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    <title>topic Re: Feature Layer to DataFrame in ArcGIS API for Python Questions</title>
    <link>https://community.esri.com/t5/arcgis-api-for-python-questions/feature-layer-to-dataframe/m-p/865224#M4374</link>
    <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;If I haven't misunderstood your problem I guess layer.query().sdf is what you are looking for.&lt;/P&gt;&lt;PRE class="lia-code-sample line-numbers language-none"&gt;from arcgis import GIS
gis = GIS()
_content = gis.content.search("Ziekenhuisen")
_layer = _content[0].layers[0]
_layer.query().sdf&lt;/PRE&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;IMG 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mwt00SMZ7kmivUf64Vpl6fPd33VVVcVXZIkaVBM/4D7vrtaAe2edFe2uejdG+/MVm9YmT1+/8rspjP2K/KwPdt4djLdP/9hkR8+lP3p8DiP378sW/2+ImuqvL6tMugeZM8++2y2zz77FF291WTZvbBt27bi0+C49dZbG7tJUBVwzhRsq8uWLcvuvPPOImfEW/fdN3vL3LlF12gEewR/5fTLJ58shhjxLz/7WfFpepmK5Xrre96TvfW97y269rZ+/frsoosuyvcTSZI0OKZ/wH3cSXkg/PjF+w537JtdmQe4J2XLRvo26ulNj2R3H7NsZPr3fyT71Pce77IGfJJNw6B7pnr11VezO+64o+jSTPbxj388u/zyy7ODDjqoyNkbgTcBX/jwTTdlRz/1VCv9zkknZfPPPDN7Z+mmBf0YdrqZ6uXiZgipbPPmzdmZw9+DJEkaHDO+SfnmP6cpd1oTfVu28emi5wS9/4xTkxrvD2VLT8yyn+z4X0V3h4oa+klrbj4FQTc1xZHKtZB0R7+09jNqmKntKfePfoceOtI8M/qT6Bdoohn55emSl5Yd/Tstu0npfEeKpqZpv6rmxjH/kbqt9aWmOB2/PI26flF7nc5fzHOsZwKJe+65p9W/PG+MH/3SbSFqrykv+se0Y36p4aXWP/qTOjXWOiuvE7pT6TKTUiwHy58OU96OmF7d+AcccMCo9VKeNmXjgorm4h8YXl8RVPJ/4Ze/nH8uown4y48/Pqp/NH8m1TVFT2vGt33lK0Xu3uhXHiYtv9xEnDyajtf15+ZBlEkql5vOb7kJ+ljLFc3hI5WbfafzRUpbBDCdcv8U6/eI738//8x3QypbsmRJdvzxx9u0XJKkAeIz3MO+c+nm7PnPjjQJv/LEX2br/6bc9HuGKYLuax/95yKjOQQJ1L5RI0t6MrlAJdA466yzWv2QBnG45JJLWv0J1gg4qMmj+6mnnsqHif6kqOXjgpXAJvKXL1++V9kEgNEfBC+dlN0k5mHDhg2taXLxvWrVqlZARbNT8smrwjLeeOONrfHT9T0W1i2BK7VsMT7TC3yXadn33nvvqMCA7wf0owyax+K0007L8xiX5Ynx03ljvmPdk5CWTTB9//335/34blhHfL8EKOQxvYULF7bGjzI60W6dMQ3WCdOkH9OhO/B9LV26tDUuy1e1nRE40599Ie3PPsC2GeOTUqzDM844ozXuV0qB7UMPPZTvQxOxY3jZ5//7f190jSAYjJrvKgSXCy+8sFVDvnO4DILVMoJh+jFMBPTk/ctPf9oad85HPrJX8Lvtiita/UEgG15+4onsX37+87wf80n5nRprubatW9cahpTWgrN86Xyx/E/90R8VfUfQ/yPD2wT953z4w6NuBnSK7/uGG24ouiRJUr8z4B72gbOWZX963MjnZUfuO3xV9HLWo0ruPe67K/vS996Zrf6DDxUZHSqaxMf8TScEIwQgVbVvBHcEUWm/Lw9fkBNIpdLnUgmodu7cWXS1R6BCeeH000/fq2yCp7Bo0aJs+/aJPw7wi0felH33sLftle4+5q3FEO0xD2kwzcV3uUZ0LJs2bSo+dWdoaCgP6ghiy/guWf8Ez4GbIWlgQP8I0OcWzw53Mu8Mw3dz/vnnFznVQUc0oY8bHy+99FL+vxfq1tk111yTfx8xTdYNy8n6AOsjXSfHHnvsXsuc3jDZb7/9sq1bR34VIGqr05saZYwb5afjBm56kD9eEcjOX7ky/9+JqnEIYP/fu+8uukakwXaKvAVJs+n/44QT9grW09pfarQJ0APPQUf/txXLXn72fCLKyxHyGxPJfLP8PAuezjtBeDTLp8k4Nwa6xS9HcGzsdr+XJElTw4B7Mjz9ULbi0p9mn7r41Gzl+4u8fvaWhdmKK67NzjviN4uMZhA81tUKEzgTuKQiSOsVaiKjKW5aK9mk3znyjewTT762VzrhgX8phmiP4Cm9MUAg2E3NOkEpQVksd7kJcjtc4NcFb3yX3JRIzZ8/v/jUGzTjj/mezOdYx1pnfB/Rj5S+sI51lvaLWv0UtduB4Dlq0NkHyut0PCbyPVAje3DFPI+FQDNtOl1Vu01gXVeTPFbT7qlCk2+WJeatHMizTNGPJEmSZMDdNILtVc9kWVKL3teKYPuCpb9TZDSrrpamKkjoZY0lohlwXXPdJky0hjtEAId2NaBVCOhY1mj+3E1NWV0tf1Ug3mlrg06Vv6tumsNPVLt1lj4SESlqnXlhGbXQkc+w3SjXWI/HeL8HaqCrXpTWCZpLR9PqSGmtNMjLm2FXNKuOZtdp6hcxP9RWP560XkDajD5S3U2FiermRpskSZo6BtxNSoLt0T8X1oXJfGnaJAfbp5xySv5cbzS/TdE0l5rC9Dnds88+u6uAJS5Iq8onCCo/S9uNdmW3M9Eabmq00+eJJ/ImctYxyjcyWC8E8+WaXJpxU0NbFaDTzLX8XVILTbPyTnGThTLK5bOuq5597gatI9ie6mr0mSbLnL6MrUp5nfEoQt06CWkNdlUNdx2C9vI+0K3xPgpBzS21tXUvUmuHptQ8R50+V12HwJrppMMSoD7T5Y2JTvEm9mh+zjJSgz9ev/V7v5f/j1pumr5PpLxOPfbYY3u1/pEkSf1r+gfc8Tvcl3KR9dPsS/mbyHv9O9zVNv/NM9lPhv//5IbNI/OQp969Bb2nJjnYBoEUNYYEZlFjm74BmhpoApTox8ujqp73bofgNC0/AqOoFY58UrcBXV3ZTeK583SapHSdxRutaeYcTZ3TIDIdj8QyRBAZYjnKNaMEgNzwSJt2xzqr+i4ZNmp6O8F8cCMkyk+XixsLPI8cZZO6CUSZP+YnfYwgFQF0VY1yOk1Sus74T3e6TkiBGw7pNtxtDXd5H0jL7sR4X7AVAW/aPJoUgTEvRaObGupoYp2+sZtAmuAzHbeqWTm159R8M2w0HY+a8HTcXjUr5wYCNwMok9rpcq17u+UisI75ScePFgDcaKBFQDpM+gb0Xtm0adOEX4QnSZImz6zdw4rPGpcfZn927D9mB2yYyPPZ/CzZyJvSp6LZ+dOb1mZ3HnT+XsH21k2fz05f/6Ps8NVD2dfPqH6W9Inhi9dDDjmk6FLTCEK52E5vPFTlScHtY/qghQY3jWjdIkmSBoNNypW9/4zLKmu2F53x9bz5Yl2wrcmXvpAL1EaTN5E3UWt6403+1JJ384I89SeCbVpUSJKkwWHA3RO/zNavGmkyvmJTN89LUjvOeJuz9f9YZE0TPMubNoMtp26ffdYImm2nTYxpyswFeDdNtzWzRHN/3oGgwcXjG90+piFJkqaeTco1ITYplyRJkqRq1nBLkiRJktQAA25JkiRJkhpgwC1JkiRJUgMMuDVleGty+iI1TW+8UT39vrt5a3Z53G5eujfI29nDLz+c7fPQ8HwX6Zs//2bRZ2zlcddtX1f0kSRJ0mQx4NaUWbJkSf57srxBWZOH32Vu6ieiTj755DGDYb5zEt9/as0Da7J91g8Hh8PpfV97X5E7gjdtx3gLFy4scjszHbazV5cOL/tw+sP3/GGRM6LdOjtqzlGt8ea+ZW6RK0mSpMlkwC1pyhE4/u0zf5u9uno4QBxOC965IPvYtz5W9FUV15kkSVL/M+BWX6PGNJoCUzMb+E1a+qWuuuqqUcOUmxKntboMSxnp74X302+Dp8tNokl1YN7r+rH86TKRAv3o3rZtW7Zs2bJW/3S5262zqL1O+8e0Y37vueee7Mwzz2z1Z147QeD4Hz/yH4uuLPvj/+uPs4dfejh7/OePFznNmsrtLB2X1KmpXmeSJEkamwG3+hbBype//OVWU+LIw+mnn54Hd2mwecMNN2SXXHJJ/pl8gsqnnnqq1ZyY7tSGDRuyTZs2tfoTKPaDCPBiuUk0qQbLz3JG/o033pgdeuiheb/AcsRyH3/88a119uSTT+Z5NMlmeaOM0047Le/fyTqj7Bh31apV2TXXXJPn33HHHXke02OeouwLLrgg798OAeKOl3dkR88/usjJshV/tyL//+DOB/P/TZrK7Yxg/PLLL29NO6Y/lqleZ5IkSeqMAbf6FsFa+pzv8uXLs+effz7/TD7B3WOPPZZ3R61iBI8EggSEEagyPIFmWrtIN4Ei5s4decY1DazqPHLOW7LvHva2vdJPrp5dDDF+TJ8AL+arLA32wPKWl4uAN5ab/7HOxtLJOiM4jO/kgAMO6Gh9dSOeR97y2S3ZgjkLitxmTfV2xnc6EVOxziRJktQZA271rXJTXWoKU2eccUZec4ihoaHsrLPOyj8Hhk/Hpyl1atGiRcWnPS/lisCpnSO/+nr2iSdf2yt94Iu/LoYYv5deeikP0OqwDPPnzy+6RqTLMVFjrbMmLbl5SXbTv7spfx75I+/5SJHbvKncztavX5/3j3HLzc3HMlXrTJIkSZ0x4Fbfomlu2tyWmsQUtYzR3Pfee+/NTjnllKLPiHJTXVLUTE5EkzXcaBfkVgXjW7duLT5NXFPrrB0CRWpm//gjf5ydcvDId1jVZLopU72dRXN8mqXT3Dx9BrzOVK8zSZIkdcaAW31tv/32y/8T7JRrHkFwxHOwNANOa6d59vaiiy7qeZNnNFnDHU2SWaYqLOfZZ59ddO151ribAI8aVWpqy3qxzvgOoja4G79/8O9nf/X4XxVdWfaXj/1ldtTco7qqtWVdjKeWGP2wnVEu3/3OnTuLnPZ6sc4kSZLULANuTZkIkOIlU9GsNoIXag6p8SOPF4PRXRYvtVq6dGmRM4LANV4oFuWSBgEvNys3U451Um6CTLDH8N2gjLT8CFB7sc4om+8jxo0bAmNZd8y67A/e9wet55F3/nJn9v1Pf7/o25l47nr79u35/9DP21m8OT4SzdU7vXnSi3UmSZKkZs3aPaz4LHXtiSeeyA455JCia/LR/JYa326DTk0+AlwCU5pPTwRBKi+Oa7qpe2qqtrOHX344+9gPP5a9unRi62zhowuzc+aek63Zb02RI0mSpMlgDbcGGkFQ+tZuqQluZ5IkSRoPA241gmbKaVPZchrPc7apaIrbTRPcflBeD2mK39+e7mJ5O3k5WKB2PMabzDen98t2ts9Dw8s+nL75828WOWOjdjzGe+n1l4pcSZIkTSablGtCprpJuSRJkiT1K2u4JUmSJElqgAG3JEmSJEkNMOCWJEmSJKkBBtyaMrw0K16ERVJvsX556VeKl9VN1svZmE7V73CTH9/5THlRnCRJkmYmA25NmSVLluS/ybx58+YiR73CW72XLVuW3XnnnUXOiHjT9urVq/P/ky0CcL530h133JF3S5IkSdORAbc0DX384x/PLr/88uyggw4qcvYgyN2wYUNXP8vVK/fff3927LHHFl2SJEnS9GbArb6WNj9Om0dTQ1tujkztaTpMucl6GmAyLGWkvxfezW+Dl8smUasMyk1rkCm33LS7XbPqKCt+Azodl+7yfNI/bbod/S+44IL8fxWC8a985StFV+fS+SaVg/aYZ9I999xT5EqSJEkzkwG3+hZB5Je//OVW8+PIw+mnn54HdBHk4oYbbsguueSS/HM0qX7qqadazdbpTlHLu2nTplb/M888s+jTHkFmWjb/u0EwTs1z1XKFQw89NLv++uvz/osWLWr1X7VqVT7PgXnZtm3bqOD6oYceys4666yiq9opp5yy1/obSwTyMd8kHgsIBNtMN/odf/zxRZ+RGwURhF900UWt7nLALkmSJE0nBtzqWwSRaUC3fPny7Pnnn88/k09A99hjj+XdEbjFM8rXXHNNHpxGk2qGX7hw4ajaYbrjGeK5c+fm/zsJQIeGhmqba4+F8gn0zz///CIny84444z8ZkHqxhtvbC0704nlZry05jjmJXXvvfdm++23X9FVjTJZ/lh/naoL0mP919Wqp0E48xvd6fcrSZIkTTcG3OpbBHFRE0oiUE0RqG4qansJPMu1ugyfjk9NcIqa4xA1zp0E0d3UCtehBjvmq6pmff78+cWnLFu/fn2ewPwRtMaNA5aR2uqydPxe4WYGwXLMe9psfufOncUnSZIkScGAW32LZttpbSg11ikCwKhxpVa3HHim40aKGvCpVp6vJ598sugztrjRwA0Jgu+qmwSdBsDdBubUYMc8s87LTeElSZIk7WHArb4WTaOjKXYZQTg1rTQ3TwNPnvHmWeGJ1EZHDXtakwvesh1NwCmfGt/UAQcc0Jou/9Ma7KihLpfZjbjRwEvPeMa9jJr77du3F13VmC9q/KMpfYp5Y7mjmXidtIn/4sWL8/JiHF6uljZ9lyRJkmYiA25NGWpHCeziZWZ8JkWwSg01wSp5BLV0l8XL05YuXVrkjODZYJ6DTptuk7oRtcQxP4FaXoLamK/y74jTn3mq689z49QOp/PVbU0xNxqYRtUz0FXPhJd9+9vfrq0dj+Ut15JHIB6J4dKm7qxvvkv6cVOi3CJBkiRJmmlm7R5WfJa69sQTT2SHHHJI0TX5qFE9++yzu2qS3WsEngTWvK28KoBtAsEvNel1LymLN4bX9Sco5kaALy2TJEmSmmMNtwYawXb8FNhMwU0GmtfXBdO488478yb1Vc3Cae5N7bPBtiRJktQsA241grdop82Pyyn9ea7xoAaXcqjF7ZcXoTWN4Jlljt8Ab4eadmqwuSGRivUeTcElSZIkNccm5ZqQqW5SLkmSJEn9yhpuSZIkSZIaYMAtSZIkSVIDDLglSZIkSWqAAbckSZIkSQ0w4NaEvPnNb85ee+21okuSJEmSFHxLuSbk5Zdfzl544YXsV7/6VZEjSZIkSULXAfePf/zj7Jvf/Gb205/+NK/dnD17dvamN70pmzVrVp4kSZIkSdI4Au41a9Zkr776avaOd7wje+tb35q95S1vyQPu3/iN38j7G3RLkiRJkjSOgPtP/uRPst/6rd/K0z777JO97W1vy4NtksG2JEmSJEkjug64L7300uzd73539tu//dvZ29/+9jzRrNyAW5IkSZKkPboOuNevX5+95z3vydM73/nOvGk5ATfJgFuSJEmSpBFdB9wbNmzI3vve92b77rtvHnCTDLglSZIkSRqt64D7xhtvzObOnZunOXPm5MmAW5IkSZKk0boOuPlJsHnz5hlwS5IkSZLURtcB9y233JIH3CQDbkmSJEmSqnUdcA8NDdUG3DDonhz/c/l7ik9Z9juf/8/Zu//wi0VXe68++d+zF1b/u6Kru3ElSZIkSZ17U/G/Jwy29/inb16dB8WR/vmebxV9OrPz4jOzn62/sOiqtv/6v8t+996f7xUwP/9/n9iaLp9T+xz2e/k4pNnv3rfIlSRJkiT1Wk8Dbo0g2P7F1/+8FdjOXfPX2Uvr/iivXW4aQfrsd7+3Ne1f/+KlMQN3SZIkSVLvGXA34H/f8fW8qXb4zeM/nb1zyUnZ/xr6f/Juaq9JgQB96+n/Z/6ZfGqmf7nlrux/f3djq6Y6Hb6d966+Ipt/6Y1FV5a97Xc/nL329A+Lrs5QG880mS9JkiRJ0vgYcDfg1//00+ztH15adI142+9+ZDj/Z0VXPYJlaqYJ0P/NJ1a2aqrTILobTJMa72786uc7i0+SJEmSpPEy4O6xyWg23ilqql/7n49nc47+eJHTGZ4JJ8j3ZWqSJEmSNH4G3JOEZ6knE4E/z43TtJ0m7ZIkSZKkyWXA3WO8BZy3f+964qEiZwTPUb/t/R8qupoVP/1Fk3RrqSVJkiRpahhwN4Dnr3lLeeDlYzTt5oVmICCP57kJjtNhA8Pw4rRupcF2TK9bvjRNkiRJkibOgLsBBLoE3fGG8fiJsEB/AnD6ERzzs2FlESxHGZ2+pTzehJ6+4ZzUze+A+9I0SZIkSZq4WbuHFZ87MjQ0lM2bNy9Pc+bMydPs2bPzNGvWrGIoNY0gev/1f5c3YR8vfors35z8eZudS5IkSVIDrOGWJEmSJKkBBtwDjObo1HR386w1z3hHM3N+L1ySJEmS1AyblEuSJEmS1ABruCVJkiRJaoABtyRJkiRJDTDgliRJkiSpAQbcmpZ4n0A5nXTSSXm/gw8+OE+45ZZbKofdtm1b3n88zjvvvNoyo1+UXx6GdMUVI7/Brv5S3lYeeuihos/I9xjbV6jKY5wYv6xqu4ntFHXbFfnjke4H3WCZmO5kKu83/YJ9lflKtwXVm+nrK44h/O/WVOx36l67Y1W/HsfKJrKdjtdEtu928xvn3Liu6sV3wPjlc7sGT3nbqDPe/aFcvgG3pq0TTzwx452Ake66666iz95uvvnm1nDnnntutmjRogmfFLdu3Tpq+gsXLiz6jJbO54MPPpitWbNmzAOAJt9nP/vZbN26dfn3xHd29NFHF306t2XLluLTyEG8Smw3bAt8LgfU5e3q2muvLfpImq44f7G/q79xPOZ7qjvfq9pEtu/PfOYz+bj8H4vfj6aKAbdU8qUvfSn/f9ttt+X/J9PSpUvzYG7Dhg1FjvpB1Mjdd999+f/xXhzwvfL9ckNn48aNRW41tgWGu/vuu4ucZkTNAim9yRQ1AaRy0A9qx6N/qt14kU+KdRp3gWM+ouYgna+yuONMSmvpowY1xh3vjasomzTWfAbWXVV+lRg2UnrzJV1uUogWCWn/Tm4KxnikdJzoJk30Bl+UQ4r1la4P/jO91KCsrxg/xLYXyzkea9eubc1TLEssY+wzsb3Fd1Oej3S5mNcQ+el+GMsd+0fMewxD/5heOh5lpd0xr5FX7hefSak0v9PtY1Cl6xTp99SN+K6qxk37peutm++lajup26Zj24gUYj6YRvp9jkfMD9ptp1XbTSxjbJ/pMt900015Xmj3/ZS3wbRfebmeeeaZ2n6UE/1intT/0u2m6rt74IEHWv3YjkLd/lFmwC2VcOeTQCeCq8l23HHH5bWYcULQ1ONnEPG9732v7QG1HQ7KfK8rV67MTjjhhLysqf6OmR8u/rl5wDbPfIELnuuuu65Vy85n8lLcMKAf4uTTbjwuQpgG06KlAC0E0uXnAoZ+3MzgRMf6iZYnlBNYj2lrA5QveNiH6XfhhRcWOZ3rZj5TjEMq51dhuGjZwjRYHpaLdRXlx7pN13vd9zUWxuP7YjzWTVxY0j3RVjVjrS++R/qxXKlBWV+Mj7j44qIL3BAbL+aDslkmlqVbsX/w3cW+Vv7+VqxY0VonV155Zf6/E9zgi/XMNBDrL9ZFOPDAA1v9WI6YH8T8jHf7mA7aHcfaYTz2yRiP9Rf7LOuVfqxn+iH6hU6+l3DMMcfkw7ItVrXa4rsin5Z/MVxML46vbBdxDpisFlftthuWOY4X7bTbj1ge+pFH4nMaZJFH+XxH9IvjA+eitF8cq9Tf2M5jX4ntvHy8Y5j4XtmX+c7b7R9lBtyatjgIpnedJvugx8kupp0eqDV4CFK4WAx8p+ULl/L2VhZ32o844oj8YhjtWlGwvXLiLgcJ6XZFmsh2TVkROKxatSqfHicQbjZFP5adk0i51UX0S9WNR5mUzTRw6qmn5v/T5U+XM4KaaCLIySxEs/wogzJZ90wjcBE5Ht3OZ4gL1U5aI8T3xY0XcNHKiZp1xmcuILloYz3iueeey/+j7vvqRIwX29Vll12Wd5Nf9f12opP1Rdllg7S++E85sU1yoZVuj+MR22d5/+nUCy+8kP9nPe7YsSNfHxH8BOZ7POXHdxniWMVFJOsvFd83Yl3HzUm+h/FuH9NFu+NYO+Xx2MYjsIxWUrF9sh+zjtPzwFjfSyqmEftX+Xzy6KOP5v9jO2C4dHoEH3RzDOYcOd5tult12035eBHzXaXdfsSxiWmwPCT6pTcTYvoLFizI/wfWQ3zPsW7LtezqP/Edsx1wXcX3WD7exTYV3yv76Vj7R8qAW9MWB0R2oEhxgpos7HQxbZ+zHXyciNMDMLUM6UG1vL2VcaEeJ3C2RS6EqlpRkM8Bn4sAhi9vO+l2Rer1dv3iiy/mF3dMJ4J6Tj7tRBBTNx5lgnVGPstYRq1MaBcUxQVjrCfKLCtfBHWq2/ksa3cDJXBCr8NNHKbLNpJua+3EPLeTLkfd9DudXqqT9cWy1BmE9QVusrD/xv7e7iJ+PDq9CRDS4JpaGdZB1QVe6Lb8Xpno9jHoxrve241Xt52320+6US4nDUr5DtneUhF8IA30m1a33XSzHtrtR90eD1lP8b1xrKAskgYD311s31xXxQ2VdhhnrP0jZcAtlbATcbClafdUiFrC6XwhMqj4TjgYxx3sTk/u0dyMADROxGxjdJcvrsiPYLqT5ra9Rk0ItVlsgzEfpKhhaaduvKhdoQYk7VeulQvttv0IeNP1ROrF/tLtfAaG5wRdFfyXtbsZQO0V66+bG3Qxz52qm35VMDSWmbC+kNZeML0mbt52u/3Guo5jUdS+tLP//vsXnybHeLeP6WK8x6R249Xtp+O9yVhWLie2mWhqGyn2gbT1Xq9a8k1kO+12PcTylPej8RwP43ujrHRdWeHS/+Lmbzx60Qm+77H2j5QBt1QSz7tN5t3awN1VgrBysz5NrahJi8A5gj6ah3ciXpCWBolxYO+klq8pzE8sUwQvnETiPQJxt59l7+Riqm48yqTsaLbMNOlXVysXTW5j3qgxCEuWLMn/x3qjOXHdM1Pd6nY+A/MUF1XlRw3K4kQc20RMg/9ps92q7aLu++oG02e8eD5tIsecmbC+EOuM8qoeKeiluAHXrhkq+xTrgGFZj8xbN/tA3ChM96smjHf7mC7aHcfaKY/HMY71BvZT9tdYh+zHrOOqC/xOxP4X+1e5nDjHxfYY2x7Y/lgmAkxuqjBfMc+9MJ7ttHy8GO9+xH6e3hBnOL6HsXAjMeaX74jxerlO1IwInNnm+M757svinBnfJ/tpu/1jL8MXfl0ZntDuBx54YPczzzyz+2c/+9nuXbt27X799dd3v/HGG8UQ0tRj0x4+8BVdow0fVPOEm2++OR+2nIYvrPL+4zF88qkto9wvnWak4RNX3k/9Jb67SGw7ge7y9hZ5fNdV/UF+bIvtthuUpx+pbjsfS+wHjB9lpdNOp5dOI4YP5f514yHySbH+Hnzwwby7vN2n5ZTXTXm/DZRBN2VORFp2u/ksTy/mcyyxTUSKMmMapPT7wVjfV50YryzKIJXXfbfSsmJ9xTKyTsIgr6/yvI9HbLexjtpt19EvljWWI6TLVZUf+BzrBOl46fRjXcb0ysubllue73SdxXfFMIHuSO22j+mgvG6iO5Y17ddOrP9I6Thpmem2Wi6/3fcS32daVnzX5e003c9IUX7VtpZ2d6NcVt12Wl4OtJvfGDe267QspNMhpdJ+6Xqmm34o7zdg2BgvzVd/KX936fcW3z3bSWxf6b6Sbn91+0e5/Fn8Gc7o2NDQUN5MiDRnzpw8zZ49O0+1Ub0kSRq3qHnppGm/XF9SO9TWUovXZQjQGOaHfdX9VdOVTcqlPhXNmKvSWM0wJU2daAJalXrdnJbmbVXTIdG8bRC4vjTTVG1/kWYalpng30fpNJ1Zwy1JkiRJUgOs4ZYkSZIkqQEG3JIkSZIkNcCAW5IkSZKkBhhwS5IkSZLUAANuSZIkSZIaYMAtSZIkSVID/FkwNcJtQZIkSdJMZ8CtRuzatav4JEmSJEkzk03KJUmSJElqgAG3JEmSJEkNMOCWJEmSJKkBBtySJEmSJDXAgFuSJEmSpAYYcEuSJEmS1AADbkmSJEmSGmDALUmT7Pzzz8/e8Y53ZFu2bMn/P/vss9nhhx+ed9f55Cc/md166635uFdffXWRK0mSpH5mwC1Jk+z666/PXnnllWzJkiV590EHHZQtXLgw/9zO/PnzswMOOKDokiRJUr8z4JakSURtdmr58uX5f4LuuXPntmq+Q9SAR/8FCxbkKe0nSZKk/jRr97Dic0eGhoayefPm5WnOnDl5mj17dp5mzZpVDKWZbteuXcUnSSkC5A9+8IN5DXcV+p988snZj370o7z5+Ec/+tHstNNOK/pKkiRpkFjDLUmT6KWXXmrValehJvviiy/On9km+DbYliRJGlwG3JI0SWgqvm7duuz2228vcqoRZN97773ZmjVrihxJkiQNIgNuSZokvCSNIJra63ZoSr5x48bsnHPOKXIkSZI0iAy4JWkS8eIzaq/rUAseTclpWu5PgEmSJA0uA25JmkQ8o12HQPv444/PrrnmmryboPv+++/Pf3+7im8plyRJ6m++pVyN8C3lUj0C5bq3lEuSJGn6sIZbkibZ2WefvdfvbUuSJGn6MeCWpElGk3FquHmJmiRJkqYvA25JkiRJkhpgwC1JkiRJUgMMuCW18Mbr8rPF/GY0eaT0bdkME/nlfvyOdNovlfYr/+RV2q/u+eaYx0hVb+muWo50fplOWYxTVR7zWf7tbPKqyivPHyktM/IOP/zwImdEXXlg2OhXt14kSZLUfwy4JbWUAz2CQH4zmueNSStXrmwFfPx81Y9//OM8/5577sn7EVgSePM/xuEFYRGs0u/666/P8xl37dq1rfLot3nz5lZ5lF/l5JNPzvsz3GWXXZZ3l1UF1JQX4zGd9AYB8/vBD36w6BqNdcB8pphn8mL5WaYo77HHHssWLlyY50eKnwJjPTDP5C1btqw1n+3KY5gob+PGjbXrRZIkSf3HgFtSLg1AA78BTYAY+Pytb30r/5wGkvHyr5deein/7ejbb78978ZHP/rRbNu2bfnnHTt2ZMuXL88/My6B5M6dO/Pub3zjG9kXvvCF/DPl0a9qnn70ox+1pnfkkUe2yg5V45BHeTEe02F6oB/BNsFsGQEy64CbBinmmfJi+Vkmlg38J5guI6jn5sWnPvWpvPvTn/50HlijXXmMd+yxx+afFy9enP8nT5IkSf3PgFtSjhpq3p49lqpgL/Lmzp2b/08ROBJMggCZoBOMQ7A8f/78vJvPCxYsyD+DcSLorPPII4+0AvhQtRzpPIDpRKDODQJuHsR8pLhxkN48CAS+jB/LzTLFvD///PN5IB1NwOMGADcjEEF1rCvKaFcewTZBP6g9R5QhSZKk/mbALSlvtkztdTmQI9j72te+VnRlezWtDjTrpha4PH40lV6zZk3eTQ0zzboJRKlVpgl11Dp3izIo+3Of+1yRU78cvUb5zDvLwHywTATuoLl6NBsnP22GX6ddeV/84hfz74H8Sy+9NC9XkiRJg8GAW5rhCAYJEgnsysijZphgj5Q2Lw80u2aYcq0ytbU8b0xT7QiqCYjXrVuXB40kAnWekR6PKIOAllrkdsvRa8wz8x7zwDLF89g0eY95YLmpgacmvp125cXL1ci/44478u9hrABekiRJ/cGAW32lH97GzDxUPQc8VZiXWCfjDU7bIRikOXNMAwTKsf5pUh2BIM2l43lisK6onS03u2ZcamvTmloQhKfj8yx1NJcuNyEvNzGvE887t1uOtAk5yk3Mu8V6SJ/TppadYL+dtAk50ibm7cpjvmmKD4btJIAfJGxDTWzXkvob57a4oTgRHD/iuE+qOp5w3E2HKf/qBMrlVF0HMF46TPk6Jb2GKU8jLb9cdjpeivIjP27Chl6XF/mkdLnSaxBS+p21W14NjvJ2HYnvPvad8n7F9lPehmL7qtp3QmxPVdtLTBcMl25rKcZtt5/HdVadGD+GL+/HY6mbfjsG3OobseMS2FGTOhVvY2bnTgOzqcbBgBrceHs1Tai7PTCMhdrYCKhJIFCmdjY9oDJdnk2Ol35xwCFgrqvZrmouTsAYATZorh4BOEFmNF9nWnwPabAe0oMj/3nemYC03XJQDuXFeEwnbYrerQMOOGBUgM0L2CJgrpo/1lkEy9/5znfyfrx8Ll7G1q48bgxEgM26jeWVpEHFxTTntoni/MR5MT32050GAhyH4wZwDMPxOB2Gz5wX0nLKjwPFxX/0pzzOdRFcUAbnxOjPOScuyikn5pNzI2VHUMB4HO/px7VPGohQfsw354iYVq/LYxhao5Ff/jWMH/zgB/m5in4kWnGh3fJqsKQVKyS2Aa490mswtrexcF3DdU68lLYOZXMtk2KbTitCmHZsa/2G9dVta0oDbvUNgrkIMiKgiJNB0zhREShdfPHFRU5/IDjj4MXFATjpxVvCJwPBNCdl1k2cqJkXDowcLDkA0y8S39f69evzceN55EiI4DzyOLjGQYuDK98/+TGtQF5cTHBxQf8YLm2y3k5cHDEe06kK5jvFPMe8krjQiGUrz1+sM3CQjnXGeo1x2pXHCSfGYZ1yARXLS16sl17ju4z5SS/YuOjkoir6pRdYsR9FCgxDGWltSIoa/shPy0vngZQeD7jYS/vFemAaTKs8vKT+wL7L+yiqHlHqBvs81w0cc1N0kx/HBB7RSY+b4Pgaw0Q5PLKT4tzCuIhjSdqai/IYhmUBZaYX4RzTObYhvcFavvnKtPnVCnBzlnMr88Q0OUfGfKe/rtHr8liuOCeWfw2D//zaSFm75dXg4vvmBk55f2AbY99th22PbSm2uXbYftNzNNs021CgX9zkQpzX0zwwnbgOiOvPwLVq9CuPl2LaMVw6T3XjMy9cq8S002sixmFYPqfXTgbc6gt1O+ZYb6nuFU5Y3NWbSBDWBE5eEayBmtCxDmITxXpIL0wI+OKuZ+TzP/LSxPrjJFzVL3Awjrz04gXpuOk80B3rIb6rSHXfWbmMdJ6ZTln0T9d3YPh285rehS3PXzoPqBoHdeUh8knpBc5EL1jrsI1xwo2akHLNRVqzwmdOMOCGABeg9ONkmp5sOAF/9atfzftx0ZeWx0m6XF7MA3n0Y1njwpYTIjcsyCdxIVA+0ZLfb/uzpJFjXfkYNx78agPHkvIxm27y41cdOPZUtQriGMGwdeVw/IjjPrW8aTAQyr8wkSKPc3b5M5gW5/cYLx45inngkaN2v67R6/JS5fXBMByLI6CIaZSV50mDiffJcB6P7z+w33KujvN9GefluAnE/7gBVIebOOxXgbKrbuyA6wW2Q/ZZbgSwTwfml+sD+qXbH9tjVHrQj2263Q0DhkmvM7oZn32PYVhuxuFah2sX5jPWlwG3JA0omueXT4q9EC0r4mYBLT/St9VHoM+0GY4m75xUOCFFkLt69epRd7npF+WVa0KqyuMzJ7BYvvR5fqZRvsmRSt8TIGl6avcuDvJ7ecO+LpiMY0+8kyMQIHD8S2+QDgJq5giuqf0Gy02gE0EHx2purJYN6vJqNAJKzs91N6sJxM8555yiazRaS0TATAuL9JqhCjerCLLB9QPn/qqfZwXXOrFNxnUCYvuMRx3jP7hxlF7H8Gs5Mb2yaBHCjbm4CTWe8TlGxLUO88nnnTt35v0MuCVpQJVr3XslDYbHwkmF4TmpcKKKWpCqi7JORHng5B/lcRGYiiZbpLqToKTpq66GFuSnN+kmKj0upeKGYtQog5o+WupQwzVouJFJYE2wRBDNctMdQUcE1Gkt5yAvr/aIlmPUZNchECeIZNgU+wE3XKIlBLW87IN1teFg2yKgZRiadLe7UV7ezxkX5RtdkQ9uuDFPcZ3APHVjouOXGXCrL6Q7SaqXJ8xBxN2yOKGDE37dupJ6pZtmgWyfDM+daU7EXJylqdvtNcrjJEwgHeVwZz1wIZhOK5qxSZo56ppz001+PIvMRX3VLztwEc1xpq4cgop4bpOaO4KRsnLza45NBB3lYx+f04A9jnMxTAQOMQ8E8OUbCmmNfq/LK+v0eey65dVgYTvheyw/t12Fmt7yDfBoFRfn5DgvE0i3Q5DNMOxbae10WXk7TbfrVOSD7b08T6ROTXT8MgNu9Q12zjihxcmxrlnLTJG+8AQEINF0RdMDF318v1zYtbsbzPPQXABS68tFTpNiu4v54Zmm9PnFaCrGfDMczbCoAeFiLu58859l60RVedEMK8RzVShfaFrDLc08BHhcN5Rb09BNfgSABAjpuybAcZSL6Wj6yfA8C5oiqIgXqca1SPpeCspLh+GYx7Gs6qKc83Ycp+I4FwFGGphE4MI8MU2OqTHflB2/rtHr8jj/xLE7jqncZGDY9DgeNztZb+2WV4Ol7rntKnz3bGPpeZftoFxDnW6jdTjXxzDtps12yj6M2N7BOGzf8Q6X9LlxbqQxXGzvbLtxA60TEx2/zIBbfSOasXBwZ8fimaGZjoMJB0EuIFgvPD8VTbs0ffA919U0pKhF7qb2ebxiu6MJFdsd85Y2M6ObfLZLhottkiaFXIDSj/+dNjEkmC+XF03XyCfxEhIuFjnZxvPh5MeFQlXtk6TpjeMS58U4TpDoTo9XHE+4nojjGYnjSPpIDsPHcSgSx5X0pn+8NyL6Ux7lxjDcFOQYlZYRATrzEPMZx7kIMJg2xy/6ce2Tzlc63+mztb0uj2WLYzflUTb9mA5lkx/lxXpot7waHASUfI/x/aep7uZ+un/F+OUaarYdtKsgYBjO8+kN/SpsiwT5zBPbJ58D2zdBO/3Sm/HsD+n2nm67nZjo+GWzdg8rPndkaGgomzdvXp7mzJmTp9mzZ+dp1qxZxVCa6Xbt2lV8ktQOFyicMKhxIZDkZMJBPk5W9KeGhhoL+tOEEZyAOAkQ1MaF1mTgDi8vL/HlOJIkSWMz4FYjDLil8SHwphabgJZaGGpwJ3JXtdcMuCVJkjpnk3JJ6iM898TzUKA2O34Ko18Q/BtsS5IkdcaAW5L6SDQlp3ab37XkpSKSJEkaTAbcktRnqNWmdpsXkUQALkmSpMFjwC1JfYZabd4YOtabOyVJktTfDLglqc/ET2WM9ZvrvKWcpueSJEnqTwbcktRn+F1LjNWc/JVXXpnUnwSTJElSdwy4JamPXH311dnxxx+fXXzxxUWOJEmSBpW/w61G+DvckiRJkmY6a7glSZIkSWqAAbckSZIkSQ0w4JaU443XkeKlXbj11ltb+YcffniRm+Vvx07HIcUbs3kOOfI++clP5nngczo8KS3z/PPPb+XzOTA/VcNXieFI6XIwXuTHPFUtA4n5T9GdLkcq1k8qLavqLeJV5aXLSJIkSdLgM+CWlAd/l112Wf7W63vuuSc755xz8nyCRX4P+sc//nHej9+FjmD0sccey3+6ivxIvDGbwPFrX/taK2/btm2tcW6//fZRwzN+vByMwHXz5s2tfnyOgJmXiG3cuLE1ThqMp+qWg+G/8IUvtMqOeWJ+Iy/GwRe/+MX8Pxhu7dq1RdfeWD8p5mH58uWt8j74wQ8WfUbUlccyMjzjsQx1yyhJkqTB4UvT1AhfmjY4CKpPPvnk7Ec/+lGRs0cEymkAGuj3/PPPZ9dcc02RUy0Cx/JwjH///ffnQTgIVNesWbPXT2ExfwStBP0EyOXxQrvlKKubJ2rBuQFw2mmn5d1RC810Kb88Tcoh/957780DZVA7TeAcy0EZn/vc5/Iy68rjZsMPfvCDMdelJEmSBos13NIMFzXVBIPRnJlgEAS2iPwIGEGwff3117f6ETRWoab6ox/9aNG1B7W8BNiBoPWRRx5plRfBPsEp88d8gnkir6zdcpSRf8ABBxRdI2L+I9gGAXE5yA7UvrNs6TLU2bFjR/6/rjyCbeYn5nusZvOSJEkaDAbckvJgl1rYaM5MTXEgMCaflDYPJ9hMm2/TtDp9ZjqebWacNIgF/Wh2Xa7NJpimPGqzmW6UR631pZdempd37LHH1tYEt1uOwPwzXLnW/hvf+EZXv31Nc/WvfvWrRdceLNe3vvWt/DPzz7Q6wfJG0/12zeYlSZI0OAy4JeUBXgTFn/rUp/IgOWqHCVwDz0FHrTdBcAStBM4EmtRQB8ojeOTZawLlFMEtgXFZ1BZTgx3lEbQy/h133JGXh7oa4HbLAQL9CGxTDENgXL4xUIegnefZyzcMQA121PyvW7cuX45OnH322a2ae9YNNzQkSZI02Ay4pRlu/vz5eWBahQCQpuMTsXjx4vx/GvgS3EZ+IFjeuXNn0bUHefSLYLQqkEa75QBBMrXwBO3lJuk0R+80MAY3HSKo5mVnSG8qMA0SwTfzdOSRRxZ9qtGcvLw8kiRJGnwG3NIMRy0tAW08w7x+/fo8+CQo/fSnP50HloHa4aiZJsCMJt/RdJpgmHLSGmjKSwNmhk27A7Xn1HwjLS8C6QhIv/Od71SO3245yIs3p1fhGWqaqneKQDqC6nizeZTNssc8RPP7qprwFMvJ8sYy0nye9SFJkqTBZsAtKW8eTu0vQTQBdrzYi0AxmoSTaPYcza5plk3tLvnxk1YEt/QnWIxxKC99c3jUWJfRPJ3xozymS3fMA28qpx9BP83LQWCeBvd1y0EAS9Ae80RKXwBHoLtgwYKia2KYt5gH5jVd9josJ+svlpH1E831eZY7Avfy8jKsNeOSJEn9a5Y/C6Ym+LNgkiRJkmY6a7glSZIkSWqAAbckSZIkSQ0w4JYkSZIkqQEG3JIkSZIkNcCAW5IkSZKkBhhwS5IkSZLUAANuSZIkSZIaYMAtSZIkSVIDZu0eVnzuyNDQUDZv3rw8zZkzJ0+zZ8/O06xZs4qhJEmSJEma2azhliRJkiSpAQbckiRJkiQ1wIBbkiRJkqQGGHBLkiRJktQAA25JkiRJkhpgwC1JkiRJUgMMuCVJkiRJaoABtyRNsvPOOy+bNWtW9tBDD+X/t23blh188MF5d52TTjopu+WWW/Jxr7jiiiJXkiRJ/cyAW5Im2XXXXZft3r07W7p0ad69cOHCPOAey4IFC7IDDzyw6JIkSVK/M+CWpElEbXbqxBNPzP8TdM+bN69V8x2iBjz677///nlK+0mSJKk/zdpNNUsXhoaG8os+0pw5c/I0e/bsPHHxJ0mqR4C8aNGivIa7Cv1POOGE7Jlnnsmbjx9zzDHZZz7zmaKvJEmSBok13JI0iV588cVWrXYVarIvu+yy/Jltgm+DbUmSpMFlwC1Jk4Sm4gTTd911V5FTjSD7e9/7XrZ27doiR5IkSYPIgFuSJgkvSSOIpva6HZqS33zzzdnKlSuLHEmSJA0iA25JmkS8/4La6zrUgkdTcmrD/QkwSZKkwWXALUmTiGe06xBoH3300dm1116bdxN033ffffnvb1fxLeWSJEn9zbeUS9Ik41jZ5aFXkiRJA8gabkmaZOeee24edKe/ty1JkqTpx4BbkiYZTcap4eYlapIkSZq+DLglSZIkSWqAAbckSZIkSQ0w4JZmIH4Hmt96DrwFm2eKSeXfiD744INb/Ujxxmzejp3mk+KN2fyUVeSl5ZXLKvdPpcOmb+kuTzd9S3fddFPkpz+1xXPUaXkxrbSsNMX00vmrmlbMZzp/na7ntF+75ZUkSVJ/M+CWZhiCvvR3oAngPvvZz2Y333xz/lwxP1sVwTj9tm7dmif6kfipKjz66KPZokWLWvkxLgHshg0bWnnPPPNMK8Dlczo81q5dm/9PMf1Vq1blwzz44IP5/EWgecIJJ+R59Fu3bl3ejXbTDQSy5d/A5me4YvnSaV144YWtski86IwU6yfmj1SeFuOzblLt1nO78uqWV5IkSf3PgFuaYQj6TjzxxKJrT+AcgfSXvvSl7Lrrrss/v/jii3m/qt+OfuGFFyqDP14ERsAYGOa5554ruvYgyCSArXpxGC8VI+BF9GdeQNmRt2TJkjxYxljTpXb4uOOO2ysQjuAX5WkFgnnWSfw+djp/SKfFDQ2mQWCdaree25VXt7ySJEnqfwbc0gxCkEstaVUAXUaN7I4dO/IAL5ozR40sCAgJGKNf2uw7dffdd2fHHHNM0TWCshmXoHMs8dNZEXSmtmzZMurmQao8XQLrNKitwnxh3rx5+f9w2WWX5eutDuMdeOCB+WcCaqa1YMGCvHssMc1UWl6q3fJKkiSp/xhwSzMEgStBaDnoPOKII/KgOgLbK6+8Mv+PBx54IA/wCCBJBMnR1JmyCELJj6bYUQbieWXKjlrdcNttt7WaZ7dDE3CafDNsGWWvWbMmW7lyZZEzot10x0LNcnm+CH5phl4XrLM+2vUP7dZzqq68uuWVJElS/zLglmYIArWNGzcWXXsQXNL8mcCWoC6tWaWp81133VV0ZXmAfd999+WfaeocQSG1zwTm1MCGqOmlbMpN8az1ihUriq56TJsyCHrT2nXETQAC/bR2vd102yG458Vl0Ww8xM2BKkyXIJhAeizt1nNoV17d8kqSJKl/GXBLMwABK0FcBHvUVJMiiI0glcRzwnXPbY8HNbuIptMxL1VNxOvw7HWMX0agz/PkZeXptkOgzfKmNxcCNxjKTeJBTTTBL+us03XVbj13Wl7d8kqSJKn/GHCr7xB4EBR2Eij1EtOMVK5NnUrRRJrEuhkPArgI9EjU2JKozaWJM2UHasJ5Yzao9U2nmTZpZpxoHs1/mkGfeuqp+fwSwAaaTqeBJS8PG+s55KrpEnSjaroEr2NNtw7TYnnLNduB8iN4D0wr3ojeqXbruV15dcs7XfCdjXe7ltR/OHdz3CqndD9nv4/8iaLcuumE8jxx3C8rl8NxuYzx0mHi2BzS5SpPIy2/XHbd+ojzBql8XdLr8iKflC4XZaf9KLsshtH0Ut7eI/F9xz5V3t/YrsrbVmx35e20DsNVbWfjVd63I40VZ8QyxnCxPj73uc+18jve9ocv8LoyXPDuBx54YPczzzyz+2c/+9nuXbt27X799dd3v/HGG8UQ0vgNB4FEHHnaunVrkdu84QBw980331x05VHPqO6pwjpI1wWfH3zwwfzzRLCeSWHdunWt9Z7mYzhobfVjuBDzFimdr7Q8Uop+5WmAvLT8dLrp8OXppt9Tu+kGyo3pMM/p8JGizJhWWTpvkdiGUlF2fHdI5y9dpnbltVteutPyB1H6fUiafuJYGDj2xfGPfb987OwG5aRlg+70+BrTT89R6TyAzxyLUuVx6J/Oa5Qbx2TKSI9l6bEtXQdxTI9jdzov5fWRzgPlxbR6XR7DxGf+R9lIy6vD8Ok4mp7YNmI/ie2u/L1XbS90s42l22I76XR6oeo408k0yvtW+rlbXe8dBtxqCjsDGzM7wEQ26l5gXtIT51QpHyQ6OfFp5mD7aGo/iYsuUroNsn8y3eiX7idxcooUYjuOfTvtRx7bdOSn5aXzQKI7pOOQYj1QXhxL0uElTQ32yXRfZN+MoC+OGeM5jtWNW86vO5/HMHXlMM9x7OMzy1FWl4/0fJ1+RjpPTLtqfZTLjuMoel1eKh0HDMO4dZgPhmEcTV/l7SK6+e7TbbG8bSK2jXT8dqq2VcaNFNt3TDvyq7ZnVG3rMf+B6UU5Me10maMfaWhoqJXPvPIZ7ebHJuXqK8M7Uf6m6KnGC8H233//omvq8NNbaZNoXrQ1VhMYzRw8Xz5Wk/nxYBvjeXL2x+HzRL4/pM3GaOJP/vDJJv8czQ+HT1L5i+HoN3zSGdWkkqbwvLSPfgyXlsf7BMrlxTyQR7/hE2a2du3afHiacPGWfPJJwye1vd76Tn63b6mX1Fvsq4h9Mc5f8dOLcfx68cUX8//d4PEkjiXlYyDd5NMfdY/hcIxg2LpymOd4rwe/2FF1bRK/PlF1XiYvXo6ZfgbT4vzebn3wro60WS3XJByL0evyUuX1wTAci2k2mzavBcdqjsVxbNb0xfbP+T22i8DjeJzD08cQUhwDuB4A/3kRbTcoN645SJTBT7WG9PqBfb1uPsqYD64dQBN4li+mQVlx7Arkg+uixYsX55+r1M2PAbf6Bie2bl6k1ZR49sSLdfW7qpe89UKciGJ/5OTGM+aB4BeceBmOt9NzUuEiLfYbfmOdk01cnNEvyuPExsVhqCqPz5y04uSe3gBjGumFYvkCIJ73lzS1uMmWXhz3UjmATJHfy5dLlgPcEMee8g0Dbihy/Bvr5yL7DeuN4DreL8JyEzjEzVeO1RzLQ92vn2h6iYC07rqYQDze71PG9hEvnuXXadJriU5w3RDBLsr7YQTz7Itsmzt27Mi7y9gf46YRiSA+rqG4aZC+xyfdxrtVNz8G3FKCkyR3p6ru+kozRRoMj4WTCsNzUuHCLE5m4z1hRXngJB/lcRGY4sIw+rHPSuovBGtc5DZ187quhhbk97KVWnpcSsUNxahRBjVjXMxzPBw0rDeCG4IirodYbrrjZmncQOAGK/0JwvqhokTNiRZldS+WBfs45+RyrXAcA6KFBL+Uw37RaS10SF/exr41HtzMZ1tOU2A+o3xSE/uuAbdU4OK+2zdPN407eXFCByd8ToBSk6pqcuqwfTL8ggUL8iC7fELrdnuN8jghR9MsEnfQAxd6nNyjX9xRltQ/qn6RIo4HUSMc57c0YO1UXXNuusmPX5eIVjNlXFhznKkrh+CB4wyooSPoKCs3v+bYRHBRPvbxOQ3Y4zjXbn2UbyikNfq9Lq+s3AqpCo80cYxmPRJIgc+aPth+2J6rtv0yHiso3xiP1nJxro7z9U033VQMsQdBdTlgB3lxI4gULeJ6iet/yo1pTKSGu44BtzSMkyQHlvRk1A/4ma20WS4nN5rkaPrgAoXvlwufdnd942TEiYHttUmx3cX8cCLlAixEkzDmm+F4PpJaDi5a44TJ/04vvqrKKzcLS58RLF9oWsMt9R+ee656vCO94I4L8jQ47RTjUFb54phu8qNMjh3xbojAcZTpctyKctJjHAgeojl81NKn76WgvHQYjnl1N+05b8dxKo5zHGdRtz6YJsfUmG/Kjma7vS6P808cu+OYyk0Ghk2P45x7WL+sN5rjRoBCk3NULbsGF/tE1XPbVdgm2PbS8zHbWPkYkG67KabBMQP8j5tB5UdDxlvD3U567c9+wH7Sc8M7R1eGZ8S3lKtRwzssR+yO3mTYK0yvnJiPfjB8sGvN07riLaSaPvheMXxR1HrzZpXozzYwGdtBut0x7TB8sZV3Rz+GC+yzkU+KfZj5ZbzAvhX7F/mxz5fLo1/ks+xRZjodhmGcKJ//7ifS1OM4ke7PqXTfnij29yiLVLX/x/EjUnpMC+lxiFQ17+mxj5Qes9NlipROJ53Pctl16yOd7/I1Sa/Li3xSug4pO+1XJcrV9FHeZ9LE9hHn4TjPB/LYtmL8cn9EGWXkR0ql+em2xv6Vbsds91X7LdOq2udDuo1TXqTyMsb00/wYF+3mZxZ/hgfs2NDQUN40hTRnzpw8zZ49O082JZGk7lBjQk0BNS68aGz4AJ3XFsRzcfSnhoYaC/rHm3epreCYO3zA7+juc69w15kX6gzay4AkSZJ6iRpxrtHGaiFrk3JJmkLpWzIJnM8999zW84Y07eMgTvAd/Qm0o3kj90snM9iWJEnSyKMp6WMl7VjDLUl9hGfmeK6OQJs7pzy/ZG2yJEnSYLKGW5L6SDQlp3ab36/kBWKSJEkaTAbcktRneEaaZ7WjObkkSZIGkwG3JPUZarV5Lqj8MzWSJEkaLAbcktRnqNXmbeVj/eY6782g6bkkSZL6kwG3JPUZXpyGsZqT+5ZySZKk/mbALUl95IorrsiOPvrojn5mQpIkSf3NnwWTJEmSJKkB1nBLkiRJktQAA25Jbd1yyy156xXSwQcfXOSOOO+881r9+JyKfFI8k3zSSSeNyieVy+QlYOTHy8BoYl0eJ+2fzgPDVulkumC4dDmY77rh037lZWfY6BfLHiK/3C9dznJ5kiRJGkwG3JJqEdTy81Rbt27NX9DFz1RFUEsgfvfdd+f5JD6ngfW6devy/AcffDBbuXJlnn/XXXe1hifxJu70WWWmR17qwgsvHDXOueeemydeFsY8XHfdda3527BhQ55XNtZ0wXjf+973iq4RPEt988035+MQRKeBMP1YNvqx7DFdhmFY8hmX4ULdemG9rVmzprUcLFPVckiSJGmwGHBLqnXbbbflAWK8Cfvaa6/NA2Bs3LgxT+GZZ57J36pN0MznGI48ussI3AlMP/OZz+TdBJgEwgSpdQhMCUaZDzzwwAOt4BsE0ek8VSlPN3Bj4cQTTyy6RoJ/HHHEEfn/4447rpUX8xpvEV+1alVrugzDsIhxyWu3Xnbs2JGXF8vBfLzwwgv5Z0mSJA0uA25Jte677778fzR1poY2UBu8ZcuWVr+o+X700UfzgDZtxh2Baooa3bVr1xZdWR4AU7u7YMGCImdvBNTcAGinKrhPlacLaqXTGwvgM0EwywPWRfQnGGYZw/7779+aLsF2rLcYl/HarRcCc2q3o5t1S5mSJEkabAbcktoiQCUQJhFURmANAkvyCRYZLpqUEzDSXJp+BLI0RU9RQ0wt7li/M50iGKXcqCHGMccck9d4h3IgXVY1XeaZJuFpuYHlpUyCYwLpqFlvh3IYlnEYl3UQ6tYLATnrkACf8WhuXq6BlyRJ0uAx4JbUVlqjTNPpqL1FBLgEjASy1HiDwDECxlNPPXVU7S1ofh3PL3eK5u00H08xDfKixpj5a6dqunRXNUMnEKfMeE4daa12nRiGcRiXMuJGRN164SYGwTfjkKjJ98VpkiRJg8+AW1ItAunnnnuu6BqN4JFnj8toEk4g2Q41vfF8c6cI9KnRLqPWOQJVlGvTU+XpEuwyr7zYjMCY2nISwW75ueo0QE6bkCNtYs4wS5YsyT+nNyLarRfWcTrf3AQgWJckSdJgM+CWVGvFihWjmmzTbDxqiNMXhVGDSzBLUEpzbQLVeMv2lVdemQedEbgybBrIdqoqSKdmOJ4rJxBm/pjnKlXT5XME66R4AzpBfATIUTNPDXuMTy01/aLmmrejx3phmKjpZ1zmmwC83Xo58MADRwXYrNd2Nw4kSZI0GAy4JdUiSOSt4dFkm2A0mkTzrDLBIvnx81kRzFL7y1u/o9aYn+UK1Bx30jQ7FUFvlB/iuWumQzDLPMTz2dRSp8+bdzvdWHbKpXyC+TQo5jnrqBknOI71wrIzbMwTTfJjnurWC8tBGeSTGC6eF0+XgwA/XQaGjXUjSZKk/jNrd7TD7NDQ0FA2b968PM2ZMydPs2fPzhMXf5IkSZIkyRpuSZIkSZIaYcAtSZIkSVIDDLglSZIkSWqAAbckSZIkSQ0w4JYkSZIkqQEG3JIkSZIkNcCAW5IkSZKkBhhwS5IkSZLUgFm7hxWfOzI0NJTNmzcvT3PmzMnT7Nmz8zRr1qxiKM10u3btKj5JkiRJ0sxkDbckSZIkSQ0w4JYkS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/&gt;&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
    <pubDate>Sun, 12 Dec 2021 17:01:00 GMT</pubDate>
    <dc:creator>HåkonDreyer</dc:creator>
    <dc:date>2021-12-12T17:01:00Z</dc:date>
    <item>
      <title>Feature Layer to DataFrame</title>
      <link>https://community.esri.com/t5/arcgis-api-for-python-questions/feature-layer-to-dataframe/m-p/865223#M4373</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;I understand that SpatialDataFrame has been replaced by a "spatially enabled dataframe."&amp;nbsp; It looks like the former was a function in arcgis.features while the latter goes through pandas.&amp;nbsp; I cannot get either to work!&amp;nbsp; On advice from another thread, I rolled back my pandas to 0.23.4, but that has not helped (arcgis api version 1.6).&amp;nbsp; Using tab-complete, pandas.DataFrame.spatial does not appear to have any methods.&amp;nbsp; Apparently arcgis.features.GeoAccessor has a .from_layer method that yields a pandas dataframe, but I wasn't able to define a feature layer from a url.&amp;nbsp; &lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Old Way (SpatialDataFrame):&lt;/P&gt;&lt;P&gt;&lt;IMG alt="" class="image-1 jive-image j-img-original" src="https://community.esri.com/legacyfs/online/445238_1.PNG" /&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;New Way ("spatially enabled dataframe" via pandas):&lt;/P&gt;&lt;P&gt;&lt;IMG alt="" class="image-2 jive-image j-img-original" src="https://community.esri.com/legacyfs/online/445240_2.PNG" /&gt;&lt;/P&gt;&lt;P&gt;Third way (GeoAccessor):&lt;/P&gt;&lt;PRE class="lia-code-sample line-numbers language-none"&gt;&lt;CODE&gt;from arcgis.features import FeatureLayer, GeoAccessor
FL = FeatureLayer('http://[my institution].maps.arcgis.com/home/item.html?id=fbcae48fb3e64ad886ee84ddb225f39a')
df = GeoAccessor.from_layer(FL)&lt;SPAN class="line-numbers-rows"&gt;&lt;SPAN&gt;‍&lt;/SPAN&gt;&lt;SPAN&gt;‍&lt;/SPAN&gt;&lt;SPAN&gt;‍&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;/CODE&gt;&lt;/PRE&gt;&lt;P&gt;&lt;SPAN class=""&gt;That FL does not have properties and cannot be mapped, so it's no surprise from_layer fails as well.&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;Any thoughts?&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Sun, 12 Dec 2021 10:45:06 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-api-for-python-questions/feature-layer-to-dataframe/m-p/865223#M4373</guid>
      <dc:creator>JillKelly</dc:creator>
      <dc:date>2021-12-12T10:45:06Z</dc:date>
    </item>
    <item>
      <title>Re: Feature Layer to DataFrame</title>
      <link>https://community.esri.com/t5/arcgis-api-for-python-questions/feature-layer-to-dataframe/m-p/865224#M4374</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;If I haven't misunderstood your problem I guess layer.query().sdf is what you are looking for.&lt;/P&gt;&lt;PRE class="lia-code-sample line-numbers language-none"&gt;from arcgis import GIS
gis = GIS()
_content = gis.content.search("Ziekenhuisen")
_layer = _content[0].layers[0]
_layer.query().sdf&lt;/PRE&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;IMG 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" /&gt;&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Sun, 12 Dec 2021 17:01:00 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-api-for-python-questions/feature-layer-to-dataframe/m-p/865224#M4374</guid>
      <dc:creator>HåkonDreyer</dc:creator>
      <dc:date>2021-12-12T17:01:00Z</dc:date>
    </item>
    <item>
      <title>Re: Feature Layer to DataFrame</title>
      <link>https://community.esri.com/t5/arcgis-api-for-python-questions/feature-layer-to-dataframe/m-p/865225#M4375</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;That *is* what I needed.&amp;nbsp; Apparently you cannot assign it to a variable, which (mistakenly) led me to believe that approach was out of date.&amp;nbsp; Really what I needed is:&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;df = pandas.DataFrame(_layer.query().sdf)&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;And now I have that -- thanks!&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Tue, 30 Apr 2019 13:03:15 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-api-for-python-questions/feature-layer-to-dataframe/m-p/865225#M4375</guid>
      <dc:creator>JillKelly</dc:creator>
      <dc:date>2019-04-30T13:03:15Z</dc:date>
    </item>
    <item>
      <title>Re: Feature Layer to DataFrame</title>
      <link>https://community.esri.com/t5/arcgis-api-for-python-questions/feature-layer-to-dataframe/m-p/865226#M4376</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Glad to be of help, and actually it's even easier than that:&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;IMG alt="codesample" class="image-1 jive-image j-img-original" src="https://community.esri.com/legacyfs/online/445233_Untitled.png" /&gt;&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Tue, 30 Apr 2019 13:10:55 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-api-for-python-questions/feature-layer-to-dataframe/m-p/865226#M4376</guid>
      <dc:creator>HåkonDreyer</dc:creator>
      <dc:date>2019-04-30T13:10:55Z</dc:date>
    </item>
    <item>
      <title>Re: Feature Layer to DataFrame</title>
      <link>https://community.esri.com/t5/arcgis-api-for-python-questions/feature-layer-to-dataframe/m-p/865227#M4377</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Please mark the reply as correct to close out the question, thanks.&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Tue, 30 Apr 2019 14:51:52 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-api-for-python-questions/feature-layer-to-dataframe/m-p/865227#M4377</guid>
      <dc:creator>JoshuaBixby</dc:creator>
      <dc:date>2019-04-30T14:51:52Z</dc:date>
    </item>
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