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",
      "contentType": "image/png",
      "width": 204,
      "height": 204,
      "angle": 0,
      "xoffset": 0,
      "yoffset": 0
     },
     "value": "Vermessung in Lage und Höhe erforderlich,Einarbeitung in den KK erforderlich,Netzerweiterung NICHT freigegeben",
     "label": "Vermessung in Lage und Höhe erforderlich, Einarbeitung in den KK erforderlich, Netzerweiterung NICHT freigegeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
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SGMDy7Y3p3qUp5tiJHtuib/acC+JrFdvFc3xEV7I++jm/zZz2LFWvu46hQ4cyb948rmhRi2pR/q1clk+BvtJEfeexpRqu287PPLaIEpMA8Y0xhb/QzcunExmmnYzad8DnX3hsMx4dT2jduv7vhFJET5jKkUIBAnDsnXfpc+9EPvvsM776rR43dQtQgAD6UgNiTW/ry4xBAqRMJEDKSMfGNiM5uV7+19cDMeXTl2XbWtPlstpkjrrDY1vMmLEB60dYizaE3NKXU28uym879dxrRI0YwYgRI3j//ffp3bIuF9v3BKZDIeAcireK7j01GLK6nXUSIGWVnHxV4S91h/LpxrETdmyX3k727Nke28KeeZCQiy4KaH+i//UQhwsFCMCx19+g5xOPMX/+fD5fW5e7eu0JXIdaGHjJiYoYRhdMc0ngOnJ+kQApO/cAaVA+g6c/bo+j+2WVyXjrI/cN9kiihwe+vnDoJU0wJg7BfP6T/LasNz8k6KYbGD16NP/73/+4qnVD6lXzbwHmPLomrqW8dpzW7hr8lgCxSAKkDLTrdf3O+V8PBSoGvh9H02oQ3foOzLff9tgW/sQDVKha1ctR/hd9+xQOFQoQgOMvvUTXF15g3rx5fJJUm/uu9n8BZgBs4OwNttMCRJlmH+C+QHThfCQBUjbdKPS8Rbcup2JBOxPoHW+Q/pH74KmqVZWoa4aVS58AjNr1CJt6A5mPz8pvy/7oC/Qtt5CYmMiLL74YsALMAHh/gt1MQ6zyuoS3KI4ESBlow2inzEL31bXPvK+/pKTWombcLWS+6lmaPOKxhwiOKacR3VzRY+8l8/lZUKim0PH/vkjC228yt3r1wBVgBnRNr+MgAG2QALFEAqQMlGkWvCpnB10l8H34YXdXBsTkkLbQ/TZeNalH5NWDA9+h01SocRHhD99JxgMF69DkfLGYrNvXMHr0aGbMmBG4AswVQV8J6nuPLS2Bb/zfgfOPBEjZ5AeI7kPAX5zbf7QuTTolkvFvz+UpIx+dUupCyf4SNWYcJ174wK0Ac9qzz9Fh7hxq1aoV0ALMuoVngGhXgAgLJEAs0lAZ1xR219fl8PTlp729GRSZRtpP7oUvVFxLInv389nnpKWlcfToUdLT03E6nYSGhhITE0OVKlWwleCt3mB7FcIfuJ30cQXLQDiXrsRcvoLExMTAFmD2UhlOSYBYJgFilWG0pPD4RzUTCFyI7D7YkDZdhpE+aYrHtqiH7rNcKDlPRkYGSUlJ/PDDD2zZ4v0HOyYmht69e9O5c2dq1y56AChq+J1kzHzbrQDz8cefpPW3X9O4cePAFWCu4nUcpLGGCvJeTOlJgFhlmnXcvq4cuPDQwPKDAxgUmkz6OvfVlGw9OhLR3XoNxaysLJYvX86sWbNQSnHJJZfQqVMnwsPDCQkJwWazkZWVhWmaOBwOVqxYwdy5c+nXrx+DBw+mShXvA0FBUVFEPHgPabdOL/h7rNtKxpIfGDlyJI888khACjBr72PKwUANIHDz688TEiDWuU3t1JFn2s33tv/dhPgug8i4yUuh5PvvtVwo+dixY7z88svs2LGD1q1bExERQbCXsochISGEhIQQGRlJnTp1qFOnDuvXr2fJkiU8/PDDtDhDvZGoIWPJePFVnFsO57elT51Ok19/onXr1sxe9Zv/CzCHAg2B0+ev2e3VcDgkQEpJAsSi3LkDLnUI2N2LU0PSsWsYtHMnGacXSh7QlYjLulo676FDh5g2bRoxMTF06tSJkFKEkN1up1KlSuzevZupU6cyYcIEunb17IetYjgRUyZxfNT9+W2uAsxfM3z4cCZP3hCQAsy6mYHaddptjMNR/MLAwoMEiEWq0BWIbh6425fNe5vQtXNfMgYM8dgWPfE+S4WSMzIymDFjBikpKWRlZVGvXr3iDzqNUoro6GhsNhszZ87Ebrd7vRKJ7D+K9ISXca4sCL+MBx+l/rpVJCQkMHv1cv8XYK7udS6IBIgFEiDWFdzCxARmADXbGc7mnNFcvX49JxxpbtuChvejYly8pfPOmjWLU6dOccUVV7BmzRpWr15Nx44dCQoKKvE5Dh06RFJSEs2aNSM7O5snnniCV155xWNMxGYYRE6azLFr7spvK1yAecLKlSzb0pA+fizArKPwNn2+mt8+8Dzm1wDRcNKf5y9nBdf4UYH5wN9216N7x66c6Oy5lm3MuPGWCiXv2LGD77//nkGDBuF0OomPj2fVqlUkJSXRoUMHr2Mgp8sLj+bNm1O3bl201hw5coRPP/2U227zHKeJ7DWE9J4vkbNke35bxv1TuXhrP3r27MmHPy2msz8LMFf0+iTmSQ3Tvex9XlCu0R+f8/cVSPm8HBJgumxPTEvkVE44u4ybueSXX8k8bVuFW66jYqvSrx/hdDqZPXs23bp1w+l0Aq4B0vj4eFavXk1SUhJxcXFFhsjp4QGu25nGjRuzaNEi+vbt6/GIVwUHEzXxfv5ZclNBY4bJ8bnzGHTtNSxZssS/BZi9/3sF5f4RpSC3ML4Q4v+cXL3zUq7o1N5nhZKdTidr165l06ZN9OnTx21bSEgIHTt2xP5tGm3esbPj2pMcqnzK4xwHDx5kzZo1tGzZ0iMk7HY7VatW5ZdffmHkyJEex4Z360/a1S3J/qpgvd7MydOpNngQAwYM4OOvFvqvALOS+kG+IgHiC36ewn4yy87ByrfR9LvFnoWSJ95AWJOmJT6Xw+Fg8eLFvPPOOwwbNow6dep4feISEhLCgL0dCd0QTHD2Qf6+JYMKFQoKvaakpJCUlESbNm2oVauWx/EAsbGxfPfddwwfPtxjxqqy2Yia+BCOr9zfFj724Wz6jb2JhQsX+q8As1xn+IwEyDlg+fbGdLvsUsyxEzy2Rd98Z4nOkZmZyYoVKxg7dix79+4FoE2bNlSvfuaHD391SqfuP1FsvWg/q1atJz4+ngoVKpCcnMyaNWuKDA+AypUrs2nTJo4cOUK1ap5jlOEJV5A2tANZ89bkt5mPzaDKdUMYNmwYc+fODWwBZlFqEiC+kO2/pzAZpp2MOnfAgs89thlT7yK0foNiz3H48GE2btzI5ZdfzvTp03niiSfo1asXO3bsoGrVqtSoUcPrccvapbCsXQrZ2aEEJQWxcuVK6tSpw8aNG2nbti01a3p5saRw/wzX9yQ1NdVrgKAU0eOncmTeALfm4+/Oos9997JgwQL/FGA+/TJOWObvpzBz/Xn+8qSgN3nlk7P99zn5hZJneimUfMOtxR6/f/9+duzYQc+ePVmzZg0//PADu3btYteuXQwcOJDQ0OIH54ODg4mLi2PZsmVs3LiRVq1aFRseQP4tz8mTZ34YF9a2MyE3dOXUrIIq7qeef52oESMYPnw47733nu8LMDu9PoXZqiEAb/OdX/waIDa43p/nL0/atbZqNwCV6Xo/xdeOnbAT1OQO74WSn7qPkIuL/iE+fvw448aNIzo6mj/++IPHH3+c5OSCujlOp5OcnJL9Ok5JSeHEiRPExMSwb98+YmNji52tmvdkp7g3dqP/9TCHZ522DMTrr3PFk08wb9483xdg9p5nb9tgpu8+5MIgtzAWaTiQ/9zjuH8+48ftcXTvXMl7oeSRRS/ToLVmxowZLFiwAHBNFjtddnY2mZmnPxT2tH//fjZu3EiHDh2oUqUKa9euZdWqVcTHxxcZIllZrpdbIyKKrksS2rQtxj19MF/6tuDYtz4i6KYbSUxM5I033vBtAeYTXp/CHPTNyS8sEiBWGcaB/Nf5Hb4f/ziaVoOYMxVKfnQ8FbyNKRSydetWWrZsSWxsLA6HA9P0/KHJzs4mLS3Ny9EF8sIjLi4ufxyjffv2rF27lhUrVpCQkJA/1nG6vHNXrly5yM8AiL7jYQ4VChBwFWC+/MUXmTt3rk8LMCtvgW8Yh/DyPRJFkwCxSJlm/r2A2uD7QdSlOzvTu2MI6XMWun9urapEDbuhyGOdTifJycn079+fJ5980u22pbDjx48TGhpKVlaW2yPaPHv37mXz5s1u4QEQFBRE+/btWbduHcuXL6dTp05ex1KOHDlC48aNiYws/lVlo34TwqZcQ+bTBQvFZc9Z6J8CzAe9jIHY7Yc4w/dJnJkEiHUH8v9fMq77ah9NFnYVSh5L5iuehZLDH7m32ELJu3fv5tJLL2XBggVs2HDm+hr79u2jRo0a7Nixg+bN3dfj3LNnD1u2bPEIjzxBQUG0a9eO9evX51+JhBUqYpSdnc1ff/3FrbcWP9CbJ+qWB8l86bPTCjC/QKd33i4owDx4W5mn3aitXq40kpPlFsYCCRCr7PZdOAre1VBpoH0UIEt3d6N/dDZpX/3g1q6a1CZq0PBij9+8eTM1a9bkP//5T5H7JScnk5aWxq5du2jWrBkqdzZrXnh07NiRqkWsKRMUFESbNm1Yt24dK1eudLsS+euvvwgKCiIuLq7Y/uYJubge4fePIuPRD/PbchYu4VRSEomJiTz77LNs2VfGAswn8awFAieAwx6tolgSIFY5HFtwPcB1fQ8dJlQt+23M/qN1ubTTaO+Fkh+8t0SFktetW8e1115bos/btm0bcXFxJCUl0bFjR/78809+//33YsMjT+ErkbzbGafTyfbt27nzzjsJDw8vUT/yRN54Pydem49OKbhKSHtmBh0+mUedOnXKXIBZpXpt3qrAaemEFzgJEIsUnNSwHXBd+x8yXEsnltFPe3szKMJboeRmRF5dslBYt25diT8vOTmZlBTXdPGkpCQOHTpU4vDIkxciv/32G7/++isRERE0a9aMzp07F3/waSpUu5jwe28gfdIb+W3On1Zz8pdfGT16NE888UTZCjAf9rx90bDJy56iBCRAykDDBpUbIGq3ie5StiuQ3Qcb0rbLMNInTvLYFjV5XIkLJdetW5eRI0cy28v8EW9Wr15Nt27dAKhfv36pwiOPUooWLVqwdOlSgoKCmDBhgteB2ZKIHDWRjFc+Qu8peEJ0/Il/02rRVzRp0qRsBZj/9tJ32Gypo0ICpCwUrAdGAahvgUQsv1jnKpQ8kEHGAdI3bHfbZuvRgYgr+5f4XEOGDCElJaXEAQKwcuVKEhIS+PPPP8nKyqJ169b5YyIlkZaWxubNm6lVqxaTJ08mKsp6kZTgSlWImHQLaXc9n9+m120l4/sljBgxgqlTp1ouwKy8RYVhbJJHuNZIgJSFYawumAsC6ghoi3Wttv/dhIQuA8lIvMljW9TEf5W6UHJ0dHSp9jdNk59++omOHTsC8Pfff9O8eXNq1apVZGWyjIwMDhw4wI4dO+jRowc33nhjqcc9vIkaejcZr83CuaVgoDr9oUe4dNWvtGnThtmr1pW+APMJr6vSOTFN/5aCP49JgJSFaa4CUsl7J2YflgrjOTWsOT6EQXv2kL7HfS6CbUAXIrp5ViAr8ny5iz9ZsXr1amJjY2nSpAmbNm1i06ZNREVFUbVqVSpWrEhISAinTp0iNTWVzMxMjhw5QosWLXjqqado3NgHg0C5bJHRREy4g+Njn8xv03uSyVi8mOuvv57Jk9eXugCz+svrVcYaBf+UvccXJgmQMlCQo+F74DpwTSjT7Us/DrJlfxMu69afjJs850zEjPtXqQslh4WFcfnll5e6H3mSk5NJTk4mNjaW2rVrc+LECY4cOUJwcDA2m43q1asTFhbGoEGDaN68ObVr1y7RCnWlFXnNbaS/8Q7OpIJQTX/sKRqu/pX4+Hhmr15BQmM7YSUtwLzTs0kbxndy+2KdBEjZfUNegMwDRgAVS36wBtY4+jEiK4t/tvzhti1oaC8qJnQrdYdatWqF3W7H4ShbTdG8ICns/vvv56mnnuK7776jb9++ZTp/cWxh4USOv4djIx7Mb9O79pG5dSsDBw5k1apVrNpZj+7NS/D3dILtO89mBV5aRUlJgJTdt7hyQEHu05gWJb8K2Xe4Lpd27MWpjRs9tkXffaelQslRUVHMnDmTt956i19++aXUxxelW7dubN26lbZt2/r0vGcS0S+RtLiZOJMK5nmZa9bS6PbbqFq1KvMVd0w4AAAN6UlEQVTXZnN5s/Bi54Wov4AdHs2pmOZqz71FSUmAlJGCFA2rgXgAtdq1AnxJbdoXy2W9mmJ+7F46RcVdSsW2CZb7NWjQIOrVq8fbb7/Ne++9Z/k8p7vqqquYM2fOGVef8zWbEUbF64eRnvRyfpv563KC7rqTK6+8ko8++oi9h2KpX72YN3U3eZ3/8a1NyguViQSIb7xDXoDMA4aQN6xarO1HL2aA3U7yNvdHt6F9ullaJCpPVFQUhmEwYcIEli9fzq5dZXsVPjY2luTkZEaMGMHVV19dpnOVltH+CtIpCJCcn5eD1tSvXx+APw/aqV/UslAm2D70bFaGMUvGP8pGAsQ3PsZVjCYcQG0CXYIxzCxnOLpSU2w2G/ov9xlOQRfXLXOn4uLi+P7777nnnnsYN26c5fN06tSJ999/n+nTp/P0008XW9/D14Kqu69jjiMNnZOTv2jV/x0p+omT2m6C5zDJX5im50NdUSoSID6gIM0JcxXcBGD72CQn3ii89JRXJ09FEpk74crWqiU5+wtentPZvnk1o0ePHmd8nb8kxo4d63qJbcsWpk2bxkUXXVT8QT6ms91rRqrml6CCg/MfVR89XsR/xk5Qi7yc0zDes5mmvP9SRhIgPqIM4y1M0zULbJdrxqNuV/QxOc6CeqHBbVqTU+jt21Pr1/ukX0FBQSQmJlKnTh3Gjx/P7bffzrhx47wWGPKmb9++LFu2jC5dumC3233Sp9LK+tu9qHKFK3sArpIBACezzzzQrHaZqKUezVqZ5rs+7OIFSwLER5RprtSwFmgPYPvQJKelAUW8DhISfIpDhw4BYLRq5VbiJuut+WQ/9m+CffRD27VrV3788UfWrl3LokWLyMnJYfz48WzduhVw3aa0bduWli1b4nA4mDJlCkOHDqV27dq0a9fOL/M8SipzifslhNHelcwZGa4nL1FhZ65qrb72WkD5OwW7fdjFC5YEiG9NA74CYCuozSa67Zkf6YaFOHDs387JkycJbdXSo7Rq2jffUGnUKJ91LiYmhp49e5KamsqmTZsYO3Ys69evZ+XKldx1111Uq1YNrTU1a9bk999/p1GjRqVaYNsfTh04gPnMW25toe1cAfL3365xo1p271dT6k9Qi7xsM4zHZPDUNyRAfEjB1xrWAB0A1HzQLTnjd1kBbWqdZN++fTS65BIq3DKKrDcLHhek3zyOsM6dCa1Xz6f9jImJ4fLLL3ebraq1LtXLc4FyfO7Hbl8H33Q9oXVcg6p51dbqVfNe19Xb2AewWJmmnxbdvfBIgPjeo7hmp6LWgVoDuojpHG3rOtiwYQONGjUi8sYxON50f97omDqVai+/XGwZw7I6G8Mj8/ffyXzgSbe2qJvHglIcP36cZcuWAXBJ7AGPY9XvJuoLLyc1jOly9eE7EiA+pmBR7sSyjgC2F0xymhpwhpdjm9Y6wmsfL6Bfv35UbN2a42OuI/u9+fnbcz5ZxKFTt2F/6t+ENih+Fbrzgc7JIWPtWlKHud++Vbh5BBVbtwZc5QcAujU4SXTF057RngTbm15PvUSZ5grf9/jCJQHiD3b7OByOFYANB9i+NnGO8D4WEhGaQt9GKaxcuZKePXtS6f5JHP5kIWQU/JbMWbiEwwuXEDLxdowOHQiqUhlVzmMT/uA8cYKcQ4fI/PJLchYsdt8YbhBz70SUzcaJEyeYM2cOAFe1/svjPGqZCVs9mrOJjZ0oldd9SwLED5TDsdoJryu4E0DNAtUR9BkuIHo0/z8mv/8+CQkJhDdoQMynH5Hax7N84annX+cUr/uz62et6I/fzx8L+umnn0hNTSW+1inq13CfYasOgm2G5/HaMGbakpOl8piPSYD4iYIHgMFALICaZaIfMrwu/VAlKoU+Dfczf/58xowZQ2S3bqgfvyL1xlvQe+Q3ZvRnHxJ1ZU8ADhw4kL/K3tCEP90XmsoG9bHH4QB7lWlO82snL1ASIH6i4LiGfwHzwfWSnW2BiXO491uZ/u13MO2TT/ihZk169uxJREICIT//wLH3P+Dk1KcC2fWzRvDoIcTcN5Gw3EJF6enpvPTSS5w6dYrEjseoU3WP2/5qiYn62uup7lGupRuEj0mA+JGCTzR8BlwDoN4F1chEt/MMkdAKDu7rt4Xps/5LRkYG/fr1I6R6dapOuo9To0aSuXYdJ9euJXvNWpyrf3MbIzkvhBvY2rUkqHkzjLZtCG3XntBGl+SP9aSmpvLf//6Xbdu20f2Sk1zV1r2QutppYnve87Qa5trgy0D8FS5EEiD+NxZoA9QDsE0D59vea6dWiUrhsSHw1pI32LBhA6NGjaJBgwaExMYS0v9qovsH9i3Ys4HT6WTDhg28+uqrHDlyhP7NTjD8snVUsBWq/3EMbM96Odgw/lCmWfKl8USpSYD4mYJUbbdfh8OxHDAwQb1hou81vFYuqxSewsT+aaz5w8Ezj6zh4sZxdO/enfr162O32zEMo1ynlftbdnY2J0+e5PDhw+zevZvFixezc+dOLo7K5qGrUmhTb4v7uMcpsL0P7PU41UnCw4cq0/S2lLbwEQmQAFAOxzoNE4FXANQvYKsCzpvx+q5MkMogvtEG2jUM548Df7P1xx9ZMjuc/cdsODLP3/DIE2yDymFOasZk075GJmMGp9Kgxj73qw6AHLB9ZKK836CMUw6HVFv3MwmQAFHwqhM6K1fVVNQCE1sEOEcaZ1xLpoItg6Y1t9G0ZiB7eo7QYPvcRH3kddMHNvhf4Dt14ZEACaDceiEXA10B1AdgizJxDiz7mroXGrXERL3hddOPCm4OcHcuWBIgAaTA1DAQ+BloBaBeAWWY6N4GnH2vo5yV1M9nGDSFDcAgBacC26MLlwRIgCk4pqEvsAKoC2B7HnSGiXOQAeffDHXfcYL6xsT2otet/wf0VXhURRB+JAFSDhQka+gN/ApUBVBvgO2EifP6oosQXbCywDbfRM3yuvUQ0FtBSkD7JCRAyouCnRoux7WyXU3IHRNJN3GO8f6I94KVCbb3TdSnXrfuAXop+MPrVuFXEiDlSMF2DZcBS4CGAGoB2PaZ6HsMdODrF5911AFQr5ko78s/bcR12yIvDJUTCZBypmBvbogsBlpCbiGiG0ycTxjoDlyYg6vaVYzJ9vAZp+z/BAyUMY/yJQFyFlBwUEM34HNctzWA64dHjwbntRfYLc2J3PGO2d43a5ij4EblpVqyCCwJkLOEgn80XKEN41llmuPz2z+AoCQT562gm5/nj3qdoDaZ2P4HeF9I7xRwr41Cy9SJciUBchZRkI1pTtCwEngbcC0BtwNs94IebKKHGOiq5dpNv1AHQX2C9zqmLv+H3T5UORxrA9gtUQwJkLOQgnkaNmMYn2KaTfLbF7imwDvvzy3UHH4ezGA9bqKWg21mkXt9AdygHI7UwHRKlJQEyFlKwTZtmm21YTyiTHMShf6tbM8Adly3NR1MiDwHgyQV1EoT26sUNZJxEJigYE7A+iVKRQLkLKbgJKb5oI6NnUNy8pvkVnoHwAG2p00wwHmPiY4zwL8rP/iEOgrqVxP1SpG7aQ3/UzBFgVx1nMUkQM4BKjl5s4ZOwF24Vr8rWO/SzCsi7HpiozsZ6LqcXVPis0DtNlG/uBbbKsZvGMbdNln86ZwgAXKOUOAEXtLwHjAOmABUctvnA1AfmNAQnP2AZgb6YspnavxJUH+ZqM2g5gKOYo/4DXhMwRey8NO5QwLkHJM7cepxDS8A43EFifvNyy6wvQDgusXRQ0E3MeAi0FWAED907CSow8BfoLaYJbnSyLMOmK6kbuk5SQLkHJUbJI9peB4Yiqv2aiePHc3cK5NCI5W6B3AJ6FgDok2Ick1U0yEmGLlvBNtcH4LGde2TA5w0UVkGZADHTDhmoA6Y8Duo0q33lq5hnjKMd5Vp/mrpGyDOChIg5zgF6cA7wDsaGmvDuEmZ5khchYu8H7MUWFo4VArfMhR3+1Cafd04cb19/C4w3wYZcqty7pMAOY8o2IFpTgYm69jYFiQn9wKuxDU9PqwcurRXw/fK9Z7PD6okIyHinCIBcp5SrmUcNwPPaTAwjDhMs6WG5gqa4fpjL/osJebE9Vr9Fm0YW5VpbgHWyCv25z8JkAuAAhPT/AX4pXC7hurY7TXIyKiMadqByrl/HsP7g+CtwCzgKHAUwziKaR4F9uWv/Ca3JRcUCZALmIKDOBwHT2/X8AheAkTDFhsULF0tYXHBkwARQlgmASKEsEwCRAhhmQSIEMIyCRAhhGUSIEIIyyRAhBCWSYAIISyTABFCWCYBIoSwTAJECGGZBIgQwjIJECGEZRIgQgjLJECEEJZJgAghLJMAEUJYJgEihLBMAkQIYZkEiBDCMgkQIYRlEiBCCMskQIQQlkmACCEskwARQlgmASKEsEwCRAhhmQSIEMIyCRAhhGUSIEIIyyRAhBCWSYAIISyTABFCWCYBIoSwTAJECGGZBIgQwjIJECGEZRIgQgjLJECEEJZJgAghLJMAEUJYJgEihLBMAkQIYZkEiBDCMgkQIYRlEiBCCMskQIQQlkmACCEskwARQlgmASKEsEwCRAhhmQSIEMIyCRAhhGUSIEIIyyRAhAcFoeXdB3FukAARQlgmASKEsEwCRAhhmQSIEMIyCRAhhGUSIEIIyyRAhBCWSYAIISyTABFCWCYBIoSwTAJECGGZBIgQwjIJECGEZRIgQgjLJECEEJZJgAghLJMAEUJYJgEihLBMAkQIYZkEiBDCMgkQIYRlEiBCCMv+H0AeiOPefDFRAAAAAElFTkSuQmCC",
      "contentType": "image/png",
      "width": 204,
      "height": 204,
      "angle": 0,
      "xoffset": 0,
      "yoffset": 0
     },
     "value": "Vermessung in Lage und Höhe erforderlich,Einarbeitung in den KK derzeit nicht möglich,Netzerweiterung NICHT freigegeben",
     "label": "Vermessung in Lage und Höhe erforderlich, Einarbeitung in den KK derzeit nicht möglich, Netzerweiterung NICHT freigegeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "358c7ae40e9f95924d5d2263f41aaed0",
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",
      "contentType": "image/png",
      "width": 204,
      "height": 204,
      "angle": 0,
      "xoffset": 0,
      "yoffset": 0
     },
     "value": "Vermessung in Lage und Höhe erforderlich,Einarbeitung in den KK erfolgreich durchgeführt,Netzerweiterung NICHT freigegeben",
     "label": "Vermessung in Lage und Höhe erforderlich, Einarbeitung in den KK erfolgreich durchgeführt, Netzerweiterung NICHT freigegeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "734828911a28fc005fb4e44c25de76f7",
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icT7bEu6ag9L0lbCbJGHUKBxDMmD9kcljjnvn0yH3ey644AK+Xr2anmYzUUGoXHY01h2FdOvvZ26InIUEjARIgMQ7zOOADrWvPW6wftEy6eExGIiaMYM2366l0tHw8ils5mTa9OkT8M9UwsOJnZ9F+dh6kz4dTsrefY8JEybw5Zdf8mNaGpkhDJADnzo5o4eLyGg/YyELzGcmLLb+FLLOnKYkQAJE8epvrP96/+7yFjv72JGRwcTMTCrP8Z2envDHP3KsxWmbI/788ykfMQjWHBkwrbxvISkTxjNu3Dj+89FHnGmxEBPkmiH17ct30rWfn4ftqvUzgbt99xAnQgIkAErmpXVErRpV+7raA9b/tUx6uE0mkm+7jfDPV1PdaFv47JuJSusRtM9WdDriH1xA6ZpLG7SXvvUWl95wAx999BFbu3VjaAgDpGi1jTN6GHyLMitcZ53LA+ZluEPWmdOQBEgAKGrZDNDXDSoctJa3yKQxgO3p6Uw980yct9zlsy3hNt+5IIEWN2QwpaOGw3//V9fmXPgYyVdfzcSJE3n33XdJt1iID1WIOKFoj5OO3RsFiEpKlM48Dqzv+99RNIUESEDop9d/tf/Hljn7qDKZ6PKHP8C/P/TZFpF1J5GdOwe/E4qC8aEF2OsFCEDpK68y6u67eP/998np0YPhoTwLyXbQIdV3fRlV1U8HJECaQQKkmUrmmdNR6VL72lEGjuA/xe5X3tlnM6NjJyqn3eazzXTjzJD1I7Z/f+xXjoZ/fVrX5nri/4ibMoUpU6bwxhtv0Cc1FVN+fkj64y5wYj/g8qnorsDIkhsxyOp22kmANJeqH1P/pc1afrR3BpXDbCZ91iw8b73ls02/JAt9+/Yh7U/i/HkcrBcgAKXPv8DIRx7mvffeY1O3blwcogABOLjbRkKKzy3dNkrb1HMhf3XIOnKakQBpJgXqAkQFirc5WqQfv2RmcnNiIo6X3m64wRSLaVro6wu36dWLg1Ovgn/8s67N/eKbhM24nqlTp/L3v/+dorQ0UkJQPxXAttGJtz80nv6i4h4FSIBoJAHSDAcXEYuTYbWvKyvAmRf6s+Fys5mzbrsN58sv+2wzPDSXiORkP3sFX1LWAxTXCxCAsr/+leF/+Qvvvvsu2SEqwAw1lcvKil0+C3YrKqOAe0LSidOQBEgzhLksI4CI2telRS1z+bJj+HBuNRioeLvR4GnHZEyTJrVInwCiunSBWdfDc6/VtXne/hD1ppuYNm0azzzzTMgKMAPY9zt9AgRIL52bbo5flttC981ObRIgzaFGDKTeNILSvaG/fCmxWDj3ppuofO7/fLa1WTCPcKMx5H2qL+WeuymqFyAAZU8/w5CXX2RF27ahK8AMlPzioHMf34plqlLRH5AA0UACpBlU3P1r7wyqKpS1wFO3O0eOZFR1NeUrG17GK726YJwwIeT9aczQvj3KvbNQHzuyDk31h6tw37qRqVOn8vjjj4esALMzz4mzyoUhsvGcEFdf4JOgd+A0JAHSDAr0r/3/Q+WukE9dL05N5cJp03As9V2ess3c+0+4UHKwpMyezf6X/9GgAHP5Y09w9orldOzYMaQFmB2lYIhs1KhE9w36B5+mJEA0Ojh/UCLewo61rx2loT/72DNmDGPLyylf07BYj5LZF+O4S4+y14krLy/n4MGDVFRU4PV6iYyMxGg0kpSUhK4JT/Xqk5LQ3XEr3kVHloHwfrke59p1TJs2LaQFmCvsTkxtG4+DuCVANJIA0UhXfbBv/cKbh0K8dFFhWhqjJk2i4t4HfLZF33+P5kLJtRwOB9nZ2XzxxRds27bN73uMRiOXXHIJw4YNo1OnTsc8XttZs7C+8HKDAsxli5eQ8d//kJaWFrICzJUHHdSrdV0rzTqXCHku5sRJgGilw4J65OWhA6EbQFWB4iuuoNM+KxWbG97BUEYMIv6iizQf2+12s3btWl577TUURaF79+4MHTqU6Oho9Ho9Op0Ot9uN0+nEZrOxbt06VqxYwdixY5kwYQJJSUl+jxseH0fYnDuovn/Rka9jcy6O1V9w7bXX8uCDD4akAHPFHv/di9SltYO83UH98NOQBIhGiupoD0dOhSuLQvfZe9PTGTN+PI4Zvg/Hxd57t+ZCyaWlpTz77LPk5eWRkZFBTEwM4X7KHur1evR6PbGxsVgsFiwWCz/88AOrV69m/vz59DlKvZG2N85k37PPwe4DdW0VCxbR69s1ZGRkkP3990EvwOzOd+L1+k4oo/pACiABcoIkQDRS0Ztrr2C83ppfzFDwAhWTJtH2l19wNCqUrIwZTtzw4ZqOW1RUxMKFCzEajQwdOhT9CYSQyWQiISGBX3/9lQULFjBnzhyG++lHWHQ04Q/ci+f2++raagow/4fJkydzf05OSAowOytdRDUuMqSLbQstVMDlFCYBopECdQ+XuJyukH3urowMLh09GsdlV/lsi7vnHk2Fkh0OB48//jiFhYW43W66dOly/J0aURSF+Ph4dDodTz31FCaTye+ZSNvrrmPPU8+i1As/R9ZDdN38HUOGDGHj2rVBL8DsckFUdOMvIOL4K4sLHxIgGqmKq72i1vwr5glRflQbDKhTp2L84QcO2RrOetVdNZbYwYM1Hfe1117D5XJx4YUXsnHjRjZs2MCgQYMICwtr8jGKiorIzs4mPT0dj8fDI488wt/+9jefMRGdwYBh/v24rr+9rq1+Aeb169cHvQBzdZWfRq8jJWgfeBoLaoDYsyz+flSnB/XIAEi1JzQf+Vvv3lw2fDiHhvmuZRt/152aCiXn5eXx+eefM378eLxeL4MHD+a7774jOzubs88+2+8YSGO14dG7d286d+6MqqoUFxfzr3/9i1tu8R2nSbnqKnY//VeUnO11bY77FnBG7lhGjhzJmlWrglqA2eNxUn/8CgBFv8SeZVnkd4fTgHFpQePZLwER7DMQQ5CPf1IIRYB4DAaibryRNt98S2WjbWHTryamf3+/+x2L1+vlrbfeYsSIEXi9XqBmgHTw4MFs2LCB7OxsMjMzjxkijcMDai5n0tLS+PTTTxk9erTPLV4lPJyoufdRNWnGkUaHk7IV7zL+yitYvXp1UAswV/u/WRt2+D9xAuQSJgDU6uAPoO7IyGDiWWf5LZRsnH3ihZK9Xi+bNm1i69atjBo1qsE2vV7PoEGDMP23nP6vmMi7soqiRN/rtP3797Nx40b69u3rExImk4nk5GS++eYbrr32Wp99k8aNY3dmX5R66/VW3r+IlAnjueyyy/h45cqgFWA+nJUiACRAAkBVj/+e5nCbTCTPmkX4Z6t8CiWHzbqeNmee2eRj2Ww2Vq1axSuvvMKkSZOwWCx+77jo9XouKxhEZE444Z797L3JQURE3YPHFBYWkp2dTf/+/enYsaPP/gBms5nPPvuMyZMn+8xYVXQ6ohfM49C4hk8Ll775FmNnzmDlypVBK8DsDfLPqzWRADkFbE9PZ2rPnjhvnuOzLeH2WU06RmVlJevWrWPmzJkUHP6j7N+/P23bHv3mw56hFXQuiSO3/W6+++4HBg8eTEREBFarlY0bNx4zPAASExPZunUrxcXFpKT4jlEmjryQivPORvf1xro258OPk3T1VUyaNIkVK1YEpQBzcBa1aJ0kQAJACeKz6HWFkj/4t8+28HtmEdWt23GPceDAAbZs2cJ5553HokWLeOSRR7j44ovJy8sjOTmZdu38rN4GfD2wkK8HFuLxRBKWHcb69euxWCxs2bKFAQMG0KFDB7/71TIYaobA7Ha73wBBUYh7cAEVIy9r0Fz26muMuuduPvjgg6AUYA7SsjitUpADJGJFcI/fktyXAEYARRe8seJjFkq+9fjLNOzevZu8vDxGjhzJxo0b+eKLL8jPzyc/P5/LL7+cyMjjD86Hh4eTmZnJ119/zZYtW+jXr99xwwOou+Spqjr6zbiEc4ZRNmo4unpV3F1PPk/clClMnjyZ119/PeAFmI8S+LkQ4f+hH3FUQQ0Q49L8a4J5/JZkz7J8BYwACAvSd9FhNtP79tv9FkoOf+geDMf5Iy4rK2P27NnEx8ezY8cOFi9ejLXenQ2v10t1deNRFf8KCws5dOgQRqORXbt2YTabjztbtfbOzvGe2E14cD6ljZeBeP55LlzyCO+++27ACzCHR/htftm4NP+pgH1IKyGXMFopEftQa+4Hhvn/hWy2XzIzuTkhwW+h5MSZx16mQVVVHn/8cT744AOgZrJYYx6Ph8rKxjeFfe3evZstW7Zw9tlnk5SUxKZNm/juu+8YPHjwMUPE7a75/sTEHLsuSdyAAZRMGIXug/8e2feltwmbcQPTpk3jhRdeCGgB5nC9nzNG1bU/IAdvZSRANFK97n2119IRQQiQYxVKjrjvTvT+xhTqyc3NpW/fvpjNZmw2G04/j8l7PB7Ky49dx7U2PDIzM+vGMc466yw2bdrEunXrGDJkSN1Yh8/XcPjYiYmJx/wMANOCedjrBQjUFGA+75lnWLFiRUALMIf7yzxddAgfhzx9SIBopNSroRnRuEReAOSffz636PVULF/ZcEPHZJKuv/6Y+3q9XqxWK+PGjWPJkiUNLlvqKysrIzIyErfb3eAWba2CggJ+/PHHBuEBEBYWxllnncXmzZtZu3YtQ4cO9TuWUlxcTFpaGrGxvnVIG4s980xs112B7s0jC8V5lq8MSgHmCH8/rmqHBIgGEiAaqYprn3J4OrROgYhUQ8CeyC2xWDhn5kwq/+ZbKFl/793HLZT866+/0rNnz5q7GMeoNbpr1y7atWtHXl4evXv3brBt586dbNu2zSc8aoWFhTFw4EB++OGHujORqHpFjDweD3v27OHmm28+3pdbJ3leFgffbLjSZNnTf2HoKy/XFWAen5vb7NuwPgttA0S03S91lU+cBIhGis6Zj/fIL2JUCrgDNM6386KLGOXxUP7xFw0/M7UTSZMnH3f/H3/8kQ4dOvCnP/3pmO+zWq2Ul5eTn59Peno6yuFrstrwGDRoEMnHWFMmLCyM/v37s3nzZtavX9/gTGTPnj2EhYWRmZl53P7WatOlCwduuQ7dC2/WtVWvXI0rO5tp06bx2GOPsbuZBZj1qQbfWiBwKH5xzgE/bxfHIQGikRJt26aWx3o4/D1skxxNWQCWWC1OTeXCqVP9Fko23H93kwolb968mSuvvLJJn/fzzz+TmZlJdnY2gwYN4rfffuOnn346bnjUqn8mUns54/V62b59O7NmzSI6uvFz88eWct99FL/5HjiOfC/L//w4Z//zXSwWS7MLMEf7vXEVkavUlFoRJ0gCRKP4uVTZs9gO9AZoExeY4+4ZM4axZX4KJQ9MJ/GqpoXC5hMoTmy1WiksLAQgOzuboqKiJodHrdoQ+f777/n222+JiYkhPT2dYcOGHX/nRqLOOAP15utRnnqhrs27ZgNV33zL1KlTeeSRR5pVgLlNor9Ac2/10yiaQAKkWVw5oO8NEB0fS3MrWhWmpTF60iQq7rrXZ1vUnNlNLpTcuXNnrr32Wt7yM3/Enw0bNjBixAgAunbtekLhUUtRFPr06cOXX35JWFgYc+bM8Tsw2xRt77qLotffbrAMRNkjS+n36cf06tWrWQWYo41+7hgp/Kipo0ICpFlU/Q8oXAfQJhZ0JjSvDaMCxVdeSce9+6ioVycDQDnvbBIuG9fkY1111VUUFhY2OUAA1q9fz5AhQ/jtt99wu91kZGTUjYk0RXl5OT/++CMdO3bk/vvvJy5O+ymZITkJ9daZKEufrmtTN+fi+Hw1U6ZMYcGCBZoLMEfH+7ap3gg5A9FIAqQZVCVyg0LNNG1Fgbh0A/ZvtF2b701PZ+zll+OYNsNnW5s7/3jChZLj4/38pRyD0+lkzZo1DBo0qKY/e/fSu3dvOnbseMzKZA6Hg3379pGXl8cFF1zADTfccMLjHv6YZ/8R6ytvoNRbBqJi3oP0/O5b+vfvT/bmzSdcgNmQZvBdlQ68uqr84C+Ld5qSAGkGY+e870p3WuwcfiYm/oxo7BoGUr2AY/Jk2u47Db3BAAARNklEQVTcScXOhrcSlVHnknCxbwWyYx7v8OJPWmzYsAGz2UyvXr3YunUrW7duJS4ujuTkZNq0aYNer8flcmG326msrKS4uJg+ffqwbNky0tLSNH2mPxHx8Sh33AbzltS1qTutOFat4pprruH+H3444QLMCT39BZtrY/xTlASgy62SBEgzKDdTbZ8X8Tmq+2qA+BRt4yB7MjIYPW4cjhm+cyZi7rjjhAslR0VFcd55551wP2pZrVasVitms5lOnTpx6NAhiouLCQ8PR6fT0bZtW6Kiohg/fjy9e/emU6dOTVqh7kSZb72FfS++glIvVCseXkbqhm8ZPHgwG9eto4fJhKGJZyHGZH9T2KM/C1R/WyMJkGZS4RMFrgaIiqk5TXbmNf0sRAXsY8Zgdrsp2bajwTbl8ouJP//8E+5Tv379MJlM2JpZ2bw2SOq77777WLZsGZ999hmjR49u1vGPJzw6Gt2df0C9c15dm5q/i8rcXC6//HK+++47dnTvTu8mnIXoTBCX5HsZqOrCJECaQQKkmXTE/FelROVwmYmk3tHsPYEAKU5NZdAll+DassVnW+wfZmkqlBwXF8dTTz3FSy+9xDfffHPC+x/LiBEjyM3NZcCAAQE97tGYp09n7xNPo9RbjMq5cRM9br2F5ORkvvd4ONNgOO68ENPZfieQ2Y2WvOAuQnOakwBppvglOYUl88wbFFU/GCDxjFj2nsBlzC6zmVFnnonznYalU5SMnsQNGaK5X+PHj6dLly68/PLLvP7665qP09iYMWNYvnz5UVefC7SwqCiYPAn+/Gxdm/PbtYTdPouLLrqIt99+mwOdO9P2OA/aJXY0+WmN+K9ys0+VSHECJEACQCH6FXAPBmgTA9EDwdHEeU4lHTtiMpmw/tzw1q3ughGaFomqFRcXh8FgYM6cOaxdu5b8ZtbTMJvNWK1WpkyZwqWXXtqsY52o2AsvpKJegFT/by2oKl27dgVgf2Iix1oVKsJiwJjse/mieN2vBbirrY4ESABU6/PfCXNangKiAdr1NvHr5uOfhVQbDCSkp6PT6VD37G2wLfzwEgnNkZmZyeeff84dd9zB7NmzNR9n6NChvPHGGyxatIhHH330uPU9Ai2qs4WK+g22ctTq6rpFq4qPc9u4bWa0vzKGe+IeLfg8gN1slSRAAiDxIcrtWa4VoJ8BYDLHUmBx4Ck49nW5y2Sqm3Cl69eX6t1HHp7TqYF5NOOCCy446uP8TTFz5kwee+wxtm3bxsKFC2nfvv3xdwo0T8OFd5Te3VHCw+tuVVcc40xNMUBKR9+7LyoRr8vzL80nARIgqi7uJcVbNQMgTAdnDImm4DgBUq3X19ULDe+fQXW9p29d3/8QkH6FhYUxbdo0LBYLd955J7feeiuzZ8/2W2DIn9GjR/P1119z7rnnYjL5G0cIPtfu3Q1eR1x0AVBTMgDgWOt6tb3YhN538piK6n41cD1svSRAAiThkbz19qzUTeA+CyClUyx7zDaqj/GPf0R5OUVFNXVsDP36NZiCVv36e3iWLSU8QH+0w4cP56uvvmLTpk18+umnVFdXc+edd5J7uEDP0KFDGTBgAH379sVms/HAAw8wceJEOnXqxMCBA4Myz6OpHJ982uC14ayBNe0OBwCRR1kpSjGAOdVvtbTPEpYV/BrIPrZWEiCBpLoXovAx1BRabn+uid3vHn0sxGCzsXv7dqqqqojs15eyRtvLP/mEhOuuC1j3jEYjI0eOxG63s3XrVmbOnMkPP/zA+vXruf3220lJSUFVVTp06MBPP/1Ejx49TmiB7WBw7duH55mXGrRFDqwJkL17a8aNEo5yNpU80uS3eJCqi3w4wN1stSRAAsi4rOA/9qzUjeA+G6CtxcA+M8c8C+lQVcWuXbvo0b07ETddh/vFI8V0Km6cTdSwYUR26RLYfhqNnHfeeQ1mq6qqekIPz4WKffk7DV6Hz7iGSIsFoK7aWrKfuq7HOPtYlfBI3vpA97O1kgAJMBX3Qwp8AhAeoafjBSZ2vnX0sxCLzUZOTg49evQg9obp2OoFCIBtwQJSnn32uGUMm+tkDI/Kn37CWe9ZGIC4G2eColBWVsbXX38NgHnfPp99240xERXt5+xDiVwUnN62ThIgAZawtOBTe5Z5A+gHAbTtFEtRho1DR3nes+O+fbz7wQeMHTuWNhkZlE2/Gs/r79Vtr/7npxS5bsG0bCmRTViF7nSgVlfj2LSJkkkNL98ibpxCm4wMoKb8AEDXqiqiG91likg10KG730LOqxOW5K0LRp9bKwmQIFDUuNmqUrUO0CkKdBlqJjfH/3VMpNVK98JC1q9fz8iRI0m4714O/HNlg5J+1StXc2DlavR33Yrh7LMJS0pEaeGxiWDwHjpEdVERlR9+RPWHqxpujDZgvPsuFJ2OQ4cOsXz5cgD67dzpc5wu55r8LfblQXXdFYx+t2YSIEEQvyxvg32u5XkUZgHEGvWkjDVR9B//lzLpeXm88cYbDBkyhOhu3TD+623so3zLF7qefB4Xzwe38yep+HfeqBsLWrNmDXa7nY4uF+0aTWE3nmvAZPZbO+Up4zKrVB4LMAmQIFHDC+Yq1ZYJgBmg05kG7HkGXH6WfoizWum2ezfvvfce06dPJ3bECJSvPsZ+w02oO2Wpgfj33yTuopEA7Nu3r26VvUE7Gj69HGaGzgP83vYuCFcLFga1k62UBEiQJCymzJ7l+iPo34OaAdXuF5vIzfcfCAO3buX9f/6TDh06MHLkSGKGDEH/vy8ofeMfVC1YFtK+nyzCp16F8Z67iDpcqKiiooK//vWvuFwuzrbZSG70fE+3MWYi/QyconBHzFIOhaLPrY0ESBAZl1r/ac+yvA9cATWXMp2uMbHrHd9LmQibjdHff89rTz+Nw+Fg7Nix6Nu2Jfnee3Bddy2VmzZTtWkTno2b8G74vsEYyWkh2oBuYF/CeqdjGNCfyIFnEdmje91Yj91u5+mnn+bnn3+mW1UV/bOzG+ze7nITprb+Ll0iVhiX5H8Ugq+gVZIACTLFXTBTjbD0B7oAmLvEUnauw2/t1DirlQnbtvH5Cy+Qk5PDddddR7du3dCbzejHXUr8uNA+BXsy8Hq95OTk8Nxzz1FcXMyZhw4x7OuvCas3eaxNBnTq5eeui8oONTy/6UvjiRMmARJk8Y9hL3mg/GpFF7sWMCgKdBtkYluRzW/lspiCAsYWFpJvs/Hgxo2kZWZy/vnn07VrV0wmEwaDoUWnlQebx+OhqqqKAwcO8Ouvv7Jq1Sp++eUX4jweLikspMvmzQ2Wtgy3GOgx3OSvWFCVoiufaFzsM8FXBJAESAgkPGrbbJ8XexcqfwOI0OvpeYmJ3DIrHj9DIjqnkx4bNtDNYMC6cydffvUVb0VFURoeTuVpHB61dECU10u8y0U7p5PLDhygXX5+g7MOgDAT9Bpn8jvuoSoRs41LbFJtPcgkQELEuKTgOfu81GGo7ikAUTF6el5h5qfl1qOuJRPmdNIhNxe/qzG2dgbocbWZ6Dg/4YHrHwlLCv7eAr1qdSRAQkjdnz+DFMsZCgwHiInX0+MqM3mvW1FPszHRYOs+xUR8ot/5Hl9VV1hvDHV/WisJkBBKeAmnfW7B5WD5Hwr9AIxJerpfZ2bHmxIiTZU63USi2e9U9Rw1rGB80jO4Qt2n1koCJMSMyygtnRszWlUr1qHQGcDUVk/P683kvXf0yxkBOgP0mGrGmOL3zON3RUkYbVxcIIOmISQB0gLil+Va7fMtl+DlWyAZID5Rz5mTzWx/3//AamsXZoaeE8zEGv1OFCtCxyXxi3MKQ9+z1k0CpIUYHyn4pXSu+TxV0X8ONeOkMfF60ida2P7fwhNanOp0p08z0POSdrTxV8tZZSdhXGxcXLDDz1YRZBIgLSh+mXW7/b7Ucwh3rwZSAaKioc9lJn7bbMP2pYSI6QIDXQeaCI/ws1Fli0LM6PjFuXLO1kIkQFqY8c/5BfYFGedQXbIK6AuHn5sZ3I797crZ+S8bGtbrPvUZoPOVJtp2juUopY7WqOEFl8tEsZYlAXISMC7O2V86hxFqlOXfwHkACtCucywxNxrYsdr/rNXTlSHNQPeRJmLi/Q6WAhHL1aL8GxJeapXRelKRADlJxD9Fyc5lBRcayy2PAXfWtsfE6+k3oR17d5Sz9+PT+2xEMcAZl5lo3y3W39R0ABdwt3Fp/rN+t4qQkwA5iXSeiwcK5tjnmdej6l8GYgB0OuiYFktSh1h+31hI2brTL0WM5xqwDPBfx/Sw39GVTzQ+YtsUyn6JY5MAOQkZl1jfLX3A/KNXp/+XAr1q26OiodeIdtjSytmd7aAq99QPkqgMA50Gmkjw+yh+nQ8Vd8H18Y9hD1W/RNNIgJyk4h+1/ly6jAFqWeqDKO57OfyzUoBEcyymy2KxnV3OnhwHlTmnXpBEZ0CHgWaMbfVHGyQF2A+uOcal1uWh65k4ERIgJ7H4uVRBfpZ9rnk5Ci/WVnoHUBRIbB+LyRxLyUAXezdbcZwCz57GDTLQvp+J+KRjBocK/F1xFzwgZx0nNwmQU4BxmfVHFYba51puV5SIheCuK/ypKDVT4U1jLFQMc1G008nB9TaqT6Ip8eFmSM40kWyJ9T8ZrKHvVV3kH2Txp1ODBMgpQgEvywr+WrKA1/GYZyu66Dmo7oT674mJ1xPTT0/nPrGUFruw7bVRkuNskanxEakGTL2iMbU3EGfS04R1q75XcT2csNT6YQi6JwJEAuQUk7CYMrAuLlnAXxSv+U5U/RygwbJ1Oh0kpOhJSGmHmgGOMhdlB51UFDko+9WJpyDw/YpINRDXDWKToolLjCUqhmNdohyhRGwG9yLjkgKpW3oKkgA5RR0OkoeL/8iT4TGpE8ExE/RDG79PUQ6fmcTroWssDAZ3lYtDDqiqcOKsAmeZA1cZeJzgLgFvuROvg5o5JwbQRUNYrIHwBIhoAxGxEBkTjaENRMYYiIquqbJ2AirA9S5q3KvGpXnfBup7IkJPAuQUl/QMFZD/CvCKPcuSBsxA5VoUzjjaPhGReuIjqVeQx29tjUDzAt+qSsSr+sr896KfxAHyCMupTgLkNGJcWpAH3A/cb59r7gP6i1UdFykq5wFRLdClAlXhc8XrWqXTW7+IW8RJNLQrAkEC5DR1eBnHH4EnSm7EoCSlZqJz9wV6o5COGpFe/25OM3mBnSpsU9SIXHBsI1y/UR6xP/1JgLQCNQ+d5X8DfFO/3b4goy3qrnaqx5So6BwmFX2igisR9A8D/lbvzkXhNYg4iOo+qBJ5UKeWHQzDuitmmaz81hpJgLRixsU5+4H9NLqysGdZHsRvgERsMy7JfzwknROnBAkQIYRmEiBCCM0kQIQQmkmACCE0kwARQmgmASKE0EwCRAihmQSIEEIzCRAhhGYSIEIIzSRAhBCaSYAIITSTABFCaCYBIoTQTAJECKGZBIgQQjMJECGEZhIgQgjNJECEEJpJgAghNJMAEUJoJgEihNBMAkQIoZkEiBBCMwkQIYRmEiBCCM0kQIQQmkmACCE0kwARQmgmASKE0EwCRAihmQSIEEIzCRAhhGYSIEIIzSRAhBCaSYAIITSTABFCaCYBIoTQTAJECKGZBIgQQjMJECGEZhIgQgjNJECEEJpJgAghNJMAEUJoJgEihNBMAkQIoZkEiBBCMwkQIYRmEiBCCM0kQIQQmkmACCE0kwARQmgmASKE0EwCRPgwLi2IbOk+iFODBIgQQjMJECGEZhIgQgjNJECEEJpJgAghNJMAEUJoJgEihNBMAkQIoZkEiBBCMwkQIYRmEiBCCM0kQIQQmkmACCE0kwARQmgmASKE0EwCRAihmQSIEEIzCRAhhGYSIEIIzSRAhBCaSYAIITSTABFCaPb/nJ9XoHrj48UAAAAASUVORK5CYII=",
      "contentType": "image/png",
      "width": 204,
      "height": 204,
      "angle": 0,
      "xoffset": 0,
      "yoffset": 0
     },
     "value": "Vermessung in Lage und Höhe derzeit nicht möglich,Einarbeitung in den KK erforderlich,Netzerweiterung NICHT freigegeben",
     "label": "Vermessung in Lage und Höhe derzeit nicht möglich, Einarbeitung in den KK erforderlich, Netzerweiterung NICHT freigegeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "2358c38600afcedaf2d1be0c4b4f0135",
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",
      "contentType": "image/png",
      "width": 204,
      "height": 204,
      "angle": 0,
      "xoffset": 0,
      "yoffset": 0
     },
     "value": "Vermessung in Lage und Höhe derzeit nicht möglich,Einarbeitung in den KK derzeit nicht möglich,Netzerweiterung NICHT freigegeben",
     "label": "Vermessung in Lage und Höhe derzeit nicht möglich, Einarbeitung in den KK derzeit nicht möglich, Netzerweiterung NICHT freigegeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "679ca42e8075c56a931bebdea0c0dc72",
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",
      "contentType": "image/png",
      "width": 204,
      "height": 204,
      "angle": 0,
      "xoffset": 0,
      "yoffset": 0
     },
     "value": "Vermessung in Lage und Höhe derzeit nicht möglich,Einarbeitung in den KK erfolgreich durchgeführt,Netzerweiterung NICHT freigegeben",
     "label": "Vermessung in Lage und Höhe derzeit nicht möglich, Einarbeitung in den KK erfolgreich durchgeführt, Netzerweiterung NICHT freigegeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "f0679e17d00dc9586e2abc12a7820596",
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",
      "contentType": "image/png",
      "width": 204,
      "height": 204,
      "angle": 0,
      "xoffset": 0,
      "yoffset": 0
     },
     "value": "Zugang zur Vermessung in Lage und Höhe dauerhaft nicht möglich,Einarbeitung in den KK erforderlich,Netzerweiterung NICHT freigegeben",
     "label": "Zugang zur Vermessung in Lage und Höhe dauerhaft nicht möglich, Einarbeitung in den KK erforderlich, Netzerweiterung NICHT freigegeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "fe8a392f3ef73ebb11212a9eb2a046ab",
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",
      "contentType": "image/png",
      "width": 204,
      "height": 204,
      "angle": 0,
      "xoffset": 0,
      "yoffset": 0
     },
     "value": "Zugang zur Vermessung in Lage und Höhe dauerhaft nicht möglich,Einarbeitung in den KK derzeit nicht möglich,Netzerweiterung NICHT freigegeben",
     "label": "Zugang zur Vermessung in Lage und Höhe dauerhaft nicht möglich, Einarbeitung in den KK derzeit nicht möglich, Netzerweiterung NICHT freigegeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "c98e4e9cd387e633709d83ccd53da41a",
      "imageData": 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",
      "contentType": "image/png",
      "width": 204,
      "height": 204,
      "angle": 0,
      "xoffset": 0,
      "yoffset": 0
     },
     "value": "Zugang zur Vermessung in Lage und Höhe dauerhaft nicht möglich,Einarbeitung in den KK erfolgreich durchgeführt,Netzerweiterung NICHT freigegeben",
     "label": "Zugang zur Vermessung in Lage und Höhe dauerhaft nicht möglich, Einarbeitung in den KK erfolgreich durchgeführt, Netzerweiterung NICHT freigegeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "cf830e369d11a96ec58bc2c0d1560555",
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2X5w8lj3jGRqk7qZHjx5s3rCBliYTfm6oXFaW2/ZY+aKrnIW4kwSIq9SKGgA0KHoZk5dP66+rp7ZNgaLgN348/j9uJSe79J0frwnD8b/+epd/ps7bm6BnniKzf4lJn9kqZ5evYPDgwWzcuJH9UVHEejBAGn1uYUCHYFYHOdym7kpCTGvik3/yWGeuURIgLuM3seSru37LwvtQ9RQM/81sZmhsLDk3OU5PD/vHP0BX9uK0VRHSvTuZ3eJg08UB05zHZlFn8CAGDBjAN6tX0zoigkA31gwpSadC7/1nWd3FcZ6LYrdNUOERJ7uJSpAAcYWFUQ2x0afoZVRBPm2+q56zj3yjkfD778d7/YYSN5LP854aj19UC7d9tk6vJ+TZmZzZdHup9jNLlnD7vfeyevVq9jVrRhcPBQhA06UWerUzsv6SosyqjlF8xhPcQ77HOnMNkgBxBZv3eLj48OmQg1nVMmkM4JfoaEa3bo066WGHbWH3O84FcbXgzp0406crfPff4jZ11hzChwxh6NChLF++nOiICEI8FCJ6FXr9lsV6s8MU9zqcjRkAyV86209UjASISxjGlnzVZlf1nH3kGo00efBB+M9XDtsMT03Dt3Fj93dCpyP0uZmcLhEgAGc++JA+jzzMl19+SUqLFnT14FlIi/9mYGrrdH2ZsYAESBVIgFSRaUFMtAVbk6LXQ0/nE7qxes4+0jp2ZHzDRuSMud9hm3HiBI/1I6h9e07f1Re+WFPclvfqvwkeMYIRI0bw0UcfcX1kJMZ0z1Rj801VGWLJclLR3daTeSiyup12EiBVZNHZ+pV83fFg9TzwmW0yET1lCgVLljhs83nxKXzq1/dof2o98zR/lwgQgDPzF9DzhedZsWIFu5o14zYPBQhAm9+ywXFJCH/F33yzSsoGj3XkGiMBUnWlAqRpcvVcvvwaG0t8rVpkv/9p6Q3GIIxjPF9f2L9VK/4efTd8/HlxW/57n+A1fhyjR48mISGB41FR1PFA/VSA636wEHWTkTTvS4sO0QeQANFIAqQq3u4bBJYbi14OOZNPQKLnz4YzTSZuuP9+1IULHbYpzz2JITzcyV7uV/upJzhZIkAAzr71Fl3feIPly5eT5KECzABeFuh1XCWt/iV3Y6AP8KhHOnENkgCpCsPhbnCxjl67Y9Vz+fJb165MVhSyPr1k8LRhOMZhw6qlTwB+TZrAlHHw7qLitoJPv8J+332MGTOGN99802MFmAFaHMmG+g6XMdHMjzYxObWa5gxf3SRAqkDR+caoJWZbNPojs5x3u8epiAhuvu8+ct79t8M2/5lP4x0a6vE+lVTn0Uc4XiJAAM6+/iadF77Hsrp1PVaAGeC6A1aIc1L2UEd7QAJEAwmQKlChfdH/NxZCrSTPP3V7sGdP+thsZK4qfRmva9WE0MGDPd6fSyn166ObMQX7nIvr0Ni+Wkf+5J2MHj2auXPneqwAc0CiSo/h+Wz0dyi+3Bb41u0duAZJgFSF3daeC7PC+5zJ9/iDcycjI7l1zBiyX3JcntL/yccrXSjZXepMncpfCz8uVYA5c86rdFy2lIYNG3q0AHM7q+oYINDW7R98jZIA0erfcbXQqQ2LXjY95fnxj6P9+tE/M5PMTaWL9ehi2xI64PYy9qq8zMxM/v77b7KysigsLMTX15fQ0FBq166NvgJP9frUro3+ockUzr64DEThxu2oW7cxZswYjxZgrn8iv8Qjj8UkQDSSANFI0RW0Lfl9WfukZ9dyzoiKos+wYWTNeMJhW8Djj2oulFwkOzubpKQkvv/+ew4cOOD0PaGhofTu3Zsbb7yRRo0alXu8ulOmYFmwsFQB5rP/fBHzd98QFRXlsQLM4cczAYdp7VF8hkGei6k8CRCNVL0touTrWhbP3b61AyfvvJNGxyxkJZe+g6HrFkdIr16aj52fn8/WrVtZtGgROp2O5s2b06VLFwICAvDx8UGv15Ofn4+qqlitVrZt28ayZcvo378/gwcPpnbt2k6P6x0SjNf0h7A9Pvviz5GcSvaG7xk5ciTPPvusRwowh/ye7bR7ZEfVg7Qjbv3wa5AEiGb59eHitXTQn05/Md3iz+ho+g0aRPZ4x4fjgmY8orlQ8pkzZ3j77bdJS0vDbDYTGBiIt5Oyhz4+Pvj4+BAUFERERAQRERHs2bOHDRs28Mwzz3B9GfVG6k6cwLG334UjF2vEZs2cTasfN2E2m0navdvtBZj9UlQibZDuVbrdaPOuYwUJkEqSANHKjqloADXCBr4pnjkDKQSyhg2j7q+/kn1JoWRdv64Ed+2q6bjHjx9n1qxZhIaG0qVLF3wqEUJGo5GwsDB+//13Zs6cyfTp0+nqpB9eAQF4PzGDggceK247X4D5G4YPH87jKSkeKcAcnZ1DenDpSzyrncsvDCwcSIBopaP44ZLWOTke+9jDZjO39+1L9h13O2wLfvRRTYWSs7OzmTt3LhkZGeTn59OkSZPL73QJnU5HSEgIer2eefPmYTQanZ6J1B01iqPz3kZXIvyyn3qOpsk76Ny5Mzu3bnV7AeZwZ1mvM0iAaCABoplv/aK1X8LyPPPPaFMU7KNHE7pnD+espSet6e/uT1CnTpqOu2jRIvLy8rj11lvZuXMniYmJxMXF4eXldfmdLzh+/DhJSUlER0dTUFDACy+8wDvvvOMwJqJXFJRnHidv3APFbSULMG/fvt3tBZiDcy8ttQRAHbd94DXMvb/5CeZctx6/WtmKz/GD8go88ol/tGnDHV27cu5Gx7VsQx6epqlQclpaGuvXr2fQoEEUFhbSqVMnduzYQVJSEh07dnQ6BnKpovBo06YNjRs3xm63c/LkSb744gsmTXIcp6lz990cef0tdCm/FLdlPzaT61L707NnTzatW+fWAswBqtObLS+SYJ7tbMM1IT7F1x2HdfdXp+Lm418R/AucfqO5VIGi4DdxIv5bfuTSCyavsUMIbN/e6X7lKSwsZMmSJXTr1o3CwkLg/ABpp06dSExMJCkpidjY2HJD5NLwgPOXM1FRUaxZs4a+ffs63OLVeXvj9+Rj5A4bf7ExW+XssuUMuutONmzY4NYCzL7Oh6u8LvxPVIJcwriAt/vz43yh5BtucFooOXRq5QslFxYWsmvXLvbt20efPn1KbfPx8SEuLg7jd5m0/8BI2l25HK/lOM/lr7/+YufOnbRt29YhJIxGI+Hh4WzZsoWRI0c67Ft7wACOxLZFV2K93pzHZ1Nn8CDuuOMOvl61ym0FmPV2lx+yxpIAcQFvN/9C5huNhE+ZgvfadQ6Fkr2mjMO/desKH8tqtbJu3To++OADhg0bRkREhNM7Lj4+PtxxKA7fFG+8C/7iz/uyMVx88JiMjAySkpJo3749DRs2dNgfwGQysXbtWoYPH+4wY1Wn1xMw82nODSj9tPCZT5bQf8J4Vq1a5bYCzHoPBH5NIQFyFfglOprRLVuixk932Bb2wJQKHSMnJ4dt27YxYcIEDl34o2zfvj1165Z98+Folywanwomtf4RduzYQ6dOnTAYDFgsFnbu3FlueADUqlWLffv2cfLkSerUcRyjrNXzVrJu6Yh+887iNvX5udQecjfDhg1j2bJlHi3ALCpPAsQFCtz4LHpxoeSV/3HY5v3oFPyaNbvsMU6cOMHevXu55ZZbmD17Ni+88AK33XYbaWlphIeHU69ePaf7bY7JYHNMBgUFvnglebF9+3YiIiLYu3cvHTp0oEEDx4dKSlKU80Ngp0+fdhog6HQEPzuTrJ53lGo+++Ei+jz6CCtXrnRLAeZCGelwGfcGiJ1lbj1+ddLRGwgF9wZIuYWSJ19+mYYjR46QlpZGz5492blzJ99//z3p6emkp6czcOBAfH0vPzjv7e1NbGwsmzdvZu/evbRr1+6y4QEUX/Lk5pZ9My7sphs526cr+hJV3PNem0/wiBEMHz6cxYsXu7wAs835cFEqdpw/9CPK5N4AmZRyj1uPX50SzD8A3QDO+bjnKy3bZKLNAw84LZTs/dyjKJf5Iz579ixTp04lJCSE3377jX/+859YStzZKCwsxGar2IBARkYG586dIzQ0lMOHD2MymS47W7Xozs7lntgNe/YZzly6DMT8+dz64gssX77c5QWYc53dG7SzkEkp81z2ITWEXMJoZedY0VT2TIN7/hl/jY0lPizMaaHkWhPKX6bBbrczd+5cVq5cCZyfLHapgoICciowi/bIkSPs3buXjh07Urt2bXbt2sWOHTvo1KlTuSGSn39+vkVgYPl1SYI7dODU4D7oV353cd/3P8Vr/L2MGTOGBQsWuLQAc7biUA8EdPzlkoPXMBIgGik6jhVNJzhlcP1EsvIKJRsem4aPszGFElJTU2nbti0mkwmr1Yrq5DH5goICMjPLL8NYFB6xsbHF4xg33HADu3btYtu2bXTu3Ll4rMPhZ7hw7Fq1apX7GQDGmU9zukSAwPkCzLe8+SbLli1zaQHmTF/HM0bFznFZHKbyJEA0UkvU0Ezxr1rtDWfSu3dnko8PWUtXld7QMJza48aVu29hYSEWi4UBAwbw4osvlrpsKens2bP4+vqSn59f6hZtkUOHDrF///5S4QHg5eXFDTfcQHJyMlu3bqVLly5Ox1JOnjxJVFQUQUFBl/15g1q3xjrqTvSfXFwormDpKrcUYP7LybCPEY5LUdTKkwDRzOtY0bMwFj3kmBX8XPRE7qmICG6aMIGcdxwLJfvMeOSyhZJ///13WrZsef4uRjm1Rg8fPky9evVIS0ujTZs2pbYdPHiQAwcOOIRHES8vL2JiYtizZ0/xmYhfiSJGBQUFHD16lPj4+Mv9uMXCn36Kvz8pvdLk2dffoMsHC4sLMA9KTaVyU+Yc/ewk8C0GuYTRQgJEI6M9N92qu/itndUwwGUBcrBXL/oUFJD59fel2nWRjag9fPhl99+/fz8NGjTgX//6V7nvs1gsZGZmkp6eTnR0NLoLs1mLwiMuLo7wctaU8fLyon379iQnJ7N9+/ZSZyJHjx7Fy8uL2NjYy/a3iH+TJpyYNAr9gk+K22yrNpCXlMSYMWOYM2cOR6pYgDnHrDjUAgHO0TDlhJO3i8uQANHI6p96gBxzARf+Df+uq+CK5ZtORkZy6+jRTgslK48/UqFCycnJydx1110V+ryff/6Z2NhYkpKSiIuL448//uCnn366bHgUKXkmUnQ5U1hYyC+//MKUKVMICAioUD+K1HnsMU5+sgKyL4Zx5v/NpePny4mIiKhyAeYzzZz2J5VeFGo6YA0nAaLVaHJJ4BegDcDJ2tqqgF3qaL9+9D/rpFByTDS17q5YKCRXojixxWIhI+P8cpxJSUkcP368wuFRpChEdu/ezY8//khgYCDR0dHceOONl9/5En7XXYc9fhy6eQuK2wo3JZK75UdGjx7NCy+8UKUCzCfqOhmPsbPPsVFUhARI1aRwIUDSwwK5qYoHy4iKou+wYWQ9PMNhm9/0qRUulNy4cWNGjhzJEifzR5xJTEykW7duADRt2rRS4VFEp9Nx/fXXs3HjRry8vJg+fbrTgdmKqPvwwxxf/GmpZSDOvvAS7dZ8TatWrapUgPlobae3cPdr6qiQAKmiPcAogHUhBkab0Lw2jB04edddNPzzGFkl6mQA6G7pSNgdAyp8rLvvvpuMjIwKBwjA9u3b6dy5M3/88Qf5+fmYzebiMZGKyMzMZP/+/TRs2JDHH3+c4ODgCu97KSW8NvbJE9C99Hpxmz05lez1GxgxYgQzZ87UXIB5v9HxlrNS6LVPbuFqIwFSBUqhkqjqz//qWfXwd6yROl9pK8X3Z3Q0/QcOJHvMeIdt/tP+UelCySEhIZV6v6qqbNq0ibi4uPP9+fNP2rRpQ8OGDcutTJadnc2xY8dIS0ujR48e3HvvvZUe93DGNPUfWD74CF2JZSCynn6Wljt+pH379iQlJ1e6AHN2nOJsUalCVfF3/7J41ygJkCpQ9Yk7wHyaC8/EHG4aRB0qHyCFQPbw4dQ9eJCsg6VPYXR9bibsNscKZOUe78LiT1okJiZiMpkp6zb4AAAREElEQVRo1aoV+/btY9++fQQHBxMeHo6/vz8+Pj7k5eVx+vRpcnJyOHnyJNdffz0vv/wyUVFRmj7TGUNICLqH7oenXyxusx+0kL1uHffccw+P79lT6QLMR9sYnTXv5N4tp6re45pJAqQq4rGRwHpgCMDe+oHcoOEwR81m+g4YQPZ4xzkTgQ89VOlCyX5+ftxyyy0aenKexWLBYrFgMplo1KgR586d4+TJk3h7e6PX66lbty5+fn4MGjSINm3a0KhRowqtUFdZpsmTOPbeB+hKhGrW8y8TmfgjnTp1Yue2bbQwGlEqeBbyW0PHMyPF7rVWLl+0kwCpum+5ECArQgzcE6cQkFjxX0k7cLpfP0z5+Zw68FupbbqBtxHSvXulO9SuXTuMRiPWKlY2LwqSkh577DFefvll1q5dS9++fat0/MvxDghAP+1B7NOeLm6zpx8mJzWVgQMHsmPHDn5r3pw2FTgLsZlgfR0nU+513mtd2eeaRgKk6r7jfA7oAP6Iqcf1iRWvX3EyMpK43r3J27vXYVvQg1M0FUoODg5m3rx5vP/++2zZsqXS+5enW7dupKam0qFDB5cetyymsWP589XX0ZVYjErduYsWkycRHh7O7oICWivKZeeFHO1hIs3bYfzjtIqbF6G5xkmAVFV8SgYJMYlg6wSws3Egztdlc+6wyUSf1q1RPytdOkVnbklw586auzVo0CCaNGnCwoULWbx4sebjXKpfv34sXbq0zNXnXM3Lzw+GD4P/e7u4Tf1xK14PTKFXr158+umnnGjcmLqXedBuf3OnA7vfEe9QJVJUggSIK9hzP0Bn6ASwPNTA4B4KYRsrdhlzqmFDjEYjlp9L37rV9+imaZGoIsHBwSiKwvTp09m6dSvpVaynYTKZsFgsjBgxgttvv71Kx6qsoFtvJatEgNj+uxXsdpo2bQrAX7VqlbusXG60wqf1HGfwKnYWyfhH1UiAuEJ+o8/wscwDAgAOxNbj5o2Xv4yxKQph0dHo9XrsR/8stc37whIJVREbG8v69et56KGHmDp1qubjdOnShY8++ojZs2fzyiuvXLa+h6v5NY4gq2SDNRO7zVa8aNXJy9w2TutWD6vjleBRtWnKehd2s0aSAHGFB9dkkmBeBowHWNYojNioDJS08r/f8ozG4glX+nZtsR25+PCc3u6aRzN69OhR5uP8FTFhwgTmzJnDgQMHmDVrFvXr17/8Tq5WULreiq5Nc3Te3sW3qrPKOVOzGWFtc2dnH16LVXn+pcokQFxEIed9Fb/xAOnecKBPPWLSyj8Lsfn4FNcL9W5vxlbi6du83Xtc0i8vLy/GjBlDREQE06ZNY/LkyUydOtVpgSFn+vbty+bNm7n55psxGp3Oo3C7vCNHSr029OoBnC8ZAFBeOaffB5ucTR6zq17+H7quhzWXBIiLqPFp20kw74LzU0E+bRFI20gFQ3rZf6iGzEyOHz8OgNKuHSXfaVu8goKXX8LbRX+0Xbt25YcffmDXrl2sWbMGm83GtGnTSL1QoKdLly506NCBtm3bYrVaeeKJJxg6dCiNGjUiJibGLfM8Kir72zWlXis3xJxvz84GwLfQ+YmEXYFvnE8eW8vELb+7so81lQSIS+XPAsPXAKkGAwf61aP9m2WfhShWK0d++YXc3Fx827Xl7CXbM7/9lrBRo1zWu9DQUHr27Mnp06fZt28fEyZMYM+ePWzfvp0HHniAOnXqYLfbadCgAT/99BMtWrSo1ALb7pB37BgFb75fqs035nyA/Pnn+XGjsDLOpv4YbmJtgOPDcwo5z8vgqWtIgLhSfOo3JJh3Ah0BPm8RyPURCt6Hyv51bZCby+HDh2nRvDmG+0aR/97FYjpZE6fid+ON+DZp4tJuhoaGcsstt5SarWq32yv18JynnF76WanX3uPvwTciAqC42lq4k7qudgW+u97pA33r1Pi07a7uZ00lAeJy+c+B4VuAZB8DO4fUo/Pcss9CIqxWUlJSaNGiBUH3jsVaIkAArDNnUuftty9bxrCqrsTwyPnpJ9QSz8IABE+cADodZ8+eZfPmzQCYjh1z2PencRGsDnIsf6CgzJazD9eRAHG1+NQ1JJgTgTiAt5qH0bpbBiGbnP/aNjx2jOUrV9K/f3/8zWbOjh1CweIVxdttn6/heN4kjC+/hG8FVqG7FthtNrJ37eLUsNKXb4aJI/A3m4Hz5QcAmubmEnDJXaYcs8IHbZ3eat6gxiduc0efayoJEDcw2nOmWnV+2wC9VQff9m7M8E3OZ0r6Wiw0z8hg+/bt9OzZk7DHZnDi81WlSvrZVm3gxKoN+Dw8GaVjR7xq10JXzWMT7lB47hy248fJ+Wo1tq/Wld4YoBD6yMPo9HrOnTvH0qVLAWh38KDDcbYMaEiqYzGjAhM8LJXXXUsCxA2sk9ISSYieD4YpAItr+RE7zkSzRc5/faPT0vjoo4/o3LkzAc2aEfrFp5zu41i+MO+1+eQx372dv0KFfPZR8VjQpk2bOH36NA3z8qh3yRT2vwYaea2h01mn8yyTUqTymItJgLiLT/0nyTsxGDABfBRj5IkUq9PK7cEWC82OHGHFihWMHTuWoG7d0P3wNafvvQ/7QfnODPnyE4J79QTg2LFjxavsxf1W+unlggiF5V2dlmM8pOalzHJrJ2soCRB3Gbf+LAkx/wDbCoBExcBXwxoz7Oc0dE6GQ2L27ePLzz+nQYMG9OzZk8DOnfH57/ec+ehjcme+7OneXxG8R99N6KMP43ehUFFWVhZvvfUWeXl5dLRaCb/k+Z7vxzbkm0AndWPt+Q/xEOc80eeaRgLEneKTPych+ksw3AmwqJYfLSZH0OENx7syBquVvrt3s+j118nOzqZ///741K1L+IxHyRs1kpxdyeTu2kXBzl0UJu4uNUZyTQhQ0Me0xatNNEqH9vjG3IBvi+bFYz2nT5/m9ddf5+eff6ZZbi7tk5JK7Z42wcS8Bk4GTu0sY1Lqak/8CDWRBIi7FYRPwPt0e6AJwOzWYbw3MNNp7dRgi4XBBw6wfsECUlJSGDVqFM2aNcPHZMJnwO2EDPDsU7BXgsLCQlJSUnj33Xc5efIkrc+d48bNm/EqMXnsdA+F125wfB5Xgd9UJbziS+OJSpMAcbcpm04bE6KHWDFsBRRVB+/damJaRrbTymWBhw7RPyODdKuVZ3fuJCo2lu7du9O0aVOMRiOKolTrtHJ3KygoIDc3lxMnTvD777+zbt06fv31V4ILCuidkUGT5ORSS1uqUQof92/MIcebUrkBMFQdt/7SCb7ChSRAPMAan5pMQszDYHsHYIuvAeOQxkw4fRAfJ0/s6lWVFomJNFMULAcPsvGHH1ji58cZb29yruHwKKIH/AoLCcnLo56qcseJE9RLTy911gFQEAHLxkfyTZCz9Wfyp1rjU6XauptJgHhKfPK7LDDfiI4RAF8F+xF4b2NGvJFW5loyXqpKg9RUGniwm1eLQgVW3RfFp2FOwsPOx0xKTfB8r2oeCRBPOpcyngDzdUBXgCVGP0ImRzHgJed3ZkTZNs6IJKGO05X6fkCXMtHT/ampJEA8aToqCcaBYP0v0A7gXZMfyuOR9Ho7HX3ViqjXCHYFNj8cydxGTqeqp+ATPohx5Hm6XzWVBIinxW88w/zovugM29DRGGBeg0CyH47ijnfS8JZ5Y2WyGWHNPyJ5u77T8Pgf0BcZNPUoCZDqMDnVwvtxvSlUfwTCARLq+JE9NYphHzofWK3p8iMVPp/QmMW1nF62HMfu35tJ2zI83a+aTgKkukxM/JUFcbegU9fD+XHSJUY/suIjGbM8vVKLU13rzsUoLBkeyRfBTgdMD4L/bUza9pvjRuFuEiDVaVLiL8yPvAm9sgEMkQBfBRk4OjqSKY0sXLdCBkWODTGy4BYTiYqzW7XsxZ7fl8nb5MKvmkiAVLfJ6Yf4wHwTBawD2sL5QkQTejVidsMgOr5zCH0NPBkpVGDnAxE81zKsrLdswid8oIx5VC8JkCvB+JS/+PDmbuRn/gcorjP4XMswRs725c6VB2vUJU1WnMKXgyP51Oj0rANgKdkp9xJPzflHuUJJgFwp7t1yipe5VallnqPCtKLmJUY/do2NZGJMFtELr+2zEZsR9o+I4P3oMNKd10vKA69HiE9+2+lW4XESIFeSJylQSZnOgpjt6HIXgiEQIM3bwAxzGINfDOTO/1oIX33tjY1kDDbyxU3hTuuYXvA/oz1/qHVSyi5P9kuUTwLkSjQpeTnvx+xXbLYvVB2tippXBhtYOaARM9oZidt4hMBtV//pyJluRrbdYuQNZ4/iF/P6ioKgcdYpm057rGOiQiRArlQTk39WP6aDkmN+VoUZlPhvNadRIMaxrZjYPYsbNlsJ3nL1nZGc7qGw/aaGzL8uELXsgvB/YWc6k5KXerBrohIkQK5ko8lVSXnKlGBeaoH3uFDpHcCqg/+LCEQZFciUbkbith4hdOOVf0Zysq/Ctk6NeddU5qUKgB28EigIegI567iiSYBcBSzxKftZTxf+F/MA2GYBxes1qjqY1zAQ7mnFyNty6PLLWSJ+sOBd/rK8HpUXpfB713r82DyQL0LKvLNSZLdCzoOy+NPVQQLkatGLQkh+i0W9FpN3bCoYpgOlJkksMfqxpIsfkXF16ZeRRes/sqmfZK2WqfE5ZoU/2xvZ3ySYFXX8sF6+jMluyH+e+NSvrvzzKFFEAuRqc37i1D9Z1OsN8o5NuxAkpZatS/eCN68LhOsCUW6qy92ncmhlycV0LJPa+7JR3BAoOWaFE60D+LN+ED/VDWTF5c80iiRjz58tdUuvThIgV6vzQfI8Cf1fw35wKDomgKHLpW9TdefPTDD6QXQY9IIeOflEZhZgOpNLUBYEn8rE/0w2PlkBKMez8TqroreCXj0/I7TQCAVGhbzwAPICsjkXYuRMqA9nA+FYqC8/B3qzzbfCgQHkZ4FhuYLyoRqf+KPr/lGEp0mAXO3iv8kCPgA+ICEuSkEdr8JI4LqydtnoZ2CjnwGKC/KUOV3clQqBH4EPUVJXMPaaqytfI0mAXEviE9NUeBx43JRgvt4CtwG9OD89vtzbHm5yCLzWA+tA+Z74bVff/WZRLgmQa5QlPmU/sB94lXkoSkBcrGovaIuONmCLBqIpcTenigrB6yBwQMGWqsIB7P475RH7a58ESE0wHVUlcQuwpVT7B+a6RpV62V5etVQwQm4toBYYngecPY2SCiwC/ob8v5XCwL9VHX+Tl3i4aOU3uSypWSRAarLxKX9Z4S+H9gTzszgLEDsHmJQyt+ilhIWQABFCaCYBIoTQTAJECKGZBIgQQjMJECGEZhIgQgjNJECEEJpJgAghNJMAEUJoJgEihNBMAkQIoZkEiBBCMwkQIYRmEiBCCM0kQIQQmkmACCE0kwARQmgmASKE0EwCRAihmQSIEEIzCRAhhGYSIEIIzSRAhBCaSYAIITSTABFCaCYBIoTQTAJECKGZBIgQQjMJECGEZhIgQgjNJECEEJpJgAghNJMAEUJoJgEihNBMAkQIoZkEiBBCMwkQIYRmEiBCCM0kQIQQmkmACCE0kwARQmgmASKE0EwCRAihmQSIEEIzCRAhhGYSIEIIzSRAhBCaSYAIITSTABFCaCYBIoTQTAJECKGZBIgQQjMJECGEZhIgQgjNJECEo/gU3+rugrg6SIAIITSTABFCaCYBIoTQTAJECKGZBIgQQjMJECGEZhIgQgjNJECEEJpJgAghNJMAEUJoJgEihNBMAkQIoZkEiBBCMwkQIYRmEiBCCM0kQIQQmkmACCE0kwARQmgmASKE0EwCRAihmQSIEEIzCRAhhGb/D12P5n0BvKnpAAAAAElFTkSuQmCC",
      "contentType": "image/png",
      "width": 204,
      "height": 204,
      "angle": 0,
      "xoffset": 0,
      "yoffset": 0
     },
     "value": "Vermessung in Lage und Höhe erfolgreich durchgeführt,Einarbeitung in den KK erforderlich,Netzerweiterung NICHT freigegeben",
     "label": "Vermessung in Lage und Höhe erfolgreich durchgeführt, Einarbeitung in den KK erforderlich, Netzerweiterung NICHT freigegeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
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",
      "contentType": "image/png",
      "width": 204,
      "height": 204,
      "angle": 0,
      "xoffset": 0,
      "yoffset": 0
     },
     "value": "Vermessung in Lage und Höhe erfolgreich durchgeführt,Einarbeitung in den KK derzeit nicht möglich,Netzerweiterung NICHT freigegeben",
     "label": "Vermessung in Lage und Höhe erfolgreich durchgeführt, Einarbeitung in den KK derzeit nicht möglich, Netzerweiterung NICHT freigegeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "d6e9e43bd3f210b86721c7d16d6a4745",
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      "contentType": "image/png",
      "width": 204,
      "height": 204,
      "angle": 0,
      "xoffset": 0,
      "yoffset": 0
     },
     "value": "Vermessung in Lage und Höhe erfolgreich durchgeführt,Einarbeitung in den KK erfolgreich durchgeführt,Netzerweiterung NICHT freigegeben",
     "label": "Vermessung in Lage und Höhe erfolgreich durchgeführt, Einarbeitung in den KK erfolgreich durchgeführt, Netzerweiterung NICHT freigegeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
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",
      "contentType": "image/png",
      "width": 106,
      "height": 102,
      "angle": 0,
      "xoffset": 0,
      "yoffset": 0
     },
     "value": "Vermessung in Lage und Höhe derzeit nicht möglich,Einarbeitung in den KK derzeit nicht möglich,Netzerweiterung freigegeben (vollständig und korrekt)",
     "label": "Freigeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "a682754a52cfee4a2bb765290fc37804",
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",
      "contentType": "image/png",
      "width": 106,
      "height": 102,
      "angle": 0,
      "xoffset": 0,
      "yoffset": 0
     },
     "value": "Vermessung in Lage und Höhe derzeit nicht möglich,Einarbeitung in den KK erfolgreich durchgeführt,Netzerweiterung freigegeben (vollständig und korrekt)",
     "label": "Freigeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "a682754a52cfee4a2bb765290fc37804",
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",
      "contentType": "image/png",
      "width": 106,
      "height": 102,
      "angle": 0,
      "xoffset": 0,
      "yoffset": 0
     },
     "value": "Vermessung in Lage und Höhe derzeit nicht möglich,Einarbeitung in den KK erforderlich,Netzerweiterung freigegeben (vollständig und korrekt)",
     "label": "Freigeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "a682754a52cfee4a2bb765290fc37804",
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",
      "contentType": "image/png",
      "width": 106,
      "height": 102,
      "angle": 0,
      "xoffset": 0,
      "yoffset": 0
     },
     "value": "Vermessung in Lage und Höhe erfolgreich durchgeführt,Einarbeitung in den KK derzeit nicht möglich,Netzerweiterung freigegeben (vollständig und korrekt)",
     "label": "Freigeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "a682754a52cfee4a2bb765290fc37804",
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YycyZM6WbN29+HZht2Ic0LgNCOO++++7I8PDw6L0nsq5kQDe6aIRDUfCRGzSDZZiMSPdRDDW179Z7SCQShpm7MiXQlQqPUnLys2n+zQzh2CjER/LAtaDT3zezVhHo0lJ3pFy71fmoZjsPntjPtGnTSE5OvvO8sT2ne5/S+AwI4YwbN+4zqUzKir36J/s8HZvUlnZKo+Yr/DYGNjqBAF7XuxGuGIFE0rNet7O5Gw7hTuxVZFKdo0R4OxT+Jkf0Ptzp73kFFdgcKddtbF+5dy2fJaxlzpw5ki+++GIJcFuPkjQC/S6c9evXTwoNDQ359VgmXzcc0BsXEFRkXNEcOC8aYJiHg1FE045UKmWsx/X8UvUL9ZX1sMoPnlF12vLILFQEujfVHykx12p1EhuyeOTYb0ydOpVvvvkmJjY2dlxqauouoyRrIP0unDFjxnyMAG/te09vjJ9rk9psiMp4uZb6wUdOIAUrK0uqiqrJN80nKCjIKOJpa2vj8OHD1FfWI7eUozqjQlgbjPj8mU77PF6BRTZFJcGtKtBa7X973/tsvutT5s6dy4cffrgUmNjjRHtAvwrn008/jQ8JCfHalpdBetNRfWFtvoHGa22EZgVsCAQRAq73xcfSn8zMTI4dO4YoioSEhPRIPG1tbRw6dIiioiLs7OwYO3YsB0r3UXmoGmFzBOJc/cKRmakI9q45k33CbsjlZWlN+Ww/spMJEyawadOmCbGxsbekpqb+YHCiPaRfhRMdHf1+c2szb3RyAnqgR6Mos1AZz2+zMxTKpdiFDyHQViOS6667jszMTAoLC2lrayM0NNQg8VwsGoVCwZgxYzA1NSXKYzQ/VW9F9RsIYyM7Hao7+1cOySu2b1GJrVoDgdezVvG9/1fMnz+f99577w3gzyecL7/88r6goCCn1M4M6AKiV4DSeKJpdIYUBYIMRrmM6RCHqakpY8eOZffu3Rw/fhxRFAkPD++WeC4Wjb29PaNHj0Yq1Xy9JiYmRPlHsavyN0hxhoXZOrrAGqQyFWG+p89lHbPTEs6O5hJ+yt3GlOsnkZiYOCo2NnZmamrqZgO+iR7TX8KRjBo16u1G1RkWdWJAD/VqxKgG9L3e0AzOo50wl1+6Mt0unj179lBUVATQZfG0tbVx8OBBiouLcXBwIDo6ukM07djbOTDEy4r6441QEAr++kdZjr6V1vJCu3MqUdti+mL2Km4K0pzYvnz58teAZPrB2N4vwklKSnrKz89P8dXezZ0Z0Fs9/EqM19qIcthmBwKE2Q3XGSKVShk9enS3xNPW1kZ2djYlJSUdLY2Jie60Q13D+a3oN4S9LoidCOf8ie1qXcb2w+pqvvv9R+LHxOLq6hoSHx9/b3Jysv5z7HqJ/hCONCoqanHNmVqeOqTfbxPmXyMxhgFdfRbqjkLrbnecTksZ4mSFXK51gMSF5KRS5rlPxSnPhC3NmRxsO0hERIRO8VwsGgcHh05FA2CvsEdqK0X9qwXMUnS6MOrkUWklz7c6q2rVtpg+d3AVU4M1xvalS5cuXrBgwabVq1c3X+m7MCZ9LpwtW7Ys9vb2tvrk141UiLrttHKTFrWjd88soefK4cQPULAcOAMxHw2FbPDy9rri70ZvccIsW8qsMdfz9+JPEUWRyMjIS8TT1tbGgQMHKC0tZdiwYYwaNapT0YBmhtnV3ZniQyUIZc6I3vqFI5ioCAtrJEuPsX1LTipzx/4Ff39/r8LCwocA/fMZvUCfCue8Af3pqrpTPJbbydNdggw3oDfXQuHXULD40v8Xd2pGuEPN9K0/XaB0XCNeNUOoulmNQ5UDJSUltLW1MWKEZpKwra2N/fv3U1ZWhpOTE1FRUVcUTTuOZk4UUwKVVuDdeayTW7GFPM+uXtWM1vD80dxVxITdwt13383ixYsXnX9kdZ8Z2/tUODNnzlzu7u5u9m7GOv0GdNOWZnuPSq3djl3hj/3wx2Hwvh1KUkF18UkoJ6UgAwsLrZZfi+1RlWyPqgRgtOdo9u3bR2lpKRKJhPDwcLKzsykvL++2aADMzTWdcvG0btvoxQgSiAqtku06oNvY/vWBLTw2/gEiIiKcDh48uAD4Z5cT6SF9JpzzBvSHSv8oY8Ex/YciRYY0yrptQG+D41vAxhMC7oVzFWDpcqlwpFIpgiB06yKDZig9atQosrKyKCkpoaqqiubmZoNEAyCTaf4mhAbTLg2FhrpUmCnyFDXKc6Za96wnjn3A7RGaE9sPHjz47KRJkz7oK2N7nwnnqaeeWuvk5GT6z63L9cYo5C0qe7di/T1XXbTB0c/A+Qaw9oE/smDXLOAy7fXkhGwTExNGjBjB1q1baW5uRiaTMXLkyG6L5pI8VF3MRwKh4UqLHXu1Wx2Az7O+4rmb/87YsWPtMjMznwFe6nZSBtAnwnnssceGDh8+fHZh1XFeKPpcb1xQqFIudHPC9vgWOPI8mK+F2kOQ/ajuOFEUDRZPa2srOTk5qNVqzM3NaWpqIicnh5EjR3Z7hlkUNe2MKO361IvtsAq53FJxWnVG2+/xQtFn3HkqnoSEBDIzM/8WFxe3OiUl5VS3kjKAPhHOXXfdtUGhUJis/E7/QzoU5k1NQ50rrnzjv4g/DsLhxzWvsx/pPFYURURRpLW1tVstRWtrKwcOHKC8vBx3d3ciIiLIycmhtLS0o8PcnfdradFsBxesWrs1a3ddeIVNRqYeY3vWl7w+fRETJ060ysjIWAT8rRtvbRC9LpxFixa5Dx8+/La88iMsKdd/7EtoWL15dwzozQ2Q9XzX49VqNVKplKamJqystPbB6aS1tZWsrCwqKyvx9PTsmM8ZMWIEAKWlmkPRuyOepqbzj6qyP9f15AFre6Wpwtr5lLLB1PHysjfKvuEvZbOYOXMmGRkZDyckJCxPSko62a0KukmvCycmJuYz6yHWkvU/6+/wK6ybztoOq7jycOciStPAaRoUd83ay9mzZzEzM6OhoaFLwlGr1WRlZVFVVYWXl9clM8jt4pFIJJSUlCCKYpc7yrW1tZoXw7o/co4cXjF02xWM7TExMfK0tLRXgPu7XUE36FXhvPnmm4Hh4eHjc04eYlX193rjIkKruyWa5tNgagMRs8EUKHjzyr+jVCpRKBSUl5fj7OzcaWxrayt79+6lurpaSzTtSCQSIiMjEQSB4uJi9u3bR1RUlNYa1eWUnSoDQHTV/bDZzrC0VZp4Kpwri5WmTpeXtRvbY2NjSUtLmzdt2rRl6enper0qPaVXhTN58uTPzS3MJWvSP9Ib42zXdNbaXtm91mY7eNyquV0V6N+3dwkFBQX4+PhQVlZGREQEpqa67ctqtbpDND4+Pp1aLCQSScftq6ioiL1793a67FBXV8eZ2jMwvLlLJnZdBIQXOOoztr+350PWzXyHWbNmmXzzzTevA3cZVEkX6DXhvPfee6PCwsJG7Tmexce1O/XGBXeztRFbQN0AUgso+R7o4uK5SqWioaEBGxsbSkpK8PHx0YpRq9Xs2bOH06dP4+vr2yVTV/ukoCAIHD9+nD179uhcHQcoLCzUfIZxhg96zKxVgp9jS3nBKVOXy8s+rt3JA+eN7Vu2bEmIiYl5My0trYs38+7Ra8K5/vrrN0plUlZ2bkA/Y2mrtOzO+54pAlt/zeuTm7qX04kTJ4iMjCQ3NxcPD49LLm5LSwu7d+9GqVR2WTTtSCQSQkNDEUWRoqIi9uzZc4kfB6ChoUHTmbYXIfj37iV+Gb5hBc4F2/QZ2z/g84R1zJkzR/LZZ58tAWJ6VJkeekU4H3/88eSQkJDgX4/+RlKjfsEHBBd1SzQAtQWQfT8oZoNya/d+t7i4GF9fX6ytrTly5AihoaGARjSZmZnU1NTg7+9vkPf48pYnMzOzwwHY1tbGod8PASDOOAU9fBKxzEIlCXRpKj9Sbq7V6nzdcIBHj2UyZcoUvvnmm+kxMTE3pKWl6W/yDaRXhBMdHf2xKGnjrSz9J5H5uTSdMbNWdVs4Nec3CigTDcstLy+PUaNGUVhYiIODA7a2tuzevbtHommnveWRSCQUFhaSmZnJ2LFjOXnyJKerT4N/M0QZ587hFVLkUlQerFbpuIZv7XuP5Ls2cu+997J27dolwASjVHoRRhfOp59+OjM4ONjzf1cyoAd1v7UBaNB/qHqXqKiooLy8HDc3N/bt24eVlRW1tbUEBAQQGBjY410OEomEkJAQBEHg2LFj7Nixg8bGRpCBeHcuCMY5CEpmpsLPo7Hq8Ekr18vL0puO8kv+DiZMmEBiYuL4mJiYW9PS0vQPaw3A6MKJjo5e09zazGudG9CbZBaqbnWK2zlzwuDUOsjKysLa2hobGxtqa2vx8vIiKCio5298HolEQlBQEOfOnaOk5Lyf+oFSGFZstDoAPIJKXAtOhjWraNVyE7yxfzXfB4xj7ty5Fxvb24xVt1GFs2nTpgeDgoKGpeZ8xy79J6C3egV0b/h9MYrrwGMxVG6H4hWGvgtkZGQwadIkrK2tKS0txcnJCUdHrUlZgykrK6OsTDNnw9xKxHD9T7sxFKlMRbBP3ens41ZafZ0dzSVszf2ZW26YzFdffRUVHx8/Mzk5Wf/ZMd2t21hvhMaAvqxR1chzB/RbQkN9GptlZspurUldzBAPcBwNqnro6d/vtm3bmDhxIjY2NmRmZhIYGIivr+8VJ/E6o7m5mfz8fI1nWQAeqkQcsbuHmerHOaDEJa8ouEklovWdLspexU1BNzJ37tyLje26jVDdxGjC2bx580JfX1+7r/Zu5kir7skVuUCLh1+JwaK5GAsjNQ4ZGRlERUXh4uLCkSNHOHHiBIGBgXh4eHR78bK4uJj8o/mIahFc1Ij3HbnigQM9RSpVERxQU5udb6f1vR5WV/PdoR+5Y8wM3Nzcgs8b2z81Sr3GeBNAOnLkyFcazzXyj0P6R1JhfjWtUpmqZydOtGn+WetesjGIrKwsysvLCQ4OxtramkOHDnH48GHc3d1xdHTE2toac3PzS4TU2trK2bNnqa+vp6qqivLKco1gZECCEm44bNApXYbg6l3pnHfUrkElonWe4D8OrWF6+C3MmzePJUuWLF6wYMGXxjC2G0U433777WIvLy/LtOx0CsRanTFyoUXl6FOptU+ou1i5QPMfmhlkuSeojNTfrKiooKKiAk9PT7y9vbG2tqa4uJji4gsVtLsI1Wp1h6+mHVGhhptrIPoEWBm2nGAogomKsJDGs1m/W2kJp0Cs5X95PzNjZAz+/v6ex44dexh4t6d19lg4CxYskIWHhz8ltolsyPtKb1xYcCPGOAHd2h9+uAXopWvTLha5XI6fnx8KhQILCwukUmmHGUyUigheakRrNefM6zGb/Ae4lBhtqG0ITp4Fw+T5kUqVGsXlZetyP2dGZAwJCQksXbp00ezZsz9KTExs6kl9PRZORETE0z4+PuYlp0vZ3Kj7vB+5tKXJyaPSKH0bS3eQe4CqXThytGyixkClUnH4sPamObkfjP8KzJw17kO3yaB9g+h7BAlEhtW07s7W3k7zQ9MxCquOM2LECJycnIZVVlY+COifL+kCPRWOEBwc/JQgCORX6l/BDzPiCeiCFILnQ3b7QKWP/8gVkzSiEZtBXQuyASCaduxdix3kv9vVqNRoqef3ilwCnP2ZPn06H3300TMLFixY25O+To+EEx8fP8HPz88eIK9ar3BanVwrjXoEm8N4QAHIIfRFOPwKXV4l7wnySBgWCWIrnN4NrhN7v87uIEggzLdRnXVE26h2sCqPO4hr9xC5nThx4jbA4Cfx9Ug4/v7+97RPmv3+R57OGE/nphZBasRjSgAzOwh9BRyGg3UAIIPDDxuzBh04gyobsh+Dqu1gGQyON/ZynQZg71ziwBFtv86O6j0AuLm5tRvuZ9NfwgkKCup4yPqJpjKdMfZDz/V4JKULj9vg2EYI9gefWGjMgWL9XnijUvEj3PJi39TVXc4/zFbNZdd2m+pER+d+1KhR7NixI+Z8jNqQegwWTkxMjJOTk1PHftrCltM64yzkvbMXXmoObjfBqV/AcSLcYOoKAAAHh0lEQVREvAiV+aDaZuSK5KCYDsrvLvxX1HqQde9g0r5DotmfplSZal3bltYW5IIcb29vduzYYREbGxtq6AmmBgtHJpONsLS8sMAdInemuEnHU+x68eh86wBoOAl/HAJVrfFFI/cDpxkQ9jeoeRh2xUHgq+Ayzrj1GB1B+2x3BXJkUs1aqLW1pkcvCEIU0LfCEUXR+eLjQrwt3ECHjaJZZdA28C7jcjMcT76wv6odeSioOj8htlPk0yBsDrhMBiRgNgQCXwG/u3uUbp9wpln7ScM3Wvh1WEbMzDp6D1qLo12lJ8KxU6kujIWH24fBH9p/8rV1phhvzVk3PvFgZglZ8y/8X9gLUHcMSv572eEDV0A+RRPvfp1GlAB/HIC6fPC7F4QB/vTP5nMKVK2mWlmOGzaq4/VF101rsrCr9KRzLOnYXAb4O/jCEe2gogo5fuGaoWJv4jIVLH6GPYtA4QtOE8FlEvjPg1M74UQSnGkAmkBVCVSC3B0sPdBM4ElBuRlU5+2oBS+D8zg4lQW2geAzp3fzNxa11bonlsIcL4y0Ghsb218afFUMFo4gCLXl5eUdPwc7B+qMU7WYUl/pjK1z76/f2AbCpI1wMh3K/gvDbtJM0LncDHWFoHz1QmzgPzVbbAQzTUxzA/xw2TGMFdvB9y6QaU/GDlhOFunebBjmEtLxut1cJopijaH19KTFqcrJudCvcrIdxkOKCaxX/qIVWHBEwchhFfTFE+2kFuAzE5qVUPoTqOtg6HAoucyjbG4PZhffQyWaWWFlIQQ+Ch5TNDPEVxMNfyioqNOea717yGjch7oBmj30e/fuBUAQhEpD6+rJqCqnqKiI2tpabG1tAZgdcgfrd2oLp6LRlMpiT1y8jWud7DQ/habvI7ZottQEPwM1R6HhMCh/h6od0FQNtEGrCHKFZhbaygekvTLz1PuUntB92tj8sLs6OsZVVVXU19cDIAiCwc55g4WTlJR0Mi4urjo3N9dh3DjN+PQ6v9HcuMdd57nFWXl2KIY2YDakbzwq7QimmhV1a39wn35Rgc5dSVcvDX8oKNCxjnyjzJ3r/S/MHxw8eLD9ZfPQoUMNfgpNj2aOBUFI3759+9x24ZiZmvF85OPs2KPjGAkRsnY7Ez3uTPvsZv9yDYmmuUnBwSzd99UXRvwf5jJNEyqKIj/99FN70U8fffSRwReiR8IRRfGbzMzMuSdPnsTDQ2PJuyl4PBNzPMnQ4bBSqkzJ2BFM1PAqhvZBZ/nPQEO1M78dUKBq1u7bxJgHcVPwhS1Vubm5HDumecCeKIr6zVNdoEfC8fT0/KG4uLhi69atzvffrzlVw1xmzpLrXuD6DN0nHanUsCtrGJ42Q3DyOMcQ2wYEOSA505NU/jy0QovKkro6a8pLraio1W88eHnc05iZaiZp29raSE5Obi+qEUXR4AVO6KFwVq9e3RwXF7c6NTX1zenTp3ccHzLOfwxryh/j8aP6Vx2L68wpPmQO2taRQYzAmoDHGO1zYdIvLy+PrCzNTKggCO+lpaU16vvdrtBjB2BDQ8MH1tbWz//nP/+xefjhC96GB2+YT31zfadn/g3SOzzrPIP7xt3b8bMoinzxxRftPzZKpdIeuf/ACMLZtm1bXWxs7Mr09PTFY8aMITIyEgBTE1OenrSAobsUPJTf4zwH6SIvuNzOSzc/i5nphTmFjIyMDhusIAjLk5KSdFsZuoFRdjmcO3dupYWFxWMrVqxwXL58OQ4OmvkEUxNTHrzxr4xwG85Lv/6TH5oGxJOPr1m+inyJO6LikAoXLuvJkyd5//2OLkNVc3Pzv4xRl1GEs3Xr1vr4+Pi/1tfX//fVV1+VLF68GHv7C4aVUd4j2eK2kZ/ztrPm4AbSmnp4csAgHcgx4U3fvzJ7xB042106JK+urmbp0qWo1R1erQd72rdpx2g7OZOTk7+Li4t7s7S09MWXX36ZhQsXXnLqlZmpGdMipjI1bDIFlYXkVuaTXXmYvLqjHGw6qXf35yAX8BNsCTVzxcfKg+EOIfg7+BPuFoK1ufbCZkVFBUuWLKGysmNV4b2UlJRUY+Vi1EMHUlJSFsXHx8vLy8uffuqpp3jooYeYPHnyJY/5MRFMCHQJINAlgHhmGLP6QdB0hPft28fKlSu5yL3wdUpKypPGrMfox5wkJycvjIuLKwbeXr9+vfw///kP9957LyNGjOjSAzgGMQxRFCkoKCAxMZH9+/dfXLQhJSXlYYx02EA7vXIiV0pKyruxsbG/CILwQWVl5bi3334buVzOrbfeSmhoKK6urtjY2GBmZtajkyH+rKjValQqFY2NjVRVVXH8+HG+//77i29LADWCIDydnJy8oTdy6LWrlpqaehC4Pi4uLlYUxYUqlerGlJQUSUpKSm9VOYiG08DHVlZWy7744guD/TZXotf/3M93yFLj4uK8gThgLDAccABs0fFw9kG6hAg0ALVAgSiK+6VSaUZycvKPGLjlpTv02X0iJSXlBPBOX9U3SO8y2MEYxCAGhTOIQQwKZxCDGBTOIAYxKJxBDGJQOIMYxKBwBjGIQeEMYhCDwhnEIAaFM4hB/D80nDl+5gaI1QAAAABJRU5ErkJggg==",
      "contentType": "image/png",
      "width": 106,
      "height": 102,
      "angle": 0,
      "xoffset": 0,
      "yoffset": 0
     },
     "value": "Vermessung in Lage und Höhe erfolgreich durchgeführt,Einarbeitung in den KK erfolgreich durchgeführt,Netzerweiterung freigegeben (vollständig und korrekt)",
     "label": "Freigeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "a682754a52cfee4a2bb765290fc37804",
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",
      "contentType": "image/png",
      "width": 106,
      "height": 102,
      "angle": 0,
      "xoffset": 0,
      "yoffset": 0
     },
     "value": "Vermessung in Lage und Höhe erfolgreich durchgeführt,Einarbeitung in den KK erforderlich,Netzerweiterung freigegeben (vollständig und korrekt)",
     "label": "Freigeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "a682754a52cfee4a2bb765290fc37804",
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",
      "contentType": "image/png",
      "width": 106,
      "height": 102,
      "angle": 0,
      "xoffset": 0,
      "yoffset": 0
     },
     "value": "Vermessung in Lage und Höhe erforderlich,Einarbeitung in den KK derzeit nicht möglich,Netzerweiterung freigegeben (vollständig und korrekt)",
     "label": "Freigeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "a682754a52cfee4a2bb765290fc37804",
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",
      "contentType": "image/png",
      "width": 106,
      "height": 102,
      "angle": 0,
      "xoffset": 0,
      "yoffset": 0
     },
     "value": "Vermessung in Lage und Höhe erforderlich,Einarbeitung in den KK erfolgreich durchgeführt,Netzerweiterung freigegeben (vollständig und korrekt)",
     "label": "Freigeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "a682754a52cfee4a2bb765290fc37804",
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",
      "contentType": "image/png",
      "width": 106,
      "height": 102,
      "angle": 0,
      "xoffset": 0,
      "yoffset": 0
     },
     "value": "Vermessung in Lage und Höhe erforderlich,Einarbeitung in den KK erforderlich,Netzerweiterung freigegeben (vollständig und korrekt)",
     "label": "Freigeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "a682754a52cfee4a2bb765290fc37804",
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",
      "contentType": "image/png",
      "width": 106,
      "height": 102,
      "angle": 0,
      "xoffset": 0,
      "yoffset": 0
     },
     "value": "Zugang zur Vermessung in Lage und Höhe dauerhaft nicht möglich,Einarbeitung in den KK derzeit nicht möglich,Netzerweiterung freigegeben (vollständig und korrekt)",
     "label": "Freigeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "a682754a52cfee4a2bb765290fc37804",
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YycyZM6WbN29+HZht2Ic0LgNCOO++++7I8PDw6L0nsq5kQDe6aIRDUfCRGzSDZZiMSPdRDDW179Z7SCQShpm7MiXQlQqPUnLys2n+zQzh2CjER/LAtaDT3zezVhHo0lJ3pFy71fmoZjsPntjPtGnTSE5OvvO8sT2ne5/S+AwI4YwbN+4zqUzKir36J/s8HZvUlnZKo+Yr/DYGNjqBAF7XuxGuGIFE0rNet7O5Gw7hTuxVZFKdo0R4OxT+Jkf0Ptzp73kFFdgcKddtbF+5dy2fJaxlzpw5ki+++GIJcFuPkjQC/S6c9evXTwoNDQ359VgmXzcc0BsXEFRkXNEcOC8aYJiHg1FE045UKmWsx/X8UvUL9ZX1sMoPnlF12vLILFQEujfVHykx12p1EhuyeOTYb0ydOpVvvvkmJjY2dlxqauouoyRrIP0unDFjxnyMAG/te09vjJ9rk9psiMp4uZb6wUdOIAUrK0uqiqrJN80nKCjIKOJpa2vj8OHD1FfWI7eUozqjQlgbjPj8mU77PF6BRTZFJcGtKtBa7X973/tsvutT5s6dy4cffrgUmNjjRHtAvwrn008/jQ8JCfHalpdBetNRfWFtvoHGa22EZgVsCAQRAq73xcfSn8zMTI4dO4YoioSEhPRIPG1tbRw6dIiioiLs7OwYO3YsB0r3UXmoGmFzBOJc/cKRmakI9q45k33CbsjlZWlN+Ww/spMJEyawadOmCbGxsbekpqb+YHCiPaRfhRMdHf1+c2szb3RyAnqgR6Mos1AZz2+zMxTKpdiFDyHQViOS6667jszMTAoLC2lrayM0NNQg8VwsGoVCwZgxYzA1NSXKYzQ/VW9F9RsIYyM7Hao7+1cOySu2b1GJrVoDgdezVvG9/1fMnz+f99577w3gzyecL7/88r6goCCn1M4M6AKiV4DSeKJpdIYUBYIMRrmM6RCHqakpY8eOZffu3Rw/fhxRFAkPD++WeC4Wjb29PaNHj0Yq1Xy9JiYmRPlHsavyN0hxhoXZOrrAGqQyFWG+p89lHbPTEs6O5hJ+yt3GlOsnkZiYOCo2NnZmamrqZgO+iR7TX8KRjBo16u1G1RkWdWJAD/VqxKgG9L3e0AzOo50wl1+6Mt0unj179lBUVATQZfG0tbVx8OBBiouLcXBwIDo6ukM07djbOTDEy4r6441QEAr++kdZjr6V1vJCu3MqUdti+mL2Km4K0pzYvnz58teAZPrB2N4vwklKSnrKz89P8dXezZ0Z0Fs9/EqM19qIcthmBwKE2Q3XGSKVShk9enS3xNPW1kZ2djYlJSUdLY2Jie60Q13D+a3oN4S9LoidCOf8ie1qXcb2w+pqvvv9R+LHxOLq6hoSHx9/b3Jysv5z7HqJ/hCONCoqanHNmVqeOqTfbxPmXyMxhgFdfRbqjkLrbnecTksZ4mSFXK51gMSF5KRS5rlPxSnPhC3NmRxsO0hERIRO8VwsGgcHh05FA2CvsEdqK0X9qwXMUnS6MOrkUWklz7c6q2rVtpg+d3AVU4M1xvalS5cuXrBgwabVq1c3X+m7MCZ9LpwtW7Ys9vb2tvrk141UiLrttHKTFrWjd88soefK4cQPULAcOAMxHw2FbPDy9rri70ZvccIsW8qsMdfz9+JPEUWRyMjIS8TT1tbGgQMHKC0tZdiwYYwaNapT0YBmhtnV3ZniQyUIZc6I3vqFI5ioCAtrJEuPsX1LTipzx/4Ff39/r8LCwocA/fMZvUCfCue8Af3pqrpTPJbbydNdggw3oDfXQuHXULD40v8Xd2pGuEPN9K0/XaB0XCNeNUOoulmNQ5UDJSUltLW1MWKEZpKwra2N/fv3U1ZWhpOTE1FRUVcUTTuOZk4UUwKVVuDdeayTW7GFPM+uXtWM1vD80dxVxITdwt13383ixYsXnX9kdZ8Z2/tUODNnzlzu7u5u9m7GOv0GdNOWZnuPSq3djl3hj/3wx2Hwvh1KUkF18UkoJ6UgAwsLrZZfi+1RlWyPqgRgtOdo9u3bR2lpKRKJhPDwcLKzsykvL++2aADMzTWdcvG0btvoxQgSiAqtku06oNvY/vWBLTw2/gEiIiKcDh48uAD4Z5cT6SF9JpzzBvSHSv8oY8Ex/YciRYY0yrptQG+D41vAxhMC7oVzFWDpcqlwpFIpgiB06yKDZig9atQosrKyKCkpoaqqiubmZoNEAyCTaf4mhAbTLg2FhrpUmCnyFDXKc6Za96wnjn3A7RGaE9sPHjz47KRJkz7oK2N7nwnnqaeeWuvk5GT6z63L9cYo5C0qe7di/T1XXbTB0c/A+Qaw9oE/smDXLOAy7fXkhGwTExNGjBjB1q1baW5uRiaTMXLkyG6L5pI8VF3MRwKh4UqLHXu1Wx2Az7O+4rmb/87YsWPtMjMznwFe6nZSBtAnwnnssceGDh8+fHZh1XFeKPpcb1xQqFIudHPC9vgWOPI8mK+F2kOQ/ajuOFEUDRZPa2srOTk5qNVqzM3NaWpqIicnh5EjR3Z7hlkUNe2MKO361IvtsAq53FJxWnVG2+/xQtFn3HkqnoSEBDIzM/8WFxe3OiUl5VS3kjKAPhHOXXfdtUGhUJis/E7/QzoU5k1NQ50rrnzjv4g/DsLhxzWvsx/pPFYURURRpLW1tVstRWtrKwcOHKC8vBx3d3ciIiLIycmhtLS0o8PcnfdradFsBxesWrs1a3ddeIVNRqYeY3vWl7w+fRETJ060ysjIWAT8rRtvbRC9LpxFixa5Dx8+/La88iMsKdd/7EtoWL15dwzozQ2Q9XzX49VqNVKplKamJqystPbB6aS1tZWsrCwqKyvx9PTsmM8ZMWIEAKWlmkPRuyOepqbzj6qyP9f15AFre6Wpwtr5lLLB1PHysjfKvuEvZbOYOXMmGRkZDyckJCxPSko62a0KukmvCycmJuYz6yHWkvU/6+/wK6ybztoOq7jycOciStPAaRoUd83ay9mzZzEzM6OhoaFLwlGr1WRlZVFVVYWXl9clM8jt4pFIJJSUlCCKYpc7yrW1tZoXw7o/co4cXjF02xWM7TExMfK0tLRXgPu7XUE36FXhvPnmm4Hh4eHjc04eYlX193rjIkKruyWa5tNgagMRs8EUKHjzyr+jVCpRKBSUl5fj7OzcaWxrayt79+6lurpaSzTtSCQSIiMjEQSB4uJi9u3bR1RUlNYa1eWUnSoDQHTV/bDZzrC0VZp4Kpwri5WmTpeXtRvbY2NjSUtLmzdt2rRl6enper0qPaVXhTN58uTPzS3MJWvSP9Ib42zXdNbaXtm91mY7eNyquV0V6N+3dwkFBQX4+PhQVlZGREQEpqa67ctqtbpDND4+Pp1aLCQSScftq6ioiL1793a67FBXV8eZ2jMwvLlLJnZdBIQXOOoztr+350PWzXyHWbNmmXzzzTevA3cZVEkX6DXhvPfee6PCwsJG7Tmexce1O/XGBXeztRFbQN0AUgso+R7o4uK5SqWioaEBGxsbSkpK8PHx0YpRq9Xs2bOH06dP4+vr2yVTV/ukoCAIHD9+nD179uhcHQcoLCzUfIZxhg96zKxVgp9jS3nBKVOXy8s+rt3JA+eN7Vu2bEmIiYl5My0trYs38+7Ra8K5/vrrN0plUlZ2bkA/Y2mrtOzO+54pAlt/zeuTm7qX04kTJ4iMjCQ3NxcPD49LLm5LSwu7d+9GqVR2WTTtSCQSQkNDEUWRoqIi9uzZc4kfB6ChoUHTmbYXIfj37iV+Gb5hBc4F2/QZ2z/g84R1zJkzR/LZZ58tAWJ6VJkeekU4H3/88eSQkJDgX4/+RlKjfsEHBBd1SzQAtQWQfT8oZoNya/d+t7i4GF9fX6ytrTly5AihoaGARjSZmZnU1NTg7+9vkPf48pYnMzOzwwHY1tbGod8PASDOOAU9fBKxzEIlCXRpKj9Sbq7V6nzdcIBHj2UyZcoUvvnmm+kxMTE3pKWl6W/yDaRXhBMdHf2xKGnjrSz9J5H5uTSdMbNWdVs4Nec3CigTDcstLy+PUaNGUVhYiIODA7a2tuzevbtHommnveWRSCQUFhaSmZnJ2LFjOXnyJKerT4N/M0QZ587hFVLkUlQerFbpuIZv7XuP5Ls2cu+997J27dolwASjVHoRRhfOp59+OjM4ONjzf1cyoAd1v7UBaNB/qHqXqKiooLy8HDc3N/bt24eVlRW1tbUEBAQQGBjY410OEomEkJAQBEHg2LFj7Nixg8bGRpCBeHcuCMY5CEpmpsLPo7Hq8Ekr18vL0puO8kv+DiZMmEBiYuL4mJiYW9PS0vQPaw3A6MKJjo5e09zazGudG9CbZBaqbnWK2zlzwuDUOsjKysLa2hobGxtqa2vx8vIiKCio5298HolEQlBQEOfOnaOk5Lyf+oFSGFZstDoAPIJKXAtOhjWraNVyE7yxfzXfB4xj7ty5Fxvb24xVt1GFs2nTpgeDgoKGpeZ8xy79J6C3egV0b/h9MYrrwGMxVG6H4hWGvgtkZGQwadIkrK2tKS0txcnJCUdHrUlZgykrK6OsTDNnw9xKxHD9T7sxFKlMRbBP3ens41ZafZ0dzSVszf2ZW26YzFdffRUVHx8/Mzk5Wf/ZMd2t21hvhMaAvqxR1chzB/RbQkN9GptlZspurUldzBAPcBwNqnro6d/vtm3bmDhxIjY2NmRmZhIYGIivr+8VJ/E6o7m5mfz8fI1nWQAeqkQcsbuHmerHOaDEJa8ouEklovWdLspexU1BNzJ37tyLje26jVDdxGjC2bx580JfX1+7r/Zu5kir7skVuUCLh1+JwaK5GAsjNQ4ZGRlERUXh4uLCkSNHOHHiBIGBgXh4eHR78bK4uJj8o/mIahFc1Ij3HbnigQM9RSpVERxQU5udb6f1vR5WV/PdoR+5Y8wM3Nzcgs8b2z81Sr3GeBNAOnLkyFcazzXyj0P6R1JhfjWtUpmqZydOtGn+WetesjGIrKwsysvLCQ4OxtramkOHDnH48GHc3d1xdHTE2toac3PzS4TU2trK2bNnqa+vp6qqivLKco1gZECCEm44bNApXYbg6l3pnHfUrkElonWe4D8OrWF6+C3MmzePJUuWLF6wYMGXxjC2G0U433777WIvLy/LtOx0CsRanTFyoUXl6FOptU+ou1i5QPMfmhlkuSeojNTfrKiooKKiAk9PT7y9vbG2tqa4uJji4gsVtLsI1Wp1h6+mHVGhhptrIPoEWBm2nGAogomKsJDGs1m/W2kJp0Cs5X95PzNjZAz+/v6ex44dexh4t6d19lg4CxYskIWHhz8ltolsyPtKb1xYcCPGOAHd2h9+uAXopWvTLha5XI6fnx8KhQILCwukUmmHGUyUigheakRrNefM6zGb/Ae4lBhtqG0ITp4Fw+T5kUqVGsXlZetyP2dGZAwJCQksXbp00ezZsz9KTExs6kl9PRZORETE0z4+PuYlp0vZ3Kj7vB+5tKXJyaPSKH0bS3eQe4CqXThytGyixkClUnH4sPamObkfjP8KzJw17kO3yaB9g+h7BAlEhtW07s7W3k7zQ9MxCquOM2LECJycnIZVVlY+COifL+kCPRWOEBwc/JQgCORX6l/BDzPiCeiCFILnQ3b7QKWP/8gVkzSiEZtBXQuyASCaduxdix3kv9vVqNRoqef3ilwCnP2ZPn06H3300TMLFixY25O+To+EEx8fP8HPz88eIK9ar3BanVwrjXoEm8N4QAHIIfRFOPwKXV4l7wnySBgWCWIrnN4NrhN7v87uIEggzLdRnXVE26h2sCqPO4hr9xC5nThx4jbA4Cfx9Ug4/v7+97RPmv3+R57OGE/nphZBasRjSgAzOwh9BRyGg3UAIIPDDxuzBh04gyobsh+Dqu1gGQyON/ZynQZg71ziwBFtv86O6j0AuLm5tRvuZ9NfwgkKCup4yPqJpjKdMfZDz/V4JKULj9vg2EYI9gefWGjMgWL9XnijUvEj3PJi39TVXc4/zFbNZdd2m+pER+d+1KhR7NixI+Z8jNqQegwWTkxMjJOTk1PHftrCltM64yzkvbMXXmoObjfBqV/AcSLcYOoKAAAHh0lEQVREvAiV+aDaZuSK5KCYDsrvLvxX1HqQde9g0r5DotmfplSZal3bltYW5IIcb29vduzYYREbGxtq6AmmBgtHJpONsLS8sMAdInemuEnHU+x68eh86wBoOAl/HAJVrfFFI/cDpxkQ9jeoeRh2xUHgq+Ayzrj1GB1B+2x3BXJkUs1aqLW1pkcvCEIU0LfCEUXR+eLjQrwt3ECHjaJZZdA28C7jcjMcT76wv6odeSioOj8htlPk0yBsDrhMBiRgNgQCXwG/u3uUbp9wpln7ScM3Wvh1WEbMzDp6D1qLo12lJ8KxU6kujIWH24fBH9p/8rV1phhvzVk3PvFgZglZ8y/8X9gLUHcMSv572eEDV0A+RRPvfp1GlAB/HIC6fPC7F4QB/vTP5nMKVK2mWlmOGzaq4/VF101rsrCr9KRzLOnYXAb4O/jCEe2gogo5fuGaoWJv4jIVLH6GPYtA4QtOE8FlEvjPg1M74UQSnGkAmkBVCVSC3B0sPdBM4ElBuRlU5+2oBS+D8zg4lQW2geAzp3fzNxa11bonlsIcL4y0Ghsb218afFUMFo4gCLXl5eUdPwc7B+qMU7WYUl/pjK1z76/f2AbCpI1wMh3K/gvDbtJM0LncDHWFoHz1QmzgPzVbbAQzTUxzA/xw2TGMFdvB9y6QaU/GDlhOFunebBjmEtLxut1cJopijaH19KTFqcrJudCvcrIdxkOKCaxX/qIVWHBEwchhFfTFE+2kFuAzE5qVUPoTqOtg6HAoucyjbG4PZhffQyWaWWFlIQQ+Ch5TNDPEVxMNfyioqNOea717yGjch7oBmj30e/fuBUAQhEpD6+rJqCqnqKiI2tpabG1tAZgdcgfrd2oLp6LRlMpiT1y8jWud7DQ/habvI7ZottQEPwM1R6HhMCh/h6od0FQNtEGrCHKFZhbaygekvTLz1PuUntB92tj8sLs6OsZVVVXU19cDIAiCwc55g4WTlJR0Mi4urjo3N9dh3DjN+PQ6v9HcuMdd57nFWXl2KIY2YDakbzwq7QimmhV1a39wn35Rgc5dSVcvDX8oKNCxjnyjzJ3r/S/MHxw8eLD9ZfPQoUMNfgpNj2aOBUFI3759+9x24ZiZmvF85OPs2KPjGAkRsnY7Ez3uTPvsZv9yDYmmuUnBwSzd99UXRvwf5jJNEyqKIj/99FN70U8fffSRwReiR8IRRfGbzMzMuSdPnsTDQ2PJuyl4PBNzPMnQ4bBSqkzJ2BFM1PAqhvZBZ/nPQEO1M78dUKBq1u7bxJgHcVPwhS1Vubm5HDumecCeKIr6zVNdoEfC8fT0/KG4uLhi69atzvffrzlVw1xmzpLrXuD6DN0nHanUsCtrGJ42Q3DyOMcQ2wYEOSA505NU/jy0QovKkro6a8pLraio1W88eHnc05iZaiZp29raSE5Obi+qEUXR4AVO6KFwVq9e3RwXF7c6NTX1zenTp3ccHzLOfwxryh/j8aP6Vx2L68wpPmQO2taRQYzAmoDHGO1zYdIvLy+PrCzNTKggCO+lpaU16vvdrtBjB2BDQ8MH1tbWz//nP/+xefjhC96GB2+YT31zfadn/g3SOzzrPIP7xt3b8bMoinzxxRftPzZKpdIeuf/ACMLZtm1bXWxs7Mr09PTFY8aMITIyEgBTE1OenrSAobsUPJTf4zwH6SIvuNzOSzc/i5nphTmFjIyMDhusIAjLk5KSdFsZuoFRdjmcO3dupYWFxWMrVqxwXL58OQ4OmvkEUxNTHrzxr4xwG85Lv/6TH5oGxJOPr1m+inyJO6LikAoXLuvJkyd5//2OLkNVc3Pzv4xRl1GEs3Xr1vr4+Pi/1tfX//fVV1+VLF68GHv7C4aVUd4j2eK2kZ/ztrPm4AbSmnp4csAgHcgx4U3fvzJ7xB042106JK+urmbp0qWo1R1erQd72rdpx2g7OZOTk7+Li4t7s7S09MWXX36ZhQsXXnLqlZmpGdMipjI1bDIFlYXkVuaTXXmYvLqjHGw6qXf35yAX8BNsCTVzxcfKg+EOIfg7+BPuFoK1ufbCZkVFBUuWLKGysmNV4b2UlJRUY+Vi1EMHUlJSFsXHx8vLy8uffuqpp3jooYeYPHnyJY/5MRFMCHQJINAlgHhmGLP6QdB0hPft28fKlSu5yL3wdUpKypPGrMfox5wkJycvjIuLKwbeXr9+vfw///kP9957LyNGjOjSAzgGMQxRFCkoKCAxMZH9+/dfXLQhJSXlYYx02EA7vXIiV0pKyruxsbG/CILwQWVl5bi3334buVzOrbfeSmhoKK6urtjY2GBmZtajkyH+rKjValQqFY2NjVRVVXH8+HG+//77i29LADWCIDydnJy8oTdy6LWrlpqaehC4Pi4uLlYUxYUqlerGlJQUSUpKSm9VOYiG08DHVlZWy7744guD/TZXotf/3M93yFLj4uK8gThgLDAccABs0fFw9kG6hAg0ALVAgSiK+6VSaUZycvKPGLjlpTv02X0iJSXlBPBOX9U3SO8y2MEYxCAGhTOIQQwKZxCDGBTOIAYxKJxBDGJQOIMYxKBwBjGIQeEMYhCDwhnEIAaFM4hB/D80nDl+5gaI1QAAAABJRU5ErkJggg==",
      "contentType": "image/png",
      "width": 106,
      "height": 102,
      "angle": 0,
      "xoffset": 0,
      "yoffset": 0
     },
     "value": "Zugang zur Vermessung in Lage und Höhe dauerhaft nicht möglich,Einarbeitung in den KK erfolgreich durchgeführt,Netzerweiterung freigegeben (vollständig und korrekt)",
     "label": "Freigeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "a682754a52cfee4a2bb765290fc37804",
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