxjrSZ9zQAUopo7UCgB2cUZpM0lAGqKKMUUgCkoo/WgA70UUdjQAuaSgd6KAAUUUUAA56GlxSUo6UAJ9aAR2oFFABRilHSkoAB36UUlLkUAJxSUopaAE/Ck/Clpe1Axv4UdzxS0goAOlLSe3fvQKAD1pBTuxptAC0nNFFABSY9KWigAxSfTmlpv5UALR9OaFooAMevek47UCjvQAdqSlpuDj2FADhSUDjoaUde1ABjjnpSYHajtRmgQBevGfSkxx7UuT/AJ70dqAGmk//AFU7mmmgApR9ab2oHFMB3rSUlJnigBaM0h6Uc0ALmjNNo/woAdmk+n0ptLQAciikoH4UAApelN+nPNLz60AHrRSc0vpRYApM0GkB5oAUUfSk7UHpxQAdD2oozSUAHal9aSigAopKKACjtRSZ4oAX69aTNJR60AKKKSigApc8U2l/GgAopBRQAvajNJ/WigBfyo5pKTNAC5ozQOaSgBe1FJQPSgBc0cU0dTzS0Aa1FFFIBKKO9LigBKUdKKQHigAoP40UmfSgA/GgfjRmjtQAHn6UtJS5oAB6UppBSfl+VAC0lL2pKAQUcUUGgYCiiigAAopKOKBC0nelpOeaAFopB0pD9KAFpB0NJntS+vNABRQKKAE4xRS9vek70AKOhzRSdjRQAopD6UGkoAUfT86OaTnGaM8dDQAUgxjpijNIPSgBfc9aTPBo7UlMBaD7mm0e2aAF/Pmko59qBQAUZ5pOKPrQAUh56UtApgJjg0mDinUlIBKKWj8KAEooo/CgApPb06UvrR2oASiij+nWgAopPejvQAUlFGaAFpPWk5ozQAvGO9J9M0exooASjtS8d6b2oAUe9LxzTRRmgBe1IaM0UAGfWkpOxooAWkpc031oAWjOKOKKAEzRRRn160AFFJS5z0/nQAoxijIwaSigAopM9aTPtQAv0o455pM00e9AD+KTNJnikz+dADs0ZpufSjNAG1RRRSAMUUUdqAA0lKKSgAxR+NHakFABSZ96WigBB70optFAx1H0pO1HPrQIWl7U0nHUUA5FACiiiigAFFFFACGj6Ud+aKAAcdaKSigBR0waSjGKXFACZOTil9fSkpfqaAE78GkyaU0lABzikzQehpKAFzRRSDpTAUe9JxmjtQO9AB2x6daTNKaQ8GgBM0vHY03vRz60AP46UmOvc00U4UANHSlpBQOaaAKTmjuc0lADqKQUUAFA+tFIKAFyfWkHTrSdz9KWgANJ78UppKQBR+NFJQAfjRmk9aO1AC0nekooAOeaO9HakoABRRSD+fSgAzRxRRQAZoz70naigAz70dqPeg9/rQAg6UD8KDSUAHal5pPWkHvQA7t+tNpfWkoAKKT3oPFAC0gzSUZoAXPFGabR2oAXNJnNJRTAXPbFH0pAeKTNIB2cUmTSe9JxigB1JmkozQAtJQelAoAUUlJRQB//2Q==)
Package Included:
1 Set of Foam Cutting Machine
1 X Power Cable
1 X Cutting Wire
Installation:
1.Install the Pillar, Tighten the Screw.
2.Install the Demension Ruler.
3.Release the Wire, Make the Wire Pass Through the Hole.
4.and Then Pass Through the Board Hole, and Let It Buckle in the Spring.
5.Turn on the Power Switch.
Note:
-Heating Wire Temperature Can Be Adjustable, Cutting Different Density and Material Need to Adjust the Appropriate Temperature Cutting.
-Usually, the Electric Wire Is Not Red or Slightly Red Is Suitable. It Can Not Be Cut If the Wire Is Very Red.
-When Cutting, the Wire Temperature Is Very High, Should Keep Away from Flammable and Explosive Materials.
-It Is Recommended to Wear Work Glove When Cutting.
-When Complete Cutting, Please Cut off the Power in Time.
-Some Material May Have a Smell When Cutting, It Is Recommended to Cut in the Ventilation Environment.
Specification:
Product Name: Foam Cutting Machine
Color: Black
Material: Fireproof Density Board + Alloy
Size: 78x38x7cm
Max. Cutting Height: 20cm
Voltage: Ac 110v
Power: 30w
The Wire Coil Diameter:
Temperature Adjustable: 50-300℃
Application: Cutting Foam, Sponge, Pearl Cotton, Kt Board, Etc.