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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 WLK erforderlich,Netzerweiterung NICHT freigegeben",
     "label": "Vermessung in Lage und Höhe erforderlich, Einarbeitung in den WLK erforderlich, Netzerweiterung NICHT freigegeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "729bdaaedda70a9b7f8822c24b8063b2",
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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 WLK derzeit nicht möglich,Netzerweiterung NICHT freigegeben",
     "label": "Vermessung in Lage und Höhe erforderlich, Einarbeitung in den WLK derzeit nicht möglich, Netzerweiterung NICHT freigegeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "9ee5346418138fa36c09227a18b40516",
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",
      "contentType": "image/png",
      "width": 204,
      "height": 204,
      "angle": 0,
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     },
     "value": "Vermessung in Lage und Höhe erforderlich,Einarbeitung in den WLK erfolgreich durchgeführt,Netzerweiterung NICHT freigegeben",
     "label": "Vermessung in Lage und Höhe erforderlich, Einarbeitung in den WLK erfolgreich durchgeführt, 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 derzeit nicht möglich,Einarbeitung in den WLK erforderlich,Netzerweiterung NICHT freigegeben",
     "label": "Vermessung in Lage und Höhe derzeit nicht möglich, Einarbeitung in den WLK erforderlich, Netzerweiterung NICHT freigegeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "9be852bcf88cc47c491e8db547f59145",
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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 WLK derzeit nicht möglich,Netzerweiterung NICHT freigegeben",
     "label": "Vermessung in Lage und Höhe derzeit nicht möglich, Einarbeitung in den WLK derzeit nicht möglich, Netzerweiterung NICHT freigegeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "f0da64f2ef62a88bfbdd3144e7712b3b",
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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 WLK erfolgreich durchgeführt,Netzerweiterung NICHT freigegeben",
     "label": "Vermessung in Lage und Höhe derzeit nicht möglich, Einarbeitung in den WLK erfolgreich durchgeführt, Netzerweiterung NICHT freigegeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "c9dddb7a320b6afba5adb84d5c0bf191",
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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 WLK erforderlich,Netzerweiterung NICHT freigegeben",
     "label": "Zugang zur Vermessung in Lage und Höhe dauerhaft nicht möglich, Einarbeitung in den WLK erforderlich, Netzerweiterung NICHT freigegeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "eeac5e132043c6cfcd48547d2bd7149a",
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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 WLK derzeit nicht möglich,Netzerweiterung NICHT freigegeben",
     "label": "Zugang zur Vermessung in Lage und Höhe dauerhaft nicht möglich, Einarbeitung in den WLK derzeit nicht möglich, Netzerweiterung NICHT freigegeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "d582f52a1016b2426e777b83070e6802",
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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 WLK erfolgreich durchgeführt,Netzerweiterung NICHT freigegeben",
     "label": "Zugang zur Vermessung in Lage und Höhe dauerhaft nicht möglich, Einarbeitung in den WLK erfolgreich durchgeführt, Netzerweiterung NICHT freigegeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "00976948020a30356f800c1633e77a76",
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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 WLK erforderlich,Netzerweiterung NICHT freigegeben",
     "label": "Vermessung in Lage und Höhe erfolgreich durchgeführt, Einarbeitung in den WLK 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 WLK derzeit nicht möglich,Netzerweiterung NICHT freigegeben",
     "label": "Vermessung in Lage und Höhe erfolgreich durchgeführt, Einarbeitung in den WLK derzeit nicht möglich, Netzerweiterung NICHT freigegeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "55dd233eb949477f9a99b1eb235b730e",
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",
      "contentType": "image/png",
      "width": 204,
      "height": 204,
      "angle": 0,
      "xoffset": 0,
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     },
     "value": "Vermessung in Lage und Höhe erfolgreich durchgeführt,Einarbeitung in den WLK erfolgreich durchgeführt,Netzerweiterung NICHT freigegeben",
     "label": "Vermessung in Lage und Höhe erfolgreich durchgeführt, Einarbeitung in den WLK erfolgreich durchgeführt, Netzerweiterung NICHT freigegeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "4f9f7d332df2c1633b7849d7355bc42a",
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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 WLK derzeit nicht möglich,Netzerweiterung freigegeben (vollständig und korrekt)",
     "label": "Freigeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "4f9f7d332df2c1633b7849d7355bc42a",
      "imageData": 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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 WLK erfolgreich durchgeführt,Netzerweiterung freigegeben (vollständig und korrekt)",
     "label": "Freigeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "4f9f7d332df2c1633b7849d7355bc42a",
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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 WLK erforderlich,Netzerweiterung freigegeben (vollständig und korrekt)",
     "label": "Freigeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "4f9f7d332df2c1633b7849d7355bc42a",
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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 WLK derzeit nicht möglich,Netzerweiterung freigegeben (vollständig und korrekt)",
     "label": "Freigeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "4f9f7d332df2c1633b7849d7355bc42a",
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b2uQarP5Ui9tgmMlBVlAhyxkGyEdCmte82MmxISF73LzQTdYROLd/HMLmlINueVLn8nydys3PazC2778eg09G/AP9+/fnXLlyZTGAf+tcQAfT7YQTFRXFCQwMfOd+cTb+laN5ROrtVEklDLgnkyBy4dE/H2m/98DlQ/1bXHyKkOmHkfTTOyBrmvvhZBkNVw9OQ8iMetDNzupUHttKCg7TskJWy7Joee3T7F8QWTIekydPxpUrVz4SiUQb4+Li9Ju27iC6nXAmTJiwy9bW1mTDcc39Bx69Xm5jbbjW5hn2XreQ9nsP1fKcq0BnJ2Dou0wkxwgge9g8mpYVM5F6cAb8p9eDzjqvU3n+jiUWmoztu68dwPKxn2Po0KHm586d+xzAP3XKvIPpVsJZvHixY0BAgCCjIBPfFBzRmM7DUdYh9TbjxoJjP0pl9tjSqRQAwLSJRejfHuDeyRmQpDSfOCMtNAWi5yBwaoPWXh2g0dhuynsiraZZtby2oiAG0womYtKkSTh37tzfIyMj18XExGhcb+lsupVwxo8fv68tAzqHVV/PZkv1W95uExI9grMhS3jR8skybe6AUxmX4TMuBVY9PkayuE+Td0eabwZEz0XgVOgkHh8nqZUmY/tP137B2nErMWbMGEZiYuJXAObp/kwdQ7cRzpo1a3oFBASEtWVA9+d3lGiU2HpcA/CicEyo8hapSPD7rAKHH4nbcWMhLVR2cp+Jx38KHXTTJK3KMzOTwdWC9yS3QrXVWf8wEbPypmLcuHFITEycHRERsaa7GNu7jXDCwsJ+NTU1pWw+0aoBvd7CUtahwqFbJYDnIYRU8txQnKp+HolpE4N+s1ORc+HdJoehNN8M2D8b/tNoTRbVtujlKLHKvaPe2L756k5sn7AeEydOpMbGxq4AMFWnB+oguoVwfvzxx359+vQJuZqd3JYBvUNF8wyXgPuQSgKbfm6oVfGbN0HQMuE+/FNw3BfiStxgkOU0SKUskHtmInCKDczsotssj8ki4WVV/yTziWqr83PpOczPvo4xY8YgLi5ucqOx/aaej2YwuoVwBg0atI9Kp2LdVc2Tfa6WNXIz847pFLeE7XoFQLNwKktVRsxq7tmOsIXpSI2dDel9c8hkdPy5R4Ch7zZoNUno5iixynyi3ti+/uo27IvchmnTplH279+/EsDbujxPR9DlwtmxY0e4r69v7z/vXcLhihsa0/Xi5XRaXenmZ8Fznq782gFQVaJ+14PKfazz8J9gAnL3u5A9poOsMcG5veMwdBbaFA+dQcKLU1OeKWOptDrRFcl4795fGDVqFI4cORIhEAgGicVi7XvgHUCXCyc0NHQnCOC7a5s0pvFg18iZpmSn1tXeWwppvtK8Li0wg7zeF1QtjOp00yQEvWONc7smgqyigqyg4dxeIcLm1IFuHd/qvW68HKscmU8DCais9n9/bQtip+zBrFmz8NNPP60CEKbXgxmILhXOnj17RL1793Y7m5GExJq7mpI97cnvvNbmGWxXCYDGXQ9yCioLB4Ptqt0OB6Z1HN6YYYqzP70NKCggK6i4emACQuZUtDrDTKeT8LEtrUp5ZK2ySJZQcwfnMi9g2LBhOHjw4DCBQDBaLBbrvtZhILpUOCEhIVvqGurwTSsR0L04lQo6gzSI30YXzOwvgEEfDbJO2eWQZfUE21WX+/cjVOCGy/F9lPc/ZiD16DvoN7Wg1f3nPF6RZYbMtp5UNKgMBFYkb8AJz0OYM2cONm3a9A2A1084Bw4ceNfb29tB3LoBXeHGl3W6aACAMJHA2bekMVYOILnJg9twDggdDFxc///ANWctcm/aAgCk2ebIPPEBfN5eptEIRqWS8LN7VJtcbK0inPN1+TiTfhYj3whHdHR0sEAgmCgWi2P1eLx201XCoQQHB39fSVZhaSsGdF+7StBpbbyopwzUVYaBbmH4fz4bz/wm4ZAVNNQ8jICZvQ4xrikkeo/ah4oHH0D2WOlRl9zgwtz+H3Du/5XG27gORRaMEutaUqFqMf08ZQOGeysjtq9du3Y5gDh0gbG9S4QTExOzyMPDg3PoaqxmAzrQ4OKQ32ZrU1f1Bqof9QS97RGzzrAdUwEENf0sy/JWCZHSFlTWZQRO6oWzP0U0vd6UE16wsH0fbHf1wS4bje1ydcb2NHkJjt8+BVGoAI6Ojr1FItHMuLg4zXHsOoiuEA41KChoWWlVGRbd0uy38eOVUqjUtk1a1Y+8UFHMB1t1UVtvpmR/guBUf8QPOYFU56qmYXleqiOcB+men5n9PgSN7YHk//Zu+t2VI4MRNr9A40jLwbbInCE1ryYVqhbTT1M3YJSP0ti+atWqZVFRUQc3btxYp3vN9KfThXPs2LFlPXr0MN/1515IFerttAyiXs7V0hIqy3WF7J49nAcYro6ibaNhepaFiUvexkHfu5DmK/fEyB4yUVsqAtNa94Ng+H034cmDr5tW1claAqlHxiNwdi6o9BSV9ARBws+xEsn56o3tx26KMWvAO/D09HTLyspaAEDzfEYH0KnCaTSgf1z85CHeT2/ldBctDeiKBldIrjuCrKDp/ULVkT5GAn+ZD24GZIBjlQWgeTOVLMcPfH3KocjgOWYnqh5FQfpA2YhIpSyYnf4bfCKWQF3MHQebXFOG1LqclENleP739A2I8BuN6dOnY9myZUsbj6zuNGN7pwpn4sSJa52dnZk/Jm1vzYBeZ2tXpLLbUR2lOQKQFcrBR+HNAXAPM4xwloe91zS9xnrKAcPireZyMpzB76tfvlRaCvwnxUD204ymqKeSZHvY8D9RG+mLoABBTsVqI7aTaMDhG8fw/tB58Pf3d0hNTY0C8K1+NdOdThNOowF9wYPHBYi6pzkoUiC/kq5tBPTs5D5NnyWXXOAyMBRUxuV21/V5CIoMbgFFyLzgDACQSixRVx2mtW2iJXTLRAycwkfSnpFNneXLCX4Id5gNM55qH9fGWsrkFHBKZfU0le+sD+9txXh/ZcT21NTUJeHh4Vs7y9jeacJZtGjRNgcHB9q3p9dqTMMxqSdtbXI1L0U/R61MBOmd5mUdso4CWeYIcP0NKxwA4PaUNAkHAMry+4HrlaR3fhZOOxE6zh6XjzVuN1YAf8a8ibB5uWoF6eskMz2frX4492vyIXz65j8xYMAA60uXLn0C4Au9K6YDnSKc999/3yYgIGBqVvF9fJbzq8Z03s4yhrYG9Ow/VWMQ3Uvyga2Pr87Bj9rC0jEJDPqwpoCSj++6gavnHvJncP1XwffRd0i7oHT/kWU0pB57B/2mPABhInkhLZstZTDonEdkHc22ZT6f5ezD5IciREZG4tKlS/8QCoUb4+PjH7avdm3TKcKZMmXKbg6HY7L+uOZDOjj0mhoba6n6/SItqCqa2TQx9zyyMhqKbk4CP9iwwiGomXDrV4TMS3wAgCTNDl5veWkVurY13IZ/C7JqWdOzSCWWyPljAdzDl6ikHegitUqSaDC2Jx/AirFLERYWZp6UlLQUwD/aVTEt6HDhLF261DkgIODtjMJMrCzUHPbF17FcK9EADGScHaLx6u0z3rD1Cdd5u0pb8HzSm4SDOgrKpcPAdmmfcAiKDF5jNqKqeknTHvW0Cy7guH0AtvuL28YtLGQ0DpP3UFZLU/mP+abgCN4pmISJEyciKSlpYWRk5NqYmJi8dlWuDTpcOBEREfssLC0oO37X3OHnMGuq2WypykSXOh5LFr5o62wBWUdBzl9j0etNwwrHzCkBHPYwyBrDwMnu9wRbfQOgEwRVgkDhTmDfe5A2NrhX4gci7L1Ule02gS5Sm7NtGNsjIiIYCQkJXwGY2/7aaaZDhbN69WqvPn36DL2ZdwsbSk5oTOfvWKKVaOR1gbhzPKTNdJkXneDoNxNmDoY7O5WgSOEy4D5kJ5SdG2kqH+7DOHpFrWgJlXkZ/pG2kDVu+CMrqMg6NwE+o18UjpmZzMTVlFeUW01zaJnHM2O7QCBAQkLC7DFjxqxJTEzU6FVpd507KmNAGQGdZcqibE78WWManmlNtYWlTCvhSK9MbvqPb4uMxDD0m30GBCHVrrJaYO91BWgUjqyMhopCISwcdxskbzo7Af0nuuH8r8qvYcllHnjeqoENerlIuJqM7Zuu/ITtE3/ApEmTTI4cObICwBSDVE4NHSacTZs2Bfv5+QVfuZ+MnWUXNKbzcdKutaktFSIlSTXMrCak+WZ4dOtdcANWan1PW9CtEsDzHtc0DfDgZgB8HA2WPdjum+Ea6IPcFOXgKS1xIAbOSwJBbe5LMVkk4WFRXyipoPFb3r+z7ALmNRrbjx07FhkREbE6ISFBdT3DAHSYcN544429VDoV61szoFvUVJmZybQy9N79Y5RO5gGPoGIUZTmB7TkEdFPdtua2Ro/AO5DeUR5dJLluj57Dh+i89bc1vMPjUXRnDshaE8geMlF0Yxr4IcteSNPTWcKTpPk8BUWdsX0rfo3cjmnTplH27du3EkCEwSr3HB0inJ07d47o3bu3z593/0JMpWbB93LM0Uo0VcUzkZtqo3X5g6ZcgY3XOtRVjEZxyltwHmS4F2vd4xQYzBCQtQSgoKDs7lBwAwyXP938NAIFgbgco7RzJJ/2AsfjxXU4OoOkeFnXFGaWsVRancMVN/D3e5cwcuRIHDlyZGxERMTghIQEzU2+nnSIcEJCQnYqKE/xXbLmSGQeVjVVTBaplXAKbgXoVL4JvRaAMqJ6ZcVbUChcQRC5OuWhCYKWBo/gB00Td/cueYLrzwAMFacHANdnI1z91yn/WeQU3P5vBPpNv/7CM7g55vBzynzkpJp3+N21TYibshczZ87Etm3bVgIYZrDKNWJw4ezZs2eij4+P6//aNqBrt+cEQHme+shYmngo6dnkz7HhPoa83B90tmGEAwD2filNwpEVM1FRNBUWataZ9IeE96gYFGXPA1lBhTTbHAUXF8J58OdNKeh0Eh6cyuI0mblKLyux5i7+uHMew4YNQ3R09NCIiIi3EhISNA9r9cDgwgkJCdlc11CH5a0b0GvoTFKrTjEASIu0nBtsJOc2F71GKj+bWJahuswJdLZOWbSKGfcAePw3lVEqAEhvBcCCZ7j8AeU2m/7je+P8vqEAgJSz7rDgvzgx6OKY7yiR+dWRaFBxE3xzfSNO9BqEWbNmPW9sf2qo+hlUOAcPHpzv7e1tL755HBc1G9Ab3PjaDb+VaLXm+QJkBQ33k9aArGYgP8MOAyN/1zmPtuAPvAdprPIrNPMaD+5DQkFlGXaBld1jC3yHOzfF7Lly+A0MnVcCpu1hAEpju4/dk0cpJeYqfZ3zdfk4nf47Rg8egUOHDgWJRKKJcXFxmmPH6IghhUMJDg5eU0lW4tMbmi2hvtzKOjpNpkMTQoJjR2o8M1MTaeea97LQzEt1ulcbuJ6nwKD7K7fPyCl4mDUCfD/Dr8y7vbENsgdLIb1nqQwft0+AsLlPmsLH8fj5/IwSnxoSUPmbLk3ZgOHeQzBr1qznje3qjVA6YjDhxMbGLu7Zs6f1oauxyGxQP5vKIFDvYp+v2/cOAJ6XFDKpfqZiDrseTGvDtzhUejI8QvOaolQUXvIE30+70/N0gSBy4T9+H8hf5kL2kAmygobUo5HoNyMLBFUCKkHCh1daliK1Vvm7pslLcPzWKUwIHQcnJyefRmP7HkPUy1DCofbr1++rytpK/PuW5pGUn31pA5VK6hxxgu93DWlJ+gmnx5C7BlkWUAc/4EpzeJNCFqqKJht0meMZdNZ5hEwzx9V90yCT0SHNM0fRzengByljLTtyi3gZUusKElDZ6/HvW5sxts9ozJ49GytXrlwWFRV1wBDGdoMI5+jRo8vc3NzMElISIVGUqU3DQD3J5Rbp9n3TCJMTC9/wYKSd1U08POcqOPgf1KdIrWByYsHzGQlphrLnXXArEL06QDgAQLdKRMgsBVKPToY0zwyP8uzBb9y502hsr04uMFcRjkRRhv9l/I5x/SLg6enpeu/evYUAfmxvfdotnKioKHqfPn0WKZ4qsDvjkMZ0fvxKtCe2hNG5AAAI5klEQVQCutsbG0GWfqbWh6MODrcW/pHRKqYoQ9MjIBPSDOVMcuZVvrKTzDR8XwcA6JYn0W9mFkqzI8A0e/Ef1MFOYs+QBspIBVTmLran/4pxgRGIjIzEqlWrlk6dOvXn6OjomvbUpd3C8ff3/9jd3Z2V/+gBYivVx/thEPU1DnY6jqlbQFCk8Hl7GaycPsDtkz4qxzs/j0eoFJ5h0Qb3H6vDyu0cQO2vjAUop+BhVrjyJJoOgjCRwMZDdfcrQQECnUob1J0TcbLmHrKK76Nv375wcHCwLyoqmg9A83yJFrRXOISPj88igiBwp0jzCr4fv5KqrQG9VSgy8PuuANd7EGT3h+JxNh9Vj02BegJ0axK2LsXg9LwJJscwux20gUpPhkfgQ0iuKT3Bhdd6gu/bxk0dhC0n147xwLqUVEBFPbel6ejF88TYsWPx888/fxIVFbWtPX2ddglHJBIN8/DwsAWAjBKNwmlwsCkyaAg2KusiuL4Xwe2iF9QSXu87TcKR5pqjriwCdHZCp9eDoAB+dpXy5GLVM9NTizMwAUIEBgaCIAin7OzstwHofRJfu4Tj6ek5g8tV9jluP85Qm8bVsqaeIDo/TElnYul0GgzmYJC1yscsy+4Lbt/OFw4A2Frn26FY1a9zvuQKAMDJyQksFgs1NTVT0VXC8fb2bjpkPbumQG0aW4tavUZSLxMEVQK34MKmLTR5qW7g6rlpr73QWSQAyNHi3Z4ls6FQKEAQBIKDg3H+/PmIxjQtY/Fqhd7CiYiIcHBwcGgKL55V/0htOlNap+6F7zJ43mnNm/ZyzVFXPlqvw0EMAYdWT8rqaSrvtr6hHgyCgR49euD8+fOmAoHAV98IpnoLh06n9zUza17g7s3gIbdGzSl2BjyooztjwfsNHPaIJmtrWX5fcH27KGAWBSpDTg4YoFOVa6EWFsrpHoIgggB0rnAUCgWPwWhegOxh6gSosVHU1Wu1DfzlhyKDS3AeZGd6AgAeZzl2Wee9Sq560vAQUw9QKMr/YiazqfegsjiqLe0RjjVJNg+xA2z9gMeqW1LKqmnQbsru5cfOKwVoFE5VabumrfSmro4DUkFTGYwMsg9u+vzce9PN6PQc7ekcU2pqmicfPe16Amr2p+WUMeDhohwqvuowbWLA8xgJqcQSdPOuOcC3rEJ9aDI/bvNIq7Ky8tlHvd+K3sIhCKKssLCw6WcfnvrN1KSChvIyHtjWhtum0p3xHysG/iuEo1/XnNWRV6I6hwMAfvzmaGD5+UqvlEKh0Ntv0p4Wp/jmzeZ+lQPbHgs4w7BD9odKQomUg35s6WvR6tDZYgTPEHdJ2RUVHEhrVOdap1v2h7ONEwBAoVDg6tWrAACCIIr0Las9o6qbOTk5KCsrA5utXB2e2nsCdlxQFY6UpKGoxBV8ruF8v0ZUefDQTu3v5/hNaeoYFxcXo7y8HABAEITee670Fk5MTEyeUCgsSU9Ptxs0SBlRcaBHfwy54qw2bnFygTU45hVgmnaMN+Z1p6KCA4mauA1D6M54w7M54mVqauqzj3U2NjZ6n0LTrpljgiASz507N+uZcJg0Jv4V+AHOX/mX2vTJWTyEeFaBzjSsS+51p66Og9Qc9W75z/r+H1h05fBboVDgzJkzzy6d+fnnn/V+Ee0SjkKhOHLp0qVZeXl5cHFRbhcZ7jMUYTddkUSqfi3J5DQkZfogyKUYNq9JZ7mjqXjCw1+5HJCqEfwRwfLGcJ/mLVXp6em4d0/ZaVcoFJrNU1rQLuG4urqezM3NlZ4+fZo3d64yqgaLzsLKgZ/hjaT31N5DKoCLOfZwLbaEg00tLM0qQFABUKraU5XXBwVQX2+GJ9UWKJSZq+0MP+PLQR+DSVNO0j59+hRxcU12k1KFQqH3AifQTuFs3LixTigUbhSLxavHjh0LHk/ZXA7yDMXmwvfxwV3NEbhya1jIfcACVK0jRgzA5l7vo79786RfRkYGkpOTAQAEQWxKSEio1HSvNrTbAVhRUbHVwsLiX7/99pvVwoULm34/f/AclNeVtxrzz0jHsIQ3Du8Omtn0s0KhwP79+5/9WEmlUtvl/gMMIJyzZ88+EQgE6xMTE5eFhoYiMFB5JCHNhIaPw6Ngc5GDBXfaXU8jWvIZfzy+eHMJmLRmN0tSUhLS0pRxEQmCWBsTE6PeyqADBtnlUFtbu97U1PT9devWcdeuXQs7O+V8As2EhvlD/oa+TgH44s9vcbKmW5x8/MpyKPALTAgSgko0v9a8vDxs2dLUZSiuq6v7jyHKMohwTp8+XS4Sif5WXl7+36+//pqybNky2No2R1YN7tEPx5z24veMc9icuhsJNXcMUawRAAyYYHXPv2Fq3wngWb84JC8pKcGqVasglzd5tea3t2/zDIPt5IyLizsuFApXP3jw4PMvv/wSixcvhrt7cwQtJo2JMf6jMMpvBCRFWUgvuoOUojRkPLmL1Jo8jbs/jTTjQbDhy3SEu7kLAux6w9POE32cesOCpbqwKZVKsXLlShQVNa0qbIqPjzfYWohBgw7Ex8cvFYlEjMLCwo8XLVqEBQsWYMSIEXjet2NCmMCL3wte/F4QYZwhizcCZUf42rVrWL9+PZ5zLxyOj4//yJDlGDzMSVxc3GKhUJgL4PsdO3YwfvvtN8ycORN9+/aFqakOQSqM6IRCoYBEIkF0dDSuX7/+/KXd8fHxC2GgYAPP6JCIXPHx8T8KBII/CILYWlRUNOj7778Hg8HAW2+9BV9fXzg6OsLKygpMJhNUapefYP3SIZfLQZIkKisrUVxcjPv37+PEiRPPfy0BQClBEB/HxcUZJixqCzrsrYnF4lQAbwiFQoFCoVhMkuSQ+Ph4Snx862dvG2k3jwDsNDc3X7N//37Dx3dppMP/3Rs7ZGKhUNgDgBDAAAABAOwAsKHmcHYjWqEAUAGgDIBEoVBcp1KpSXFxcaeg55YXXei074n4+PhsAD90VnlGOhZjB8OIXhiFY0QvjMIxohdG4RjRC6NwjOiFUThG9MIoHCN6YRSOEb0wCseIXhiFY0Qv/h+p8G8cCPOGqQAAAABJRU5ErkJggg==",
      "contentType": "image/png",
      "width": 106,
      "height": 102,
      "angle": 0,
      "xoffset": 0,
      "yoffset": 0
     },
     "value": "Vermessung in Lage und Höhe erfolgreich durchgeführt,Einarbeitung in den WLK erfolgreich durchgeführt,Netzerweiterung freigegeben (vollständig und korrekt)",
     "label": "Freigeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "4f9f7d332df2c1633b7849d7355bc42a",
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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 WLK erforderlich,Netzerweiterung freigegeben (vollständig und korrekt)",
     "label": "Freigeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "4f9f7d332df2c1633b7849d7355bc42a",
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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 WLK derzeit nicht möglich,Netzerweiterung freigegeben (vollständig und korrekt)",
     "label": "Freigeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "4f9f7d332df2c1633b7849d7355bc42a",
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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 WLK erfolgreich durchgeführt,Netzerweiterung freigegeben (vollständig und korrekt)",
     "label": "Freigeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "4f9f7d332df2c1633b7849d7355bc42a",
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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 WLK erforderlich,Netzerweiterung freigegeben (vollständig und korrekt)",
     "label": "Freigeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "4f9f7d332df2c1633b7849d7355bc42a",
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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 WLK derzeit nicht möglich,Netzerweiterung freigegeben (vollständig und korrekt)",
     "label": "Freigeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "4f9f7d332df2c1633b7849d7355bc42a",
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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 WLK erfolgreich durchgeführt,Netzerweiterung freigegeben (vollständig und korrekt)",
     "label": "Freigeben",
     "description": ""
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "4f9f7d332df2c1633b7849d7355bc42a",
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