EUS API

WHAT IS THE EUS API?

The EUS API (End User Submission API) allows a TowerCoverage premium subscriber to receive End User Submissions via automated XML pushes to a URL of your choice. The goal is to integrate applications, such as a CRM (customer relation management) system, into the EUS process. This allows a CRM system to receive the web inquiry electronically, without having to rely on other services, such as e-mail, to get this data.

WHAT SYSTEMS SUPPORT THE EUS API?

The EUS API does not belong or operate with any specific system. Your programmer, CRM or other system can be used to receive

this data. We provide all the necessary information for your web developer/programmer to configure and use the EUS API. We

do have a list of CRM systems that are known to integrate with the TowerCoverage EUS API, and have the receiving system already

built in;

VISP - Website

Sonar - Website

Powercode – Website

BillMax – Website

Azotel – Website

Aradial - Website

Platypus - Website

I USE ONE OF THESE SYSTEMS, HOW DO I GET THE API TO WORK WITH THEIR SYSTEM?

Each vendor is responsible for providing documentation on how to enable this feature with their system. If your vendor is not listed

here, please contact them and have them send this documentation to support@towercoverage.com for those companies, integration documentation is below if provided:

WHAT IS THE CHARGE FOR THE EUS API?

The EUS used the website integration of TowerCoverage.com, this feature requires you to have an active premium account. Due to this, the API does require a premium account, however there is no other charge, charge per use, etc, for the EUS API over the premium account.

HOW DOES THE EUS API WORK?

End User (your customer) visits your webpage

TowerCoverage.com system, finds the 6 best coverages. Generates path analysis for each tower using the site and coverage information already in the system for each tower.

Upon completion, TowerCoverage.com sees that the EUS API is enabled and attempts to push the XML data to the PUSH URL provided by you.

HOW OFTEN SHOULD I SEE THIS DATA?

The standard push attempts every 5 minutes, 24 hours a day, 365 days a week. Due to the processing time required to generate all of the link path analysis, we typically expect this data to be pushed within 10 minutes of the EUS website submission. This data is also accessible via the web data page on TowerCoverage.com.

WHERE CAN THE DATA COME FROM?

The Subnets you may see are: 38.65.107.0/25 and 2001:550;2400:10::/64

CODE EXAMPLES

<?xml version="1.0" encoding="UTF-8"?>

-<Towercoverage>


-<CustomerDetails>

<apikey>12345</apikey>

<username>test</username>

<password>test</password>

<FirstName>Stephen</FirstName>

<LastName>zaiss</LastName>

<StreetAddress>8839 oerman rd</StreetAddress>

<CustomerLat>38.3049489</CustomerLat>

<CustomerLong> -90.73074810000003</CustomerLong>

<City>dittmer</City>

<State>Missouri</State>

<Country>United States</Country>

<ZIP>63023</ZIP>

<PhoneNumber>3147350270</PhoneNumber>

<EmailAddress>support@towercoverage.com</EmailAddress>

<HearAbout>TowerCoverage Page</HearAbout>

<ContactMethod>Phone</ContactMethod>

<ContactTime>Anytime</ContactTime>

<Comment/>

<fiberincludes></fiberincludes>

-<CustomerLinkInfo>

<fiberincludes>Fiber 1, Fiber 2, fiber 3</fiberincludes>

-<coverage>

<ID>1812525</ID>

<CustomerDetailsID>265639</CustomerDetailsID>

<Sitename>JEFF-NRF9</Sitename>


-<ImageData>

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3i2x9u8jaMjNbVbtCcBlslyX2w2yTZGFiFtkybP6ybd9H1uY6y9axi6wtM7NlSEeCZzlBxWC7LFk/zDZRPHbnIVuGzS7b1n1kba6jbN0mydoxM5vGxBBciuXnLQbbZcn6YWbzC9RZ2za9bBt3lbW3TrJ1miRrx8wMaQjW6+yEUor191IMtsuU9cXMdmTnjWlkbVt32TbtKmtvHWTrMk7WhpntX2NDMLITBdrmxbrrIobaZcr6Yma7ZeeavrJ2bbJsW3aRtbXqsvVok9U3s/UyMQRH2YkAk8rE+ftNDLXLlPXFzHLZeamvrF3LZduvi6ytVZX1v01W38z2Xq8QLNlBHnUtG8ttohhqlynri5m1y85ffWRt2qhsu3WRtbVqsn63yeqb2WJMFYIlO3izaZmyXJSVt91isF2WrB9mNl52nusqa88Gsu01SdbOqsj62yarb2b9zBSCS9kBGqeV8zJZecnK23RisF2WrB9mNl52Luwqa2+TZdtonKyNVZD1tU1W38wG5hqCo7YDsZwusW6brJ5k5W0xYrBdpqwvZpbLzpNdZe1tomzbjJO1sZeyPmayumabYGEhOJp00GXzEcuMk9WNsjq2N2KoXaasL2a2W3YO7Sprb1Nk22OcrI29kPUtk9U1W3dLCcGlLgdYVgZluS6ydqKsjq2eGGqXKeuLmY3Kzq1dZe3td9l2aJPVX7asX6Wsntkq25MQXOp6MGXlJCvfRdZWKatn6ycG22XJ+mFmO7JzbhdZW/tVtv5tsvrLkvWnlNUz2ysrEYJL2YGDrCyyssjK9pW1W8rq2f4Sg+2yZP0ws36hMMra2k+ydW6T1V+GrC+lrJ7ZIqxkCM5Mc6BkdZCVnVbWfimrZ5sjBttlyfphtsmyc/MkWTv7Rba+mazuImV9KGX1zKaxNiE4kx0cyMpGWR3Jys8iW0Ymq2sWg+0yZX0x2zTZuXqSrJ11lq1jJqu7KNnyo6yOWWatQ3AmOyCQlS1l9SQrPy/Z8jJZXbM2MdQuU9YXs02QnbcnydpZN9l6tcnqz1u23CirY5tp34XgTHYQICvbJqsvWfl5y5abyeqa9RVD7TJlfTHbr7Jz+CRZO+siW59MVneesmVGWR3bnzYiBLfJdn5kZdtk9aOszqJky89kdc3mKQbbZcn6YbafZOfzcbI2Vl22Hpms7jxky4qyOra+NjoEZ7KdXrLyk2TtRFmdRcv6kcnqmi1aDLbLkvXDbN1l5/U2Wf1VlfU/k9WdVbacKKtjq8shuKNsZ5esfBdZW1FWZ1my/rTJ6pvthRhslynri9k6yc7t42RtrJKsz6Ws3iyyZURZHdtbDsEzynZ0ycr3kbUZZXX2Qta3TFbXbFXEULtMWV/MVll2fm+T1V8VWX9LWb1pZG1HWR1bPIfgBcp2dMnK95G1Wcrq7aWsj22y+marKobaZcr6YrZKsvN7m6z+Xsr6WMrq9ZW1K1l5m59eIfj8889vZPOsu2xHj7I6fWXtlrJ6qyDr6zhZG2brIobaZcr6YrZXsnN7m6z+Xsn6F2V1+sjalKy89dMrBD/sXQ+tTv/c8eYxm2+zy3b0KKszraz9UlZvlWR9bpPVN1t3MdguS9YPs2XJzu+ZrO4yZX0qZfW6yNqSrLzlJoZgjf6CACyPPvHEkXK2eNnOHmV1ZpEtI5PVXUVZ38fJ2jDbT2KwXZasH2aLkJ3XM1ndZcj6EmV1Jsnakaz8phsbggm+9/v4WQ2C79bNB6tTvnikwetY1/ZWtsNHWZ15yJaVyequsmwdxsnaMNvPYrBdpqwvZrPIzumZrO6iZMuPsjrjZG0gK7tJxoZghV8eD9+41YTgQ7ccaPDao8HrI9v5o6zOvGTLy2R110W2PuNkbZhtihhqlynri1kX2Xk8k9VdhGzZkpVvk9VHVnY/ag3BjAITdMHIr8KvEIhPu/nYsK6tr+wAKGX15ilbZiaru26y9Zoka8dsE8VQu0xZX8yi7NydyerOU7ZMycqXsnqSlV9nrSFYtz8QgssALCffcvKwru1f2YFQyuotQrbsTFZ3XWXrN0nWjtmmi6F2mbK+2ObKztmlrN6ssuVIVr6U1UNWdl20huBx4VcIyb4lwrKDopTVW6SsD5ms7n6QreskWTtmtiMG22XJ+mH7W3Z+LmX1ZpEtA1nZaJo6qyQNwQTbLPSWCMEPvP5BIw2albKDpJTVW7SsH+NkbewX2fp2kbVlZrvFYLssWT9sf8jOx6WsXl9Zu8jKSt/yeykNwdwDHP8Irg1l7n3jfUcaNJtGdtCUsnrLkvWnTVZ/P8rWvYusLTNrF4PtMmV9sfWQnXujrE4fWZvoWjYrtxfSEMytEGUI1k+j6Y/kmM9z/3GcLUN2EGWyusuU9WmcrI39LNsGXWRtmdlkMdQuU9YXWx3ZeTbK6kyStSNdypZllmHiSDCP8beCedR8h2BbNdmBlcnqLlvWr3GyNjZFtj26yNoys25iqF2mrC+2PNm5NMrqjNOljUnzF6V1JFijwQRdheBz3/+91adf8aPN8xiC/cdxtk7Kg61NVnevZP2bJGtn02TbpYusLTPrJwbbZcn6sV897F0PHf5H32z+omTnTMnKZybVHTdvniaGYEZ/Cb4lphOCuSfYIdj2m/IAHCerv9eyfo6TtbGpsu3TVdaemfUXg+2yZP1YZfqGHgrEWblFi8vNzosS62TG1cmmdaEPCVLOT0OwRnnvecNJaQAGG5+g7BBsmywemJNk9VdB1tdJsnZsum0pWXtm1l8MtsuS9WORyF0xBOv5svMYwZJlI5sv2TlPsvJoK5tNa6O+afuU/Rw7EvygT98rDcDg1giCMo36Z9LMxisP2nGy+qsm6/c4WRs2KttufWRtmlk/MdguU9aXcchd5DT+dotHhbxl5zFGoFnutAE8O5dJn7Ioy2OqEEy4ZaNm4TfSivtn0szmIzuwx8naWEVZ3yfJ2rFctv36yto1s+5iqF0m/YqXbmHN+rYIjAJr0JTlzjOAZ+codCkD5tMf8izYNmwjnsc20hDMyhy96VAafCWOBDsEmy1fduCPk7WxyrJ16CJry8bLtmNfWbtm1k0MtcuU9aUrRlUJl1FWbl6y8w7GzYsBWKPmMay3jgSfed3RNPxGbADK+mfSzFZbdnIYJ2tjHWTr0kXWlnWXbdNpZG2bbRrd7zvu9gJyl4IdYrBdljJg8nzZt2Nk55GM+tg5BI+7HxiMBFNGIXjZN2Ob2eJkJ5FxsjbWSbZOXWRt2XSy7TuNrG2zdZKF4PKXDQhyBDqFu6jviGwMtsuS9WMesnOCsG1aQzAbW/2jkH4TeByFYDgEm22m7GQzSdbOOsrWrausPZtdtq2nlbVvtkhkKW4x5VbTmKvO+tKXqrO//NfD1wrBcSQ2huBx9wZnPxU2yf2efFZ1+uWDvwODlh+D7TJlfWS9olP+/N/vOqZbQ3DzYrt9fhqtbwiOjZqZtSlPSl1lba2rbP36yNq0+cq2+yyyZZiVFILJVfoJ2gfc+q3q+K23Vmfc/p2RIKx7chWGFYg1jfmxbRAOFWLLeW0efckTq1POrbPeR49Uh24+0NTnDgD6mAXwrm3HULtMaQhmQ6vMuN8HjgjKbGg2iP84zswWJQsVk2Tt7BfZ+vaRtWmLk70Hs8qWY+uvDMFnfOum6vBdd7eGYI3MksUUQvXI9DiaHOv0CcEPfN6DqsOX1e1fvxN0sxDMdM3L2pkWwb2cFkPtNNROOhI86X5gib8QMWml47/3y1bIzGyesuDQRdbWfpOtd19Zu7Y82XsyD9mybDkUgBUwj/7NRU0IPvWOO6utO+6ozn7rC6unveb86kWP++HqXU95QJPDNLKrUWHEUKrRYGUvppW3BEwyDME37g7BtBUDuGTtTOv0Jx6vHva0QYYsQz34cMAHhTq+jrr77mrrrx5WHf3KT1en3/iTzf6tnKu6M4VgsBEQR4LLjupNirIVMTPbS2Ug6CNrb7/K1n9aWfu2d7L3aN6y5dqAgvChf/xYdfDOb1anfufvmtshnnLej1Tnn/vvqjf+7H0bZRYjZxFGFUJjEGYQEprP48m3nNwpCHMrxMmXn1wdOlG3d/NoCCbLaSBUy5U+IRv0P5sOQvDp1wyyY1u7BGE+KBB+D951V4PR83Lf6xSCy43bhpFgPmUoBCvYarhd7ep1SfPNzNZZeaLtK2tzE2TbYlpZ+7Z6svdu0bJ+rCpy1OHbPtmE4JO+9fHq8J23NX8U9/1f/dM0h5UUUmMIVuZSQGV6GYLbBiYJwYwEb11d1wu3Q5D59N/ilAXVPvreEqE+EoZjIG4GUbdDMFkzC8HZe96GbRTrzhSCoT+Oo2NsRDqsTwbaqPr0oTdF89mAcflmZpsmO1H3kbW5abLtMqtsObZ6xo0gSvb+roKsr+Qm8tSRb36qOv6NzzWjwF0DMMhWylpSZjB0CcHKaNk9wdRlfrxzQAFYyvaE90zLy7bLNC56zP2HI+TZfKifsS9zCcFsdIVgnrPyPPJJIA7BxzeA14RhB2Ezs+lkJ/q+snZtccEpW5ZNhzDFCOQDbu331fuqyPaPTcSosjIh2RG6g2DrmXWgZhR6+37kGN6ztkpZbo3vwcwhmGFwOkoAptMKvKCzrFQMvxFlqJN9AjEzs8XLLhzTyNq23bJtN2/ZcvcbBWAcv3X9bq983QVPbfAHbvojN7BeDA6SrWLW6kO5i4xV5i6JYVL5rRwZZlrz/JL6+fbvBD/q5ccaZb9BeeU/0I8y37Fu5XSF4Ni/bL8uUTebHvuU0XIxEoKRVZiEFWeFyg0fN0ZcuYgAHTe8mZmtl+xCNK2sfesu26bLkvVnUfQt85FvHmlC8Nlf7j6YRtCUbP6yZHlqHlivLG9FMXfxnBxHhtM0Mp0GOHkd/1nGuIAeMx/vD+1m+8okTT+fVftojdswbmwPxmUYn0TriLmFYDZiW9hlQ2TTQZ244c3MbHNlF7lZZcux+cq2+6ri57b4YyuCHaOc2fp0wR+sZdPH0Qhw/JmzRdCobJm/lLmy7bIo9EUjwFo+t8sSsMmOJ92y08esfsQI9s+96qx0FL2r+H7MJQTzqSMbzpa26cKbRP2yL2ZmZrPILqTzki3PFq+5V3Q74B2440B18M76+V0nVw/8i27fKmfv5SYivymIEkyVxZjGo76pJ+OVua9NGb557BO6y3w4HA3evif4EZecNlMARtwX5hKCQarXSpe0QbQxyvlM7/tzGmZmZnspu4gvSrb8TUQg08DagdtqdQg+cHedI+oQfO//220wjVHgw0/YGvn9WRDgmMZIcVmH5T7wtwYhm19s4Hdp9V/cyrKgvWy6RoJnCXFd0WdlL9Cn7P9AEHSZzzZlpJV+KgTzWJbP9s8uaF/vnUaCtSxN3yXcEsG9yIwCz7rt4vsxlxDM/SGshDaiaKWYTvjVjlYGYcppw5uZmdmOLFDslax/y0SGUG44+Pd1AL5rEIK3/m5rJARTjhAY66L5zdsnHBw6fHWdTz67k08UjBXQQDv3u+isYQjmXxcrBEPlhFBJW+V0BeBF3woRZe/hPGTLEtad96c12NZiCAY5UXVilmymPfPg8MNKn3/m1ia+J3MPwVqJiOnquO4NUdnhStbiBjEzM7PVkgUiW11NgGeEuyVAEsa/69qj1ck3Hhq45eQmz2Ha0EnGU/ZTmC2V3/6zLFBHlA31wWQeARhxuXO7HYLOxc4z2kvneeR1WZ43RWW1onx6KvtjZmZmRm4gQJEXFKa4HWLrjq3qtK8fa0aC4/2smXs//b7VoSfUdXF1bfte04a+ej9xoHrgB3fySJNj3rTVjARrNBhP+OQVTZ4hSDK6q5FeLZ9HlY3KPLQKWH/ymH46TaPZ0wZP2hpu1wLvH+8TAT3WUVhHvHuAEBzLzSq+F3MJwewA51xxRvNp4tTrT2o2GqPDbARW4Mzrjqb1mKcAzAq37TBmZma22RSgYpg6/pXj1aG/PdgEYP4wTiFYIUxhqgmyL9iqTjp3q7kNognAddhtC8GnXTf4up62Dr21nlY7+a0nVz/3jMEvE2S3NNBHyoNlZpkmll8lzfaptxkjtDEET/t7xeU3/vJjlxyunvILR6vzH/fdzX94y24LIQzHQFzOn1V8P+Y2EsyGKjusna9tI8afzKCc7ws2MzOzEnmBEKVQxSP5gbB05PYjw1FgwlsMwdEplx6pTnvmsUEIZiR4+98ANwjAT61lIZj5RQgmvMUAx3ONBp/x+Xs0mUYhWCPEy7wXuC+2I9tMAZh1n+X2A0Z5le+G27jG6y7tUn+W5Y8T96u5hWCwk8bAqyQfy5R07wgbyyHYzMzMSuWoYgxTD/3wQ0duhWA0MwvB1DnpWdsjwdntEB+rMTq8HYJph9+wbZa7HYK5HaLMMVAoHheCVSarvwoUgrXNZw2hBFm2nbBNFhVs+9D6YaEhuEuSpzwBmI0PduKyT+OwDGTzzMzMbL1xjVeI1SO5IWYJ3QpBecLrMNgG1FMI1i0RWzcOAlpTpuV2COb/2HmHq4efd7T6qSed0Rpkmc5oLyGY20Ppy7oEYDBwqRDMNm/7Fr+PeFsD5tHmrLRfYa4hONNlhTUMz04dP4V0of/8kv2un5mZma03fa2usMpjmS0opxBMcG0bCT7tLccGvzZQa/4V8DU7f5vET3FtXV07UZcrQjD1GQmOyywp6BKEFYIlK79qLnrM/asX/PSx6qWPuk/1mrPvNZfQTpiOITgrs2zxfVl4CO6C0WJ2MnZ0fX3QVbMTb+/QyMqYmZnZYjRBZ4HXX4VUBdl73nBSmiUUghlM07fLZQgmYygvKATHkKbfDY6BmnrMa7sVoqTgt06jwJsk7lsrE4LZWdlp+twXzI5WhmB+CDsra2ZmZvOnb2T5VjebPwvCqAKwgmzbN8yMXjKKiVO/MPidWsqrPo8EZOUF1RsZrWRe8c8yNO9Br+h2Pyu/esCoqmRlbO/E/WslQjAYBdZXHnHna9PstM85Xm09sd7Bt+/vOeXcI00ozsqbmZlZd1xnkc2LFCoJwfMOwvGP3MgHPM8yREl9Ua7QQBvrk5UXjQ6TQ7T+CsFZeVs/cf9aiRDMpzp2MHZSTLolgp2SvwY95VfqnbsOwcMfvq5tXeb/PGdmZjar4QjvmMElrscMQnEbAbiWt12DKZtNb0M75IEYgvv8ugB/rK8A+6iXH2v41gSL+9jKjASzk7KD86mNT35lv4SDiE93R796pDp8wVYagg+f2ErrmpmZ7Xd9w2amudaG2w0ffUkebJnXfBt7dX0tvn7wX8ey0WBdu7sOUql8vL+XjJDlh0kUhlfh57ls78X9bGVCsO4L1o5e9kvYmY/+zZHq0Ivq0PuknfDbuKx2dX0QOgSbmdmG4jo56zeijALrNkOCbtvf2+h2RP3mrm49iMtXoNWobKzfRsGVEMzgGG22/fdZsz7ifrYyIZhbImIIzn4qjQOJg+HQP9YH3K21C+uD7tztAKwQXH8S3bret0SYmdnmiYEzmy+UG1eG8KuAi9OevPsbWoJyc+0lAId/PME1PN7WSKDl2g2W2eX6rHUgC/Ccull2MOsr7mcrFYLZyfUpMrslggOB+Ye+Vh9oX6kRguNocAjBk+4rNjMz22/iiGs2mCQxZJbzCMjDEd7t62vz9zbFLRGHn7C1U4Z/QRz++xrXapVjORrgKgNyhpCswKwQ7FsZbF7ivrYyIRgxBGc/lcb8A7cdqA5+vT7I/qoWQ/D2rRAOwWZmtqm4TnIN5RFZmSbk1tdaheVyPvcCK/wKIfjevzN6XR0Jyvy74ZtrIQQTYBVo6VMWkDOqA67lhOAsM5hNI+5rKxWCNdIr8SsTvk7RAUQQbkLwrXVgvqA+2Le/tmkOwiQEd/nqxczMbJ1xnSRsKnAqiMYyug2CeZQrr7UYCbe4bBCCT/noTqgmKI+UYxBqe5l6pP147RbmZeFb6HMMwW2/C2w2jbivrVQILv84LgZZDgYdQArBh79cB+BfH9y0j8OX1fXqAHz4i6M/s5Z93WNmZrafcJ3k2hmDaHlroYJyWxlCcjPyW4RgQi5/dK7AHG+F4JHX8TqttnlkeeV0pmVBmPa5fscQnOUFs2nF/W2lQjB0cPIYb4lgmg6oJgR/7cDgq5znbf/rwzoEn/K2+gRQh2CmK/hyQDkEm5nZfqdrZBk4NZ+AWwbVsszwm1UFYIXgE4MQTCiN9wxL88+qPn7WsL3YfhmCQZnmGt4ShBWC/YsQNm9xX1u5EMxOz8ERQzAhlmk6sHg88s3BAad6zVc8jAbXB6kOqrO//NdNXWQHmpmZ2arj+oZsnuh2wjJwMk2jtwqpWRl9e6pQqxFe3QpBCG6+aa3rHn761sh/a8WDnjb4wzXm0x7UflxeOb0tBP/Eq442fv4l9/A/t7C5ivvayoXgeCDzqK9G4kHE8+PfOJ7eJ3S/tw/+4pUAjHv/+UOGIVgnAjMzs3XBdXHcNawZmd0OnjFkgtcavdXrrAyDTvpt4Cb8htscdCvE1o3bIftZ9bztf1RFmXs+8aThNTguJy6Derqux3k8L7+tZT25bYN1jtd3s3mI+9rKhWDoYAEHL3TQ8MhocVZPjn/l4mEAbtT1dQJxEDYzs3WiEMxjNl9/fJYFTAXPcaPAw7L/rb7uEnq3wy34hpX/BteEYLWtEHzuoJxGgYVyw7LbbXPdZh3iMvWca3S2Tg7BtghxP1vJEKxbInjkgNXoMHg97i9F+drkRY/74eoRH/tAQyGYtvi02XYSMTMzWyUEQa5bXPcUIsuBnDgKHANnvGbGeXF6OY1wG0OwRnhPv7wOwtu3Qhx6YR1e8aS6zPYtEeV1uBwN5lH39ioIC/O4Rp/1pS9Vl5z7g9Wrzvme6jVn36v6kdee5tsgbCHi8bOSIVihNzuQ+9wkr3uCFYL1eL+LHITNzGx1ESS5FioEKzByDYvlNMIbQyW/tBSvn3Eej7TH/JEyb63L1OGWEKxR4DjCy68uqR9NCH5q3V4dguOtEJHa1nI1eKXQHvt0+LZPVs/4xf9QnffM/1xd9Jj7V2/8Wf8ihC1OPH5WMgSDg004UHRA9fm9QA42gi84UfAzMM2Bf2n+A+JmZmZ7jWuXbn+IIRg8Z5rKxUAJXusayPNyPmhD19Jhme0QTLBVEFY7GLmVgRC8fUtEeSuEMIpNWa65R286NDKPttSvA7dd04Tgn3rNsxuM/noE2BYpHmsrGYI5ODlwygP/njfknzgzOpBed8FTq9P+7OTmZMKN/7Rz+E2DH/Au191snrhAZdPNzMbh+sS1iuvgSbeEe3G3QyjTKTcSTLcf43WScrFurK8yCqRNOULwMwch+Mwnj37rqsA9LPfr9fM6BMcyJdaB9st/eUxbzKMt5p/95mc2AfjnX/uLDsC2cPFYW9mRYA4MHSQ6cPv873CFYO4PPuPz92jaIwTzaXfrLfVJ4JNH/EdyNnec3MGHLngfM7O+NAjEdYtvMHUdjEFWI61xXnmd5Byk6bFM/EaVdoZl6nB7+AWDP4479/zd37rSH8o11+Y6BLeNAgttUyf7Bpe+MQ+sM/cEl2XMFiEeaysbgjmQdWBKn1shoCD8yN97cPVd1x5tTibNVz4fqQ/0P975SslsXnTSF070WTkzswwfnLn2ETQJw20hmPl6rsc4witlGeqVZZpQW89jgIgQzD++KMtAwZtz2ym/ciQNyhEDApTN5oHz46NefqwZrNL1OitnNk/xeFvZEEzg5cDUwVneU9SVRoO/5yOnVyffVLdVH+SHrq1PBtcNTgbl+ptNSyPA2m+5IPHaH7bM9j99C5TN64PQGAMrIZjHGGYzlMm+LaW9JuBuy8pwnmJeMwJdh+Bx4ZaytHn6c/zzZbae4vG2siEYHGgKE33uB87wCfakt+6E4EM3DE4aDig2L7qQQBem5qJS72dlWQXmcrqZLVcMrzxOcwsT9fg9XdG0slwXnC90DtE1inMF5xKdV0oKsG3XPubrepqV0d/hUIYR3qyM6NuubJ7ZOojH20qHYA58DloOuD73A7dpvmZ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<Azimuth_St>221.00</Azimuth_St>

<Azimuth_Et>41.00</Azimuth_Et>

<Tilt_St>0.00</Tilt_St>

<Tilt_Et>0.00</Tilt_Et>

<Distance>22.00</Distance>

<ReceivedSignal>-85.00</ReceivedSignal>

</coverage>


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<ID>1812526</ID>

<CustomerDetailsID>265639</CustomerDetailsID>

<Sitename>JEFF-NRF8</Sitename>


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<Azimuth_St>228.00</Azimuth_St>

<Azimuth_Et>47.00</Azimuth_Et>

<Tilt_St>0.00</Tilt_St>

<Tilt_Et>0.00</Tilt_Et>

<Distance>28.00</Distance>

<ReceivedSignal>-86.00</ReceivedSignal>

</coverage>


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<Sitename>JEFF-SRF1</Sitename>


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<Tilt_Et>0.00</Tilt_Et>

<Distance>25.00</Distance>

<ReceivedSignal>-86.00</ReceivedSignal>

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]]>

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<Azimuth_Et>180.00</Azimuth_Et>

<Tilt_St>-1.00</Tilt_St>

<Tilt_Et>1.00</Tilt_Et>

<Distance>11.00</Distance>

<ReceivedSignal>-90.00</ReceivedSignal>

</coverage>


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<Sitename>JEFF-NRF7</Sitename>


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]]>

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<Azimuth_St>236.00</Azimuth_St>

<Azimuth_Et>56.00</Azimuth_Et>

<Tilt_St>0.00</Tilt_St>

<Tilt_Et>0.00</Tilt_Et>

<Distance>30.00</Distance>

<ReceivedSignal>-92.00</ReceivedSignal>

</coverage>


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<ID>1812530</ID>

<CustomerDetailsID>265639</CustomerDetailsID>

<Sitename>nrf2-300</Sitename>


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]]>

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<Azimuth_Et>91.00</Azimuth_Et>

<Tilt_St>0.00</Tilt_St>

<Tilt_Et>0.00</Tilt_Et>

<Distance>27.00</Distance>

<ReceivedSignal>-94.00</ReceivedSignal>

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