<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="it">
<Esri>
<CreaDate>20241017</CreaDate>
<CreaTime>08424300</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>esposizione</idAbs>
<searchKeys>
<keyword>esposizione</keyword>
</searchKeys>
<idPurp>esposizione</idPurp>
<idCredit>Provincia di Brescia, Ufficio Cartografia e GIS</idCredit>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>Copy_of_aims_altimetria</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACFAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDroyXe5iN6IhAHBYMyDdnDA5/hzx0A6mq8Gnym9mFtZ2sF1F937zBgAFIC5wSexP4U66Sa3ul82I/Z2QsrSNh3ORjOOeCO+OnHrUkcttc2cnmooZQrZAy2M4wBj6HnOAOteZTc4pycLp+Wyt/W/wCJg63JU9nCbTfaWrXRO34333K8ttdTodRuJJQqHyykjEDJGc4JwDhQPXn6V23hu9e80lRJjfCfKJHcADB/z6VxF3NJqV++mjy5pJJVke1kXOTtL/Lyeg759uetdZ4SXda3EwVUBZYwqcAbR6fiPyranifaVUlbVaW7dDCGG9hWV+ZSad1LZro0/wCtDCvru8lllE0EsduZcoNhB27sFQexwT/I1Rlub26v5IoRtnWMgLKrMuDz976AjJ9R9a3g8Ova3cLJNHEigxxxOQGk9x+Wc/Sq95oumhzDcX0sd1F85YNt2nHBz17jvXHVjDL3ee0uqjzLXuk+2/4E4dznH3m2k3a7UW/PbVK3urTuY0Y+y2we40aeNbbAMAbO4hlOVA7crx6E0tuZtRSWaW1Fn5j4gQEEY3L1JByMNyAOc8YqZ7Y21sPtF7dT3bW6vGzBdo64zjnjP5Y96r2kcVzdBmlkj2OQ8g3ELgE8AHgZ/kOBzUTjHXEU5f8AgPM19zd9/n0PRoVaKjKlUScr315X06pW37u/nYtX9rEsvmW1kLZXPKJ0Zjk5x2yAePanIxbR/L8u32x/NuAG4dgMDGO31p8dq1rOXR5GjjjDLKgDK27ocdxzg/nU7abqM9s97EY2aUovkqFXaAMkHr0IHr0PJopTnVqJuXMtH5bb7X+88/6rOM5OKs3utGtdraJ6edl53MPNmfNhu4JZIZ+DEZRuIHTB29OM4xWnY3VoLW9VY5LaONcWvOWbvt4A+UE8D1yeazZlbVNYs4MDdHGXurk7iD8xGF4wQMYz0NFrBNHYSTzRi2ELLtjjyxUMcKp759foK6/rODqR/ews3929lZ366Wv87Ox6FShmNGkkpcy093rrp8Nl06LyL0el280f2y5lkW3ymLVoyhhbquGzyeOv8hS/2eZdQmSNIjJIm0QxsX8sKCeDnBYkDPsayTrMpuLaC1u1kY7mVBMGwV4UBc9Sf5Yra0qO4MMUF3E8rSyBgS5Qqzcbl7dCcY6YHpU16KpRjUUteiT19Ovor/qYSxE5tU8RBx5lbWNvXtvZXa1uk3cfpV9FPaSQzQRrJAzG3835txJGRj1yP51Q8xL3VbgyIttFEPLR5VLvK+5gcN2XoB+makMNzBr9wkUUYihJdGZsfOMMRg9skgDjp15xT5bSXUNRggs7WRbOXflxFkQsCMAnBHvz7dKxcIykqsYuN1a2u3n37Pb5Do0LOWGlyyut9NI7vt7yWlummnVTWRlghu9r28UhARpJnx8vPyjsc8YrU0TTFu1e5kjjbewBJXAUKSCRx944/r3qkLC0vNRjt43VLVWIeUyD5z1woPpzjA6DNZ73GoQ3j6Y9xLPY5IiaHBDjdjAUHJAyM575rspYWFr1Wk+qVtV0Wn5HHSnKFJRUHNR0T/4f7r7aPpYm13VLMXcxESyRllihZnwE4A47Y6/pWKF+y2/2e1eJLjZsyFUjP3sHA4yDkj61ZWzsZZDA1wZI/M+WOT75CrlyGxjPfnnmnCCKytjFNaE3GTvQYYMpJKgk9Dgj6c11utR+GC5peia+d9vNfoT7PE04OVWfIm/S+7ulpe2u7/MoSJrF4myGJDBPbFRMkahcjsF7L0HT0p0N22k2UK3dyH3TK4jCgfvOMtnrjP8APpWvZpdTQyWzzALPlY43+dCM88kDuD9fWsuTULIXmopCIBFHEruWxLuXAVzg/hx6HpWEsfJ1VRqwiorslr6y1trfZPbodtPA16r5sJOUkt++uz6a6/qtDTd/IsXnVB5E0LRgt8xLDbkgD0yeevNWYxJfW2J4fIsYUDBUYr5oHG765yPX06U2x/e6MsPkXDElTHcWhKk4AJG5gc/dz6nn1qpp9xql9AtnfK0crysADIp2hscHHQDHT86KSm7+ytfZty1t5J69HrscuJUadH39eXaCi1d6Wv8APW1/vC3ext1c3NvI8aym4X96cAlskHrkAZ49+vNFaN1oCWs0EbyNNI5ICIMll9V7fiaK544jCx0lB6ei/NXZMJZhJfvWm/PW33XK13cNeXEzsDKF3bSzdVHPy+/U1BYTi/iW7ina3nUb4zNgb1AOGHPGcYAPtTL6HS4lNyxSVY8jflthT1BzySSOnb2zWXcXF0fsU2j2pv7ScHMAizKCpI5UZ+X0OCKG5Rtze75a3/4HyO3B5UsVG6hzSe8r8sU1rZP7Te6cttupdjuXXV2voNNBv/M4nOELjZgkbiFPoe/411fhu/FvZX8TAiSMGYL+GD+uK56e31VrC2a00AQugbzDdsEODycDOScnr9eK1I9E1GPThPBBOJWCpLA+ASCRnHPI478+1XTnzyjy0+WS0fn53vZd9uo8XhcTRcakqnOlpvdpbWtr67/IoaXbSteWlzHsbEwEbBwQzA8jI+nNWvETLNrlw6tyjKm0d8Dk5+vFWoQujSzSSoAkeRbRoOjEnLoD25b865tLuO7uC8cok3fOSD155/z7itYYar7G9SPMk+nbofO4/wBjRoewpJvVvXdauzdunVeXcuCOSaZmiigYgAhJX++R0BJOefamW0lvlZfklCOySIZAG7jO3GQOuM9cdKlaNJFhjijWNS8rSgsxJAXcGHY9GGB7GoND1L7VLaNdiBgZg43RbZAPuk56kYPf+99K45Qoy5lB2StZPX5/L7vU9bC4P2WFvKN9eZTVtG+66LS7X+Zs21xFZ6gJJJo7SO0EkSr54Z5Cx+6UJPI2qB9T7VjXkQuJ5CsUkQ3eZ8o27QT6gDH4Yqa+8i6vbsxKGMkpZXkHQZzyDUESXVtN5bXieSUKyeW28DHAXcOc5UcdOa66CpUofuWlPzd38tzOvOeM996Qh22v5t289tCO/D3cCxxXEsJACl168jB6dv5Y9qdbae2oxLpDXxlmKsokfna7DI3cZ6gEelFpL5V0yXEqCF8lEUk7sDrj6/lV6xurO1ElxDbvcO8jOomjx5Kj7vQnPbOcHp0qqkKk4qlP3ku1lrs9fzs/8iMC50H7aFS0k07at29Nfx9SgPD17PqGpLPYQu9tcGeKeELG4HJwTxjswJ9+tbtnd3+sXcFuJITNANpmMecbG5kBBxyMcdOfas83Oo6nc+RBNLDJOf3nlzeWHJzz6j04+tXtHil8PNfRXCM+bbezhhyM43ZPbk8+3eplhcPTUZTer2X479rHr1s3qYmUYct1ts3stl2v18yRtFto9dE1zrzGO42rFbwrwTwdzEkjJOeo6Gq2oatqmn5sdCsraNAxJWRi7SL0J9h0/Ws64aA2aNJOsEM7ZRnQgFNuflbqeMdu47mrF4t1PaJZzyyW7RZR5mBZlB+6cHGSDnn0o+sUaDTpWb7O72+ZzyqV5KMcSvZrZNaLTztr3el9yjaSagbhDa6Qs80TYuGQMGlTJyuCRkE9h261Zn1Vmvll1CK2W6kzGkawYR15O1ySSevTp14zUN94bnS0trhBZ2okwZZsESNyWXAxj0JA9s1d2W8GmWzeRDJKJMI0gBcAdSM5A6+vJHvxUsVDXmo2S3at9+v/AA9jSvTp06cfZ4i7a66WS0XX7vx7EKCOJo4mjCsoO2Jl+UoRyAB0BHHHrUrTSMDZvbFhGW65V2A7D06Z5FRreDU5XlgZSsCnPmrsIOc8AqPQ4z2GKzr0je8z7pIZHXzElk4xzg8kD6g5zXIqP1lt9d027Jej8vxOepehJUK0pa7aXcvK3n12vv5ktuDPNcRXMM1qEQSD5t28EZwpHfH61Qvjb2+oxrbajeB/NRkjMQAHKjqQOx/Q1o3Kme9jG9naFdzGQldoOBx/e57ex9KqXGparaw+bolrOqudlxI3IkI6AKenA7enua9TCKpOThRntu5JWv6vX8A9rSo1f3lC0ZK6UZO/6+tr+hsQXbyeRcahMboRn935sm0/MSMDPQZABPYCp7S0tJLseZFHIs25/J+YqpJJ+ZgDz9fxNUbGFriBbe5nCxKu5iwGAeuQvTrj1rSs7uQWZH2cm1bgqJASzA9SO2c4PHNeZUnOEW1aTu9dO/8AWnYWFr0pJNzk9XZfPRu3bX8TV0iALBI97JI88kryW4QspEWQwGAeOn4j6mim2VzPqTTNbwyGRAodGbaoA4G1vvK3XrnqaK8mWFqys1FtHoTxXM+ZdfJ/oiaLRdL8OQm4nnvbs/wC4k81/oo4/L3PrV3R9et9VkeGK2ntmQZCTIFOOnTt9K4tp7iWaNVvJpPJX5XZipUAEkDnI4HX2rsvD1q0dr9qEz7LgbzE/JDZ5Oe+celfRxqUtI093qzihi6uKqubenfvbz237djarlNV1jVrVGWYQQLIcxLGSZSvvnhf1P0rpL2d7aymnRA7RoWCk4HFee3zzatqbJqPnKkZyJE+UHHO1ehI5HTqT1PNa+1pw+N2/P5DxMa8o8tBNv7kl3/ysJJDd3FsLhpF8uGJmZereWoxwBk9SPrzVTw9ocGpW0cun2dzHEblC6XGUITqzq2MHpjg8e+alt9Q1AXklidMeK3uGUZCljGRklWYr93gEHtxn21Gurs6PFa48u1zsKkqDOSQVAI5B579enfjkeNqp8rm7eSt1fn0vv8APQ3oZVTw0eWpTTnLW7ldemmmvy6bpEF1DNZEwyWnlSpvHmbgG8pmwMEfe7cnJ498DIgSWKR5F06wSMoSxWLJEp6kNztBA6D8q3GdjEba6YmCMbI8y8469ed53YHAqG+nZLJ7dGJhMYjeNPvLyOTyOfmPTJGD6Vn9YoxUoQhdvS7V/Xrv5L7zmrLEOXs41GovSyt91tNH6/5qKDT7aa90+6m/em6ldB+8OxCf4B6ZAByRk5qxqenS6BFKfJkltN7McABVU88H+8MDtknAq5qQex8LWtuiBJLnlnI+ZSBx6cjjnrxWMdY1x5YTNesBsHCcqeORg9Tnacn1NX9Sp1oOXMl16/kKWY06c+WacrWbXkl+Gj211bYNc20lrtuUMIt4Y445JUyzNn5nOOSgwMAc+2Ky9Ik+1rGFkURXUzIHPz4I+9heOBwe/wB4DOTW7aNY6hNNDrscDwsCqYTaqHoDkHjjPI/SqhuZoreO2t40CIhiXC4IU4wR9MAj6VlQw1eguSE1Zvq9Pvtp316m1XMctqxftYe+3bTS2nWzu27ly4ijSCGKMMxjZhIVHO7GeOBkY2nPbnNXNKkn1XUYra8nBRYpI3WRQxmVgPlJPccnP1qhFqUtzYlZy0F8y7AwJYNkEEMDjn1PGfzqS9QuI/srRPIDuDQrIXZRxyuMr0457fnXsOeolXirq+t9P+D20MIfEq2Fd7bx/rru1e7vfU6BPBemeZdCcyzwT4xC7YCAAAgEc87Qevalm06wbUIbWGJcfMkgLkknG8Eg9enr3qrb+KpbXT1e4tZLxQAqzWpD+YcdPc8EcHqKoXviP7bqEJ0m1nivwQGaXCxsDgYY5wcc8e3WutYVVIe5a3X+uhvWxntIpVb+j+7bv37+ZHr921gIbG9RjsO2OTfzKzYC84+vbsc1U1W3uIZhJbiaaOzuRF5UilkKlQxPHYe2Dnj0roLrXdRstHd9S01YrpFwJm2tEzYySACTgf0rPt9ZW1sxcWFiI7u9BeWZg+xmHUqDn6/41z1sHUUotz9xXX5W8vvLp43CU5c0oXk+63vpbb8PPo9SjdD7FetDB5atJHtNukhcqOMj1x0/MVTtJ3jlDgAwyRuCMHOQwxyOgOCQe+K2PCpF5qMpv44buWYEtMY1zlRjJHbI6j3qvNEsN7JEo3QwztscKOOgAA4zyOnvUVKTfxT5rbv+u5yctKMvaU4vm2SenK3vol531008yrJPBLf24nJjSWQRglBx6k7fqOcdxVC4iuvt1qlsY4rKY5n3ZOwFjuOen8Qx9R2zV/UFhtrL7TfzxCFZv3WcHzF5yw74yR2PIFM0N7XxDpV1NGjrPbOEWJuRLkHHQ5Gc4+n41xtOEY8z102/r8z1sBSqUI+3jSun8b6Xeit00Rr+IbeGJCIbNo5tmGaIEgZO0PwRxnnt6561vwSxyxJFFZQiVGA2sgOAByccY/yfY50MOnRWskktwsd35ZDRxS4MjgA5A64z0wKveGbWWGOedpBKkxDBzncW5znNEMJGXs4O9tX/AF6nMn7N8qhvfXT/AIc2La2jtkKxqF3HJA6fh7UVNRXtRiopRWwzmrTw/IimOaSOFNzhCoBdsn+W0dPc10UMMdvAkMSBI41CqqjAAHQVBfxCewlGx3bbuQJw24dCPQ5pdPa5ewha7TZPj5xUQpwg/dW5EFyJQWyLNc9O732vpAwe38pmCMFwz4Gd2ehGcce9X7rULqC9hjWzBt3kEbSvJtxnuBg5+nFXFtkW5NwSzyEFQWP3V9APw+tOS5tByi3azIZYbuOKNLWZeAQxkXJ5/i/D0qtY6Uli920xSSKRvMy+Tg8k8HgdulTanpUWpoA8kiMoIDIxHB61g6jp17ZwpHCZ53kBjAhyEVR3YDqTkD685NKSS1tsU7pXW5hLCs1xvIVIWYhS6/KFHtzx0HtU0tpp7BGivZo0DqC7R8Ac5+p6fhUi21688UF1C3lsrLbq0TDjk9M8HIycdj6VEiXVxcpZXiyiF2dWgS3DhQqH52xznPGOeOvXjzJxd+ez9LeS3VnfbTVHFHLm046N2bd+rtfSzXbez23Rp3t0Ljw9ayFmn2SMIpwMfdGORz16f4Vz1xdwxSzTSmS5urhgzKh5+UjaoHpgngYHy85zXWW+padZ2CaXtS7KxlpNhULnOSOSDwDnjpjtWRqXh7SNMNpqum2Eiq6uRgHau5QNzE5PpgfWtsRh2kqtveS+f5d/Q78HOnFS55PbVJN302bTv+D6PprFNY2UlowgkDZDSF/7i5ACsh56sOfrx0qnHDLaSeYzCd965j3bQnqynPPbvnnioIbwmS8nMF2ltHGdgjAHm4J6ew2j0ycfjbtfLkSOY24liuP3jAtyQAq468dCTnux9QThDE1uVwUt3rey/H007/ic08v5J+1nTSa239bO2ilbXTrpve0dwYHs9slvIHk3NG6lidjH5ecdMgegG48jFWbqz8jTrGE2+yGDzHhdl5HAyRjPHpUt1cNeaVb6fDGEijUK6yShdx9OT0A6Y9azNL0LUpp53ublQ0R2IbgFGSLg5yeSvTn19e/dQpUnTdq1vLV7/wCfy0Mqtb6xJqFJu28tFdaP+vnY07bU2j0q3t5AkMMbbiIFEbODgA5xweTkjk1VW6S5uL/OYJUbe6SSAnd97A9e+OAfp0qo97fWEk8tssMyS/uxMuW5GMFWU+pHI4AFVobu7u4mhukuGiWRhIroQsuOMbsZwQSMZHStp4KpUp+0TSS/r+vUSr4Z3hVhK/nuvl6el/vvsXF5capdPPKN0ijJVV3BAMdBzx7/AFqtpul3tuP7Rku0ntWYbUZOQTjjB6g7gOPWt/T7Wz1q9W6guLiznSF42hZF3Yfk88ggHPX/AAqlr+m2XhzSWgiWR7dn+0O0pLlSNq8Z71nKvXlBpKMVs2tevRmuHwGGd5qUpyk9F532W3l8+1iSRXeSOTRYrmKWZ13yyclfmGcEZzxkHPqPbFEh7VXxKFWYmNIXcMWPzED5uAeoyAccDHNak2n3P9hrePOsSRANDHGpXGTgnI9Rzz1yOlJHfQalb21peaDdX8kaeYk0SDYWBIxuyMH6nrWVHCyslCXvLXXVfj/WhpTrXtTrJpb6aN9Laa27bFO0txdm1iu45A0iD9w0ADLF6FSAOoXp746Yro7LwnptrsIhwYydgViDt4wGwcNgAY9P1rKSx8Sv9qGmXkGmky7xbTIJCAQPmLYPoRj2611GmNI2nxCZi0y5SRs5ywJBI9sg1tDBqmlKUuZvp2/q5rDEya5Ippa7u/X7/vHXmn21/GFnjBK/cccMh9j2p9pbi1tYoAxYRrt3HqamJwCarWmoWt8ZBbyFzHgOCpXGfqK1tFSv1JbV1cs0VU1O4+y6ZczZwVjO3/ePA/XFFVaT2TZzYjG0cO1Go7X9DJ/tq6s763tLyEKpwGkJ5wQevbjHJHHWuhByMjpVe6tIrpDuRfMAISTHzJ9D17CmadHLDbmCaRXaNto2rgAYBwPbmojdaM6baliWGOZNkihlznn1p9FFWMKKKKAK01os11HMzkeWCABx19/wH5Vj6lokJkub6aZo4AN/k2/ybiO7Edc9TxXQ1BewJc2U0MhwjoQSO3vUuKe4Xa1RxFrFbyC3+2RtHFJIP3zKQSckcEY9voRn1ruViS3thHFH8iLhUB647c1gJodtb3EVxPdSXcCsERGb5Y/fjiukAwMDpUUoKKuvzuRCHJFK/wDw5xKtZ3N87ND9lu5igKiQuPLyTkLjhhnp7jsK0td/sLStNf7TZRyuAXCrEHkz13dj15znrWdq2t2cd5NALOYI7GNpgoZeB6duR39azo5JtWvkEkxkZyEErAD5c+g4p0KVOLcqsVFdWtmvX9H17nFjMfWoxSpNym2kl/n8upnX1+mnwQXV1A9xvbasaNyxH8JI5GQDz7VeTxBctpLtYrcebE7PIk0I+RQAxAxkYwDwe+PYG1c2emRpPDEhub5SPJYpyi5wSM+pBGOvSrI8RXWqo9n4dt43NoBFLBdqBk8jnnoNprhqN1o3k15K2uve1uh6mXYWlRpcqpNy0c5OT1bdvu89Nzl9VvvsVj5unyQi0R0uIlI8sCNlJUKPdlclT0PTpx0EUthq19vsvNdpY1ZkI4lQj5cEYAZWDD9TnrStZI+lQx/ZYgs0mBCqZVdrM33eM4zx9OlWtJ0i9tJN91aIbsktb55jVflGzI6DAyM89e9c8aU3/Xfy/rY9CtXw9Wm4paq+vdO2+muz1/UXRbGeG/t32yREo0gQsDzjBUn8uf0rc1BHubZbOS1guRIu6SCd85IOR2wenQ4p9np6/b2v50RbtkAZEOVU45we/wBalvyRcWYEMr5l5ZBwv+9weP6969GjSdOnyrv+B5FKDp6RVrPSwmqWzPo81vbbY8JhVCcYHbA7dqy9C8+zmjgmlRrd4sx7XGEYnJX65yPwqxdi6klkE1xjT2kQHeoUr83IznkdO3f2NJZR20+sXhttrWzKpfb90yZzkH+f0FaSb5kkTL40+pLFdtLql1awhCd2JJfusgAHGMckZ4PTn2rQtUhiQxQuGKk7+QTnvn3qYEkZII9jXMW080Xiq4uZIz5Eu6Isqk7dpAyfToPzqm+XcqcnFqy/r/hzqKYkMccjuiBWfliB1p4IIBByDWJb6rLfa6IbcE2kakO2Op9T+PArWMHK7XQzrYinRcYy3k7L+vLqUfF1xL5lraqGWNssWxkMemMdyP6iiuneNHZWdAxQ5UkdDRXPOjzSvzNEvC05zc6ivfzen4jqTABJwMnrS0VsdIUUUUAFFFFABSEBlIIyDwRS0UAUBounKQVtI1Iz90Y69frUGtQalNbTCzuBGhTHyg7x6kGtailJNqydhNJqzPM47RJ2jt5SweYHdFsLMBjJLD6kA/X61p6aEtrxWtkhggaNVEHnNuxsGQD65OMH+7niuyuLSG5wZI1Lj7r4+Zfoaxrfw/NZXkdxFOJfLyFEhwxGMdcHn8O9cFShiJtwc7xdu3mT7KjDWnGz+f4dinNoUUWmXUH73EivcSXUxOI5COoAwSc849feqNrrt3akx2FtbeRwWMzYOM4LcY3EnJP0ro9biuLrTAgZotzYZEUuW54HAPHc/Sue0/w/qN7ZwmSOKzkDYkdkO4gMQwA9GHfI4I71u4qk17OF3/wPK34jq/WK0kue0Vv6tffZWWxa8N20uqXD6reQ3cJLBkjkACH3A68fXBFdaQCQSBxyPamW8K21tFAv3Y0Cj8BUlbQiootu7uNKDzBIODjB9xSqoRQqjApaZKzJEzIm9wOFzjJqxHPW+bvU3s5iJY0u5XkUqCuNo2j881o2VvDaalcRJGzPIPNMuMhR0CZ/DpViGC2tGkuGRIpphuk5zkjk/wBaqW3mmVr2UrI858uJFTlUz3/Dk/lWMY8urM4QtvuOuNRZtLlmtyrursp2NggA89e+P8eams7a2kEN5HG0bFScHqc9S3qeOtLaafHbRFVUJvJLqOh56D0H+NXAAoAAAA4AFOPO5NyWnQ0t5igADAGKr21lDaPM0K7fOfew7Zx2/wA96sZ5x3orUVkFFFFAwooooAKKKKACiiigAopAQyhlIIIyCO9LQAUUUUAFFFFAEUgIuIW6j5lx6EjOf0I/GpaMZ60UAFFFFABRRRQByerTx3l7aTlB5EhNuROuPKbP3uvXn9K6KGCKxV3eRQmflLcBF/uj2rI1rTI59Us5N7KJWxIuRtO0ZzjqTjI61eATUb0iUrJbKoeKNkGHyOTzycZ+nPrWFKLU5ORjC6k7u5oo6SIHRlZGGQynINOqtZWcdjE8UWAhcsFAwFB7AVZrc2Qm1d4fHzYxmloooAKKKKACiiigAooooAKQjcpBzgjHBxS0UARWqultGsiqrKMYXOAO3X2qWiigAooooAKKKKACiiigApGYIpZjhQMk0tNZFcYdQwznBGaAFVgyhlOQRkGloooAimt4bgL50SvtOVJHKn1B7VTjKQs3mzYW2kwGxy25c4PH+0OnoKTUb+a3nhhtVR3YkuD1A4A/Hn9KfNbySafeLIoaSWMgKBnJC4B+ppXJ7tF+imoGEahjlsDJ96dTKCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAyZrQRa1HchgxmbGGUHbgDp+AP51o28IghWPcWPJLHuSck/nRRSSCxLRRRTAKjmgjnULKu5Qc4ycH6+tFFADo4o4Y1jiRURRhVUYAHsKKKKAP/9k=</Data>
</Thumbnail>
</Binary>
</metadata>
