{ "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 146, "name": "Circuit automobile", "type": "Feature Layer", "description": "

Points d'interêts (POI) sur le territoire de Nîmes Métropole.<\/SPAN><\/P>

Couche de Points représentants les différents points d'Intérêts sur le territoire de Nîmes Métropole, classée par Thèmes (Catégories) et sous-thèmes (sous-catégories) et Description :<\/SPAN><\/P>

Thèmes :<\/SPAN><\/P>

- ADMINISTRATIF<\/SPAN><\/P>

- AMENAGEMENT<\/SPAN><\/P>

- CULTURE<\/SPAN><\/P>

- DIVERS<\/SPAN><\/P>

- ENFANCE/JEUNESSE<\/SPAN><\/P>

- ENSEIGNEMENT<\/SPAN><\/P>

- ENVIRONNEMENT<\/SPAN><\/P>

- SANTE<\/SPAN><\/P>

- SECURITE<\/SPAN><\/P>

- SOCIAL<\/SPAN><\/P>

- SPORTS ET LOISIRS*<\/SPAN><\/P>

- TOURISME/ANIMATION<\/SPAN><\/P>

- TRANSPORTS<\/SPAN><\/P>

Exemple : \"Aire de Jeux \"<\/SPAN><\/P>

<\/P>

Thème : Sports et Loisirs<\/SPAN><\/P>

Sous-Thèmes : Loisirs<\/SPAN><\/P>

Description : Aire de Jeux<\/SPAN><\/P>

<\/P>

Des valeurs conditionelles ont été mises en place avec différents domaines, et sous Types. <\/SPAN><\/P>

Origine de la Donnée et mise à jour : Géoservices et Données Métropolitaines - Nîmes Métropole / Mars 2020<\/SPAN><\/P><\/DIV><\/DIV><\/DIV>", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -35597500, "falseY": -23641900, "xyUnits": 1.24074650523328E8, "falseZ": 0, "zUnits": 1, "falseM": 0, "mUnits": 1 }, "copyrightText": "Direction Numérique - Géoservices et Données Métropolitaines - Nîmes Métropole / Mars 2020", "parentLayer": { "id": 139, "name": "Tourisme et animation" }, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "efe595fc412ca579b116c8aadcfb496b", "imageData": 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Tk3MhjrF7bvGn5cNp2+u0siYLFUIjUfr000+H4VPHjiZe6G+2Xb6h7xblG/7iKNfosMhRL9U/la5xFceYrygq0cYprk69IoRG7lCh07a70bRZvqFGBR9//PE3CtYp32h0jvrZaG7EMeZIuTL6P+WDdcxBGaivvPIK3zwIhsRQfU7bric0NFm+oQXBF198MTwJRC5nUviY8g035+2YparmJvtL13gVYczPLS6WD5dcbjbVLNIgHELQduh0GnWXb2gBYBYDv/vd74aT907vn/INe1QCo+QtB7e9kHMiTs6hVKcQqhIDaBAOocQhhtDpNOpIetF7vXbtWvH+++8Pn9/WIZOIY4fmKo+DjbMt38jSMZZu8XT58FPb67Ra9cj2AniM9tCaqE30IVT5ht6jHLFCpXIvcqM+z0X5hh0aKzWLdxj3+dI13i5d41puY5ZrPNB6JeS58gJ4jBJJUnE+ep1aELpESZRIo7MhHU9+2PE1wexo7tLn4BBS1Vy5jGPsvls8Xz6csr3u+9//Pl9G8MLsJ2pPLRVsyzf0HpVIo8xStXerwxFTvmGPFjbVQ6FnZG/pGudK17iS03jNZSaKSkH+f4VlP1SFk86cOcO3C7wmc4VOmy7YD4Xu/+0ScUy4tKn9Uk30ek3s99uhvV2Hxcr98ucvl5aW7ucyTrkl3/y0cGgSTs0i+CAx1ISUqiiKaaFfs1eq99dkEpEWGiTi2OM4l+0tHHIyUiabUOrILf5DYXkAsWd7JcgcU5KQenF6tXxD70vhUoWF20ogonzDnmpXIQsWcjrQOCfH+AvcIjSJkmwkHl3p2CKHJkGUO9T7isEB4xobdY3ZlG9k4RhLtzhfOGRWvfzyy8MfAFuMm6qu1lMWSZVv6OSLmN4D5Rv2aF9WnY0cFjbmzMbO7zXm4hgpz4BGkGiogL2636YF1nvvvUcmZU2ukT6qdng0KsnCNXZeGEdu8bTtdeqHSsYb2IqiElFUv1cVRYWvdD8Rmq/HNapeEuwW/prjHDg9mlMRxhzd4sLCAt8emBlzMkY1PKWV+bgYKpzqOCHBNmg/N+YuQjGiOQ7XmKEwjjJRrYv5cYsQQhQliJNE8LXXXuP+qsGtq44SGnGNp7p+LFXXHaN13aJW9LhFmBWFTSWK43tcmnB0iPW0xC39d4kjhEX7uqHbz+EaJ9L5usbOCuNoRfMT2+tYzYPNRKxEm6oovvvuuzu2D9RKva4jnXIG12jvGh2TDH/SZdfYZcd42sUtUp4Bs2BqFKv3j0Rx1tMoSMQJjxxjrMd4xYrmPIdF2t7CIakRYWwfa7dICBVmQYJYLSyXGKocw+aIJpVuUL5Rj2ukfKORue8nXR2PTgrj6LzFeduQAm4RZhHFqiORuMkpuoTgY3eNEvrUTpWhfMPNNTrcv/OjuRZh7KpbJBMVtkMO5MMPP5xYuO8qikIhrBh78Zq9J7lgJRL5HlbcNJRv2H/ejhmqnXSNnRPGcgWzqMiA7U1BGBW2E8VJ5RimcN8Xj3qyWpADliCOT5SpdYGifKOx+3BhNOcijJHztw2FESADJIZyipNqFEOFQWNpP2hehxxwNRlDYplaSJXyDfvP33E76W+7NhadEsZR+vBpl5USwCRRlFOshuQkiKH3o/V8bYYrJ7nEKin2DsY1NjIXnu5a6UbXHKN10aljqjJ0HLmNSYX7Eo+6krTaEJ7tXGKVWPdDt4PyDTs8StY6VfDfNWG0tvS4RZgkitVzFE3hfp2urulwpd6L3pNN0kVs+6GzukbKN2qfEzsVTu3MeYyllVdP1LO2E9Grr77KNwGemESn1Sg2EVnYv39/I6UGcn4nT54s9uzZY3Xd7t27i29/+9vDcxlTQaKo103N6Gzonrhz545tVu/eXq/3+36//wccY+Ju8dixY3wL4DFyiaurqxNdVVMuqe5wpenO49OrNcXtB8o3GpkbO+MaOyGMLqdoUNAP445iu8OFmw4dKpRVh/AoTBvqsOTU2tlRvmG/+HG47ztz6kZXHONp2ws4Ew/MhLnd4cJtEPr0DXNAsgr1Q4l8iu3sKN9oZI483YX33hVhJIwK1kw7R1G0HSqUMIcQHhMKriM6kmITdFxj7XNkJ8KpyQtjad2VQmWVRqWQEiUaiOI0URTak2o7k9HXNZp2dXVl0uo7lFrkhfINu8/XIUt6YTQnI4ypucXDhw9z12fMpBrFKvpv1ezUppFjdHF6JnSqn7r3R1M8v5TyjdrnyuRdYxeEkaQbmBlzjuIsE6MEdJqjbArbon+TddrUPR56P7QJOH3DLurgkoSDMLbIyLLP21yTWr9HCMekcxR3om3XaONsTFu3plvLKZxK+UZ3cZgz51MPp6buGOl0AzOJy6RyjFnQnlQ1Y7UpTAPzWSevJustq8SeiKNxGRdvyjdqnzOTDqfuTvwzs7Ls+mKkdq4c+Ividkk2s7rGpiMNJjloVsfY9j6fKd+IqRzCHLKsfTL9rrF8//33H4+pFkrKvKQjzs7jqLnT0mFrbj6X6ntOtiXcyKr/nc01CvnwJcgH47h8Q2aaSOfm5hq7d2xF0VzT9vFpGp829+703ufn54dtHt9+++3H33fT9m5SO7sHDx6QczADDx8+tF30qEXc1X6/v5Hi+005lErtIkxF4U9bcdmOpso35GIk5i5/S3uobdJG+YZJplPzgrNnzw4ft1sgVNvZUb5R69yZbDg1ZWG0CqOacAB0H0102lMMKWRNlG+YUz1caXM/1NBE+UZVDLW/aRPqru6HUr4x26LHYRsq2ezUJEOpLmFUhVcOHDjAHd5xJCx1JVUoXKkJ2PZEiiZE0bCxsdFq0b3Clbt27Spu374d/Lk19voe61QQ/b5v3z7nSX789AhO35iN//7v/7b9XJMNp6bqGE+5fKmgu5gkm7rDYnW4RgliqDCoJvu2sy1Dlm/IpaiWczxMGoKqa6R8o7Y5NEnXmKow/pXtl4swancxySpNZESG3pOSIIYW8xja2flkf5tQqWoy9SOhDR2ere6HUr4x25g5fK5/leJ7TS6UOjrW5JLNNS+99FJx6NAh7uwOIqG6evVqo6v9u3fvDiduhd9iE0Xx6NGjYnNzs5UoiT4H7e+6hFI16b7++uvFiRMniqNHj9YSsh5Hh0Jfv359OF5mgaVwKovo6dy7d28YrrcZ5l6vd7nf7/8Zx1gv1tacbNRuImcUMvPUZvL3KUtoIuzbRjs7fR7KqLV17qbZudxhkyUnk9rZ4RprmUuTC6emKIxvNmD/IWIkLC7t3UKLgItLNaLYRNi3qfEx9aL6e7aLlOPHjw/3+9pKfKnuh1K+sbOrd3DUb6b2PjvvGMk06xYSoyaSbGYROFt3EaILjw1NlG9oDCSKru9Jn2Pb+6GUb9jhMKfiGOtkVKax1+YajpjqDprkfSbh0NicCL/T+Y+puUYtUPRZrK6uej9P2yddmHZ2Mb2mmHGYU/em1lQ8Nce42MDqBiJEE3zoov1QjilWUTSTfOh9M7OXGOr9xFAqQflG7XPqYkrvMTVhfNP2A0ztEFX4pqhoEtZEFSM77Um59D0NTajyDXNKicte4k7P2/bxXpRvzI7mVAdxTGqfsdOOEbeYNibrNJbQ6XaucZJQSDTbFsVQwqP3opMp6tqz1PO2fTJHtZ2dTagc14hjbAWX/cWDBw9yByeISbAJ7UzqfL3VPSlNqjGI4vjrcV1gSPibeC9tu0bKN2qdW5PaZ0zJMS7a3uQ4xjRdokstXAyv2+xJhep72rbwSAhDJNjMioS77Wxjyjdqc4xJucaUhNEqRk3tIi6xSUy4MlZRNJP8rKFQEzptI4uW8o3OimMy+4wpCeNCzR8atCQomng0Cae+nyPRiVUUbVxjU6HTafcD5RudFUZCqSG5ePHifPkwb3MN+4vxI3clQWwqVAfbl2+YrNO2Pw/9fco34sdhjp0fzeUIYxtuEccYNyZMJ3dFiKp5Jk3ypqyk7YOObZxtnVC+Udscm4Rr7KQwIorxCqImX/1UJ2YlS+ncvZ/85Cd8fjVTneQlhrGVxVC+0VlxRBgDQuJNwpijiKY1z9aJCmfOnHm8QpdAQr2YSV4CGWNHoRhcI+Ubtcy1SSTg7E5k/K1WGewvxiOImkimpbtrtamJp7rq1JdNYkmafL3EKogGU76he6EttFhT4o2JcJjyjTZfU0xorrXsSpWEY4xeGEebtVaF/TjGuAVR+zcSxO0mF7lGhdPYg6yPFMZWrlEHLjfZ2lH3rwTwzp07w9+rYX/d202/pg45RhX6zy8tLQ0Qxgbdom5WTuBub6LV6npab059NlqBV8NT0z5H/VsyVrmndE/Ncs/4OFMjhHrcacFgyjfqfE2poLlW31XLRZbmdISxSWHELbbnEKc5PCNyCwsLVqtsTTxynaTJ540WRzo5PtSCV/eo7lUjhC73lxZ/IV9T6q7RMilJc/oVhNGP79r8YzIamxfEaSFTV0EcRyFV7YVB3iik+s4773i7wvX19SDZtyazt1rvmCOacy2F8buxv6fOOcZnnnmGWaRmzASznSBq/7Ca7u6C9nIcvnjQMUz5hs3CVwKo+1TX1hF10P0v15j7Ytxhzp1HGP2xGkRCqfWhiUATzTSRCuEQp7lGNbOOFdOwPpbi+C67xvfee69VMawi15i7MDrMudFnpkYtjC7HlCCMYdHkoolmu8Nu6xLE8c801vINvTaF+LTXpG4+7IfWh0RP9+F4Rxqh+9Is2ppuUkD5htucq7l9aWkp2ga0sTtG3GILmOSEW7dubeuCZim7COkaYyvf0P327rvvPl4MsB9aP3Jout805juF9Jt8TbmXb+i7YLko0dyOMDpiXaoB7oyL4XYCNK0wv05iK9/QRKjEi/F7jv3QZhZt5uSPWNw55RtOc2/UmamxC+Mhm39MRqqbM1Ta+ixuTA5RDqmtFPVYyjfkWKZlI8a+H9oFYurpasi9fMNhQXgo5vfTqVAqGak7YwqZJYS2E4yEs21X3na4Un+/usc1Tgrt7PT6XOv3YPp3I+fyja5lpnYqlBrLak2T4t27dx8Lj1ZTba0mx7t6+GZNmi9/m02+2wpXmtM/ZtlPlbONtZ2dcbu6R2M/VDk1ci7fcJjbos5MjV0Yk+qRKhHSZFN1YprEtTcmp1G3qNi2t7JFISNln7a5CGk6XClRVAh51vvLnOUXWzs7CaIRdj1uV3oDbuRavuEwH+yN+f3sivWFjUo1ztpc8/rrr7f2ehWW+ud//udtw1MbGxvFgwcPhq4nFJrY5E6++OKL4pNPPhkmAdy+fbu4d+9e8ejRo1req9xwm+npe/bsGY5jE3tNEkPVztl+8XXdzZs3o3GN46I4PplJHCHsPKBxzS1DXotH2yO5er3e1X6/v4Fj7LBbnPUIH4Vbnn/++W33qaah55cQSpj02NZq3/ztNlfGTZRvTMo8tZkoFFKNIVw5SRSFPj+O96rHNeZYvuFQshGta4xZGOdtJ6K2sE1kGa/F2k4E9ZwKiepRPzElS2jC1+HCba5Q6wxXHj9+3Dv9PoZw5TRRNMS8H5qya8yxfMNhDp6P9b10Rhjb3POSeNk6P7W3qmawaeWuOsLYRHDal39SF5ImqaN8wybJZtbX2JYw7iSK5nvD8V7hybF8w+G9RiuMT2X8oQTDZa9LE3r1OollUz0eQyDn27bTCJnMZOo0Q+6fmnBljKJoaDuZqouYDO6c6NI9FLMwvmnzj7/1rW8ld0NICMdp032l+uU35RshBExJNnXsVYc4ZaQuURx3ybGiz/js2bNBk9aaQIvfnLJ+HebgN2N9L51xjG0m3yiZxgWTUTo+gaa26lLIqG2H6zupa0Ey3vO0joVTU4seW1EMvcAIiT4PNWjXjxHv1BJacnKNXcrEjVkY96YyiD4r2aprjHnlPo22My9NtxnXibeJMa87XGnei0/YNqZ7T98pJXeNf7eaXGCEwpy+AQhjsLnEdlXeFvrbrqttua3xVWWMK/dZvvxth4wOHz5sLaZyiU2F50z5Rl3PHeK9uC4w6nSJkxYYKbrGHLJ+HT6XRYSxAXFqE5/VdvWsQ1zj7JgMX5v+qZr8bTrZhEJ/N/Six7Yrzyz3cVvCo7GpusRJ7ze174cp3+g6hFIh6GrbTO7jz5VayMiUbzSJQlQ6HNjm72pcXYv2QxDSNYYWRfOcbdx7ErtZ93n1PUttEo5hLx4SF8aLFy/OpziYPqvtavlG05mMIWgqZKSwrXqlyqXa/r22Q1qhyjfqEMXxe6+pCIxpuWcrxqm5xhzLN1Ke62N1jFaDFcuenO9qe9w11rknleqXXytuHVKrH9c+qTGk0PsueuoUxSaFxyekre885Rvx4TAXI4w54LParpZvSGQp39gSRLlDhU1DTCxtr9x9siubEEVRZxKY3oPC2b4h7RT34nGNaYAwRrbarpZvpHjwafU9+DpQhU1DprzHkELvUr7RlCjWKTwmGzhEOFnjp562KUH5BsKYLT6r7Wr5hp4ntfINuV4fZ2cEUQ5RPTzr2BdsO4XeNlTetCgaEQtZvqHvRej3QPkG5CSMe1Mf2JDlG7m4xiYEcXwB0nYK/ayi04Yojt/HIYRHzm5abaLvAoPyjaSJcq6PVRitivtjTN0OWb6RYscPJcfMGjJqUhCrC5C2Uuj1HmetvdTCqK173DehzBTs15lIRvlGXPNenXN97sJo/eWL1TXmXL4hcd9O5NoSxOrfb0MUlVk7nmi1079vE9eEsia7C1G+wVyMMCZ0k+RevjEpZGSyTH/5y1+2IojVBUiTKfRGFG3KTXZaYDSBbThf++JNhn9TLd9wLTsChDFpQpdvpBYykvCZkJHej8KHcogxZeY1tXLXJKgMW9vJcNoCo0kkPLPex6Y+sWn3kIpr1HdY46l9V5Jw4mQ3Q9DMF9aml2fVLYyvhPVcchwpoderSTLW1bFJoa+zgbbeu8bBdSLUAqPNE+Hl8GfZE9P92dZ+uCnf0Fi1je53CaB+nnnmmeGjXh8HQiOMMMKUb7iE7Ez5hgmjmpDRrPtTMZBCkoHGWONah8vRZ+XSvm7SIkmJLE2jRJFZHX7bE7/KN6pZ3U2JoL6bOpvViCAgjDDDSlphNNeJabxeS8+VkjCmIt4KV4bex5WghDp5xNSHNlnXqtdvU3pTjXC04dT0/ajztBfjBA8ePGgVYoZ0YI+xIUKXb6TW8SMFQqfQy4WGnqBDdRWqS9TbOGWlSujyDVMuJbd+9uzZYdNzJSPp7yCKCCMEcI2hyjdS7PgROyFT6CUodex12dSHtuV0Y+js4puII2HVc+h8SP3o97pC7YAwZk3o8o0UmyjHjm8KvQQhdG/XSfdBncLjG/6NoUbPpXxD7s+IoTkKC0eIMEIDhCzfSLHjRwq4hitN5mnd2bd1lm+E2hNVOLXtLORZF46mvESCiBgCwhj5F3aWSRvXGJ7qAiQmURwXntDZviEThXwWGKEWD9v9fUVctE8vMdR+YWqN+iFPYbxvOymlROjTN1Lr+NE11yhBUfi0yX210OHK0KLousAIgf6mmkhM+tvjgugTvYFgc/EAYZydNdtJIjV8Tsyo1mnF4ho16Sgspey9FE8E2W4Bsp2A1lkasJOYhWhnZ+os215ghFgsqJGGfqpzQlUQSaKp7zPogjBSx9gSJgXcJbXdhImM+LTZ8UN7nHKshw8f/sZ+5927d1tP3fehWj86aRJuss/qJCTePmFArfDrFPZqg4o6XeK0JgparIU6PgvyAGFsEU0WWvW7OF5dp0nbiFFTHT8kwpqIJYR63G6y8Xl/sax+xxcgVTGJIYTv087Ot01diAVGiM9IwjtpAabvRptHdgHCCA6YEzNcw026Ttl05rnq6PhhhNCly4fv+4uB6gIkVHu30K7RtsauKVHcboHhy7QFirnvUjvDFBDG4F+QVNGXV6n3LhmGJrnBJN/INei5fMZjvOdjiHZXPu8vFswCRI8xhoZt29k1KYrTFhghXOikRgK6ZyXAJNUwF/uwK8YX1e/3B71e7/ys//7Ro0dJt0jTZLG+vu507cbGxhMr4+eee27m59LKen5+vnjppZeGk+qbb745fK5Dhw4NX1Oo0JfP+4tFeG7duhV1f1pNSEePHt3xM2tDFA337t3zPsFEr/vTTz8tfve73w2/9+MoYnLixAn2Elvks88+s/r3S0tLZ3CMMBGtcus+faPNEwB83h8r4dkFQ/fBduHKNkVxUoTD5TOYFDplLxFC05kC/9QP/PQt3xgPVU4q31AoUD8SUE1MTYeaUi/fSIHtyjfaFkWD636z3tukBgqmaw2iyBycizAOurSi3wlTvuHjFsafqxpabrt3pV5TnQcBw/TPWfdHDKI4HuGwFdNJCU9abOmH0GkcdKW4v1PC2AV8Co93On3DnOXXJtSS1Y8p34hRFMcjHLO8HvPaqwlPWmSpyTcLreRBGJtYiaaOSTN3ZafTN9oum/A9XQRmd40SFSMssUVTdupjatyHXnt1MaeQqUSR0ClzMI5xBh48eNCJD8Snu3/VLWhFPd4VRZNN2+UG9KdsZoKSOMYoitMiHNX7eNp+okSRqEOcOMzBa7G+l5iF8XauN5hPokq1tqvqQLtwiCzsTAzHPtlEOMYFc1Lo1+wnQqf4E8Joj9UJGymXAlQx5Q2ubmH8rD49z/heTAyHyPqcLgLdoXr6hu7LaucmuUM1pWc/MY3Ps845HmGM3GbH7hqr5RvVpJ46zvJr8v1BdzCuUYJYbYKve1alGByr1lkIpUa4Woma0OUb1edq66ikEO+vSefOfla9aIF2+fLlJ/bGBUk2zMEI4wSWlpZWcr/RfMs3xm9UlW+MJ73ov7V9I8d6Lp7GSeE7uRU9QrNIDDX2JGl1m5jn+Ke6NNBdc42+5RvjrnHSc7XtGn3fXx2oMYKcignf+ez3gj0ad4kiTp25F2GcjtWKokstiQx1lm8ojNV2+YbP+ws9IU873Z390GbQ/SmHjiimh8PcuxLz++mUY9SJ8V2k6+UbbQqPCdtpQp4m0Cnsh3ZBFFmAZDX33o/5/cQujL+2+cdd6rwwTtfLN9oIV0rsNBErbDrL3451PxRRhBhwmHt/jzC6c7/mDycL10j5xtfofWsfUWFTm9q4GPdDEUVIWBgHCKM7VnUuXdsArjocyjfCCKKrwMWyH4ooQmw4zL0IY1PC2HXXSPmGvyD6Pn/sE7n2TFMoiEcUs3aLTnM7wjhiaWlJoVTCqWOTfNfLN0K1/gotiIaYyzdMIlHsZxQiitkL4/3R3I4wNuUa79y50+mbsIvlG3pdEu0PP/zQ++/XJYixu0Yjinq/MR/vhSh2D4c5N/p2n7sTEcbFWf9x7CcKhJqYdQKBq2tUqM0IhsRjPISq/67Jq07Hoc9If1NfKD2GKBfRYkHh4bpfu/lbEp62a0DHXWy1/k+fqxZBMUVQEMVu4jDnIowBuF3zh5QcJpznsidoyjdMGNWUbxgnaRJ1Qh4NVYcQjo/FsWPHGj99wQhP2zWg24mNzwIKUYQa59zfx/6eUnGMVhO/Jquu15xpknn//fedrpXTkZiYkKwmeR3/YyZ5/fdqco4N4yKoL01d4iGX1Faiidmj3ekk+jbFxmcBhSjCLOi73bVSDbEr9hfY7/cHvV7vvM01hw4d6nxavSbmhw8fFhsbG9bXPnr0aHitERU9l/6/8QlUnSxmcWESvtu3bxfr6+vFZ599VnzyySfD3/Vc+sLoeetCn3Obpy8cOHBg+F7bcI0K5Z44cWImRz3e4KFp9PmcPHmy2L17dwHdQ/OPvgM2LC0tncExhnONC7P+Y7mVHBo/+4TzdJ1coxknOcTxPSlTvjE+jhJB/XeJZt1ucBbk1sb3S9ty7k2HK/U3Zw0dt7kfOp4QBN2ki4k3nRXGHPYZjdPzCedpL9EIn3mu8ZIN/a7/LjGMsXlCHfuhtmh8JM7jJ9HX+Xnrvdrup7axH4oo5kEXE29EKk3ErTZru9wBp0rd5RvVxgCxEUM7uyaE2Zxm75Jk1HQ7O/292GspIQwOc8OvU3hfqQjjiq2T6HKhf5U6T99IgRja2al2ss7nlyj67Kc21c7OCHibe7/QnFt0iELgGEOxtLRkPZg5ucY6T99IZdXa9uetPdo6HJIERieAhBCaJjJDlSmMKOYjjE3M5QhjQNfY9Q44ISe9nU7fwDXO5pRCh1S1QAm5T1d3OzvdgzkkvYHzHLuSyntLSRitYtM5OUZR9+kbsdNWO7uqkIVySwrN1rFPV5drtMmUhW7Q1f3F1ITRutA/p31GX6e30+kbKVDdL20DX9doElfq2uutYz9Ugogo5oXj/IpjrAHrQc3NNdZ9+kbsVJ1vG5jyDVfRcs08tSHkfihdbXCLs7K0tIQwhmZ0TAknbeyAQqCu4bydyjdSINXyjZBJNrMsoELsh+reQBTz5NatW7aXrKX0/p5K7POwWnE0UXQdIz6THuUbYVbTNo5MixmJYpMJT777obpWGaiAY5yRqwhjfVht3mqCz6ULTnUl7xrOo3zDHd1rag8nYZ51r1OOq63OPa5/l642iKLDXv5KSu+x047R0fJn7xop37BDk4Ta8umgZRtBbjtpxWUBZfZBEcV8cZlTU9pfTE4YR/uMVgOcazjVJ/uQ8g27RYSO/3L5W7o3U9oPlRhWD0SGPB1jl91iio5RWMWq2z4Bok18sg8p39hZ1CSIcoquf8M4zRQWULR6A7PgdNieupra+0xRGK1XH7m6Rt/sQ8o3Jq+WtY947dq1IG5P92YM7ey2W/QgiuA5l+IY62bUa29gc02u+4zCJ/uQ8o0nV8oSQ4liaCGLoZ3dtEUPogjjOJTADVLpj5q6Y7RegWiVk2s4VYQs32jz7MM2hEeCqOsVNq0r8hBDO7tJSTiIIoyjecDhO3AlxfeaqjBax6xzDaeKkOUbmiRzKN8YF8Rx11wXbbaz09+dtHjQIghRBM859NcpvtckhbG05tarkJzDqb5Ob3V19YlwpJ6rq+UbTQviuDi10c5Of1fh4eqkR1NwCDCH3neZqxFGP6wGPPdwqm/z6PHsSYli18o32hLEcZpuZ2dEsZpliCjCpHsllzBq6sJIONUSn/KNavakkjW6UL4RgyC6OFtEEZokpzBqVo7RMRTQKUKWb4jUEnHGw5UShJgE0dBEOztEEWxZX19vZI6OhV2pvvB+v//nXq+3UP76nVmvuXfv3jAEuHv37mxvcCVTaIGwublpfa3clVyiScjYt2/fMH07pXMvNzY2hu9fAhlrH12NaV2har1nta6rfmaIImz3vXdoRHFlaWnpAxxjO1iHU2NyB23h4/SqnV5SLN+IvbF8XeUbpsn5+Odn2rwhijANxzDq1ZTfc+rCaG3VHUMCncKnfEOTaurlGykQunxjmiiqTtH1XoA8GP++z4iyUZcRxpYYNRW/YjtB5HgUVUjX2IXyjdgJWb6hKInCp5NEkTpF2Gm+dNgquZL6+36qA5+ddRwb10j5RgoonOq7iJMoVjNdEUWo0S2Kq6m/7+SFcVRAet92sgDKN1LA5/QNXVsVRXOeIqIIs0QtHPYXB6kW9XfNMVpbd33giKN/+UZ10k4xESd2tPhwSX6QIFYTeCSG7733HqIIMy9+Hfa5r3ThvXdFGC/bXkA4dQuf0zcU5htfYCiJI7XTN7rmGk2NYnXhp89YTpG9YJgVxzDqB114750QRpejqLQSJwnH3+l1oXwjdpT8MEsijv7dpGOxtPhBFKGB+XEtxSOmuuwYnVyj44qoc3SxfEN7aUoIUo3e2bNnky9JUFh0u7CWKdyvTmb6LFS8jyiCDY4Rtctdef9dagGzXP78wuYCxdApNfja6bn2klX5xrFjxx4n35jnarJpuz5DCfzhw4eHj9VEIL0mrYJTbSSv1y13LpGrorBp1bkLutmAa4TCIQfDunQuZnZ15Y2MWsTNl78uzHrNo0ePhu3h2BfbEpa5uTnnPp0PHjwojh49urXaKsdUY1t3z099bsqsff3114s333xz+PflWCctdPT/NfGa6kRuUM53z549j/8/hVglinpv4+/1xIkTiCI4oQiQw/fkH5eWlv4Jxxgn2vg9bXOBVkYqNYCt8o2dQnbbuW99mcwiQ2OqsQ3VR9U4QgnfwYMHnRYzPu8vFiSC2i80DrK6sqdGEXwjE47tCC93aRx2denNlK5xULrGU+Wv+21uhPHG2Dkjp/ftb3/b+RSSu3fvFq+88srj/61xvXnzptNz6Vq5I4mZGhEYRzgpTNrU+4sBLTQkfhLF27dvP/HfTDkG9aTgir6vDt/ZldIt/rxTc2EHP1utXN63uUDhKMJOW2gcFEpxydg15RtmLE35xk5hmaobnBYObfv9xeQaJ70v9svBF8c2hB90bRx2de0NlY5xUD6cLX/+wsY1+jiRrvHcc88513nqyCS5RnO0l0Tu+vXrT/wbjbUmcrM/qJ9xN1j3sWA+7y9GJIgaw5yPUwN/tKh1+F6o082Zro3FU117Q6PG4tbx7lANm7tA3eUbEj/tQepvtLEY8Xl/MWH2E+lTCyHIuaC/88I4Ytn2giZOTk/Nhbiy0+kbWpm2HcpMvRGB2U8koxpC4FjQLxNyqYvjsauLb6rf79+3Ld0QKjlgr/FrN1Jn+ca9e/daHWvf99cmSkY6efIk+4kQDPXWdcgg71SJRg6OUVzANfpR5+kbrs2xY3l/bWBOxqC8CEK7Rcd570JXx6SzwliuZAblw4rtdew1Pumq6jx9w+dIpRjeX5NoH5HQKdSB45y3PJpjEUZcY37UefrGrM2xY31/TbpESjEgMrd4ucvj0mlhLFc0K7hGf+o8fSOGTjSxukbtJeISoU4cozYrXTlFI1fHiGsMQJ3lG6a1Warvr67Xc+bMmeFeIi4R6sIjO/xC18em88Lo6hqVpQVhXBXlG7OhsKmOyVLolGYTUDeOkbGV0ZyKMOboGh2PXuksmqgV2nNl3BVKFKtF6W27Rt/354PGQ39bLrELjQcgfrSF4djg/0IO45OFMPrsNaZ8EkNoVN7g6mRSKd9o2qkprGzCpgBNoDkNt4gwerlGxzZJnUTOxmcCT6F8oymBMoKow4TZR4Qm0ZzmuOC/kMsY7crljY6OpFosf523uU57X+rgwuS1hZJn1CjcJQyzubn5xBFf+/bte+K59GVVN5o2szB93t8s6L1pH1GN1rmnoGl0X1+7ds3l0itdO1oKx+ix4vEIO3QWX9cYe/lGHa5RgqikGg4RhjbxSCo8l9M47crpzY5coxyjVQ9VuUaOpfoajYN6obpkkqpnqnqnGle4Z8+eJ55L/13Oss0kFJ/3N0kQFS5Vcg33D7SJ9vE9utx8kNNYPZXh/eEUJ297/ytG1+gaCqyWb1SfK5byDZ9Q57hDpEAfEnaL94uM9hazdIwj16iTN/aWv1rl5svFtL3/FRMSjeqJGTaMn74x6bnaPn1j0okgOERIFTlFx6zvn5du8Upu4/VUpvfJhdFKyAqP2p9OErJ8o/pcMXQfOnjwIA4RkkdzlqI0DgyKjp63iGOc7Br/XLpGZXj80OY6OYhxp5M7clVye7du3XK6/u7du8PszGnPpezQJk+nV9LP7du3i3//938vPvnkkx1LdfR6X3rppWGWqV4nDhFiRFmojgv6c6VbXM1xzHblerOU4rhaiuPp8te9NtcpxKesQpUagH/5hsTlwIEDE59LQjX+3+sUws8++2y4j3zz5s1iY2Nj28xYJQa9+uqrxYkTJyjlgajRfr1jLbaK+c/lOm67M79vzpQ/n9pepAlU4TImxC2UPOMa9tTeh/YSzVhWn6v6332Q4CqpR+Krv2GT4KPP+/Dhw0NRxBlCCng26L+Q89jtyvnNj8o3VLrxHdsbTmHVQ4cO8e0r/Ms3xsey+lzV/26DnkMOUI5QE4RE1jhCudXtMGFS7X2+/fbbw5CvnCuLIUiFTz/9dHivO6DyjMs5j91ubp9h4epiYRlSVSLOsWPHKNYec41KqHEpztdYjiffVJ+r+t+niaB+tG+pR1sHK8GTK1TCjR75XCFldP87HoJwv8ismH8Sc9xCRXHx4sWflg+/sL1Ok6cOkoUt5Mgcs98eZ3VOey6FMJXkEkIEEULoOh9++KFrLfCZ0i0uI4xgxPHLwrIjjlAheJOZkzEjh6cvpGtJy3ipg+9zTVrE6Lmff/55uhgBC9TJKOHmB4wgodQnVkrlz5cuN2Go5JDUMadTuPZj1HU6ccL3uXStEULjCAFyQAtJbT04co4R3GIXQ7BFv9/fcOmIo8QQlXBQ2/i1M3Mt36iWZ8zyXObfa3GifcjXX399+KP/jTOE3FDNouYjBy6UbvEfGUEc48Sbo/w5VVgeTWW6uOBMtghZvqF9RX3Z9XxmX1CCKSeoR5w6wJPzkAODItMON9Ngj7HCxYsXJYz/YnudnIkScZiot1AI1DErbrhnWz2OCgCm47kn/4PSLa4wil/zFEPwJKOGudY3iW5Ixw4TnXWNrosEetIC2KFIi+N35gqiiDDOijJArJuMKxOs7eOSYkEO2idb1+NAVYCs0JzjmHBzfzTXAcI4k2sclA9OnR84t/FrfE7fiOF0DYAU8FhEKuHmPiP4TchKnUK/31/p9Xrab9xvc53CGRIDCsb9T99o+nQNgNSQU1xfX3e5dK0URdwijtEJp7oeuUaX1mhdxJRNuOBZkwXQafT90N6iI4giwujGaFN62fY6z672nUOJOK7oi88iAyDoAvxSObeRKYgwertG6zi8ShXYI9tCjlHO0QV98T1WxQCdRHOL6hYdGBSZHymFMIZxjc7d5smsfNI1Ur4B4I8Wix5zyzkSbnaG5JsZ6Pf7a71eb7Gw7IijG3hubo6OOMVW6za1z3N10TpJw9V1AnSJL774wtUtqmYRt4hjDIrTZjVu52so3wDwQzWLjidncM4iwhieUW2j9WrLM+zROdfok4jDOELueCT1XR7NYTADhFItGNU2ni5/3WtznRyj6hr37duX/RiGPH0DICcUfbp+/brLpapZ/BtGEMdYJ04hVbkdyg62oHwDwH5R6JGdTQg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