diff --git a/docs/about/FMTM Field Mapping Guidelines.md b/docs/about/FMTM Field Mapping Guidelines.md index ae67acec7b..d1300156b5 100644 --- a/docs/about/FMTM Field Mapping Guidelines.md +++ b/docs/about/FMTM Field Mapping Guidelines.md @@ -18,42 +18,36 @@ a Z-coordinate. The map feature file should follow the osm tags structure. - Below is a sample of the required file structure: - _{_ - _"type": "FeatureCollection",_ - _"features": \[_ - _{_ - _"type": "Feature",_ - _"properties": {_ - _"full_id": "w1287694417",_ - _"osm_id": 1287694417,_ - _"osm_type": "way",_ - _"building": "yes" },_ - _"geometry": {_ - _"type": "MultiPolygon",_ - _"coordinates": \[_ - _\[_ - _\[_ - _\[_ - _85.3256585,_ - _27.7398495_ - _\],_ - _\[_ - _85.3257403,_ - _27.7398231_ - _\],_ - _\[_ - _85.3257213,_ - _27.7397781_ - _\],_ - _\[_ - _85.3257084,_ - _27.7397622_ - _\],_ - _\]_ - _\]_ - _}_ - _},_ +```json +{ + "type": "Feature", + "properties": { "full_id": "r9517874", + "osm_id": "9517874", + "osm_type": "relation" + "tags": {"building": "yes"}, + "type": "multipolygon", + "name": "", + "building:levels": "" }, + "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ + [ -3.9618848, 5.3041323 ], + [ -3.9615121, 5.3041457 ], + [ -3.9615028, 5.3038906 ], + [ -3.9618755, 5.3038772 ], + [ -3.9618848, 5.3041323 ] + ], + [ + [ -3.9620167, 5.3042236 ], + [ -3.9620143, 5.3041258 ], + [ -3.9619839, 5.3041266 ], + [ -3.9619757, 5.3037882 ], + [ -3.9614038, 5.3038019 ], + [ -3.9614144, 5.3042381 ], + [ -3.9620167, 5.3042236 ] + ] ] ] } +}, +``` + - You may download features from OpenStreetMap (OSM) by clicking on Fetch data from osm with FMTM project creation; however, note that FMTM is not responsible @@ -129,9 +123,7 @@ check may depend on the type of project. 4. Connect the odk central to powerBI or any other data visualisation tool via Odata link to customise the charts and graphs as per your need. - ![Image_here][image1] +![odk_image](image.png) To get more info about project management in odk collect follow the guide [Here](https://docs.getodk.org/collect-using/) - -[image1]: data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAloAAAEbCAYAAAACtyq+AABd3UlEQVR4Xu29e5QcV3nu7b/yx8lZ63xflg1uIqzY+C7bwhrdbFlY8khCliXrfh+NRiONZkajiyVLlixhTLgEYhIOECAkOUAIgSQmDpePSzixWbAAfx8JN8dcfWxMTIwxxhg7Nhhje3/17Oq3evfTVd3Vt5numedd66eqruuu6trv/mlXT9Vp/afNcZOFzadd7racNqsNXO63zfsTQgghhACnTp1K5TResJuBFG09rScCw9aCbfP+hBBCCCEAC9YkFq1ZblskW61EoiWEEEKIarBgTUrRaodkAesl4/0JIYToHG69aUlHc3jlH1SUWUweWLByidatt97qjs/H+G4/DjD9luLQPoMjY5h/Y8U2anHr8f0V0xqFRcvKzOIEbppfOQ0cXr2xYlq7RCs5X/Nbdw4Yfw7GdldMBwdWp08XQohuBDLz6kKhbAjmFc4j6VlUIUH1MG/9InfTet5mBgOXxNzUGtGydu3WW05UzOsETm3e4PZdttr1v2yDO/B7lfNDDqRMq4fjx0teUg+x17QeFqyaomUyBYGCaB0pTocYYV75wRXnF4UB827Zudkd2HnKj+NkYnhy9Rx3cud+P7T12ylah4vDMYjV8Vi4sF8TrcNeDk8m028dG4znr74xWW48RcvOSSytp/z4ST8Nolu/xOL827htDxcY9oPvx/Znw1uiZTBun4UQopuAzECwCkW2zI5ka3+PFy18NuGBaM0LPo9En7fsX+IKS650N0WfC4VL/Lp+/ZuujKXN1o22ZxIVy9aiZNqrB+LpI74c55Ukq0WiBbG4Zajf3XLsRndo9y0V8/MStjHI980Kj3HiZpQpblvQxnAZrW2J3eDGZL9WFnAkmud9otgOYxqcAWWOy23t1Y2+7TwQLYdlbfvHo2XMPdB+Yl0sZ+uBULRsOobYL9bBOKj3vLBg1RStpFCrcTIC0br1lBctfOHJ8n4ZW7fU+2UNPXpUbHs4+bZ93+iPg2ixbN0cyRVEy8q57bRSL9YtOzf65SBdEyVaVi5bDufRzn8jeFnDhcj7ic69/Y8g/l5LF7u/OFO2JYQQnYqJlg3nFWLBiUWrKEWJaJ2XCBJEC0MIlh9GwmVytGV2tO7sklyFxCJWki8TrWRbLRat1wRtQ9hGgENXb6uYlkWc80vL8l0PzMP2eL1aePl52Tq//uHedYkAxcT7wDLWvlgnTLgNP63oBZjnpShwDEzDONpEELvI5qR9g4zF7mGuUZIw24eJVtyRUeqUwLo2zZe16CtGrfPCglVTtMwA48KV5AkHlnbrsLRsaTwULazje7RWm82Ov2ihpwrjkCgvWsfHos+xUCU9XL5XK+7lardoxb2Fdj7jL7R0TkoXfiJKKduoRtKjldh+8WI6zbpcw/8J3CjREkJ0NSxCISZR6TR3KzEvzYpW/+/FvUW4NYdhxfyccBvDotUw5w/7ciUcGq5YJr6bcqpMnkKhMdHy7VPkIb5NLDoEhmjXsAym+21h2aJHoG3Dflm04ravdIwmWqW7PvE8LFtNtGrBglVbtLoQFq1sKn+HVY12idZ4YlInhBCTFRabTqNp0RJl2G0++4zxdv3+Kg8sWJNStPR4ByGEmLpAZDodLrOYPLBgTWLR0gNLhRBCCDG+sGBNStHSK3iEEEIIMRGwYCWidfDgQSfGh61bt7rBwUG3b98+d+DAAQ8vI4QQQojugwVLojVBrF271u3Zs8eNjY1JtoQQQohJAguWRGsC2blzpxsZGXH79++XaAkhhBCTABYsidYEgl6t3bt3q1dLCCGEmCSwYEm0Jpi+vj43OjqqXi0hhBBiEsCCJdGaYNCrtXfvXvVqCSGEEJMAFiyJVgcwMDCgXi0hhBBiEsCCJdHqANCrpcc9CCGEEN0PC1ZN0dp7/SxXKBQSDh7c7ofz1o36+cn0bYvKlissipcrnLu0fLlg22XL0zybX/55VsUyrQVlLu2jVvnS4OX4cxbbt2/3txDVqyWEEEJ0LyxY+UQrkqbStKJAFS7yn6+88soymeBx+1yYUb5c2vIMzxtv0TKmVSkjU1nmfOvu2LHD7dq1K+nVKp8/5vakrCOEEEKIzoIFK59oWa/O5atcSbQgEHvd/mJPli3P4wuLn1fs2psqHcm0/djuNHfwwKgrXLAombeqZ5qb1oP9lpa14bkYHthfsV3/eWhV+fIH+t2mkYNuVjS+YtdBt30RjmFaMr8f816OaSRaI2tcYe6asmlLzy2UbQsitmLHqFsRlTXe52hU5hVudMeKirJVA7I1PDyc0qtVLloDm0bdsi1j7ncWjvjPL7961F0blWPGq0fc+i2jbv6qUT/EPCyD8Tl9LG9CCCGEaDUsWPlEK6VHa8WMglu/7NwyoQE8vn/TQnfN+vUV83j5RdFw1VD5NAz9NpJlYwnCtL3RsH9t6XZluE0I2KJImrZH5Vs/Wrm9Rdti0bpoxQCVq7JHCxJl+zdG+9eUbYuPGecs/ByuWw3cOsRztWqJ1u8sjCXKpg8Up1+waX883BgP42VH3NWbxir2JYQQQojWw4LVoGhFIrF/U1EiYvGy+WnjPAxJpu3D9ip7tMqH5aKF4f5dsfSUbfdAqUwYQrbWz4vWORB/NtGadf3eZJmsHq2Kbdv+g21B7Mp7tPa3tUfr3GJP1prr4qHNu2pnPDThAr+zdF88TORMCCGEEO2CBaumaInxofpvtES3Yn9FKkQnwterEKJ5WLAkWh3C1q1b9VeHkxBu2IToJPh6FUI0DwuWRKsD0HO0OhtunIQQylFCZMGCJdHqAPr7+8t+m6UkNv5wIyKEaByuX0JMJViwJFoTzMaNG93Q0JDedTiOcKMghGg/XA+FmKywYEm0Jhj0Zuk9h+MLNwBCiPbD9VCIyQoLlkRrAlm5cqV/bpZ6s9oPJ30hxMTB9VOIyQQLlkRrAkFv1sjIiHqz2gQndyFE58H1VohuhwVLojVB4C8N9+zZo96sFsNJXAjRPXB9FqIbYcFKROv48eMuDd5AyJEjRyqWF2IiuOmmmzqeY8eOCTHh8HXZiXD9FqKbYMGqKVqABQvceOONFcsJMZ5wch4vuOESYirA9WC84HovRKfDgpVLtEAoWYcOHaqYL8R4wYm43XCDI4QYf/HiPCBEp8KClVu0cJvQRIvnCTEecOJtNdyQCCEag+tWK+G8IESnwYKVW7SAJEtMFJxsWwU3EEKI1sH1rVVwfhCik2DBqku0hBhvOME2CzcE48nRo0eFmHD4uhxPuD42C+cLIToBFiyJluhYOKk2Cif7VsENmBCTEb7uWwXX00bhvCHERMOCJdESHQcn0kbhxN4o3PAIIVonYFxvG4XziBATBQuWREt0FJw8G4ETeT1wYyKEyA/Xp3rgetwInE+EmAhYsCRaomPgpFkvnLjzwo1FK8Hz5oToVPh6bSVcz/LC9bpeOK8IMd6wYEm0REfAybIeOFHngRuFRuGGS4jJBF/vjcL1Lw9cz+uFc4wQ4wULVi7RKhQKFdNqsqvXrzcYbOMgL+MZ9PN6d2H8YGP7El0LJ8d64MRcC07+eeHGRwjRuIRxvawF1/t64HwjxHjAgtU+0UrZRm3RElMJTor1wMm4Gpzo88CNSqvAg3+FmCj4emwVXH/ywPW0Glz/64HzjhDthgUrt2jNPqvgh0Y4LxSoZF6VHq1pwXamzZ2d0aMVC9jqxRem7nd62TbWB9sQ3QInxLxwEq4GJ/dqcONRL9yoCdGN8HXdCFy3qsF1thqcC/LAeUeIdsOClVu0LlwyGH8+NhYLznkrknl1idbuFX589voxP733vFiWskSrULiw+Pmw/zyC8aHybZgESrS6A06EeeGkmwUncm4EQriRqcXhw4eFmLJwfagF17dqMsb1OAvOC3nhPCREu2DByi1a/Nmm1Sta62eX90xl/0ar8paiba/6NkSnwwkwD5xss2i1XHFD0yw33HCDEBMGX4/NwvWlGlwP06SL63MWnB/ywrlIiHbAgtUS0fK9TJ5AlCRaIgVOfHngJJtGNcGqR5q4YcrLoUOHhJg08PWdF65PaVQTr3qEi/NEHjgfCdEOWLByixY4euy4WzFruh+/csvh0ryzLitbzq+XIVp2C7BQmFa2Tj2iVbaNo/E6vKzoPDjp1YITaxpZghXKFTcGIWhU8LL0PBw4cKAt7N+/X4iWw9dZq+B6kUUtYasmXe0ULs5LQrQaFqzcojW2aWEiNNNnrUrmXRb8SH7VYCxAfl6maB13R3evStbZNBrPq0+0jruDffH2wdGUZUVnwcmuFpxM00iTrPBWRShTRr3ixI1XHsbGxkSb2LNnj2gTQ0NDbWHv3r0Jw8PDCSMjI559+/Yl8PcNuH6lwfW2FiyFQrQSFqxcotVxRBK3bM0m38PmPx/r96K15XDKsmLCYYmqBQtVGiZZoWilCZZd+CxPnMyNMOnXYnR0VIwzu3btmvIMDg6OK7t3784Ny1uWxIXixcLFdVKyJboNFqzuFK3jpVuOIbyMmHhYomrBQpVGLckKe69MrMBEiJI1IqI1DAwMiBbCEtcqqokaC1fYw1VNtvIIF8tULbiBFKIVsGB1rWiBxfNmeMGav6h0K1N0FixS1WChYkLB4luG9lusULCA9VJVE6DwdkZIeMujGvy/ddE++vv7RYexc+fOVLKEzuQr7OkKe7dQP1mw2iVb3EAK0QpYsLpatERnwyJVDZYqhiUrFK00yULCNcEKhSoUI769Afh/3wzfVhHjy/bt21NZ3zvLD3tnXVwxD1wXcfHFV1ZMF/XR19dXlR07dlTAUhbKF75TyZaYbLBgSbRE22CZqgaLVR7JCh/ZEEoWEvFdpwkhugXr3TLZsp7n8biNyI2kEM3CgiXREm2BRaoaLFa1JAvw4xtMtJCAkZw5kQshOhe7lci9Ws38ZouFqhrcUArRDCxYEi3RclikqsFilUeywh+/m2jh4kZytduFnMiFEJ0LbiHaD+UhW3lFS7IlOhEWLImWaDksU1mwWDEsWGm9WSZaSJTWmyXREqK7wO+1wh/Im2jlkS2WK4aFKgtuLIVoFBYsiZZoKSxT1WCxqiVZ/CiH8LdZSKhIukjMuPXAiVwI0bngR/Lo1Ur7rVYt0aolWyxU1eAGU4hGYMGSaImWwSJVDRarvJKV9swsXNhIqNabJdESoruAaFmvFv8FYh7RkmyJToIFS6KVEz6R3QQfSztgkaoGi1U9khX+tSH/CN4e5YAkzYk8xLlfBeOuYv5d73/EuSd+UDm9CuURb788nqtY567T3hxNfyRluhCTA+ee9cMf3P6LinkhePQDHvlgvVppP4pnsUqDBUuyJSYCFiyJVk74RHYTfCztgGWqGixX1SQrTbTC32a1SrSe+vGvnPt1UYaKovV/Pv8r968H/s0v8+1z4+V/84RzPz0AQQoE7W0/jj79vGyb/yfYdrif//jMI378X4vTEE+/f8x9+23f9uM/mF1ZXiG6lV88GV3UT/7cX9s8L6SWaNV6rlarZYtzqBD1wIIl0coJn8hugo+lHbBMZcFyVUu0WLLSRAuJ0W4bIjEjUXMiD6kUrbvjaUu/iVahTLR+DME6N5ath78X/fPNL0bLxZ9tG5j+28//U/L5t9G8XxyuFK2HT3uts54t35N1+AfxMCnHP5WtI0TXswp1y7kXH/l25bwAPNjURMtuH7JojWevFudQIeqBBUuilRM+kZ0AktPKlSvL4GUAH0s7YKHKguUqS7Kuu+46t2LFigT8jze8bRg+1iEULSTn2qJV2dPke7R8PFcmWvFysQA97WKB4m3c9ZfopXqybJvpPVrv8MNf/M0/uzTRenAI0yVaYvJg1/OLNa5r5LK032k1IlrVZIuFKgvOoULUAwtWfaJ1YJMbOhyPzz5r4l7iPD94gfTRlPntIDyJWxZOi8cPjLoVg+UnuFCYVXHS20EoV7feeqs7srv0GUkrXJaPhSkUeuPxI31ujOatP1Aan70+fVsQqMIlq93Gg5Vi1YhkJYI1cqO/OO3ztddem/r7LCRQS8Z5RAs9ThZPv/89SYOAeOF7d2eK1l2+RyqK3+J+SHnD8dN7TdSc++Vt5dtE/OqT6PGKRas4Jfr8t34MvWFhcHmFmOyEomWv5eHbh3l/FC/ZEhMNC1ZdojUrEJzjxw+6weL4tMIMt/qyeF7fommut7jc4qKMFRb1ud5d0fCsxcXlL3MzCtOi8SE3hPmF+RX7qsqxoViwjva5o/3xNo+PrPbDhduORkK43o+fM2+TL8vhTfH2p0X7PLh+th8fXDKtbLmKfRBlJ3Jfv5t2ziVu977486qh0hAvuS6Nx9J17tVbouGAO7htkf+8G9sYWB6N7/Wfp50zx626PFpvZI3bj3mjm/yyGN97PbYRL7d/w5VJGULR2l2UrayeLT4WxkRraPVsf15Dubps9YgfYhpEq7BkMPleLzv7Qj+ERA1DtgrnxdJ16epYrm7c4W7EcHi1O9K3KBarvde7tT0FP/77r5jneqLzBbkaKUrW5s2bE7E6deqEWzFw0A0UJStLtJBUTbSQnPE/Yk7krSUWpsrpQohGwHsS0WttopX2Oy0TrbyyxYJVr2yV5Xwh6oAFqy7RWhyK1rFBdzga9h897laPorEuzTPRghBByNB4e9GKGmlb5mjfYjf46mlu2qsH3Yqhyn3VojB/k5sdidP62eU9ayYJyxbMctPmrvdlsWUwNNGyoS3H22f4RBqFnjUkWrFMXbRiwBUuX+XHF20rLl8Urf27I1ErCtnori2u8PJZXrRiqSpf1oZ+ueI6IJSqseO3etlqVrSMULRMpmdEwmWiVSjE5w54oTq6x5cN4HPvQNyDdWDd7KQ3y+TKWLvsiui4e7xcLb3ycjdypPKW4alTN0bDETdclCwTLUhWlmjhf8LtFK3f/tdzzv32OXd3yjwhRGPUEq3wMQ+tkC2WqizCPCpEXliw6hItUDhrhuvftt5Nm7Es/lyUqqO7et2KTRCIUo9WOB+i1XthIapMfYnYFM5a5q4s6yXLD3qkVo9E48fG3IxXrXazzi7KFCTh6KCvtNPmxj1aWGb+yk1+v2WiFSzH22fCk7g/kp+zL53n5l16ttu+L5KPl1/iFr1yelG0LnCbNq/xy2WJ1kXzrnHXzL4gGt/vZl61IhEtzLtg9nI38w8KJFrxcldeWrxlebDy1mErerSSz2dd5npnTffjF14YHdeVM/y4idZYdO42Fc8bJGpeUbB8b9b8je7C6POOjdf6zxfOW+lmvDySrBtH3YyF17vLo2MbWHah29C3w4vW0gsKrm97nxsr9mgh0ZZEK744TbLSRAvJ0EQLybjdoiWEaD0mWuFfHoY/iFevlugmWLDqFq2pCp/IiWb9+vVlYpUlWYCPpVXwb7Cy4N9kZf02C+AH7+GP4EPJWrt2bXLbMPwhPIsWEjUnciFE57J9+/ZEtPCfrfAJ8Vmi1axssVRlwflUiFqwYEm0csInslPYtGmTl6tVq1b5JMXzAR9Lq2ChSoPlqppohY9wgEiZaG3cuLHirw3ttiESIRKuiRYStERLiO4ComWPeOC/PEx7zEM9ssWCVa9scT4VohYsWBKtnPCJ7Cb4WFoFS1UaLFdZksWiZY9y4BdI2/sNs169I9ESovsw0Up7xAPqtb33ME22WKzSYMGSaIl2woIl0coJn8hugo+lFbBQZcGClSVa1SRLoiXE5CaPaLWjV4ulKgvOqUJUgwVLopUTPpHdBB9LK2ChSoPlKkuyaolWKFl229B+CJ8mWkjUCoWie2Lbtm2pomU/iGfRYtlisUqDJase2eKcKkQ1WLAS0eIJQlTj5MmTNbn55ptTOXHiRAVZEpcmaSZiJl4mXEimSMhIzgqFonvChMqECHUadRt1HHUddR51n/NBmCv4P4OcYzgPGZy30uD8J0QjSLREXXAiSoMTWpZocYLMEq2w9ytNtPA/W4mWQtF9YaKFOlxNtFi26hGtLNnivJUG5z9Rwt1+msiAz5VES+SGk1AWnNDSJItFq5ZkgfCWIt9CtNuHCoWiewJ1lkULddtEC4Q5II9scZ5pRrQA50ERY1Lxg/e9QkT85IMvlWiJ5uEElAYnsyzR4v+F1iNa4UNLJVoKRfdGlmihjlt9b0WvFuejemSL86CIyZKKqcq737g785xItERuOAGlwYksTbJYtMKEGYpWKFnhD+VNtOxHrRIthaI7g0ULVBOtULY4b1QTrSzZ4vyVBudBEZMlFVMViZZoCZyAGE5iWaLF//tMk6ws0Qr/AtESc/iXhwqFonvCRAt1mEUr7XdaE9GrxXlQxGRJxVRFoiVaAicghhNYq0QrfPSDiRb+lJZFC38aXi0+//nP++E73vEOP8SflCPwih+OJ554gic1HJ/4xCd4UkVYWbIC59/ine98ZzCnMmpti6PW9uoJ3nfWtqudk1//+tc8qa74+te/zpOSqDavWvzwhz/kSW0J2w+u93oj7Zrl76NWpG2jnYE6y6KFus2iNZG3DzkPipgsqZiqSLRE03DySYMTWJpksWjVkqxQtMJnaplo4c/CkaTxgMNqosWNNxp6a4QwL5z//e9/v6zBwfFboKFevHhx8jmMcLk3vvGNyXgoFVu3bk2Ww/BLX/pSMt0C+7B1li5d6odocCwgL7b9J598skJacFzcYGI7thxe3YRnFz3//PP+M7b31a9+NQHrhmVAOXF+fvWrX/nxO++8009//PHH441Hcdttt/lh2LBjGosWzi3Ctv3AAw94sN+3v/3tfhr2tWHDBveud73Lvfjii74s6OXAMjiOv/iLv/DjOA7bX7gfLL9w4UI/juXtHL7vfe/z826//XZ/3jiwX5wTKwe2+cwzz/hxE6Cf/exn7gc/+IEfX7BggS8HrnMTOJxXWw7lC78b7BfLo8wf/ehHk+lh9PT0ePD+PzvPKDfGcS7e8IY3+LLgNVV2zuy7tqGVFUMWLTtGbIuvEbvuUe6nnnrKL2PXmR1fVrkbDdRZ1F3UYXvEQyhagEUrr2xx3smSLc5jaXA+FBItRqIlmoYTTxqcwNJEi//XWUu0LMmGohU+HT6vaCFMLP7rv/7LN7TWCH3uc5/zjco3vvEN/xmNChoc6+kKJSfsEbFGKG05xLPPPusefvhh39j+4R/+od8HGjGcTwSGoWihQX3hhRf8tFaJFvaHQOMdipYFhATbs3JYpIkWwLgJwC9+8Ytk+VC07HxgWWybzy0iFC2TLwvsB+cCv9v57Gc/66eFx/+Rj3wkGa8lWhASFi0LvEnA4k/+5E+8VGHftq000bLA9nFOLWy74fcRitaf/dmfVZxjXBvPPfdc2bRwP6FoIXAuHn30Uf9gTzsmBIvWvffe64ehaP34xz/2170doy3P3w2moZw49xboAQ7PW1q5G40s0bK/PAxFq129WpzH0uB8KCRajERLNA0nnjQ4gTUqWmm9WdVEC0+ORrIOG860QIOCxhENBcJ6D6xnZtmyZe6OO+7wPQ/z5s1z3/3ud33vlTV0CDQ4d911l5+PRgqRthyO1YQDjf0vf/lLvw6Ww/lE2BBlQE8IxAzj9913X9JAYx9YD+fFwkQA20d5WbRw3tGjgvjrv/5rt2XLFt9DFAoA5mNf6KWy7eEWDs4toppoIbDvr3zlK34cgXOIY0PDbucDx/SjH/3Ivec97yk7twhsG98dziXiiiuuSLaHcqEhh4CZzOD8WXnRo4RzAilNEy3sG+cN20RgOSwPScFx2efvfOc7yTooy/333+/PSyhaH/jAB/z5DAUIx4Jy2HeD7YQiYpKC84yyWg8oeqBQJqwHWcI+EXZOESx0+E5QboTJlYmmnTMWLZQX3zv3aKGsdozh8uF3Y9Pse8J1/MlPfjI5vrDcrQjUWdRd1OEs0Uq7fRjKlkRrYsiSiqmKREs0DScehpNXvaKV1psVihb/EL4R0VK0JtBrg4YZDbRi8gXq7XhFNdGq9jutvL1anH84P+WVLc6HQqLFSLQmGPzPvl3wvtoFJx6GE1eaZLFopfVmhaIV9maxaIXP0EKSxhOmJVoKRXcF6izqLupw2rO0WLTqvX3I+SdLtjifMZwPhUSLaVi0Diy+yvWfNqeM4ZHjFcul4Ze/eqhiel0MrPTbqZheB1j/QMr08YTlqJXwvtoFJx6GE1eaaGX1ZtUSLXueTjtFK/zdkoX9lgW3kMJbMByHPvGf7qZPPeyHb/tifJun3vj3R37ltzFyx0PuQ1//hZv19vLfLSF+/w3f9suAPPGeux8r+/wv9z3l113yl/e7J34V/17N4unfvJC6z2YC140Fzs1nvvek+9i9v3Q/f+a3wVL5Atd6eKsPwX/gEN6+CyMsB4J/BJ4W1ZbBLcwPf/jD/vYnyoAfpL/73e9OfhuVJ+yWaaPBxx5G1nnoxMgrWmm9WnlEK022OE91i2jxC4wnGpYKnj+Z4e8GNCxakJQb6XNe8WmJaE0SWI5aCe+rXXDiqSVZ9YhWmmSliRYSr/3FIT8VvpZo4Yfb3/zmN/3vZfCjYvxeBg0lfviLH2TbD5fvvvtuXw4Ei5a9SxG3zPB7LPuhNCTC4pw3f8f9+f/7mHvHl37mvvWTX7lbPvcTL1H/9uNn/PjLIln6+2894T77/Se92Hz0nrhBxzKI555/0f3l//fzVOkJp337p792v/7ti+6it37XXfmu+7zAYL1w+2miZfFXX/15Mv/z9z/l/ilaH9v/wL897oXuP3/5nN8mxGzdB3/oj+d/3PLvyfqIn/70p/5c4pzi3OFH0/a7KHxv27ZtS5YNz9HffqP0I3qcy9e97nXu7//+7/25x++IIAqYFt6axO+T8B2iAcb+IF32RwN4bIf9Rgy/X7LvBYFlUA78IQS+M/zRwRe+8AX3ta99zS1fvtzPf9Ob3uSXtR/l24/CEXZ8FuEP8U20bFlsOzwnds3hnOAPLv7lX/7FL4fpuP5e+9rX+mPGENv6zGc+4+fjN1w4l7iuEeG5wPH/8R//cXJt2u/o7rnnHr+8nT/En//5n6f+B6KTwkSLnw6POm71PUu0smSL8wznIc5TeWSL8+FEwI39RMNSwfMnM/zdgKZEa8+WGyqmg6NrFpN03VD22UQr6Q2bHv+1lc07ub+vNG/mNnd8ZFvy+bhtk3q0kuU980v7Pra/bN7gyv1l64Q9WgO/W1puYO62ZPpQ2bZjxo6kb79s3zlgOWolvK9WwwknDU5YeUQrb29WNdHCbzryipaFNabolbBHKqAxAvjhNhoqazhZtNCAYZr9iB4NJMJ6tN5010/950v+9Ht+OP1N3/G8+q/u92D6fz91jwfSEoqTiRbiJa+7t6ZoIbBtRCgx4fbTRAvlhFQhznvLd92XH3zaj4c9WhiG4xAthA3DgPBAAqzBx9Aa+vARF9ajdebrS70+/IgFyEcoCmHPDL4ffLZzj8B3EYoEr8flwF/e9fX1Jd8vhAblDbcB8cIfL9gydnwW9teVCEhUKFp2/fE6kLwPfvCDvj6FYdvCdP6DBggbrmu7Bu1YcM5uueWWZDr+KMF60iB0GLdlcZ4+9rGP+fFODRYt1OlaolVvrxbnIc5TeUTL4Pw4nnBjP9GwVPD8yQx/N6Ap0QrZs3IgmZdLtCJORuND5xXFZmVcwHBeuP2TR0aTcb+dQLT2vjSefvRYVCGiyuOXu3J3sL0r/Piu/zte7uagHCZatu2xkSNurDcuf/8rNvp5Jlq7Vw5F24+PxfYdbv9I35qyfeeB5QgNNJIlhuF0VGQMkQx4nSx4X62GE00anLA6WbRQLgTWt78KfMtb3uIbW/uLu82bN/shixae64T4+Mc/7of/8A//4Ieh6CAgMIjB2//D/e9Ibvb+40Nu44ce9DI1953xM5gwzBKt028tlzCLcBp6vu577Fk3fMdDvgcKAREKt58mWmE89MRz7sLb4rKyaJ3655/4cUhflmjh+kBAGELRsscIhD1B4Tl65KnSowG+973v+WVNntDLxKKEwPeD5fAXc/Y94PtBHbBleT2UA2E9bgj0ZpkY2fOyQtHauHGjFzIsY99/KFeQJut5ghSGooXrMTwnFhBIhM2zsEdQ4HlcoWhZ+SFsoWhhP5BDyJZNx/nAX5QiUG7c0sSy6OHDshC2To48otXq32lxnup20dq6bW/FtPGApYLnT2b4uwENixYY7nlVIh2hfOQSrfklMWNx2XdDPN22czBluVC0Ri4q7X9ky3BZGZOynXGVlzeeF4vWzX5859LRZN5AsC8TLd4mb//wDfl+oxYSipElYyQVVG4kApuHioyEgWSA58pg2mte8xoPxIwlq5NFi5Nbo6JlkmWiZX9xaKIVvn4nj2h1W4Sy0UiEDxVNi1Dw8oQ90kLROcGPhOimQJ0NX8MTilan/U4LcH4cT7ixB71b9rrL+sei8ficJQytcoXLV/lxGy7aFo0XFlVso1FYKnj+nuJw2tpYBE9bXSmEsy4vVEwzFhWy59UDjvvgwb1ubzIe7ff68rLw51rwdwMaE62bj7vhq5aWTzs+4IVjaKAkSNZzdOpUfJvQlvViEvxGi8XFeplsO0dTluNbh2B4/jUl8TktfiYROHn8iNt5RiBjB0vbi/cV3/7b01/aVihXLFq76DNvP9x3LViO0JOFZIIhfgQaipbJFRKHTTfpStsW76vVcKJJgxNWo6LFkhWKVtajHSa7aCkUkznSRCvrEQ+1erWmmmhdEYkL5OW/RcwZiM+ZUVi03cuWH4+EBcTjJFrRMrMKsyq2vT0Z354yLYalgrcB0Vq3a58vo1G2j0UlkTIZDD9DtOJlytczWbLy4HNp2XiaHdOqQOSwTLIuLRuKlj93wf7S4O8GNCZaR+LfUI3svzmZNnJpLBlHovGbt63w48P7yufZsiYk8efirbhXbEzm1Sta5durFLf+3zUpjG8r7loT/7Ys3Fe1bVQTrfLtV26nFixHAwMDvofKBKoZeF+thhMNw8kqS7Q48bFktUK08DBFhULRPYE62yrRCmWL8w3nI85XeWWL8+N4wo39wd3DicD0jVXKAIBAhBITihZ6eA5uW5QqWquGyj9b79Le60vLslTwNiBaoWSxaJnQ+DImchMvY6KFcZMlOw7ufcJyKC/kycpXsGMqyqbtz0QL5yFcFtu0/Y2vaEXsmW69NwGXxrIEyqb/btzTFM7bc3XY+1Q+r17RSmQt4MCxeJ19M+dXzEvb16ljw5nLVROttO3bvvPActRKeF+thhMNw4kqj2il9WY1I1p44KFES6HovjDRynoNT6OixbLF+YjzVdeJ1r5R99/Wj1QIwHjCUsHzWbLAppTt1ILFqhPg7wY0LFqiNbActRLeV6vhRMNwomqlaIWSBZB4w2doSbQUiu6OLNGyZ2kBq/8sW1NatDoAlgqeP5nh7wZItCYYlqNWwvtqNZxoGE5UEi2FQpE3JFr54cZ+omGp4PmTGf5ugERLNAwnGoYTVaOiZUmzXtGy9xzu3r1boqVQdFmgzqLu8vsO6xGtULYkWuMHSwXPn8zwdwMkWqJhONEwnKg6WbSqvValVWH7qLYvzMO5rRX2HKpnn33WP0jT1rnvvvsqHtuQ9QTwaq8OanU08yiKWuWsdj7DaKYMCDwzLRymRdbrb/LsO2tdRN5jnEwh0epesqRiqiLREg3DiYbhRFVLsmqJliXRLNHC/yaaFS2sg8C2LSAyeEbUI4884u6//37/4Ec0ihjHK1MQeDikPbPI3rv3la98xT90Ew+yfPrppytEK3wopUUoWrj9C8mwhn39+vV+iLKEDS8e6GnrIDBuT7ZHmSBaTz31lC8HymlhAhO+J/Dhh+N3JULY7On2HPgebZ1weQTODeJtb3tbclx4MGYoGigfXleDh2iiTNgGhiirLYeHh1qgnLwsXk9jy9i5wDEicN4wzb4TvOIGgXJb4LpCfPSjH00ecooy2zHjuzNBxStsEPY9hK8PCr9rBK4Lwx4pYk/Ef+9735ush2n2ndm1iXXsQbkoiwWOQaJVLlqo66jzjf4gnvMO5yXOWxKt+siSiqmKREs0DCcahhNVq0TLkmo9ooXHZlQLa8jw3jyENfjWaIbLYBg2qOH88DMHi1b4mpVwGfuMockQBCZ8mrq9LggBYQu3AXHAucRT7HEcEAbIGYQMjb2VD9vm8ocR7iMMbCt8HVEY4QMywzKFooXX3uChvOETz7FeKFrhdlDOcFmUC7JlZbdyoFx4vQ1+1xOeaytHeDz2tHnEo4/GL/vGebL9QrjuvPPOspdBc49W2ncdXhPh8q9//evdBz7wgWS5ULRsiHXCVz9ZTFXRQp2tV7TSerUkWuOPSYWohM+VREtUhRMNw4mqlmilSVY10TLJqiZaeIVHPaKFV6LgRcSh1GD8j/7oj/w4GkB7vUpIuA3Mhxg99thjfnmUGfGhD33ID9HzYi8MtqEFlsG5RWAIyfjUpz5VUaa3vvWtvqcGMvXCCy/4ZSFR2DcCQ7zAGOKC17Cgsf70pz/tRSQULVvWeqLwTjxsx16TYy9KDht+9FThu+TlEdgWyhW+GBmBlx9bQJKwPMQIz4xbs2aNn4594EfPiFC0IJK8LMpmL6m2845eL+zv6quvLhMt7AsvjQ7lCuXD+cBtVpT5jjvu8C8QxzheuIwyIvBuQwtsAz1q4a3D8LtGZIkWvgd7cTQiTbQ++clP+ulWFgucC1wXeW4/TqYw0UIdriVaab1a1USLZYvzEuctiVZ9sFyIEnyuJFqiKpxoGE5U7RItfv1OI6KlqB74HloVJjGdGCwzkDfFxIRES0wFJFoiE04yaXCiakS0LFlKtBSKqRWtEq1QttopWoDzpBC1mBDRCi/+Tqeby94sYcLKIvyfZJo4hfJkAhWuaxJl2F8a2Z/RIuGGYoXf/eDWk/02y56fhVtkfX19nMcVCkUHB4sW6rdES0w2JFo16OayNwtLVRosWRIthUKRN7JEC0i0Jg5+dY4oh89XLSRaNejmsjcLS1UaLFntFC0k4SzR6u/vl2gpFF0WEC08IiNLtIBEa/xhsRDl8PmqhUSrBt1c9mZhqUqDJUuipVAo8oZEqzNhsRDl8PmqRaZorV650v8pthHOKxTOd8uvXR6xzi0tFNypPUsr1q8GN+ghvT0XV0wzLr74cjdyQ/h5QcUyrSZX2cfWu8sW9LrLXjGtYl5h9vqKacbB9bP9sHdXaTyN2esPVkwbD1iq0mDJaoVoWYIdWjPPLVm6JOL6VNE699yLkweVnnPODHflgis5jysUig6OULSGh4dzi5bJlkSrPbBYgFtvvTXmtbekTufls7j1NTdXTEuff6xiu/h8BS3fv6dyG5496fsZq6OsWfD5qkWmaAGTLZ5eKMxNxhPROnHIDe4acitnTIuGO91Fy4bcxjkFt3HTUMX63KAbB7YudccHV5RNu/zii92i2ZdE4zdEYvUqd6w4femmkZaLFp7fw9PylH3o2vPKPg8Gw8JZ01zvzFjAzrvwQte3vtctvHC6WzXvwliuDo24+df3u03XzHD9w4fd9Fm9rnfWdL98oTDNrV8yqyRaI6vd+m39blp0zg8P9/vluSythKUqDZasZkSLe7N6L7jAXRSxeyxOvEjCF/YscldcdkEkWoORaM1JRGvm4hXu7HPP5zyeBJ7uPhlQKCZT5BUtky0WrVC2JFqtg8XitNWHE+nBcOzAaDLv+I2H/fD6E6X5GEKI+l8Tj18fSZMJTixS5du79cSx0jiJ2NiB4viBUrmuuPG1ybb6bzwVrRd/xv5QHr/tomjZfjAPUpaUozg8Hq0bliXcdxZ8vmpRVbROnRp1K9cNVEy3Hq2hY4FoJfMKCRAtXhdwg14Gida6ffFwxSB6sMrntVq07DbVxReXetXqKfvQplV+WCZaSwb9+Iqh0vj6A5h/MLVHy87dsuh4+47G2wl7tEZ29btzzipU7LsdsFSlwZLVStGy72PJhRfEorWlN+nRWrwJPVqLEtGqdeuQhaVbUSgmU9QrWtVuH0q0WgeLxWkDJ9x5xfH/a+hmd+vxWIyAiZaXn6IMQZzA2IHDReGJl4c0QY5MprAuBAiCUy5ixW2niA+WDUXrepqf9Fj5/ZYLnc23ZY7fesqLFi9bCz5ftWhQtFJ6tJJ55/vh+Wed0xLRunjBBnf82IgbwXibRQvMnl1+Cy9P2ReT+KzYHQ2P9MeiVYi2d2TQHcZ4DtHqP4J5R13f4ePuvGv6/TQTrd5CvJ9Vl3WPaIWSVa9oXXTBRV60LrhgRixao9vdrtFItIa3u+3+1mFJtGYu2STRUii6LMZTtIBEKx8sFiYqlw+fqJARE624V+pw3JO1J+zhghSVi5aJjkmS36ZJWlG0Km7xFed7MQqWBSZeZetBnkj8sC7m2/IoeyJawbJl+02Bz1ctaojWKbcy5dZfs/DF38l0c9mbhaUqDZasVopW+EP4tN9ohS+TVo+WQtF9IdHqTFgsRDl8vmpRU7TaAV/8nUw3l71ZWKrSYMmaSNHavn075/EkWFi6FYViMgWefyfR6jxYLEQ5fL5qIdGqQTeXvVlYqtJgycorWrZso6KFpNyMaI1+5IF4/Lsf8cP5PT3urgd+4a7rme8/fxnz/u1dfnztNT3uzXd8y31kpMddHS3H2+jZjW18uWz7WO4fv/Gon/6PR5e4bxWn9/xxsFy0/UcxrWdtWRl+8dhDbv6rd8TL97y5bLu1InyPH15ebC9ufvvb3+5fuAzwsuaf/OQnfjpeQI0XROPaRo8gXm5db9jLncOXM+eJ++67z79IGoGH0eLFzCgfGl+8SBsvj/7Nb37jpz377LP+eOrdh6KzI0207DU8jYpWKFuc0yRa+WCxEOXw+aqFRKsG3Vz2ZmGpYliwaomWJchOEC2TDkhOT89mP+1f33mde+jjx2LpiYRoNJKuj+yO5OfOu9xdd7zZi1a4jev2v9796f/8U7fj3f/qykSrKGgP3XFD+XTst++YXwfg89qi2M0vDv0yS075fULKGhEtOzZIDP5q+KmnnvLjuH4xHYEhziUCL1XGPIQN6wnb3wMPPMCzqka4LxNCSBsaX4Q97f+rX/2qW7t2rRctxeSKdosWy1Yt0cojW9wmTEb23ni8Qi5ECT5ftZBo1aCby94sLFYMC1Y3iVbSowWxCUTLDz/3evf6SByOffwh94FtJbli0bJtXOd7uXKKVtijhc89cc+VidafXrMkmvb6YH79ohXGl770pUSocP22Q7QgR88884wXonoCPVrPP/+8H8f1gWDR2rp1qy0u0ZqEIdESU4EJES3RHXCCYThBGWEyyxK3NDFjIbPEaonW5AtJ2N57iOSMp8MjWVsDnRahrIBQtGLR6XFfxm07LzeReH2+JDi4dXjDO++qEC3ryXnoMXyuvHX4z/fGtw7T1gHf/dvRZN82fADbeuwB13NNfDuxWdFC3H777X6I37WFooXArcMvfOEL/vtG2LCesFuH+O7rjW984xtJWRDz5s0rEy3cMsT8xx9/XKI1CcNEC3WYRQt1HXUe//mSaIluRqIlMuEEw3CC6ibR6lbqjUbkR6EYr5BoialAx4jWsgUL3Jrh8mkL1gxXLGfTD2fMt2nDaxZUzBP1wQmG4QTVMtEaWOF7NkCaaC2cvVCipVBMgpBoialAx4iWSdbhvmXJ5wWRfJ0aXuMl7NThPjccTV/Wd7hMtPqWLijbBotW3+HidlP2KarDCYbhBNVK0Yp7tEZ8Yh2Okuzcude6vijprnvVHC9aa66Kf2PUe/mVbs+GxT5Zv3rzTs7jSbCwdCsKxWQKiZaYCnSMaHkiqQpFC1KF8WULMC0eh0iForVgaV/ZNli0/OfD5cuIfHCCYThBtVq05q3Y6Q6PbEx6tObMWe5e3Rf3aPVctSbu0epf5Ra/crG7ep16tBSKbguJlpgKdIxoodfKxAo9WbFo9UXjy1JFK56+IJqGcQzjbYSiZdNZxkQ+OMEwnKAaES1LkmmihaS6ceSwmzt3rru2/wZ3cMfy4NbhVv8jaSTn6/r2uKtnzqwqWnedNjYpUCgmU7RStELZkmiJTqJjREt0HpxgGE5QLROtJn4Mzz1AQojORaIlpgISLZEJJxiGE5RESwhRDxItMRWQaIlMOMEwnKAkWkKIepBoiamAREtkwgmG4QQl0RJC1INES0wFJFoiE04wDCcoliyJlhCiGhMpWlmyxXmO4TwpRC0kWiITTjAMJyiJlhCiHiRaYiqQKVq4wMXUBomuGkiGDJJkFkiiBl4MDfD+PQOJFuBl0QAvmg3BC6SRlHfs2OHBi6T7+vr8i4e3bNniNm7cWJHIs1ixYkUyjsTM82sRro+XWfN8gHcIYvh3f/d3FfNayW233VYxjQnLyzz44IMV01pN2j7weI7w8yOPPFKxTDNkfS/Avpvw3KGM9l1hfljm8Bqx7Vbbfh7C7yQ8FzZu78TEOPZvy6NsacuH2Lp8TsNtgvD407bDhMccjmNdO6f1gDqLuos6jLqMOg35woviUddR5yFhYR6w/GD5IswhllfCXMN5KITzlwleNThPiqkH+1ItJFoiE04wDCeobhAta1iyRAuNhTVO3EhVI1zHxkPRSpO5sGGycTTuaMBqNVq2TRxH2FhiHOtzo2nHi7KZTNh6JhT2GdsN92/bY7GwbYbzwvJ861vfStbHMJSYcH9g27ZtZcugDHYesb6dv/A8YvvhPmzcsP3y98hyFY6HUmzzUN5wv2G50ta148Nydj3ZuC0fEp4zbNO2G0qR7RPHiOXt3GPZsMx2DlioDJ5u+8UQ64bXKv8HAZ/D82XltOsDZbRpeeQfSLREN8K+VAuJlsiEEwzDCWoyiFbYkIC0xipsYK3xDBv5sIHGEA1UWsPDjbyNY3mWGgb7wzZZtEwKuNyhaFlZ7bi5vLZvfMY82w+XydYP5QCg/OH+w3MTjqcJTyiBoSBZ+Vkqws8sBlxeK1OWTKXNs22kiR6LnB1beIyhaOFzKEjh/nG8fP7TwHZQBuzDtmllxvGF11E4Lwv7DuzcoAxZ62Cf4fZD0cKQr8U8SLREN8K+VAuJlsiEEwzDCaqbRAsNRtjw2jiG1phiPK3R4d4eG8fy9hnj1uBiG9aTFDZWaJhsGZQrlJNQMtLKEIqW7c96TULRsnW5RyvclzXQWJenY8iiFQqGLROeB5TNjp/LbuWw4w33B6xsoZyE5Qkbejt3mB4Kg43jeMLvg3uU7BoIyxBKSzg9rZcnPGaMp0l3KFrYnq3DZQkFJSxzeC3asbNIW5kw/Z577kmWD/8zYYTHZeNWRpsefn+8vpXBvj8TYlvXzikfXxYSLdGNsC/VQqIlMuEEw3CC6gbRqkXYkIvGCGWK59WCxSyN97///akSILoPiZboRtiXatFS0doeUSgUyqbNos9pFC5f5Q5uW1QxHSwK1l+0rXJ+LWZdvzcq06yyadsX1SrTXr+vVZenL8fHCLKWrc12t2rItrm3Yr4/NxXrVCHjPBppZc+CEwzDCaqWbE2kaD355JNCiAmC62MniBbnrc4Wre0p0yYHe68vb5/TidvJyukTA/tSLVoqWmjkfUM+tMrtPRhLkokWpifji7Z7+THhKYkWphc8dvIrRCvaNoQOy8bDWkC0CqV9lY0XyxvITlzGctGyMllZQlnBNBxL46J10B9TuWjFZcY4zk28j0LZhWbzIZLxudobzy8Trfh8htPC9eLt2bHH599kGd8fJxiGE1Q1yWqnaJ1xxhnu9J7lDYvWF7/4RSE6Br4+JwNcH9slWgvPPDPKK7vcil373JnR+JlnvjLKPVuKOfyV7lXRELnocj/c6rb5vLXHz8fw6q37o/Gr3dCqy6Mcty3J/e0SLds+t43JvCj/x/O6X7RwLNzOYJq19Umbh/bHTwvb+GI75bdRWi5uk+O2LD6XtaQNy0bt+6JSe45hvH6xHNE+YkcolRPT0Waag7Av1aKlomUXTShMuEjKL5hSL1MoPyg8DiJtG5XbLx18Lezk44uz9bFfDG1/4QkNxdAvV/xiQbgNLFP6HB9L3b1PnvLjDPdn5TCBhfzYNJuPYwgvVJvOnzHEecfxYZ34Oyjfb1kFKJQnlzRYsiZUtE4/XaIlJgV8fXYja9asKfvM9bFdorViJuTqzEC0zvS5x+e0V16XKlqW7xLRinJhLFoHUnNhZQ5vnHj7syraRvzH3c+bbKKV0s7E7VvclvrlbHrZeLG9itZPzk0kpZWiVWr/sihtb1HShpc6G+JysmiBsM1kX6pFS0VrPLGTItoHixXDkjVRolXvrcMPfehDZZ+5oRNiImFp6UYgWqFscX1sl2jVc+sQcP4CnOcYzpNi6mA/X2JfqkXXipZoP5xgGE5Q3SJaDDd0QkwkfH12IxPVoyXREuMB+1ItJFoiE04wDCcoiZYQzcPX52SA66NES3Qz7Eu1kGiJTDjBMJygulW0hBDtheujREt0M+xLtcgULSH4ZaoMv4x1vF4qbUkVSRSJVi+VFqI7QZ1F3dVLpcVkRqIlMuEEw3CCSpMtiZYQIouJFC3OWxIt0S4kWiITTjAMJyiJlhCiHiRaYiog0RKZcIJhOEFJtIQQ9SDRElMBiZbIhBMMwwlKoiWEqAeJlpgK5BKtlesGKqYxG2cV3LGU6YU5GyumjReFwtKKaZ49GdMr1p9bHE53W6+/ouL4lu6Jh9NnL3WXnFX/02KNlStXutVrVvshzysUrnCDuwbd9AaeRpvNkZRplXCCYThBNSJaoWyxaG0+7fLaojXU51559XJ39umn+6StUCi6J1BnXxnVXROty1YMporW9cO1RQu55MwzL0gVrd5dHShahze6E8Vxa6vw1PGt63vdFZsOuUN9y93ya5e7ub3x0K9TbLvCp5P78WhbWAYUzu4ta/uGlhWSeWnrHtk0N5m/vO+Q2zinNB9tnC/D+fE20pbFeGvbp/Zh5V2+5KromjgRTTvhps24yl01c7o7dvJU5fk9DH85FJ/X83Hs6yq2mYdcogXWpUhAyBXFL6xn2caokOe7dTsGXWHmOle4FAUfctOjg5kZyUjPdVuj+dPK1rUvtrBsyC2NvtDBXVv9Sdh65XQvGYdO4sCnuZ2b6pM2SAqGW6NtFM6KpOnkqLt6/U43d140vn+d2xiVcVrxIvXr7C+dxN5No85E68S+rW7auTOL24zLOvesi2LR2lusANEXdiilDLUwuUJy8J/X7iybbxXmxM7e+PNZl0TSd1V8TqLx1Qsu8dMhe0tnTy+ud8KN+eERL4eFs3uSijB99kp3yYz4uGrBCYbhBNVq0UJShWxVFS3r0Vq3MEraWziPKxSKDg6I1qWv3uE2vuoct3rtai9aL3nJ2e76jevdK+fPd1vWvNptOXDIvWzay926pTPdoaqidUMkWnPdNWee6VZu6ndn9ix0/Ts2usX9R92863e6dbMLbsmGPlc470rX199Xylm7l5QN+wd2ucJla93xoZVuQ180XohyfZQ/+we2tFy0zi/mZeT5sbVxLgdoS2184+FgHROBORvduv1Ru7Cr180N27BTcVvMohXud24kcXH7ELVZ0X7Cffn9Re1x4aK4XbLOBGuj05a18cKSwbJ5nUhZec9aXiad3gUS0Vrq+o6eKjuvzXQa5RKtWpIFcCHal4BxDCEqceGG/GebHx5s+BmiNXp9TyQGFxXXL77TaB7kLJ8chOBk2T4xTPY7Gh/P2J5Bd06xJ2rupiPRRX8+rR+vO1r8PHdL3BNk0uMvwqB3bChYNy+xaB3xw237SuJlxD1aW4v/8zlSdk6S5aIy2PTle4vrXbqueLxDybxSWWOpqwWLFcOC1Q7RApv+28LqorV7m5uzcrtES6Hosti5ZoG/dXjGGXOTHq2XvOQlvkfrpTNX+jp/9fZSj9b1I9VECz1a13jRQo4588zZfggBQI8WRAs5CbkQwxsyRAv/qd939GQp10agTbO8x3myYYqN+EWr8J/6pW7nNUG7mPwHPlu0zi9c4grnr0xEq7zXqppoHfHtA/aHdjFVnm4adKMn6xStJkRkvEh6tNbH7WfoFf48BqLlj208RSsPzYhW34Li8pFoXXT2FcV1r4oNMxqfuR4vBW1MtE4djU9obyRUx/qu9uMb501Lyrh6ZjzE/HUHeP14n/gfAOx/Kww3mB9fhMfcWHRBnhgsXdj1cD2J1crNe8s+W4WZa0K4AWWJzwn+R3Pq5CF35NQhN3gTlj/hdh6L1xtddb47/7pRP7508ESxfGO+J+xEzlunLFYMC1brReuQ2/y7sWRlitbuDW7dQOk3WgqFonvi9NMv8XW3p3DGxInW8HV+uCGaf/NNe3xuuzpaZu1lsVztWnJ+W0ULuTnO8yfc1Vvj/B7e9ckSrVPDK30nAPdoxetXF63R66L2IRK8TNGKhri7lFu0Dmz0YhbO60TYPY5smRvfMozO/cy1Y2WiFQ9Ly3eEaHU9OeWjHaAXy+B5EwmLFcOC1WrRgmTV/I0W/RheoVB0T7Tyx/BhTglzTZiDwtzEecvgPMdwnhSiFhItkQknGIYTVKtFK+2vDgGLFl7LIdFSKLovTLRQh1m0rL5b/ZdoiW5FoiUy4QTDcILqdNF673vf6/nmN7/Js5L4xCc+wZN8PPHEEzyparzzne/kSRXxox/9yL31rW91ixcv9p/Ro4ny4d1vHHm2h8D3hvj1r3+duo6dA3w3jQS2+653vcu9+93vdm9605v8Z9BIvOfux/xw3Qd/mEw79In/TMZbFW9/+9v9MX/4wx/mWUlkHcPXv/51npQaWM6uEXyPHG95y1uSc58nsq7DWvHof/3WD//7qXuSaeH57bSQaImpgERLZMIJJg1OUtVEK5StiRCtMObNm+fuuOMO98ADD7hly5b5IQIN3Dve8Q73tre9zTeen//8570IoRHFZ5TPxMiWR2DfOGd33323u/32273kLFy40H3pS1/yx/jYY4/5/YWNMI7RAscSzvvqV7/qli9f7teH0OC8Pvzww+5973uffwGvBdZBuR599FH3xje+0ZfhO9/5jl9vwYIF7q677nL33XdfsrwFyoZ92PFh/5CNj3zkI+7ee+91jz/+uD8WiAG2+cUvftGvZ2L14osvute97nWpooXy4fwhsIx9LzjPKL/F/o/92H3z4V+533vtv7vl/+t+Pw2i9ZLX3es+8G+Pu4eeeM5Pg5AN/P1/uP9xy79H+3Xu//nuk8n45r990L38jd92T//mBXfL537iXvaGbyfbtwgl+bWvfa3/fp955hl/DXzmM5/x03EM+H4wDWHlNtFatWqVP6bnn3/ef96wYYM/B7fddpv/XrDcF77wBfe1r33NbwPnzs4B4oc/LMnOgw8+6H7zm9+4H//4x/7axXf1qU99yt8iAwgWLXxHn/3sZ93PfvYzf0sNx4Cy4JziO8R3ifjoPU+4/33fU160PnbvL91173vAixbAeXvbFx/1y/1LtAzOOc41Yslf3u923/4fyfgr3vwdf05Pv/Xf3ay3fz8uRBui3aLF+aeWaHF+S4PzpBC1kGiJTDjBpMGJqpNFK+xRgJggTFQsrIHD9J6engQTLUQoF6Fofe5zn/MNIhpRiBbWQ2C4Y8eOZLsWYY/T6tXxc9QssF005Bhiui2Lxrmvry9ZDmXCvtHg45zhe0OEPVrhfnD8f/VXf+XHly5d6ofYBtaDZG3evNlLBLZpx27bRITHDllLEy00/vjuUXbbBmTPxnF+EGGPFhp1ANFa9f4H3Iw/+V6yPVvOems+871YtP7sy/F0rIdtQC7AM8+9kKyLsB4tyBXOEwLHFJ5vOwZMD8tt37nJmp1L9OpBkPC94jpM69EKtx+KFsKu1fC7sX2ix5VFC3XHejptufe85z3JuAki92hhiHPzN1973EvVr3/7op8O0ULYef/5M791G/7mQffZ7z/pp9s8O6fffTS9x6/ZkGiJqYBES2TCCSYNTlR5RSuUrfESrTDQUCJwSydLtFA2W9ZEC70IECqLO++80w+xbwgKAgLComU9OWHji2NAoEfkpz/9aTLvhRde8JIFQbB1wgYZPSdhQJBw/HjSNr43RJZohWH7x7nGutu2bXOf/vSn/TlArxzi2muvTbaJyCNa99wTN/LofYHcgKefftp9/OMfL1suS7R2/N2P/HQbYjn0Xr3mn3+SCMLvv+Hb7gc/e9Y99/yL7p/u/aX75Hd+6ZdBDxlH2KOFMuPcohcoS7TCctu1gbLje4Ho2vI4X5AiXB/1iBauIWwHQ/RaImy/mIZrgUULvZU2xDEgvvzlL/vvHWHDLNG68Lbv+s/ooULgPOLcfTASMKyDc/f4M8+7x57+rXvq2efdvz70jP8+1v71D/3nX/467slrdaSJFiSrGdHKum0o0RIThURLZMIJJg1OVBMpWgMDA5zHWxqhkDUa1rM12SK8JdjqMCHLikeeim8xtjO4R2o8AkLYrjBhzQpIVht3nwTqrERLTHYkWiITTjBpcKJi0WLZ6mbRUigUrY3xFC3OS5y3JFqiXUi0RCacYNLgRCXRUigUeUOiJaYCEi2RCSeYNDhRtVK0TLYkWgrF5Ix6RSvMDRIt0S3kFq0tKxt7a7XIB5LMyZTpEwknmDQ4UTUjWiZbLFomWxIthWJyRV7R4t4sE60wd0i0RKeSS7RGdw24dTVEy94dyDTzfqBmwbsK45cxn3IzM8pXTvzn8dU4cWgwef9RYWZ8Tnp3nSjNx3urluHdjof8ewVPnRyr2EbI8dEtbuXabX58ePs6d4Tm2zuXDm2o/12P2dQ+TsAJJg1OVK0QLZOtXRfPcvtqiNbQ2vk+Se9cOUeipVB0WaDOvvT0030dRp1+ySsWeMk6d8H6uL7vXunGorq/o5gHzjzzZam9Wc2I1pwNNzQtWuG7BXNzeKNbORquf8L17ohzc813Hc4qtQeX0LsO8Y7gau867JlTWnfmzEuy3194qo6XSh/Y6IZOBOXsUMpegh2139nvOiwuN94vlc4jWrlfKj2r/Iu3g4eghEJUOOdqN7hr0E9v9KXShUKvWzczfvu6vbz61Mn4ZZoY98P9dmyhFMVlnub3fUXZdq28VgG4ksWiFY/by6CzwJ+Anzp1sx8OHLHPwbZ8pSm46TN7/ed10fmwc5JI2aGNfhqwMl0SXTTxMR5yfZi3dWnGcWbDCSYNlqxWipbv0To05DbPWO9FCw9zZNHCEEn69NPPjpL2Js7jCoWig+P00//A7d69OxatvVt8nd5z3cxij9Z299KXvtRdvf0GN6+31/VGnHn+gqqidebiHe7guvhl0uteeWaSdwqFxW598aXS8XB3lKv2VIrW7qVJbivM2RAPC3OSaTPW7ksaYZ+br4kfVIw2oCf67HNz1Fbhpc2YfsXWYxV5NQGN+E2D/mXMWL/shcdBA58qWlG7Wrh0nes96/zkpdLWVsxcNVrWJkG0ll+73IPPeKk02ocTu3qTl0rb/L4Dcfs2uCQuf5po8bK2n2ZEZLxAee08jd4UO4rN896SiBbcYdr4i1Yt6hIteoN2KFo2rVC4ykGSSp8bE61jW6/wF3tu0RpeGRvuibgCrbu04HaSqVt5ccH6/SwZ9MMTkRT4inblav95WvC/kixMrNauiddZuXJD2fzSW8QvcrDusCwmWjuHKyV45fnRxXQW1h1zYza9C0Vr82mXJz1aWaJ1xtmzfbJWj5ZC0V2BOmuitfBlZ8S3Dvdtd/1j8a1D1HmIlvVobZx3ZnXR6h0oiVbPmW7T/EJRtGZXFa3hFef58eP915REa8H2omgtcHPWjMTjy/b4Rhr5kUXL9ywF+XP0aF9FTi2j2IgvRa5Gnj+wLrkDg84BWy5LtCBzK4dPJaIVbptFK5yHdsu3D+evTEQrnJ+0x1GbkyZaacuC8M5Op8Lu0Rt0hPgOlUC0MLxqVanjo6NFq3fmdFdLtCAQsEcvWgd2+gvYy87JI8FF3Zho2biVaea501zv+qFy0YqGva88x/VuskpTcEOHj7hDft1DFdu18h8bjf4XcTYEiMw+Oo5j2yGKsTnz+mUcH/WydThKEmuDLzXZlh3DyUO+m3nw+quSfW5ddoU755WxjC6df5E7Z8YVwbpjbrQ4juWuuC6WwfA4a8FSlQZLVitFa/Nps8p+o2WiNTo6mojWoj84w51xxhnR/4xPl2gpFF0WqLcAonXGGZcmv9E6MLzT92bNvWaVr/sYB9tH038InyVax4+MRDn09915EVmiNfMPCu7mEzf4XH34cCxXXqrmbIimTffj8y+a7mYtXusKl60N2qRoeGw0+g/tOUmenh7k+/D2Xyphb0lx/SN7Nrpp515StlyWaNm0dNEq9dxAtGwc/zn3HQQnR337YKJVWj7sWTuRKlq8LMavunZr2f47lUr3OOVWL+xxPQvjjg4WrbG1M5PlOkK06iW8EHheJ9FzdmeXr92wWDEsWY2IVihb3KNVTbTwqg67dageLYWi+yLs0bI67UXrwIGkRyvtx/AsWmEuCXNMmHvCnNR33ZyKvAXC3Ga3DkM4P2ax7trl5YIkpjQTJlqiO+BEw3CimmjRwqtkhBDdwUSJFuC8xaKVBudHIfIg0RJV4UTDcKKqJVpZspUlWqFsZYnW3r17JVpCdCEmWqjDtUQrzAl5RIvzDuclzlsSLdEuJFqiKpxoGE5UrRKttF6tWqK1a9euikQuhOhcUGfrFa0wR0i0RDcg0RJV4UTDcKJKky1OeNVEK61XKxQtANECEi0huptqomX1PUu0wpxRr2hxvpJoiXYi0RJV4UTDcKJKEy2WrWZFC8k4fIaW3TbcuXNnRSI35n/i2+6093+tJfC2hRCNgTrLv9NC3UYdh2yxcIVYXkiTsGoiFsoYw3LGcF4TUxNuJ2sh0RJVYbFiWLDGW7TC3qxqosWy1Ay8bSFEY6DOcq+WREt0OtxO1kKiJarCYsWwYDUqWqFsSbSEmBq0QrQsT0i0RLu48MILyz5zO1kLiZaoCosVw4LVDtEy2UJyRcLFbzhMtJYuXSrREqJLyRKttB/EMxItMV5AtELZ4nayFhItURUWK4YFq5Wixb1aaaLVaI/Wji8+WDEtL7xtIURjSLREN6AeLdFWWKwYFqw8ohXKVjOihb88RHLes2dPS0Trf/3gMff6b/7Ej2OIz2nL8raFEI1hooU6jLqMOt0K0QolS6IlWg23k7WQaImqsFilwZKVJlogTbRC2QoTYyeI1p0/eapiGYmWEK2jUdEyyQpFK6s3K69osVSlwTlNTE24nayFREtUhaUqDZasRkUrrVcr/N+qiRaSL5IwkjES8/DwsE/Ug4ODFYncYFlqBt62EKIxUGdRd1GHUZfTBCtNptIEqpo0cS7ifAU4r6XB+VGIPEi0RFU40aTBCStLthoRrVC27H+zoWjhf79I0vZbLU7kBstSM/C2hRCNYb/NQh3mniyr7yxZ9YoW5yHOUxIt0W4kWqIqnGjS4ISVR7RC2UoTrbRerTTR4qfDcyI3WJaagbcthGiMrKfCVxOtrFuCaZIl0RKdgERL5IITDsNJqx7RCmUrj2jhlkIoWnb7EE+W5kRu6MnwQnQeqLN225Bfv1OPaGX1ZuUVLc5nDOdDIepBoiVywYmH4cTVqGhVu30Y/iDeerXs4aW1REsI0XmYaIUPKU37fVajtw0lWqITkGiJXHDiYThxpYkWy1a9opV2+9BEy/4CkRO5EKJzCf/SMBStrN6sekWL849ES0wEEi2RC048aXDySpMt/t9mmmyl3T5M69UKbx9arxYnciFE5xL2ZvFtw2p/bZh127CWaHF+yiNZgPOhEPUg0RK54MSTBiewdosW/udromW/1eJELoToXOy3WSZaabcN6xEtzi+cfzg/SbTEeCDRErngxJMGJ7A00WLZShOtLNni24dpvVr46yX7vRaez4O/asKzevBQxIGBAU9/f38FO3bsSOjr60vYvn17wrZt2yrYunVrBVu2bKnJ5s2bhWgbfL2lwdct4OsbhHUgrBthneH6BKy+oe6hDqIuok7a77LCF0hzb1babcM0yaomWpx3JFpiopBoiVxw4kmDE1iWbGWJVq1eLUu83KvFsmV/hYjff7BwGUj+hjUIeEq1kSVhLGJpQlZLzvLADaAQIXy95IWvzzSBShMplqmwrlj9MakysTJCwbJnZqVJVrO9WbVEi/OSREuMFxItkRtOPgwnsDyixbKV1qvFtw/TerXSZMt6t0y4TLqMsLcri7ARCRsXlrFqYpYGN2pCtBK+3tLg6zZNorJEKo1Qqgyrd6FghT9+N8mq1ZsVilae3qxWihbnQSHqRaIlcsMJiOEE1irRqtarBfA/4bBnCyCR261EA8k+lC6GJcwI/3eeJWZhY1RNzvLCjZ8QIXy95IWvz2oCxdd9WCdCoeJ6FMqVPYzUsHrJPVnhXxrm7c2SaIluQaIlcsMJKA1OYnlki7v/m5Et+4F8+CN5S+7W0xX2dlmPV5qEheLF8pUlYdVkTIhOga/XLJkKhSpNrMK6Y/XJeq2s5yqUKxMs++F7HsnK05vFosX5hvNRXskCnAeFqBeJlsgNJ6A0OJHlES2WrVqilXYLkX+zFfZuhdIV3loMCf/XHUoYixjLWDUxY7gBaxfceIrOhL+3dsHXIcPXcZpEhSIVCpXB9SkUq1CuwluF4W+y8twyrCZanE8433A+kmiJ8USiJXLDCSgLTmZposWyxf87TZOtNNEKZQtJ20iTrTTxYunKkq004aomXfXCjZ8Q9cDXU6Pw9V2vYKWJVZpkhXWVJStLtLIki0WL80yWaHHeyoLzoBD1ItESdcFJKA1OaFmyxf8LrSVaWbKF2w3hXyIa4W+30sSLe7n49mKafKUJWDURY7hhE6Ld8DXI8HWcJlRpUpV2W5AlK6x7Vh9Zsqz+VpOsaqLFeYTzTDOixflPiEaQaIm64ESUBie0LNFi2eL/pTYiW/zoh1qylSVeLF9pApYmYXmELA/cGAoRwtdLPfB1Wk2mWKhYqlisaklWeLswrLONSlYe0eI8JNES441ES9QFJ6IsOKnlES2WrTC5hrKVJlppssW3FMNkn1e+0gQsTcJqCVka3MgJ0Qr4OsuCr9tqMlVNqKpJVdiDFdbJNMlqRLQ4f3B+yRItzldZcP4TohEkWqJuOBmlwYktS7Y4UfL/VtNEqxnZYuHKK1tZwlVLuuqVLyHaAV+PafB1nUewqkkW3yJstWTlES3OP/WIFuc9IRpFoiXqhhNSGpzYskSr02Qrj3ABbozqFS+GG0Yh6oGvpzzwdVuPXAGuN50mWRIt0SlItETdcELKgpNblmxxwuSEmiVarZStRoXL4IYqDW7ohBgP+DpMg6/nanA94XrUKslqVrQ479QjWYDznhCNItESDcFJKQ1OcFmi1YxshUk6lK0wqVeTLRYubkTqFS6DG7J64cZSiBC+XuqFr9c8cL1oVLJC0eL62yrJala0ON8J0QwSLdEQnJiy4CQ3nrLFwhUm/lrC1UrpyoIbPyFaAV9nzcDXfy25YsFiycrqyaomWSxanCc4jzQrWYDznRDNINESDcGJKQtOdNVkixMoyxYn30ZkqxHhypKuVouXEBMNX99ZclWvYLVLstJEi/OMREtMNBIt0TCcnLLgZJclWmmyVa1Xqx7ZYuHiRoEbjSzhqiZdki/RTfB1y/B1nyVYtSSL6yHX07ySlSZanD+qiRbnpSw4zwnRLBIt0TCcoLLghNcpstWscOWRrhBu6IQYD/g6rAZf380I1kRIlkRLdCISLdEUnKSy4KRXj2jVK1utEK4s6aolXvXKVyNwQyomJ/y9txq+bhm+7rPkqhHBalayskSL84skS3QCEi3RFJyosuDE14myVa9w5RWvNLjRE6KV8PWWB76uGa4XaYKVR7K4nnI95nqeJlqcL6pJlkRLTDQSLdEUnKiqwclvImQrTbjqka688mVwYybERMLXZxZ8vdcrV2mC1Yhkcf1vp2QBzm9CtAKJlmgaTlZZcAKsJVqNylarhauWdNUjXnnhBlKIEL5emoWvZ4brQ7OC1UrJapVocV4TolVItERL4KSVBSfBiZateoUrr3gx3LAJMZ7w9VgLvt4Zri/1SBbXU0mWmOxItERL4MRVDU6G4ylb9QpXHukC3FC1Em40xdSEr4tWwtdzGlwvqslVmmB1qmQBzmdCtBKJlmgZnLyy4ITIcDKtR7baKVz1iBfDDZsQ4wlfj3ng657hetOsYGVJVpZocd5gOO9kwXlMiFYj0RItgxNYLTgxtlK26hGuatKVV75CuMESohPh67YaXB8Yrk/1ClaWZHH9zyNZnGdqwXlMiFYj0RIthZNYNThBMpxcq8lWlnBxkq8lXK2Wriy40ROilfD11gh83TNcb2oJVpZkcT1uRrLqFS3OX0K0A4mWaDmczKrBSZLhJNuIbDUqXHmkK4QbKiG6Ab6Oq8H1g+H6VU2wJFliqiDREi2HE1otOFkynGxryVYjwtVq6cqCGzkh2glff43A9YDhepRHsCZasgDnLSHahURLtAVOarXgpMlw0m1GtmoJVx7pMrhREqKb4eu7GlxnmhUsSZaYrEi0RNvg5FYLTp4MJ99WCFce6TK4oWkEbtiEaDd8DdYL14MsuF4xXC/zCJYkS0wGJFqirXCSqwUnUYaTMMMJvB7hAtx4VIMbJCEmA3ydV4PrTxpcD/MKliRLTBYkWqKtcKLLAyfTNDghM5zQGW4M0uBGpV64AROiE+DrtF64nqTB9S0NrrP1CBbgvJEHzk9CjAcSLdF2ONnlgZNqGpycGU7saXADUQ1ucMYLbijF1ISvi/GC60E1uH6lwfWU4XqeBueLPHBeEmK8kGiJcYGTXh44uabBSToNTvRZcKORF26YhOhG+LrOC9ejLLhepsH1Ow3OE3ngfCTEeCLREuMGJ788cJLNghN2Fpz8q8ENSivgxk2IdsLXXyvgelINrn9ZcH3OgvNDHjgPCTHeSLTEuMJJMC+ccLPgBF4NbhTywg2PEJMRvu7zwvWsGlx/s+B8kBfOP0JMBBItMe5wMswLJ99qcEKvBTcWzcANlhCdCF+3zcD1qRZcX6vBeSAvnHeEmCgkWmJC4KSYF07CteAEnwduRMYDbgSFqAe+nsYDrjd54PpZC67/eeF8I8REItESEwYnx3rghJwHTvr1wg2NEFMBrgf1wvUwD1zf64HzjBATjURLTCicJOuFE3QeuCFoBm6UhOhm+PpuBq53eeD6XS+cX4ToBCRaYsLhZNkInLDrgRuI8YQbOiGaga+v8YTrVT1wfW4EzitCdAoSLdERcNJsFE7gjcANiBCiEq43jcD1t1E4nwjRSUi0REfBCbRROKE3CzcyQkwluD40C9fXRuH8IUQnItESHQcn02bhJN8OuGESopvg67kdcL1sFs4bQnQqEi3RsXBibQWc/DsNbgCFqAZfP50G179WwHlCiE5HoiU6Gk6yrYQbBSFE83A9ayWcH4ToBiRaoivghNsuuNEQQmTD9addcD4QopuQaImugZNvu+FGRQgxfnJlcB4QotuQaImuhJPxRMANkBCTAb7OJwKu70J0MxIt0dVwgu5WuLEToh74eupWuH4LMRmQaIlJASdsIUT3wPVZiMmEREtMOjiJCyE6D663QkxWJFpiUsPJXQgxcXD9FGIqINESUwZO+kKI9sP1UIiphkRLTGm4URBCNA7XLyGEREuIVLgBEUKUw3VGCJGOREuIDLhhEUJIsISoF4mWEG2AGychOgm+XoUQ7UOiJYQQQgjRJiRaQgghhBBtQqIlhBBCCNEmJFpCCCGEEG1CoiWEEEII0SYkWkIIIYQQbUKiJYQQQgjRJiRaQgghhBBtQqIlhBBCCNEmJFpCCCGEEG1CoiWEEEII0SYkWkIIIYQQbUKiJYQQQgjRJiRaQgghhBBtQqIlhBBCCNEmJFpCCCGEEG1CoiWEEEII0SYkWkIIIYQQbUKiJYQQQgjRJiRaQgghhBBtQqIlhBBCCNEmJFpCCCGEEG1CoiWEEEII0SYkWkIIIYQQbUKiJYQQQgjRJiRaQgghhBBtQqIlhBBCCNEmJFpCCCGEEG1CoiWEEEII0SYkWkIIIYQQbUKiJYQQQgjRJiRaQgghhBBtQqIlhBBCCNEmJFpCCCGEEG1CoiWEEEII0SYkWkIIIYQQbUKiJYQQQgjRJiRaQgghhBBt4v8H1uW+1EEur6IAAAAASUVORK5CYII= diff --git a/docs/about/image.png b/docs/about/image.png new file mode 100644 index 0000000000..7a19d9162c Binary files /dev/null and b/docs/about/image.png differ