# Hardware overview

The IFP mezzanine board is an expansion card designed for the Dragonwing IQ-9075 EVK, enabling extended connectivity and peripheral support for industrial and IoT development. It provides additional interfaces such as USB, Ethernet, and PCIe options, making it suitable for feature-rich prototyping, validation, and deployment.

## High-level configuration block diagram

The following block diagram shows the high-level architecture of the IFP mezzanine board, including SoC interfaces, PCIe switching, Ethernet PHYs, USB hub, and expansion connectors.

![High-level block diagram of the IFP mezzanine board showing SoC connections, PCIe switch, Ethernet PHYs, USB hub, and expansion interfaces](data:image/png;base64,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)

**Figure: High-level block diagram of the IFP mezzanine board**

## Mainboard and mezzanine board connectors

The following figures show the top and bottom views of different connectors of the mezzanine board and mainboard.

![Top view of the IFP mezzanine board showing connector locations and component layout](data:image/png;base64,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)

**Figure: Top view of the IFP mezzanine board**

![Bottom view of the IFP mezzanine board showing connector locations on the underside](data:image/png;base64,UklGRuyaAABXRUJQVlA4WAoAAAAUAAAAiQMAKwMAQUxQSKIBAAABgBvbtptK6kZU4U2NKKQRQpXwfQ/em5de4jPDigiFbds2TNL5iNEFsfjvMo3V4e6rZay+7g7rswynlrU6DXXz55a2ep6Xz48tb/U41PRTS1xNfcmmZa42JWPojCX3oXNf8hU6XyUtdcV//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md//Md/l4Y9BzHbwV6HzkPJMXSOJfvQ2SUxK97mMD/lzsKYKXaLx7R9TkN3RvW78eE7ZF6vxl3fBbH4jxc6VlA4IE6OAAAQ9gKdASqKAywDPwF6tVQrJ7CspjRqWhAgCWVu19Lbf93xQe/GBn9XeH+q81POfQoSA7R/+7z1T8fPt9W14I1z7sKLef6p5ficOdVweNeb8P+x2hDNt4wftBFDaN3Xnckba3r6fvMN5+nmQ/YT1Q/+B+x/vC/rnpM+lb6zPoV/ud1un9r9MLUGPTv+n9I3lx/L/yfkH5+uP3o5Ze/XP8zzZ/oP52zj/23gn88dRrFn/m9sXv3/V9Bf3vyD/xvvA98v1b/iewR/TP3b9gfBB/P+or5N//L/8vSNqM/saQUg2Kpo0ZKh5eO+vAViR6Z1eArEj0zq8BWJHpnV4CsSPTOrwFYkemdXZ2NfExZlF3hjy2wEgOyNlFgI+Ruv1cY5+LPLx314CsSPTOrwFYkemdXgKxI9M6u5OWAX0ToQDXM13/xtGqGXbG3iFrMo++q6plz5TBm3ma7/5BhXP0Q4QDXM13/yF+I352uZrv/kF+fQp4cl26tSj8/mPQV5zn1gnf/IMK5+iHCAa5mu/+QYVz9EPnT/ErHyDCufohsS/g1C10rnCBiGja7/5BhXP0Q4QDXM13/yDCufpmFPjmu/+QYVz9EU5zBczXf/IMK5+iHCAa5mu/+QYV0tOp07/aN+DuRbdpMXrFgl1Qq/bbVCSgnXV58dj4Kbv/kGFc/RDhANczXgAKOUczGLEtMAKqqipt91Y4WrqRrOhXLfmakISp1MWreWKLBJfL+Z8kstYeTatNmRj4sdCLy+9wQS2eSrcVH7vTSPqKxewO+FH55qPjO3bpo4SnL6APxXjBFTIZDCnzsutB0GiENZqV069NqTWbTcqz1FeOOXDJEHyFzNd/8gwrn6IcSlHV/xHxJvHTaZ2N7xm21Sv5ubtH0rAHyHRZN5bdr+vQuzWROxtLuxidvr7OEBpKejLF5xkQiS/wjWUSANDN3F+5aVfRtSj4QLO7fgqDEXdkgxzcFzu+HZDMeCRTZC+lw2FKBxdqtoRZWIrfsCW3/tRh6dUxWHCi2PIyreZrv/kGFc/RD50/xKqlfEJivInDPmSujWJgGYUsqkTtaOq4Jd/lkK7tw9c5aZkCoDR67Y8fWbzF2R8HsYfyWmuppnrLuFQAaHXoWNA/uNCgPhCXDJGAOcK8bfMK4k/HZn3dCWqBrGOVRD+4ZxI5tOTJVY8CjOBRxJbBm3ma7/5BhXP+Y6+cwX3SoQhgS1cb7uEEEdmERERuAXJ1++wpBzWfX1dV6/5AkEDTrryFL3YShVAjgdL1wobOJKXeNtA/GGQsm1l2xBWnXz14+HH4+2x6DJiGKgXvsmLXk4+mLgaAeBxmzmdbIsIPh15iwFaFKwqLOoz+cWt7u+73XXTr5KSG9Ap7QTIKw2TD/nV7ZhZKetySI77QcztczXf/IMK5+iVgxTa3qgR2kS9u+bbaKo97r6DE0Sc10Gz0PUkt/2TR+Ok5Sq5RvUZtCmOwR/JDpC4W1h8SV6zml12cyDc6oqUEyJ1LmJhmfigthXOLga2rUdabREoB9lPQEtdoucasjAsM4RW4ibCFutXAUJtv5YS6hkl1fvR9fwORygV268U3wsPPn9MIIfceBsPpjWQ8+Pm2pph0/RDhANczXf/IX8Tba8u9LQEgxdRy74NHmHS9541xf/cxKpjLrR90HiSVtOPmSGI3EZBteBqsh/RVTWcKvceDZiG8brjjBvPM3skRPvW6Cu1JfAWIqX3cjULWgQ5PTkdXK0QAn4Nul6HZKut7kgaqJRikoZ8lXKs641HnC/oYJHgOqgvpJK9YV3ynE7aapBQEBk4AE/ZULfUWKZCboM28zXf/IMK5+mYU+OZJtwEL86s7/ShdBOrF3o4V4cP7MJJ9O27oqMOsI4LsrYsSHngYbwcBtWcsqFcUQZVJ7qSCp7sb+SKSeK9JAl2ZQjG2i+df7xhXRWc0Jetjf45zltPTDvGuDqZEFes5Cnri/a2nQjNxdJ4uURnuDglGAF0NyqoTuXhVzI1DoG6s1QrOeDf2RhXP0Q4QDXM15arROdbQJ71AIdrkASXJqGSn8GzEuGsKV46YQMYfT2CsSWQ+UI67jYskknZ6B5h1sQUHYKV7ZdIDAcEaxQ03LtJn+MoAXnMX/wHcx5jCLmUjFesFUz1YAcb6F3JzpnQO/TxriuoMos1AlDdMTsOMCEf16ubveDBHfohwgGuZrv/lz4ZQQl70+nS3WeVhlMWLRMx/l3cNCQXcbH+qB664poMfDzIGe/bgmDCsjZF8+diUWK6eY1njwA1c8zF6mrn/KpoLv+XORiO/zISjunP+ZFOlKFlM2NbSVsrGwqaNyLuwuNdr+xY2BVeTmg5Ha5Wp5zTTdXx1Zr7PHxB/DS2RUu9XBeMmXOITAJ0CvlijjLDRxgytxIwZt/GCq/YljavE7BmuF5nUqM+6gmsbo07DoQ494IUO3DdIxCz74/RKuiWTVtLFjYvxKAqUA4veSJoFhLGxvKmRd5EnBoXJDS6W6bTu2AnZzyLksayaRIhbTt/xToj3AU9O/3N3ghuSEKRg0EYrOzvphkTHZb+4ilMXrKRtLFo9V36RBCbFs7A7X0bFsDzR3WU5ZqKTuiPVGfLmgU65J7T9IWA7TAWftrrhJIn075vmaIXSNRau8+2KrQPSZQwOwNvuj8B2O9a4+8oHlp1Om4qbFikEx4SklB9PJW1qiu2AfYkVn8z2/ga2te3K1tLWvGn6U3OSCqHwHDuoKchgghMk7pJ/NOhHSrDe6TGml0qzqhHlt+6aGrg7wcWvEwRNnxp55emWDX8nLoMk/8oCA2hvP97V8imK295fmB24ugSXiv2pvGgZKNv9lSAg+v90R3YXoIx4rJb/DwH0Ma8VAnsw+rHyDCwQvyJjOxi1qoqUozhsoLT2bf00AhWrNb2T50bbVUXch7qrCm5+HPcQ1xP1M3/JMmu5NI8cTRDNYBSd4GtgRQ1mKic6CpipXCZF6LyXtts3Mp5nlGKcMkB6fOJqvL8mJ0IMPKtDkRBMIiEA8aAsFh5L9BetJOHSLtqh8rIwrn6IcIlRM8MYy0Kh7hjRKsWIENhMxL/U5vJJzBZwTwY0aDkQU8Hz6/eZE+ZarK09t22cjxV0zS0N+PC2oAxKQbi3iV7QvM5adxg1taWNWDRoQdZFhKH7towt1bvYkL4c3IkTPGIF1jOFUvhoRVuR2azp65JgbEt8e8X+VguWmE1MVlb1TMKO12oMe2EzJ9EX0Qbkbg1t+hMQEvwDN01DGKAjDcRFu0j+MbQpYfht0OwO1zkYmbc2JlOGgbkmwhWaGnUa2ufjW5z7p0bkauUUTlHLUhqPT2pmHfk3zCuR5PaCxjjOf8hzDjVnGISDw8mcijE7cg/pjRcMy8NlrQPi95XfENrgbAOvaNsVA43HHxhsVfSQI0cgvWRi/n5fOfjOvyf2QabvyCQv9gLBa+7iNIbO7ExIljI1uFMqcinyLyNDDOO3KQR98Zg3gSYjXiOsj4E7PSZBnb8vyJq5HFZlp9+48PtyQTTVymDzLL4ih2IV+mcRb3piUz2c1riT7JaSe1BRzJi0/23Eo9OnPENQd0FuaCusz23KltwroArihnAdSrNsPaJGMewK1sC7r9K7aGEwuN0Ks6hZU1XSbKsjCufohwiVEzww+qky25f9EpEIBsirO8zzSyPkhpIzCdzn8Bli6qbBlggnxR8wjUbacVYoOm3Xk1pk4SK3rbXYC2ddyXMsigNyf3StKaMYoZVWfNZjlmJVUNb3lStrmFJnbpXfKqn1FfcUFUDTzcJD3pZGW4zbI8WVDQonOrXanMboCtkRxRW19dML1GAa9v+nPCXlPiB1Wa/Z5x1NSeJQG7n6oakwYXIBqkd8pcFJsXeU46lp1OnCC3a/TeuHlkL6tyNQHz99+xJa6J2f29AxRgSV7zW4g/NbmNlr9Ov9KOdBLTRbpzCzFllaGFIMV57Giv7xEQsDC3YK5q1X/6AvCkj5CiERlsTzsztHL1KHKmoy1bVZPWW0ea5cHc35muiQBv0VWSe4zIFIHk5fQe7cRR9JLLT3XbRwm6tfZ8T2y1e1vtXYJwywHMU38nwFwXWCGWHM+vPXw/xig04hpt7hCAHJvmdLZMBR2Cx00jQyYQ2aLaQjzRrz15iLrNS8ljjgKfjGs2Jq+0X2fCh/pnBw6Gv0nq7gxO/7IIeSQIp6z9pV81Tk7XnkAleEmqJg0Y+Sosg+iIsvOUbMJjaAl9UbptUHTOdRbndC7Y47BQXHRCdO8KOsqj/vFbxAwfgVSirnXJtZdftPg8dZPq5eu4S+rfHkieZnm2dWkRdOUu0fn6SI6m+IZC5a6RgVCW6IVnZBl30Kr8W4imhT5N8jMIrmMAleJVabXEoc30mpswEkFLbui6E2kESe8iBLRUFeYu4yHDTsJ7y7lA/AzQ4Uw56k71anbhoe/yAJkOZlEyHhqWTVM0Aa5sdDnVw1LpICWCANV+bEFK5JxhjK76CVMfPbhIEQj9Win5NCtMBDHxVTIAWQbHj1nYsJ9sA5U4kHGRlmQ7eEWd0MFYQHds7rbzYi2PMPX6JsC6xq7ScYYIK2hTwFRTeON0kASapEc2OWGgKmVGIKK5uQ8bQRSpPeUUTlHLUadZySvN1fmlIDKLhTDeFrwYKg4eEOiCYbLj3Y1F3Nag4RFjb+FmYu4u6DzYjj76nJCciProRDwof35SvAwuSVswFTx0xKXHJxNV1eSenSqhNtbeFFD+ExPpas1jpvztkQoYfzfxBwgORyVFiyw5t6qrTchVWJqHH8m9X1T8J8c2nDQ7/Eth1ze64AR0XuJjGuWhOIOY9QAPVGgk3F3cavfI9SwUtHncKEnXOQtuzmJla1J119KwXwYRD80+/RT5Od1TSdvqarEn9o3Cldfv4z7/cSoee4wt7xgnd0uM3Jpl/I1HyEM2m4tcFivZ+pJwDB/LT0KnqSeJP6O4Qpn9oyT8q6W0oDkclRZAO+qST0zpgKN9Tkw5nz2BYQ1IQAmKIEsC0iKyRmw2lnKGwgho/59gBXo7RvqtJCH3vCSgiR8tuL9czGc5eTjXhIT0UwoGUWJeWlWbd2yZDc4NcIs7oX4Dbx3GiWPhOk9i6SM/fF1hZy3H6VlgwfxVSr1EeyR9icDOhW/H5aPnrBVKxMD58veczjOUH0N3AUS6WHolKQb43AwTXuhFDoWCF+RMbJIgA7AQWMMG6P/hJRsL3nRhcvwLj49iLAjFaFN3jmREqwvDKbOG3S14rkrUrCJy6vXCsBopKfoZ/cOVuYLfEU7kac9jsJo0DI/d4GAdhvDjlKOTDpx4U4mw3Lz/497j3x9uQyZJsp9cEkhz4wpqKRAX+JkUNnI7xi1Wd192bdtKwYpszL7XAJkX19peF45grshrRrSXF/Hvzg/pTKe8cy4ZRE/TYymZCYFZI0KMYsHuajwls9jNGtt59tM6s8kKdNMY6z5/ytDcIesKLLUjPyT15bVJBgo/keYvH+WLJl72fpR7eNyU2U62cQzTBoAiF3e0EzS289mlXf/aST17eKxufKIZu+xz+4wAJpahntDeQ7E6gbCcXBFSye6xmK01Ug4yXt8CQUSWITrICjlHLPmRPkiJJSfLKfYo6puwmGCwgyUUfiO4rkLtdRiA5ypro9jx6cj53CP1XIP8vAJBmnDNDjiVqJwjDmGM2LFOb6R7hr9BghvrT8RbvPd2zelp4yaqZRbnCgUXxDL6gq/Msj4GQhqHJTwIA4dk8Q0nKQ35nkwRCJjEuRlI2SpLgZjbovzll47iWS7BO5uEdoKDIDjg75feXziabYA6N4W7vpgAhhwFsxzc8IJZMZc+GUEQiV3ud6XgThMEwLv4fBUBwgxmf+jdoCb0X33iUvegyVHU/1Jiu2Gif4U26oBxZMWHefhZKDh9hMWIOOq6fZ9eaEyV7JRnpU3/L3OVopn40ug0ZcKnEnsmwizfCobUT1nkzxi4FjA+vGvuEk8LptGz4cSoUN2m01NYUalj5BhYIX5Exw1bsmyZPGR+Y3vwdwkZ2fOkWbJtOzvQtx1gbrOmsFnbr0Bx41NTAV5Z+DyEusXanI6gPJy/9s4aV9MSXq2NbzfNsFhk69JoLlhMULLIr+ga0S1BlOeQSdqjFOBKtIBZhYxW2jJ3ng+EdOsPcWBpRDNoWYNiDjiXLCl6opGH/kI6gLhQv75pHcYM3YdbQ4QDXM15arROYi8F10PEvQcpCbTch8/2f1fNzdMw97vUQ4G6s1USmKTfROH6Cd/bxw/fRP9pohpb73Dtlbi5SR1hskmAbvR4YU3iPLUgfEIFv0hKaddldLoxZm5ofcn7OD1ulgxP4zoSLWP6KABJ57kG48tyOpV78ILWEBITHhJxdyi69QOpdXaX+POvrDKLVjQd3/yDCufohwgHIKtjnn1fh72mqyauKXXWr1hNu9g/1x9JXo5MGfpkgzc6fXvrY7ry3RsHa4vecKhItZpM0Hgchr7Wn4dkKFU9NPHCyx07YEDTeAvDeoMTD6lNupOlXWRJ0xf11kLdeq38UZj6I8YATrd+Drtu3WfAhmfRr1DJOq+UqSMr5QXPDXP0Q4QDXM13/y58MnaQDAVZQoEGy920Ji9OOSABAKTaoWeqnlvi9PpQa1YZ9SywNzll04D/1UcTrFkRxWlPT1p8YFkrAaaGF3ESxWxGXHAlK7jJxo3ZkVPfelV4IJLkpmFV3vOMvSDP9u5sfcrjl4aVXNXZ6vcc4X3afF+MicWx5xt4FyhlBYCevHr1kQbk1Zlt5gLrTs+fIBrma7/5BhXP+Y6+K8rIHTCRetZ395DfY2k1hsWFB9+fOlerqsXuNhYt1I0EDPo4yrkqSZ1R0/f9o9wFspXDpCdzAAZoGS6iFo4+vN4tLoL5O3X0+RB20MQF9JuDWfaf3/0TTUEMODh0LtAR63GI5lQ7EK7GIdXMiazxAXn3GPnbT+vPVE8t+C5BPBKcWOWOKOgsx36IcIBrma7/5BmWupKYei5Aq3UcUd13QxlF/10cK0U3haJbMs22j+USttOPkyrhTqMk76J5w/zPAS33XIDiLDLVoj1l3C1fAiez9NnRNVDatlmyg4N6AZ0PXIXM13/yDCufohxKUdXp5V6KphDX6n6M4S+Tzo2N3bgxSy/A0PLqv57yqvmXQgWL0xWWXG2c1mln3V6B7g++Ebhzhx04nhEgJrk5qunLqNXNleDXsmFfdfVNVbe7W6NlkCouLBV89qQAOsVbRSf81D1lvO1TbXHcKRhXP0Q4QDXM15arROhkV/lYVQDddX/TNX2hXPCWL524oH0rorCWOpTamYBluRrz3NYPK9lVf9NV0eQw3NLPwHhZBAbP4TybBB7vqW5qDofPn0g3odIf/M3QW8/RDhANczXf/IMy11Kaqf/dqmJth6sUiJUCW+/WwKdM6Vn/wtBc17Vt/0lSa8a7X10INczXf/IMK5+iHCA5HJUZBplcWt5qjGyoMhDg/AHtcw1stdzuFO0gwrn6IcIBrmbJXrkBwgGkT7HA3YB1StlPamWu2DMtdr66EGuZrv/kGFc/RDhAcjkqMgwrgI8DaWxv0wL3dRalANO5nipt7ygd+iHCAa5mu/+Qv4m22DNqhHNtvfGFwhfm/LfEpD6HBiXguWYNZYWBr8UzD33PHQD2fEqdZ/wthTHlGrOmi3hu1yyF/ivJgOD8uvusqi8DaKCWWZSR8bZwlc0Ur5fJDNtdWu8O1zNd/8gwrn6IcIDkclRkGFFoXf3ilPTtJLfTuTZ3CuhyZB1x0lcUAWh+MZbQWqHbN3FkpkOaz9F1ToQD9ju4G3116g5/gD1Zt0WdQk25R1QUqaw9Idqv8rIBdziTLJIsVoja3fMq7YkSo8ajUtvPpqvA7/5BhXP0Q4QDXM2SvXIDhAIKSWjPKXx7XMZnK12HkGlPEanbZdh8FnLhGU5BMalmWyjA+lHrv2J4jwMKG/cFAVSBjadJI6UqG7wgjLM6XZGFc/RDhANczXgAKI2nyKXDbzNeMV2w86ueZrv/kGmUcIBrma7/5BhXP0Q4QCd/AlOZjZIhaH/7Lkv0RlFgJClnl4768BWJHpnV4CsSPTOrwFYkemdXgKxI9M6r9j3d6PQAAP7DBNhENpuByiNphGUAAAAAALGzznoX87huioAAAtNXYiHxpgAAAAcSYQnE1AAfyFb2zdNK9oD/TYfqEGYNFsYb62QJdXVziHrXeLShClZW3I8Av5UXBhPM/kPvYqMh//uRQQQt2+oDwGvH18SiL79eO32g1C0SkMEMqct+BFydS0b84lywdiAqizto3eI7am4ov1xghpg2fQJeOZIAAAAAAF/AVAL0iiuGehvHIQtMQyIW0Anp19JRNf5HxpPPqa+NE5Js38gpUO56d0KXjQYtnH3iQlzvfOe8kz7Mip8M8OIV0h5UpMgEq1YTC4ANhJQj7N9aL1wW+RsODqEaoIpYT/ToYGD0xDMEx6/Hw6Ee23AAAAAAA3b7hWgnFotFsmIDrGxzfj5kxT1YPQzE5j1yEVPs378JDPz4DP/usWV8db4AAAAAAAAXwyiEnq7FTTwAAAAJyKtHLwAAG4J4AAI710G8MWkQI5t62fTwAAAAIasDk/qzeFaQqv8InTdPdXrFkTqxkYnQMYKkQT6vNML6EWFDxf/OHRTu6gzDF0btLv5HgBQp7dr+xBqPtQzqfp5kk1ZLoc+LNbJn0EqVy79BZjJzyvS8LYFzYLf9xzZ0A3tsAXCJ11yNzNZE2YV7JoD8kqDoiSdOIWru2rs+2TQV0nySMIHSk/zrfuoYA9d1A+hy4uRSoij5vUGAjqhu/8ot+3Gn3x1/izzecBb5Luj2/qjKS2d9SuBQYnn+bWWqbZzmybeswj1f1F4Y1Ga63/9eUjmwzaz/fpfn6naiiGj/GFbozsvy0A8ToXu0K6iygUZTvMf1YKeNfbr8sbGsGRqtTVVgb4U/zZlIlwVkCnzPTxkUdSkGU/uVD8P51cslMlEqPXoUGq/+84uiyZUGO3pMEqGc2j38TyreboX+R8PuAZqMTjy2jCRj1yLXKFE6fChEd9Ohk5bmCOB+yPPT1lWDk7ahLAdI6ANppP/NGLvgoh2000K9NlDuXVqaRWnIGix/HnPfx9Kd6grhGH/5caHYgpdX+hs0U6Zb0Ej3A7e/U2N+DDbmphyjVfM6ajTGTYdYJa6zzLTEFLrw5qoLYr83RWoXX0v8Jk/DAD7MLEVnp+HL+oSgPPjHD/yUiHeLTzkfz/wqPK7jf7asbp895Fzvv4sbsU2KQ7sGPvmyqyZbwn8Cuc67cdJX1RS+TfTbzBckGvUH21kcHeMTEpPcdhXA6EHHtftrfvqsJFE83hRGGXKFB0aCaEwY++Z6c8mlAAALJm7cDOnFVGQ9VFrBxecEOlCx2ERSmMUAG4g9djRCZ0YNy43YFW+5F7tLsG26976gajfK7EcD+RXdcxT68Pb1xPSmBnAFQE5Kjn7erap8JodUZYLfMTcrpeizWzsQxNPIbAxoxhbKpf9iGgOR4+YvbWt+43ZzNO9MN5UTftgsYllJhdF34+y6/tGOe9lJyKCV05gATypVJFpZSX9DkKcVBY8qeLEhUc8hxxsqs8kwKcSv6yX5s5uzHtHkOboYCnxC/UPOGTNhBxaLGTbu3bGDN5uZqg1A657pdDENtlMbVotVIdFmMV9qS/XmxDj5bwV4M7e3ogPsA84niayyPbRJUIxw81uSuahtolObnyGkevYNuyjErOUYkXaxzkVQb3B9aNBDlRorfkMEwVtkc0vfPJiRuQuIVY1nFmzFg2yFX5v6X/hhkPcI3CzYJ3CaXoIz7zOpMrhstyeYLTDyChgQEKiFnPmNd/b704tYCdSdTWLIL4NJvQXgoTAt1uBX+70Q8W0Mb66nZmqKjHNEQgaBRX8SLqcv3Cctpjw56kNKPi6IvYD2LEr850fR0Ay2M9ipvj6kHaNz3hJAd5iUGyQMkGiHH8XPK7QhQw2dRNU/fF2k/fIlfS3wzqagaJNZoS10cRNd9h+7jOzIAcXLcOSlLirPOgqXBRLHDmlhS09RQAPME+a1wyNTk+dypmWjt6gVDVeYImmJYbbPFMxEyQ+NtzNtBpY8o+KmehHtMxqbETc10gKoMvKC9YR9HYx2amHjpZrXQqOs+yNTZitsQvgZvOcRJJsfieVvc8jimK5RLKrA9SxeBGxb2zvpTkvbEWc+zp0QohMuvttxbs0n7bwfGeqRc80gAAE0FLSYbA5abBEv9EBbuPIjUuac8TVu6WrDCnPedT4zPablEMI/9QVlBz+k45jxd8qI1uxC03RpvAN8LnhsiOKGQlU0RvXHxVN/9cNr3HlRmzTjzZvUVZwZWeHSf07LgUMs7/LBa9LEICcsofR3qu72foF96UETLBKMa9+VPgbZMGNXdwDTFCrtD3U768aaEmLrEUhKjCQw3rxYTJPaZEzhpyTkRsot1zYzXrdrNb0vGCwCWmHbUCO9KXj9wpqmm5El6H3XbNC4GdgXnhugCbZrRH6vFa2aXPb4ASJ9FsFWlRr7szwC+brq1mgUrkJh95sxRmiWPuAVPy0/wKVi1rp9yyPO+WLA3C/LY9bSh6RZjk5RAHERXMunNplLBpJ/+/biLVFNQVHXM9EY8MwMhS1NZ03nPne47/H6j4p4n3IELvSxELojZt0buD6iDVjoLNvqs64EeTeDpDm2TEWD4wW3N8isnQS64FTubjSZf1cu6ihK8KzP/HH+5o3XAkTjvvdvPXQ2WnPqhYOJruNldYVWrB/PeWlTqF2ddgFohcZAobFMuTZ5TKgj8YGpG8bWVnaGpwW87XpbMiVcYl8yuqXa3+UUqUkZ2nj+Cc5lcmNzVFH7Yg7AU1NwOi2AAAdGXjQxdOLNmqCQcGOIhovADThndY+5BxHl1/Ps4r7XFajSFYjG2IJUjo82kMrssHQNNMbV+KhUyKJT+BB8G0Rof/erd3c5qLOe1tEu0gU7NFWImujzJ5wuSrFZEtw6U76cQKrqgUY67Z3TRxxesvlE+3jz02IUwJsuvLUQJsuff7z3qxWP0NjpseCkBy2W/u2OjCjfnSNjeyxg514Mywm1IECcBAeS0GHMcy76kcYQj039bV9xiN4o2+7GX44Hgb6nIZFIhraQmOyedqFqqCBFnpD/zNElzyTr9r+e6qR3S5FrwTypcFSoU3EHzq3iieKTUxp9QP08BeJ+hlq0f5KFyJQDcbepxxlTZxRmxUvteHLb+MGR2XWKxnEqWr5CdikqFnikN6xouCGN810uLJt48kJaftMGJ4ZMcbD3DN6KhcVZgWdN9+m1Yd1PWdnEsS/i06Sk5rhFucJoBWKms80uTufdxB6LNHXC234rMxo0FfAUQ2ezEGsYNMSvbgh1jXEE/hc3MwjwuHoPxJc/xAFdeXYCAUdIDNX4PcOQXsS/LO06hIj7AF+xhof+Yeq3mw/WLkTOO0NkDTlstyl8um1UGOhbx3bAyGulCRMslC0aUn3K8XfGHikOmgERI/C0g4QAZlFhRNTv8ztLhCfb86OpyhPpRVw7pVAI8D/L6xsRYN34WOuRJQ3Jcs+BLqGllIwYbAzDH5UU5tJZE/kYNszgGysSVik70AQH/A6RCr2KIMjSKH8ksO9EOWF6A6L8mq7lddj3E3dj3Ma4WrpD7T2nPX57HqqoXSi+Ui2ThVDYtF9ZA+U0ldurlAqo3oiqlcUQuP4G0xmbOrStilLEUrJLoVbO11qjn80AVUaq4nYiQjRR2ctJom74ifFv7JiHHLWhhof/h5ZH77suoqdg8uDylbjKYRQfaZ4py3LeMDDKXS3Tv34yAc05KGLW5DNqmtJaqtuk/kxAM5D3anaLeBy6Ywgd667rMgoBLUmREgGRHKJcYb8FpTL5/CFwMAH7Z4aNdatTS99wfipjr4gcLfIEmJAC09lYWAAHQ8Scl09NTt0mbvb+isws454vX9Et5dnpa2xVwRGnRZ+7XNu3vkLvxda9dQ7y2bMBY1GOQH3n9rP4ZBeN/VHyzl5UsZ7prc+cVOndma0zmPJOti/oHhMtqpLDiS2Y/9XH/0k66DjCEsz+SktEOALF0OjTOaW57NvC6GLCsG8WaeDdv3uVbdkFkWlZhIz4m5Os+0a+jaE2kL9cXIkv6/K4+F8t7nWtE9yiz7DQpTUPTYOu+gGvRhM7Sv8t9xWeiX7Is56Xd5Atv2ycDAycqcV7tsTs9H8g5VvMRNUaLt8Z1zw0nd0YwZt/EaN4vB0TjX3EPFzpa8EWAWM6fyreV0OhClgHnr3HXxMkJEO6dvljQ/XH/T8bTRddy7CyejIkfMA+GYce6qTW15ZRTZm2nfdXwdM21TkZ3xKNDnE4E3q1tCeGO4nwH1qv1vgFYVxT/DMPNH1inLEuh32sZLqdlEBW3HcnxKhIEmI9N/zvhYFuf2vG4HwXAQzU6ewX/yG9ErGCen/hbhfP9C61qMPfmpouuflA2g1tSOoR2HOOVcvYLM0wkpQPTrq+snT49zw7i4iPzj9kufqEUyi1fhdrb24JsNJ4U6laE7Z1ocvOXZl7up9l2zDi2+ajG5KQtW0TiZ/tpYKhkA9EwErEQYaBXPWNrdGmSW2HQsFMMaPsQg65kD/CIqUT6+o1NnVuYga5E2TK6/1eAACwLOmIzd9C1Br9npCj+nY9h9obm+0WhU184XINlAeeeJd939gqibKtxjyQuybNXwN1C9hJdmyzV3i5jV+MAC0nafGvlca0hMHw082pVA8NWztqDEBI6ESxNEVLpzJFDlGJ3XCWs2k+wFeR5+OPw5KOjE59OBkbqlYElIj862nxynvpXo80gxKm5hK8fKQoCg2WonW5N3561G0hrRuQnu9YkezgsHGmAUFzjpBLnlJSr4qElA23PpKqjakXHO0EaGqml78M4ZtIIMzdpB+EFvj8gJiBrKQDJmUR5sz66rf0AAAxp8jDvW8oxzFNJ74XVuI3Cmf+Ho0eALD+SbWJsKRwXrFQhFXTgVL5tLfKfFJL+29fnZhoLmk0/uP4+KgaBDR4iiUHneWjS5AXwCKFqxaih25pmIoNlMz+VL2Ima/pNaoulHEqTaWrFBN+3iMaQTx3G6zuBGAUQam3NLQzkgGb2iDtAgVOb79uQwqW1/Ssk4G4taqC1mWESQXmz7lONsxlssS28pf0CrfT1dS5f2COIQtHaucZGZYx8dBcZMqPTDPHIugIKtlrYGZc8MOiUirdgXI3/YigopfAYwKtE/pzSnJqhhBPHCjCx34jHwQT9hyQJLS8pwCtmrIhTXypkl2Iz6TKcImTswGTbNRvaEVNAbFSdHqEMAPWtGQPJXqRmlee/5Ehd5kG7AOM84UTo+Peu6fgaMPlQ6gVy/4ql62xZV2SKwrY/AQeShmPceVYn7kLf8uEAkxcLL/SaxYnv7EFnTWYPLAa9FfqedMJbhYFprTLWogu5cOrPv43vi+757gaB7wqWlMFeNK4hskJgEA982ZvrNIveS2+OH/o3ljsV8P1ZDBRieYymBKootZFLWcQdEFfqWYCKb+mugN76w2k9Z/kCDcsWkrDghyWngfoK5IoFXmTw3MwaEmuUiv/+CAxNxmbS6B5KDLSz4ilMiAb40+5TnU86v8FyymZZ3TBn/Z8buGGRkUUlrz4vCY08zm55bTle24014+aE0Rr0aH/isw0LhK1TZsih6LlE4VZaYv8izxFCKk9QsV+hHoxFQeK5LEfHVPFFanqQOTDyU8zgSKELNFE18pgo6d3/hslWsA4/W/3/iCSNyZQ81NCq6HrNFbbOykUZ0YSGug0kij6cV32aW3kdljWaiDn7YhkE/710lzfaUGbJNGoKwQMihFK9jjVHK+yjzQuX29Zg5mJEuqtNHs+YtK+UV2J11o/rYivK3QWyi99t1oUtEejvfOn879fv1YHvVACZm6oyiIhHO60zgjkGR9RF5/eUqGZfZ/9L/k0pVAAAChL8lIKygF5pbWBtmSRgxBYVMP+llTANPNleb0mH/kis+/Hm5uJfCGG4BTgcVKvtNOsjxmcMPVWSNCYF3DQ3IWVi58EzyYI+P2qdzICxmEVn5MPGAHwKQuh+7tclZ9hMPF8snxQt2xpECQSmimHff0BcseRGNtv4e5he9WvrQaAMk0WiwRtpu13KibyfEiyOI7ZgXb+vLxvobFvp8FzB7wzQiUzeIUDLSkJ/liyYFGyf2lV7THHotssMB2iGf2KuoDo/QZT3xc0L0Sm5+4wHI7kk1kF3O8MG5zurgkKyvdbeTLu8nJXnXLTDWWIzfU0beh9kY0Od3Lzo28Y9gNftl4iaBdW9NZEaOTa0n0PBaSPeM58TG2c3ECdXp61N0sMyninXzwqQWNJq9Ay5K1vc11NvstlBQyYTZmaLwVzURWB42hka9B8NYxOTH91BthvuMYmQFf9jAmoKUkX0skCTI2YPRpyIwLag+0qcAWNl0mmmqXVKIEhSoz8+wEr7zjqTgn02RhWd0qoVzcRlkmR6An15YMT3rcmPJP17v9e7hRYvqRxQtr7iiuyNLbJSFWtYe0jsA4HfavpMQxqj5sXvUpqq+yF8j5sxrOgPmjqK7WM5kgzVZbtpWvNhTkPFAN7s8tFWQLoD1bSFxTNiNrBprQQfCIXfzRCTad1OPKETDDg9iOyON+Xi+zQ2f1mQfjVxLZZ8uZpfMYEoUMgKendE1Bp8RBVB4/UphYYC1dJ1CLipO3x7o3RPjVpSlK942VGMq5Y9+wF+12vcDuYQ+E2gHrMJk8wcmZHupRMaQdVJ3+ojypd5vRUpgIeeccqAf5wxkuLl//mrooAjHvwpnOhuJMPQk6jh0FWxmCgc1EApcuiR+7uXY/9GI/SUNWEB+QU9UOAAAC/wOMaQljVRpaPGv/zmJeaEfpItkiADTm5Q5nKtzQvP5Abkm21D61nSzQ3jI43CnfiLf+KkEXnjJSoXiJIifzXV31ITMEWvmd2zh18RWLIEprluzqPrGOCQc5hTa/Qxx0P7WoAY02KlqWUxVd4oyCRRZz5gdxCa25mT+Jp1iWCtFo7y76YELV2JfQoajXE0xgnEVotgzAIvr6Ci860aUbXjL4pYvRTPJoopYfFSaMJcuK9XWBkYAk8AvOvjyjtJdhuwsDUJ8lasU/mHyYrdfzEpljxmOJZIwLm8S7v7N5R1HKn0WhjdfIChx3zCOhsdUZFpcQejzbEEQi4fgSCWDNRaGfG2wM26vp8aTG9ckNm0M+7t6LmcvUutV1UMOyb+IBFjdrDMYw8h5k8LvSg3c2XWTaknmxkbyDJ1WoozpEYztjQ1Sf0tz4GXQmSJoXNl7chXjbrlnQXGFIJXZ2CzAJ3HadebKQQabPKw8bvrgmROEcieu+XEHehQZ57DljyRxgeoqmIyyDi7z3Py1bk0atB+r71UsSdgECOJAvk/TONQueAW5qYhpkGZ8q7LzDUBaEGXpa4RfD5Ci+IwiveB+7CIBTdYOD87L2K1ONOFNrARtCse3qV7PMu5daX4uUwQakDxJMSbQ7wo1w6RYjy8QWob9Ht8RpLuDAckLEwT2yXODnK2DlqTJRwD5TfLsMCXkPS2jrfHknCyJdQL1dh0V4I1qDOkL2q3Rv17SmNYJTA52RnSh827mx7vCeJbe4amOsq3IT2soZIcJrfrp5DHOdOA6rVUc280hDD00Txv4qBEh2r24gLICjZHRG1UmUKr/Dnz7kfD3UC0Rzx8+mvYq9PnuHitP4GLWgjjVWrK02BTOqTBnKWkynW21XifQ9WUWAqp8AELuUCYsCkQQzZyQXyWwO81JzDiIAAA5jQJ17a/tFktosQt/C+0lew5KpcR3gFkDdT17IBMC9ZpJLtKUWOwmw34EFYN+6HcQMvmNfdfNsBSsMkQbURVWBZffM6vj1qTD9QcoeAltDW5H+/d7qJo0fv7DKxTp13NZDpPHRipwSWWrAXVmLUbAWiMRrOfGfmEgh/JOBfspH9C4tuYH9TC/8leAeHOOwYvqtU6C5ERmNpmaNATvgVSqWc6+gZu0Am9YY0EJMdemIyhlj9J3qh44JJavvN6jNIfYH0dfXEDRgLA2WK7EBlI+XRTlejiRa4Bx7PUZi6sVg86NKyPambSAQp/o12P6kkhQDGQzEbcmqef4f2hPs0AR23X9y4PIvXg8zucohqYPGbh4ssOCjuzlkYMBk2MdwIvswAPsdfQwbRe86ynvIiUq5OhuCQJJyRqQL/slZ/HKlz4TSUuAZidDct0pvcWQtuvSRPpY2ozLdSMEblKEuQL6ugqb9U2dgG7DKoajJkvXd5yfIfJZJSEAvY+dxzjatKkfbiZgNddDvXZCT3RR4bheiUnYXoZIbYIHsmdiCboqTuyWTSVt/qgl1wejYMYbTl96VcTEnTVAIdmjod/ppkaESzShTyphrFLvGJzrltVMJqA7tdfxt2l6K1/9yqS23h6jQONQROsYgOy4KVQQ4I+EgXj5M+1O3ptK/LOsAWfzZDFWvR6m9RCDYakRMoO/wqfPJGW+37bYUzJOvpzXI3hkgqDsNlidyiBi171We+QeuQYP0kL3BE/4GLm7xEaSK6RY7LENmNMF7/jsaVkOtgxfSfIyxzQt6Ouh/mDZ8+TZEdOStIQ9FKK3CCrLbDY2Rj2KLd6BnRGSMrrFxiV/N8XExXg2QZrCRAk7dgOUT833s7ZEoEMXxi/96uN1vBTBaYzKtqi4JZkTM22m/CnhGmNKb0nqcQSL+BeNYdxHadBOLoViBHQRgjrnbxGzXrEIvbPI1/4YhHbKP40x0XSOCtWaWGj+H8f6PdMvYV0ikahUqn1YVNbhaclcJwcX1a++b861+ijZnkoeO0uPwPRuwgev0TbTjKUNNV7ytVUG8cXCc/lB50EJo6RongxoYG4OMDnZfWN0DKEu+GyQQXsy4QQzm/co1gb45YPaI8PCytnkXOwFxHjcik9GZH29P09EXCxUgpuUVPaDfcWbaddttKkkgU8obbNsRmgGcClH7fOVVLzpWNnZyhDYfLOidm2o6brGGAycX/5Nb+McLnY3gSDPgG3/J/vc1mVmEXtIyHLLTz1TOMRAvgptmbuhuHTQ1WYF27UfIFCyBNxzDjypyvx/C3ljClIBJLz7wAPveRN8Kup8jGXkb2zGrfBJmgjBFg2cz72KzlHxt0Cqpy8+4CCtx6HjSVbfBZrzcCLlQY2F8H+//UKDVjF/EV4k7G236zcVsUOlSolyJScdkp3OCgwvLvdXEfc+Itp9Lrdz1vYxZe0aXFSb2VQuuOJZqFm67rjfpXHsRYNGxxZU6Hkkpn/Tnz/kWjL6cmi3svS/9OR0s1rjORtUIxV2jRf7wffmZyLvFi3gZaQyOM7gnzQjH9EuOrNnA4ZSW7fGjmnE0Bm1/+DoNcTTS8K+x3eTYGHHcSpQOLqx/oWMJO8mMSMPsHIF4/sGIdbQzjNkTNceTaURFfMAyqKkwGhHQa5/kKLfJuTH77feds06USd3GRrnQ5diPosb4kx2casQzOp1p21FOSCYedhBrTWvMNXZy6S6hYiZq3Og03BUDkWwPgg9TzSz4bNo2cxdscV+sO3qdrcYJkiHPv5d40Me1p657VaNDR4WPaByevfhEE2NJY8swW77ybFf0fRBbF+maCXtpOI8A71mtSJvIZUjtxhasEdKRleAD+ssSSjAW/xF2dgy0wgPeYAqtAdjZR0y8kAYJ6FpFubtULZoPv0mCuVaNcqW5HvDMyNQemw1lSlV7+nMWq9SSIvzIQOsU8XGIQMBvyuMPW7ykC/0S5Sf/5Ny2hBFKYsuKDx8QG238N23pgRO99T+moHCUJeU8pXSBQA6xPmWBHd4GmAL+YRHH6+YZ0l6GziF39UhNU1q6wRxO/XcyJM6Wk2a6kJzjN8e2TUCAOCxZ3N9nyBG56RaGgfg2Rg5Z/7vSO1cH+soG4wQz61Q4r9sH1VGvmwWr1V33ML5IRlesZ0GuPbKvnoOhOfyTmMLqJV2vm7dWP+bDUI+qQK9NotTk2vHxbmx0WyGPSPeBpL2mIdr7p0B3pHEU5PLAEc2lUP71lI2rfTK9/WflfxraVjHgEO1NNly6TkNjJKvxHs6APepriycZ+C3FepbffC0kooGBPVGd9AjmPGlt8pyWTrZc/UepafR5coUI1VTBKD/HRuYj12+Y+qaRvhLvMqbupqEWPkwAI/cGpQTDhtHsCT1D7oTmRfxs8fopJhl84WWbxHc9STzAuO6rlej/JHttdXFAzu1l19kHxqQuwPdfp+W9qXXBKc7eO5C5qSRa1rCqAqZyo2XVDQ3A6O0ACX7CE2KmqZMsHU5A5XZAl5DR2aeCrfL9Zxxy+Sbz63aKx0RSCfrNR4CaJeAZYFqHPzOb3Wh0Dq6k/+AzpNVvc63muvjqBoZxLSjezBeKquAZCHoq003/NaZEZ/x9ef5aH//mcbir3x2s/a/kat1E4u8OkhgMYsP37fF/YbDFfohccu8A2dGAze080Zm3hCEzD/WdAo1sB4x9MF1xlqTH2H8VN4AWDyZLit4dL6HKKrj/pY96KAGleMr8Kjn1HkLoOk+nHY+/ZPD8WEeL/l6edVWXqJb7t0tQ84iM83J8H3Ml1HCeiPJe6p8kFcBJypFe91Luc8MfnKgQbLLmrxzGKyb24I98vq5tQWOHn3Tz1OkFohKHyqViz+nZ2tUMY9U7HVCjwAEP+UvYSKnmdqZ5zTrndLUkpLPhHilQbdX2SoFZjz1hbguqVPRz/A4IKXJ4wkokQ4IgUpGqGQPtHpG+vjfQP4HWTACIr/va4bYOSow3h1C6QWPQS9ISS/2863w2yaaxyRFMZ2Jk+6NY6qGZXuptQ5Thmy/TmtWKWsdNyINI4YMzjcYaTzVW22mlVQM0bTdvy0oH+2XMWz3sf+J+Qn0tpB6y7JNNqGpjr3c3gvbyHHdCk0rNxL2LuOs8QpDSCEf1OpEIULnqPEmDLwCg9ql5APLBo6Ep2GZawfNixyNqoDtgs/BZg9mCQsQEEkfjkS7Z5dK/W73M0zWv1MaIUcwAmbbEDzFPDO/DoC63dK4vmZpXGPIvxES9qB9W9XCMv0/5xAY+tLdt48T/z8AKCzAK2+022jgpdhImRfHC+qyZioGqb0c+Fz88wkAj4kcNNBVFBiSEKJovuBzsEhtKqrJg6CLKe41PzcPenxGQnntSXXVMLI0TuG5O6gnPfy5MymwKk0vpnVFacESfoR7lk/yoXkZHuNrZkqWrkn/xyrfgOau2xb28EsyB6WMB5WPg/JkS8RgXvpdiqq5nVA2QgDYd06mRt3J1yMvB6bLCMNFWC1FD0kp8R2LkdWHIMDZspPZBaXu59AeebN8W1M092efPBg8n3DFd94vE/TdY2MmGcTL8FCZq/W9G8xtLe6IhFnId/OZVngXgwsCytNR+qg8PiDBuAIJpXO6OO34I8cEvA/DZkhzf74vOI0MiAdkgp0GXqrp6AxhyP4YQ9eCmUIGWu5WbmL46tqxZkitBhGPZSox06WEMsLBZWdo4BHKwmif69tH24Ca+3ixSB9ntEcZtxNVm2g9od4l1mfrkEgyp59uYw3YCgeR8F6brXzi9QmRxtK6SV2dSiqXvTGTRgb+snYoYeShrLdBOnjtQdMboTXelK8g6RXxLIEdOi1uBSJypx1YMfB3WE2PWANNIKsqeewpcGhPUeznHVkt6vYu37MOzDiFprVCCS2bsICRsZ4EePpsscgJcqkNhyvnToeV0D1m8Q+QUPZiOjdrUkcqq7hXG4PwIdZqc/SI6aIZYloGfL+f6HcDINjM98AAAFz09Est5/7e13jvVIWTDXY+SXvbg5N/xhdkHoOgLm6KMYmPLHSkZFGXhWER9rYUduG7pA2h1Oq3OUZ30CtlFOg1Q4OjEgiXZ6VQ75hX8j/7dwsB8hinDlYKv7BXbBkzTtjAbXQQqr4+P5pDN8H2V+/4XNmmBylH4z2AG/9BIkB0moy623Zuqpek6pAkW4Fw+cirHDNK+5TtTd/DdClDqkBrccZp6OajoLfRqdBfhkNNQZuDfJmJgfIAnzGUSM6dKhjtKgYf5pAQOD0qS0fsKrbYjE1fTR+p3kTQS+j9j6xcfzhZpVEipnxwpkNfnwZIPvZ7y25filhXiFPNiLz5B4GyLmkHOSLv1VQbNEKbx5AU4nbIeg3fUaeO3g96nFh3ZieQGPjVUOWIdVrSh7RmCECUORZPqnE4FbPKazBMfMUAnHY/fMoCVZIPB++os7x5DlGECut0lPUJLV+yn1/jArXTu6NuoPWj+bDe0Udd1pNytcZTDTTVM5VmnogBWhYV3yaOD7wk2uifNYVvdSoI8KFNrAkmSYWiQBGHSlJnjWerBVoCEaI+slOs6M8mq5hIRrM0lokPL+O7uXZpOWZpOPe/+ZoM/iBUdrBscZaZgt+d0itJI3AErHX3kaO+MVjYx72Eea/RMflPYZD06BJICs+6udQVmAovi2jeJf7hj+jPW28flfVYVFPhpa0kyj5T4bkN8ylBAy7Kk3siY9qkTVNBhFbf3ShoGAE9WoIO/7+DuvIWlnVVNA/BqRkbHz7wi4ZX3iUYntXFmFUefvWRwAvBJHjMLrGHTodGqRj9iK5F12wNCiXUrgEMAYiGR0drwjWiPmVA6a5vxTNNJiK/Gf1JNClv+SueAn6lJN/rpVxsjEPEo08tcgF9qiY6+bTwytfAHhWZ2g/q/fuUUTmmQQw6feGoM9E+NaSjIHtLdaW5qfdLe47iIFx5vr5gZ4O0cdHlfRYzZLAJQ5r+LlFAof0Me3WW0tXJL4HKpcw2EjWztV+cOCWeeBUGAI41p05tsbYrAcDwgAVyWOXvndPidoQAA1JDHb7oqIkj7WoOzYRI6DArZpOhkJaJddzQ9+VL8woLHWH2P5PUuYMn6yY33izvqKOkmOmCVJ4h8m2i9u1sC3fqIBTLGjJf9/45Lb/8jtBVgioeuswoa0/Jleytk5E/ws9me26TPaYkUHOgIquaVSsChHOUe4HveZgZoq9onejy7JGLMmZ9Ib6xa5h/CWk4g2SJ1i82umUzmTFg/b2MpTFMKUWINlUdfATIyMsDpiC02gFi78wf5oI5Atw2fatkAt69XVhKmKGf/lkZFA4IFKfD+cxxsQalH9FUIZ0KNNpGb8BDfbRr0y4BfTkovliepmVsAXUmLeA500Le3RpMDV1D56LjE243oBNEE9FOVYMHyvKN8ryRhJusRPAlvyINDMy0sa/9QeGSwyH9YPGz6aN34hsUfJNFV26VeRqCKG5vckQHBU6AsOpN8rJ3fn0vqLkBjQpoOtAWT17pYDOw4BJ3/h8t9OnZsG1RtZZ6AYoeAJN9NOhSGPzXMjOrGKo4rRz6fR0GS6cyyb7gfVsjjcTvovXvGbrkeIA/BJ6b+SlSG9MOgSvzTbLbEa/vkHGQV0FKa9dgZ3hLesqlJBsesWatecbP3bDG5buohTpPaGtQWmMtUlP0Sj+xuGILuZi3YMOF9Q442y6+RWHn6esrRfCVG1N3fx3CJHK+7iwkAx2dR/Q/kyw6FUQK9cwT/lgrI7JnFInm4HMC7cY9YDGbTbZgqgIfWOvX3JMhlOov7fqRdQTv1asFYV9rH54rO0Z9v0111Ui9wyLyELSCyMUurZBN1yWqSEg6h3j7odi6IM+2u2Q5VX/cEch/kiZoRQlJP47ggTf9YiIr5E+xF+rKQ6YlVm0v1+aBUdW6Po6iYsbbjoZUJSoH/f2msehS+eWA2apQzjZwr+AZIPjzq/SyS2mrXeQaLLBKXPt1tkBr8afmV+4V35Thb+D96dojG96RhiDvx20SKeQlvZAg5cytaQuGXBHkalnPy05UngNrX79z0BGNKzyX5rupn8phAjMdvp7403iXVV0KdEBc4Q/sqE+Pa6y5wptcDlDxa1EXntL8mBwG+Bv97sS8g1Ab1/hIS5zCVQkl4D1OiP8mADLYNEVb8Isq26p8Xw4brlHOJc3+IACEKRPX0d9TLdS3KC5NTPGUgH2Vf/ERMuPx+z8Iv/bpw2T2UYPhnOxPWr+c+7hiv2TnlkK0WY8Jw7OASPYbXYKVPVAetUjmsqNfm+tCyQw4Nd6BKkrkXK1eVEHop97/dRkDiNJexJ8ig8Q7WwTwPuRDXvOvS9m26QWdqDg4x8rNMPR5aMhNM417c43EQFrWgsfFNtwdd2nsHr7Plie+v7aBMokpYJZ2vVGSyBCiudjM9NSkRHjmsEP5L8DoP+iInsky8WjuSQireB7l8DMe7VyDpT9P4VL2SmFUeo8ORMp6aqettojyzINrNumz1LvZ6n39OKQlXLQzj6xnlHTr188ayqO7/g8unyhni4QZ8RQUD5u+TQm4ncahsexBnBes1HN0PYoXtun528ZXB2JXaOJnRUD4HF7n+R5VWZQcAMK5mxJ3l/1OFX18dQSfR/W+ZYvqyWMFd5ogkzzbiILkFQCqc/dP4ePhlwbNsdW6/boSfqqmkcleU15DXsB2l714USbjWC2BC/aT7+zOfmZCY2Ap4Fg10anusPxrgXYLjjaFeYXoCqrdClX10Y78105cTXKRajVx0WG9Ut1v8xm0Gv6aQyaz3two5RdZT1dc8fpH1110VZn3ZPSNbt6jpgFaJKKQgwrsfX2eP5Op0ggFTxmxff2JIdaxRRuWBy+HyYYzUIbxk0pJiHrrDlwZ/P94j3pFZajd0WppzDokLP8t3ZHvKbc0qCCHO3gR7+NiX/NycFewwyUcBLDoA4M9MXHY6dKhT7By0rC/g0eTyKZ6AADpi9DynIlwE723fx1I3DBBHpXtKfTRKAWl5+KNfyKHRgmsZN13gXUbXJB8U7Cx3AOcN1LgAPv3We6viOhvWLery+Y8SfHKKfLxuT+c6j/+IAgu4S7JyvkqFpZhWaTIkVzO3mSKQJKNhxSqFp2uvXIHPfyO+I+12f9m/m3d+e//GTSRKrRgc/6aSjxgQsfVxb8s25CYv7v3T8QdOaVy3HtpcG7v4z5/t3PVv0vCsgw4YnhIz8q+Jt1yfvc89i7AzeK8bv1NgIZ1j5MRsXzFvrjehcm9p2Xtf7HMjJlMI1NNGrxAf7j8WLfSmCIrfDQER4PoBVmOcTiFnCkZXG06kWD0zvgUi3cxeFifBpwHb+uQTKLGWnAadElIaD4FxsM96C1VsAjdoN61mhdqezxYDx32c+h1vAEBkoNOgctcNh1wPKxjbF6iDVZuthNIy3XkNCi2RdTriesdNZu3/sjtMsGbu6jeJeBaiKfvC1Aa/sbHAdREj8urkyrhvyVf6Zo+T3k3Uhw8Z3aLJqmpd3CIZYHTIomqpdfoNOk+MHF2KlKmt88XFsTbVexywWzp0LKUSU2f4u/VCNgCv8kwvRzwRGIQeojKqaYFuu8hnNG7CaMQz762Pcfxcmazb6QbH4wfHDPw9YWEp1qNVjEqAne/SxJJLzeTJIc3+YNXULsq2HVX0DMsXtGyLFeLkDYrIyfioi4on41g3PBpwYplKu3pPdMyG/qmeJi/E5oa7okvH67+D0ipUY5eAC3O1Q5eaK5+lYnBk9jWJQlmdG9Z0BWremD/BOAot5tCPvKVuTMv3139w1vqYp5F0MR3QHNnQXDnTkurGPPCwAfo6B8iYqxoUAR/qMALILtznLhlPGBHiOKbIeWlyqGf9Jk6vjDbQNvto5PmmfjGmMBMgqGaHO+9JyxweTb4dsUtig8p0TEGxIlghZuuzmw2ZAAAYOfg45/yQAAA1u2GoYWbk0wPE2Mohz5E+eWLRpB0hiIC/E4FR5owECqpwWosMZT1vp6O3vpuPCuAOIQHbw2wOlkzXk0/bQsbYWvVe6/NbT62s1rmqmwddzMMFA5d5QsQeXJxaUh+DODkGiiVz7YTol4Te8ZTGic91cyQMMPubglSqgfYqiilBKtmBDvHD/80KSkTSKzf+X+CjdV6P7yT/0/fbxJGhPcQ2xvRdy8kHG2Fr0bPre9r6xbYCIlf5tCxMQnB9Dp/0r73j0BjLhs1SMf2+n2SgSJslp7qkhUrI265ngYgBkqQbbj3bu135T+poIl1SZPEWhPEDGVKQ1mw1ErnFpGtX9Fsu/MoEk4lvsAV5n3/7s1Hw3AovRFLYf9UD1kuZ1lTHBMfFJiYUUc7261Q/PAqFWrh9hQckHY3pV0tq8hz0rKDDUkdkOELXeRUiPf2I6U2tIDgXdzTN1eHnG27nljoXuxVM+UBQp5WfSGNboeL2vF1j5E8PYuJE70PIW5AK3iRm48wT+zyAlWjHfDOBeFIPXZTh+BqFafu4KiTGI5uTOGvRwKHGnSRQNU6KkIZyTUzR3lpFpzA2Re61K5OXe+hy9V3PTxRUCtoyMxi7eEWFqGFSgMIA5gPQggJsjfcdJT9nEWLx+kIHG7lXF4l/9HLCX6Nbf4dsJdurE3N3V++mxox3jWvn1D5JIxo5GucIVE+eZVuZibwQKIvbbElNhzFUrtQeoGIpJjp0vu0tF2UjqZjEOw7PA6R/1MivwXgXzWyB/xRq9plZMM9LsYQKkBbVba9BBuo+qQbatfCzy4MRonJLLIIJoHRiZRkHeOzPc5fiJqn/PtS/Zwo6anbEApegOS6pMxNkd9tcCFHw90gDXTJFJQL8+1keo6oZDonymwAA9uCg7jEXiPNrkHhYG+hexCGDQWn/FIdE5D6VYkG+MNh9RajW6T1VqU74DHKEuKwecwssCW1+Xo0SWP8/NPrDSxLd78t/b5YIC602aAEL3y7irkiQve9Lb5xySf+/mzjukIuCMbgRd+lqM3dpDlDy2e9VC2u/ctPtjXbZFfUaZd5St3yHJ0faVVDAh8XXN8i990k+81GyHza6g8Aujl02MAzMvenudUFsLr4RBt/hG8gvYlegHoyz0Ymngo5HeNpPFFUZdUKWDavCcHxXAN0QBwmDNFt9lKqBw4XCLi9eWO7wDXJhH2DcXKIadGXTm0dZd2tLIzuU9sV/xZsZTXcdQLG+f+zIVq0wZsZ5Xs01/j3FEcVOigHkd//trTyaC9muez8Q0AT3ImxzOIid+z0dlBZMKtRn+zMGlk+I282GGjEzTe0Kfp/ScNJAnr/DlKS/2mlMCODE8GQ046D9Ocu+8U7cIbk5WPSd1rxXyG/pX88HFC1oX0ISLR0Ohv+k4sSdVJxdif3WRKEexUqg36Lh0oe4fLKbtDcn6bqpJ2tt/OM1HsrJR4czsf8DFrLd5ikfXchBG+OIiygjic5PcX+/UxLECkv0/vtF0LyV8y4RI2Bj6eRuZCes4YQAdo67ikjSlmsz/0kROVhYPqx1vkMctrQ5k1+w14FrAgZUKNZNRiDDcHqZ4M9OF5WVSJ+Lq+cIM0vSPM9kC4LjuA1O66UFbjQ7D1RkwjGd2pp0PuHP7wOeFu62aLOU4lCdUWDoi82Efdr2BwZT5ol3Ue7+O4tJovC6wo2MOWNjM3Js48yKA0TfxOlDQgZaxIwX8U4CPTDECzjXDVIeOGYvmm5kH3guc4fcPFoLTmvv5W2hTdMn9yRSIFOV0psYR82k1vDD0a8UOVnMC5rVLIc7NYK/B+W0NGwNo7CjoWdFd2GO66oGV6+mIkM5/nGXMHSkMlRnfN6eoMHIxotXNh4UQZ505HJkE5q9cO0Lp7ekCZzGRIY0wczNEZTQG+7pEW/GWIP48ivQX5J2Rb/iDACK7ElIHz2vedmpOgeWyD6Ed5dGe+7b4nmrroUBDF7GFkvVtCvzWKsrk6J4Ltw8e1fdHUjkd88kD/FhNxd2OQkHBukpjvHOcLWfm8FJeg84ooPwAZ6U584oSx4JJIHSZNDnZku+W+KLVPlFzUz1/PcPzkVyIdBHSVcp9u3j5MsZu84R3LpE16y+7S4863raXTmma+x37sHusgIaEH2xA70TAawiorRPA1p6slUEb7svvhX0wk4G/mpX/7DPAHB8s4eQUfjf58KPPbxCHHCvEwaHmZHkxetWVGave92DH2uxmW/qY69/xofqFVwIVTMxejWVjihqpE0uGpz0vpa0a3Q8T3HOmxYbYhb5r76M6BYmHmSnVoKw1l3qBzk6dQi3EiXnzDs/MeRfV8itd3oOxCn+hjIcFp/2Ci5cGk1WzVsf79PAO7R+/xea0teMvPG7+H+fbmjrQXmvvsyVDqr3Czj/5Q8r4hM2K22W1LU2nx9b4hgMJFb3UuJWk71ObfZ2zGtOznaH8M4/qvOEKUnH6TCSaPv4j3OM0RiGfRQn/5DnqJBU59lh3dFQSjo5HlXP8CTSTrFwceTaWS8BGoXC33duRmAH2I2ykn1ufKp1RMDpxWJAaZWlH1jZe+sLTqH1iLWwdT8xzzK63NAS+fb0gKvQGzMNZUa/N81LnZHSLR+gyx1M2vDA+3vsUZmP3mHsHV3LwwLbvoGfATtnvl854yxFNKZ9PON7i6TpfadJEr2BIOL4FWO3wZr2LyG52QtxF7inlVXXI/XNTvAtjU+vo7jIqYfnJPXSx6GsGASwDsgXCDnSK9xVswrJD4n5Z9QA6d5iRCiYhYLIGQ3pLNXPizsxjkS0IvNsEGH2n1JM1zV/suA9xLCgKeAxNDipebNWaLK6jV+ezXxj5BwPl8sxPL2e2d9kApuwLdyzPnGVXbmL13pYDXHiJ3j+mmr1st+6lCN8hCnztU7qMvYQnlxkEkkIXc9kixpTQSXNl0ozzjqlC9ShOnCsQGesdM/HGCMJNligBmPp2aHTunV2GQZ5SrwwhqXadC7SRMbC0T8nibz1svx2kc9yEM29sG2pAJEfiV3xOCkN1CN+ZCr3UEmo1FYLVob6s+LHiSGc3HLhZEIiUi6GksA3eVFuOL5JwF8R+NNEfeZOtKyB6ybgcFVD9iGfZVwMA8FhEcJjBFntIZOKb7Ocfj46eQXOreY2Jb4ZJ+vpF6nw5cdP4h7FG56quXhDEZ1E3M9VMVa3s3mmkF1eFmFPG8MkKdRm7g9ZOFlYYRZeaYZie/rwN6kRH0p7fvRIyb9msQn0zEd7LwUUc+ZB/gnj0HDNN5VydJAPJXfpOLI1jv8p20ylnQFuCzTx/1ez8Fayu0KBxn5KeIHOoIG78EN727diUn30ZtTgcdf/lipGn/Rds2o2nKnUBFiet7y9HmBan2Af88gImB4n3CkchR4YZWWAlJDgRKOy+bpWduNNfIYV4u8A0WXme/M6S6OgJKntNfOWLQrywMKVRcBIIrZoHnEKUg2q2q08zZrQzmMEnTJ60afZ6ykJpuX8aYBCkf4Zf0vxiEyhJL6LofR8j4D4eH/So0vdp5tlUCt2f8rXPL+WL1L2BdaX2ERCyWogh3sRLEqLDOL/0aJYvH32ayuupmjgi6Z0jIoa8jXQtv2lrl/3iS3FNi3flAFDxtDEuQ9aNBfojoTKDjn7Tyi/vafZi+2G5RbSuFoqCZbZBOkDfEG8I81xTA3R7SyTxyRKCIfdfdRoXK+qBmDn413wSCQveQnHBRPt5Wdri2lHr9Ygn0YCrxzYJOqN6Ctju4643ARU1Ycdwzw8a8n86apkCzzuxEcF2yp2n/VbVXVuW/39WTrp2UvtwY8xKPIO3plfKNNO9oR+LRULnBpY+M0Ur5kHv1Qqopu5OZhWXc8M0RfWnhX55WiEZr7YhPPZ+u89AEiUFVZ3gXeh7bt6OcqU1IH8lczeL4x7dxw7Ia65+LdGYyFypqyqfWZIOHnittQSIHgBKBKgPiihnloUSMpMrM0BMdHQq4ubbEXhe4iORQFXPoX39EEsQhSwdCdGueoggF9OPK7rY9wG0p1HOSy/VbwROnVOMc6l3vuN1s/JRC3KCk/RmDmdGV8NrVXbfHLMdNgJL856CCG1EicvTqOFUT23lwCOXnyhdpm/aE6794/69bI2k3RkGeA+zhqSyL8dXEo5yWX68SE2YvVqE+fHPxq7amLH04fL9QjvsXUVXFKWukHh7wnIPKUimuQrUxX5m38xaLJUALTVmnTsh4CjhDgxJE/v8JK9gIgeWeBjHM2NyMiSO5l8uxl4c/f+dLXnzMSrMzpHF1uB54ZaVn5PSgVLS1JabdxNQUAK7DKgFDHYiQbBN4P068Dwyahv4otjfsXIIn13mwhJ76LOuoCoH77VOF0C/wOZP5L0KLWoEoVpcK4nNsQpAQq3hwKDh/ucNdpJmSHGzfyFRPxxbZ7wrT0sarUkupPP7zmCv5iCLcKTod/M3ZX9zye3PBFhMyscIPjUSrO1eP5pXrWGgcc/BoB2ok2aHpbaqjXdXL3wEpOM9aXr3TRLLt3jHbhRouh33WhOt8ttmKAO0pbHxeQ1n1jqDUw9fEMLb2TcG5p8G/1ToGcLMQEvqOGn45TJUlQW8CcrOV0+QeOnjAf39A5HH/ogWZvbBTy5Oyxgs7yo7hdyjV8HQnDSkoSXWxsXnFcQoBEAvtIzGlGQEylm0VOdwOP1mTTLmo9kGqOuD7LmBwPW6pj1HgNvGJiCKYEeA6faafyyIuSJJkfFkyToArNFD5GmUIAAvFkA6v5JWNz5Mz+3g8Xp7kWp6lNiSC17LvOV2bz4X7EKSTJSZKVXN2R7o0OHA/LW/sQ9Cl+wQ8CV/lBAiKwmIcYecVhimLd2aQpQtqmEQ4fG2fufAwUXZwB32I/Vnorq65xX3wLXPFc3X4WfkJG7ecrkQI/GCnmgoBotSwfPszfTa0XcCVpe2z/sexoNEGFyZUvsCZY4WIi0r76tmGq64gLt3iy5+LY0o5NJu1CPEjkpklS3YU3rGKvUaFf+2n0gCgpEo7Qw+u0l8XCd9ce6wq/2orXavkYLASLPB3g3U5QGx5Bps5uPyfTOhh1yHw6IMr4thqj3bnHeDe2j3Nx07HN2ofcne9VtLfaSueyV1Wm5yGc4MhnFSfIceCBbc8DOUWO8x0NfxBt+TKZkBe39IfJjYeA8hDGjra9YlQgVznRQw2/CYfcGH6UDB0S7AwdqwUKeZ3e81NkdeqO/rtnsLOGOghaGjvjaRqRHp2HATddHfzH34IMRKGY/qqdzr+CcgXKQgSDsLEEUEOdJmI7Mfi2STqohWLaNjUN/Q78MSx4keUTPErdK8DVNvvMXKxJaKEWUqHI29rmpvLJA96fDWLxhH/T7AnWrE81e8f614OkLFWjOsSqwqbIaiobnm7jFiE1f3dC4VTPoUAb+euFrQO1Y0ST7Kw562Mh4f4SjvumT8oNaBb3F21NDTWzYOB1Npd42zJ77xeHAFv3ixDy8Hv15tHOtoYhRvvlvjI5yR9Z3FpXhZq6UJZ0Gfh2UQPRUg4PVdH/3TBVtpgQZacdNRAjn6Uha05oqHaPgxvM9cA427mNTG3eMnyKEINbhJrXgHWJgnhog95fyKrptK6h+wfk84SZu2+WSSUVhUUYqm6BSS1sIhFyOxayC2aDJxPtBHrBhHqCUKlnR/G0O8nYXO6sr2gPmBKHLixTEN2QqLZ4MkrMSVkDlD7NyRXqzs2cziTJA6SejI1qI0K+6EpbKG7t67Ox6yZYSnZcwSk6Nx8lWIET5E5viJrYkh/zX9w4YuYMqQ3XZyqzriCzZecKjWCBlBIjc/LuzWfKbob+iXrjUl+VUtbw6fK/UoLnEFwJLfnJuVI6DBGRTY7ExixqfZ8NtNvTBpX9d+Lp1HQaBUS3SVGsT+VPnDMJEKNfH6bg/+tYuduB1YSXY35+7oZm8GzpRHeQpgvOW8zDEse0E/yZwJu+r0Xhop8jV+htNe3j/vT7OgItsqqA/l3GwPsatWNEyej2UtTP/d0pJt7TIqC9Uv5vXQKWY5n3VfxWeo/fy9rpSBl0vgMWMDppoQGIgssmOuameuWZ7eR1HDzEgbXR16b/TlRw7qXwIPkRs2+AL7NPf/uc39ahNNuY3SIg7rfJqPlbENSu6iVKHIjOPD2WmBP6J9RrDzdy23hDphmBDaOTsJmCHHPAso8cr93kyqafchJRS2H+NA2o/hG2nD25BqqP3UNF0VvLkxBxqrYxjsziP31nm9TRy1+qS+p++VWJiAapfZGTszNk3x4pkOfvTWda9WO6/H2hP3j0G9ObWrrVixJhTM8t+MuSF8XCGBJ/lIWTxkDDzjnQQwDAV6Y/07GWsEBtzzrchMqVn1uZ83n0Du51LwOyhW7PyVc9FiRE8+504Sq9repZJV5JYHuPQXFymnADKRuarxyEptEndv0G6TS/CsC8EItfDuy3gTt8zsndYZyrTwUobur/tFPitxOstohuYINFyvwITBgiVetxal6tlATbVkrMpLcphYoTuHliloVueC5rq/3dKU9qV8meSTVYmKk2Lw9GS1pgiJSSd5AVqlnm7GH3WMRejG2MOFGVIq+VnE0fBz1nWEUZN8muOKd5ORrcVNwRnFZNfPc8Yr5OIExuHSztbmjulfjBxpGdU9vEvKXX5cAo6bvDfOcLLhUyyhgBbtYEX24Pz0YfEhe5Lxq10K4G5KtUr+HrZ32/o2AM6uf0T2Pik9t50iMwuLvK/e4L3b7jNKMvwkg2Eyt/jX71os+w4ronw7ei73+tydKgM+goBAAx1JqU1zGmexyW/HT/g3tueLVSeu3anlP5ISVJNnfbFbnbtbNDpoxex+GmvpdfXLbX9Si5pU4UVTXJ7cGfr8UXNcLv9jSV3vrHkAegLdC5YnsrJ//i/+Ej19lAgpBygaJzmNaWDeEp1ul205oJXeFlgEOKUYvOxNCLP/PdEwULC4NdH5o8tLGczo/RK6IB6/YUlHOHUpiTPi5vD4pAkfYDHGGg0+kmzm1WBCfz62N+Ln50+5424yIuZo6+XmJfzQ4+GaPM53jPe8J02+CAgSHuJVw78EbRwUiODkHHxDeY81LUvMj4ifynLjx6E/WnAPXSB3b87mKpMjcCfV/ZcyQalrdDWF1zGnSG+N5hfTfprwRut509vIjnwCyOOjg5psvUKP/3rxXOOdxKAiq2hTq7M0AhGHWiQ7n/xC8zP4xX7EYzR/xleQANJf/Cc1nJARcxxJAYd762IGDckYiFkafQMMK7WbYm0I2bgukCEyigIpF3BaSwL7XvvjUy54i3enN/vpYfy/x/XEiVuySFbxDqqoCrqDRy5wtQ/8dyrUQBTHFbQ77y6LZyjaha7oUWPw8uLWao8y91wuv+qqa6IOHlKFXE5xG9ffjCVotrIKJcuOmz4gsQ/DiFfv1kGPj3MGMwGwaKli6G16vCcsreGwSCuoZwzrGWtbnq7bBUGiQygv5hr/pQeLD2n0RE8m/p9uLT/PQ1pFu5Jgo/jN//c6TyAM8ljjAkRirIqOOMJnbGWZpx+zMRRNIicClCmCGfv1wji2QDYWAle/3rHB3jEfX0OOU3Qc0peQM3W+h3A/tx2EjgxHV+HVmfplSbLd1wDHmjaEz4QC+D7QPu80e//e2qoCO7lEbeNo7IBnx9yV1cMvxCjFal3NGmU2NQcMvy8BCjR3tWBKEDUQQNjPBlHGOC6PzDTK5dR2g0ZrKilR0xxKKqQSuFXajTEgl44USqDU7XWrMFrZUbph0h0OzublX1YvKUb/7YJGF87H3eOoBWRG23AZ9fMqv1Qp6UhO/gW2eGxemkRRkiASC7UOlke2IZxNe8BJBPnX0eHH8fM6fe7qpkxPg2MjMsf38kCkDHkCUS8xDH4VIA3dNMI4wXofNS2JgUxM9T6+IPcPB9lLHH2QYAeB3Hk00VR6hOAWawZoeV/iz+sz0Jyuqvg7hYZ/GDgfj8jkWWr8F+KjRcf+xOUAWRpjYzkjydjZdQ9PcmT8jVXLc+GQzfPKKh2lZoXhSjKaKyCxf1oM6Yo/+fbqSwH9U5jwmBYBDxpiK8Ppmrhx8xKiRZS6mE4/ESkLlRNwQ8ouRKOrejfwa9lcFH8yWOuiCe9+WKg6ZNLd6OtXMgmPGeqPHqZar0Z4sKsrIMAJL5JkUjFJEIwLkoo1uwWOTUHX0OJp0FnBIJ3Gp4Dq6hE9ELtJgtkeG4jHTFY9K3zf/kan18Vpm7Df3zl9ATEUUMdIAaOM4ezbGmgVh6yFiujnWXhlssctEzKgwLE4YfTJ7sHkjmBOwB9WpXJ6IQAEsW5QAnPoeQTq3guTFQQzs5KLsDWAgKKkcJx3ba9p6nV5JqlodPOVxGpRTzo8acggiVm1STwg+3IL2/rUld8e+enQ7LwpHiWcEKkusA3WQccDmzgDo0j9o2mw3h8eWg8jAprjfvuMzI0e1Bmow7UXc/IjuyoRhDlEA63zJIXNLGhzmxB4DGcTefq8TO37i7g+01uI15LjP7NrTdaQj8AXV8sWrCrGPrJXxXD6bwQdxeIF4MDaE/zN5TXejnztz1V/4q4CanICYEiaFgB7urvklMfLHDGElveqoX/WCA6hDFiPJGVU4bHw53h0rWfqSyAQu41pLhK1O1qbFuLCobshyQtYyLYCzaDQapv3jUQPZ5K0lGVpeozagtaODlE48jam/R+b73VOsyFs8HFUqT2vgPU+oc7WfJbJnLbIxo6u/DK0RtzOL15+GwjDmbOEon1ECLDwKgVHQEEY/CvLRayZUXYa2+qFY3VIn2gHcLNMGPlwN6Um69/zNtScN5X3QVvD5OStsyKVjqeVwU3U1ARsKwkqKFPoj7fVMfV7qTOGcFQZpP9M0FeD9kL1qoS7tBBjMY4QSmYwRzenzMU7vNQ4MPG+q8IOH1hM0lj6aBayVxF8ZAA9UiUtogmKXCqopYQpFCLUrKfU12tGZPrGbyzCbXP2Tkn2TQbFAALgn/Z8Yb5xC30TPM3+6VRpjq6kuzx6dDrsw+nioQxhQaruS9nq83QDFJUUYeCoZPkGFyIX1PUW3vxEVX72GNMbX8tBMUTZn4yVFdMAUtBJT2iuezILa2+sJb5Ze/NwdEBtDBW8T86HYiyD081zPKeaWyOYkR3s+LN2ZU02XoRKlTINPQhh5lElwhmCYOpoEphEcdx2ropNJuqHctudADslJR9zfCftq0fAaOZ48GFxEhLFxKoPT1w89Z1IeMpJY3Tjfky5gm+HyGMsfMo990Q5kL4LLIH6pFK6Q4ymEhAY8mAf54onG/OStOvtLTH+f4xJr9HXTZn09ap0b+YDvcV8BMCjRtiFErBdlxnvPZUsMgm1oY/ANHlFLruid0GkqAxeb1b22e3TZR+a/WWC6t8DjC86x6pL2HDLkaNnJRDFgT9y/ty5Z/baJyKyj0safv3XDzJ2QTsNEy5xf02x9LuQpaxTvuXCobhE5pzIvAwwg1p+S4Uo7ADihZoJcL0bSOr99i/HG30hFuhJfKn0BR1wOis6+N5iXgQDhbLuYc21R4Atr8VTPyXvTRVEv/jvcd5s3he/nKaHljmgLnjfCm88jrlh3FR2k5kyx+DqJmazy/LJZ4ACGnKyc3Cq62QtFdf/Nug7XMMGuY0zzbH6N++qKFJc93GzpVScQciNLCl71oftgYeQ/if/OpXfkOqA4qtCJdUD6jxK5urw4tOk06crHTE3EVayyLxcRi1/2olAGfECfKXCmQnzkixjOUJy/rrNwuluUhOwTHfStezzH4192DXKmXWfpYk9iR6PFmrEjb1cnNHe9dFelFvWEj1jLyGo93cITofPWunmN/Ny/1WYgVcqA9Uy/gYBeOkzSUzJfeAqIMA5L8/bvOHs6OSkBr5J2ABa1NQ/0VGvrKsmyt+mIgDzCI51YOQ8xgnXDu636PFx0xT039798mvByTgAE1+qXUz+IKRdf9RbaV68dXT7FC8PS7pRQtTBj/nPYlZAPI1QfGXS8aKWvcUvNvT5UshqZTPz6MkZhLmP+1croNUukd1MdIBYjFUNNKKu5iTB6GX7wI+AfGBui0Wd2J4aO1l4zYluypaiyBeaW+DHUD5VVHXpv5LSS6Fu3qXC9J82nl+p3HVqlOSkig+E8vCLs5iwSzXz6X2IyBBExVCGuXXSwPcdMoL35dUm7T819AQZ7xbaqWmI2JDhvKw110SnXxJUcAnu1glewzR323ayMaS+K0waT8SZqmSyGo383dbvgrEnKHBZviJsypvKJRpdCBqRf71RhZp50QG0U63SWWa6e2h2/7Ljma1QbZnkyNaPzbrXdkGlczkHllH+Oj0l/PSvcxLpr4dpHOVTMz1KgOiSTqiGKERiwzOtdRuRtofoWAhWyIA0hFMV6EU1abQ9TdRyiIjO0UxyoVcG2BUOrqKl/0uywHwaYuvP6jopmfWAWm7XmAisb6XLk2MAUaTtfxh2IvG2/japLo18QlMJ3PWWUpSuJ0SuQsWwqNZmi+JWVWUQ8B1OSIGsKYgAtNXmL0Oop6yd0zIUMrkyjkcy9wyb49UiE51jNzESF8hj6TetnKZ12OxTmk52PaCOpRoJdCMJVkSq3Nvuk5FaAkA9eAmbUXLwKf3IH7+cMQXjq8yaNChBMQhhYhyuoFetxaihoScQlNRKeLQRXCY3QaczLjxTpDHFR27vj0LzN0lCEba8JAjAnTfwUKLEpmQG13QHKresXrzURE34cyaxGA5xZCiM11v5YMWrGwUNXXQoB9OzNk23vnMUHpuhmsSxXaqJZu46ZN1XJM5BUmY4GYOfjXfBINapfcJuMJg7fvEDO6fB+jFYPfWnNeG6Nq91jU6SLiQh2VR0M2F//Ew30KHCuWrP03PEEWCAkeK+QeEDw5I3/xUah/NqjySILenv93ve4mdBTZF+Ns7JRUKdfS35KiCTZgVqT7Mr8fTs09bYXJI8s6e3BLi8rlZhyvi+jOtpIyeOtG2pqUoEGyovSZv9cPshKwL/YOITNittltS2IAvjsrEVTSe/RXpK/RtfN1Z9g37JyLozg8k3jTXtrSPxqmTzlOHgPtPhIIAlc6D9UF5srBf3qsAeGy9aVu6e02WQn0CkVyF8Z1HQ/ErjtnFthSjLzz1dhDHhVOAhf8t9N3ynayCWxTfBHJicft4gq5Px92oo5z34+bWJX7WuPpYTsI3OInREi/G2TcPMByNdzdqxJS8dpglfRhsOLJ5At5AAYaU4+7MKAL3KGYU2xVq8GZQq1pjznHjSkVztYr7jJqV08vL3ne2c8eyxiBw19qIgigICZSan17rY9r0tPoVF6eKCkC37vHSE/d2Uz8eIrx5raUAz0JAVfkVlv9EL752L56OvImXKU/yjPHeVXNUQarlbCPs1OW0cAqSY578ZzIArYOHsPVwDEQTGYNmfsdYdgztsERtCsS/qxvEtj6q/s6QtFvwFV1x0nXRYE/Ck6wOuFOtjbBeSaLNf1E+IZ28hYnv3Csvze6B9M16M4x7pVF7T88anpTX1ch0gYoxvqMFSlJJdYOuwt+R95ttp6Ezyp1OVaoiEPbKb/Cmw+8bGNlW34aRyahokSpXt2iNuH005f21evpycnS6EVvNhXDHY4B+rQaIWBALf5SzjB7sgzFt3+q78bh85ogFZ8q4Sr1mLR0xBFHHYPmw6UwzBGfmt/qe7qymk2v6RGeiGwSX4jU/YomjGUNrvMHgvrQz4UWj5gpzgBy7r8pVlsk0wLaAqhDveEcoKbzbttPND1lVk+ZPMshVjcDNv32amXPG2yr/zy1FNrqatnBQvWujUZNZpggwqvkgadgm9pFNkL9Z7dbV2ZWb6a7A1Ec26L4PdRnySPKTKbiXT7ATCnZlcGMYhhO2yF23NhTpiL70ELTnoAwL+LdeVstc75KqLInroQATD5EroivQpirC9Bp+h9GKkBIciAet8ovXvsEkRaKGFxz1WYxCmLgI6Loi9/yHfyESco/7/zekJpoxvoJ50E15X4PO9J0T1q86O6uo8G8JaVGJhgYaiAFZeDXxYeifSUIRFNMsjHfPWldkYYnlmKEh6zqBq/JrXXu+Wq8uYwFtoCjJCA/6or5DvDTh9BAsu+5zM71bq10Mif943uQOHOFpyW0x5iBUOJOxi6TScGJyxys91k53JCqScIFaGQhvElau8EuqtWQiUOBOCd0/Y56YuA/hQ73QuJFXOe6375hR7MdUwvjyiU2W0LmIfBqvNuvKA3abjDUCNcakiwXm027tuixVizKfuH/2PKIq/S90rdRaJO04C+BpoTnRuJEOT9WBEcYeW3T+TFOAAxdtxLR9KKx8Zm+616qVOn0tHUp+gWZnVDmrX9Nr5VP8DszQ9kNlbDxFE7r582EKhqihMxlsbt4pAx99TL0Q47+OIfetY1NYG4LEBEmAsAvj5DoZSRAzArl1mqJmI4kWiJFGwLmq0MFlY4Bt1yRuBzNJKDXKcZlY6VaN/inSWl3LqmRgItUDoZyH7BSbZPaT57XM81s3KHEGGRoo3+h9W+h4G2izXEDYLp5QDk0vL8n5y50BegSWuO3H31I30JGgzHbBDqcrTYtdzxFhuQ5kTyRPYMCcwX/a6AQewPKrmhWH+CX38GdT8dZmIVBreWBw+XrfGMFhs+1qWEZVaPzxo6j5YdtDmMGIQcrN3l5cGpt/kUV78Q/jBioQFmqdqnyPEXtWLR7WJvLHPctL+KuSgFH1/zS2Y+Aozekn60iWCi9B5l5N4jJdLi5RQ+K8wt8zVaRxAzbPindQbXRsQsMY+lqCAHcuD2sDgZmF6ZjGcuAjJdwyRPZpXDHchA1kk6o6MaGUGK7huuxGogA4uv4RaLNe6lopChYTNAYv4WzeqbgnqRz5e/Bs63LapGedLhNhFFmvUP1B3teKPxnYYBIwN9Qp9GugAyKaOaSRyrv/GiNzYPFJ/7dJ5ODBKThktCct7T7fEP/FOlESy7BxW7OuC2vmZqEg4ynX4fS4Dl5d6WEcDZ68VjUdO2o8Wxj9VPLhG7urC1bOLH9lSnpWywZhV31ch6spelS0WdLyjeh3ki+NAtAmlJrzfSi0HSPcoY6TwMOo0dO0RDWdDyvB1cQsjnZdwhThrCuMBqA9/PbUkuQQeBtJ89RlTGQngmODx2B/hGrOLBizDCMqPxrRApMMuHfeVKpEyJ521FLRenQ6EMC5OgnxoQtprvkoY+O42PElWWwNQPFeWNCUvlWLe4M+AelnLktRXgpmHptuVkQNbRrRABk7ZfdAhHJkOSgjB+djf8Z6WsUQm0mJI1CVYS1DGhteHcHOPrHLwUh81aXua7HJ/lcLzQ0hJw0bkRofJ6+XZ/L1f14pa5CWoV/ZRlRVMdAIiFGjjocWUUAl1k+XUC4Q5DgkFmR1MB5gaZoCvqbnlf8mNnfVw2iTnae9fvJd8NBIHfSW+289ANx1+VsNDt1BMNHGGXw6Yl1i5K+gk93cVKOJTZVf1fGZJI1QRuQPHH9TR8TOoDEgv/1Uf9qTSYn5e5P38WKPkR2uvy0CrYbuOPlxy9lOf8zofgO9ghYE1aX3duq2v2FK3qN/AdVPTFr1v4niv9zwpA2ZGarBUo6B55fS3havwcAcXU8+Bn+PWeRqRhLnzJcHsNFCyuSL0pRZhsPqEJ+fuJX0kILdPp132fuKJqke62KDUuvn2FSOhH4LUyvIEwEVEzm43EVF7QzmdYVFy3sGfyKLi9NlETjqsIoJ76PwBhxmSgop9Mh9NZ8Uhe40vxMXDgm+5jy7mv/i7nx8cIXkYcDxKt1yiFnhLRy+L/pEoLEKTUV1rLWt7p983JA3SqnP83OfOR8XR82A+vwhGeKsgHPTKNqVM3tOmKUu0/Pd+aTzKxgpgeTtownvrj09gex9ijuwxervj9YhZ46AjL8WUsbtkak+mPvCfBvs1/oQr4t2sr3cNa6OrP9dLbVjIh1O4eprf/T+AKTdDcOJHe6v6yMdFBnghiObIAJB4n/M5P3oFJImkIleTTIB9w9HgbdXmjwyTPle/uY2pjL/WXcxyN6Ni45EyPaGPg4Y+mU5aaDscV3nlJUiQoffAoQ8dHGf7mj84rkzKO/KDg6io+bJ8/bXGLNqkQIgaEcQYL1q8+unDUbwnxxQ0BbZy3dpLbRRT53BPxbgl4dI2eiYFhaqsngBalpMbHjJQvx/l/j5r+WRgpqRFiu8QoCRTbb3Er11bM6WX5oI3yVINpTpyxRziwHeqXtWlXXOgGgMIAvJGi8BH63ZhQoVOV1iLvQKaJRRjUR1anYty00TCg/bvxGlBN/pt98t2nb2lmp+s95bA6Wt3pcD52FxXttED4NvnFf4Pj+uA210fW/a/PMcGF8OSTBZVQU+0PgfhYjzRxcosO9OD+4BIXz7OKXdAmSuQwq1kzGxx2RHotT1/8FkZuNChx1LrRYwC9oeru9QLP4gLq08oq984vSiNYoBq8aXpExNNJ5f9vXp584vG3asoDCVXIulmTHBVw4W7Xx7NS5XtyJQ8GtWFoRebVHfCo9CkLDdK9sVnMdsnUsXiuGYo8lXtNL5FcFa5xModcGaj4LVAhO9WmxIzhbKhmXyTL41u17IHc/40YNPH3+zd2OJjvOcdcuSOOcyiuUE+WYVjfM8ej3CM0CnPM97SeNlgsq+3vRtpeEwE7bygJWbbmOwBZM69HjxMOPaGUlFJDxMhEM9TUb8yMEdFHWW97BEUr4hQ5ZVcSadPrBwWaKNCnRNEKgxuwGyB1jcC0cCyqIVq4xHy5af3E/s51ppfASaDRj/zv6hUxF8qtWdHCyU+Hv7KRhyH60Kdhe9gHJU/HsnTx04JD0x9MRT+w7uwT7Tp/x7zQhSAwxnefuEU6CsgsxWVIfsFCKwic8GaEOoU/KxtwjKwYwOSaFdEWmR55OzPkWi4j+Nm84gjPjsAe8bOc6pW6AGvJPO/+PE44PRzGyC9JPJQR/UOm7cZusZad60mrewB/U371X6EXfb79Bx/u5XiymjKUyd/N/EePWuiCWGq1EXntL8keKWiyjrsXDrv7oKsvdoCH04F/EfkwjQF+szoOvGZ7ViSZ91KhcV6TA9KWqdskyfEEb7CeP+mh+uUZZQnR1oybVxw4up3f/+SdsVH4Pp/omMQ0lzdOd9A1Ev81knrlUBWLlxLGQKvizNgS9MIQMW/PMv/ctb0OZt0lx3ld2CUnjpsbx8z/oqq2vQMCubESvbVj4Te/Z46wkrY6JyVem3drFnIRr/CR9XNU0RFzdnmHEPMmuxw/1aikVxPFCc4ewjEcDyp1BZvwhREZgbdFs/h8iQ7ttO1jaWmrJF5QxBf2zpzmZlP+9cyJybne6R70/LpQei8vG7F1PGPujJsq8IJgiNjiNuh0X79dhkKwCn1InNAig48O1Mlh9L1WU0LhcrLeqpw7yxGZsVquLgdo4H12DrszPP4lNbfjE0hLVLdKX81OgdIAGPWx6WqsrplwN7nYJ4gPEDBjIil0sQ/9ZOQFiU96K3g1UrKMT6ylZoFCBifxM1X2PicHInClbFfkJatPAlrQ4NyaajPH72D8Scqtg1e8DJCqT6IwsmmuR8nySayqGPG0j8iNE5Z294kBVZQP740HaSzmyP1uI1hiftm52j0mXIX3QhS2PJBPTV5eQBO1lHD15GkgzA6DK4kvj0E2+kyFsLQet22BlOA1tFgCQWjtqxllmjmo2uZRJrEm+Oj/IqtYp+dibrGD3g4KBcnPDhj+0FrESBTU0vTXz8lC9egsCXZ3KmCHDdTX3RazV2w0m7ZEe/cPXJWYST5xnSvUuQ4e/BeMSGu936+EUKtonNmIsJDh7ACCq9d7CsgXjS6FefuI62i/he8spDgU0hr6amYA5ImUBR6gs0wI73Y3KsucZzwc8FmeoNkUVAvnc2VMJrzHYEuDp4VV0Ais+I4iURT2edpYZL2aFzz0HoxWwGQEvuklewEX2LJwdPttRtj+OKXhjyHH1sJyINVmyaE1CVqmzuOe7aF2rLcDpKXMMXu8U/eokwJXfRw38ZEHP9M8UL03U5Z6CU2FDmliL1liFuXmb7PQRaevwFaKeZm9hTcK3nDse4W/Z0MEXRqWxJZ9C8DkTN2hiQ7j1ftfXcC3Dhiukl3FNvHbcdP9SJl4mwVMrqCLI9LfO7tfUcpP8Aix1D2FGYRPk4dztywMffKfEuCNPzqUQoVP8Fnf1N9eaVll7Rdk0pEs3KT4STcFktjSAGi0iQ/KTG0WoQSYoGGB+xTbuQcQSx2RwYYz+edCP8305rsGBGT0TlFKU9Un0uoq5qE778Gg5tgbQjRS0DY5g8BfkVfQDhjvP7z4Q4kevUXOWLMQ+GVGp1bLiXlMnG/41k2+0BLNss2avOZyvs5eG3jpnGLtkeOJzU8aGR1EimuQM6e83oKa5c+aSXiTQR1ri7rToJmCeJej3srxXbUDQeaYzqrLRuFl9xhLMWkWGggKqAAN8vrvnex+TBoCPVSlqtob/oWMmb0U8fiEmmEO6qxUiqDQhvi7ho5otG5gcQDCFkaxxwl76sgNJiuN2HmgHeij65NVf5eg9adLN+S/kyhQB7LDo352+6G9eWefACLoAqvpzKX6Ote5TeAaDgTFVp6wgsECG0zKuOvCaotdhOyIjX275epENU958urot91N3KH22X/Ao4Vr/WtohJEnOMdHnY6ZSMMOOKGA3cv3i2OC6Ex5fMweeeWLVT8VooZvYXSa35KJxKDSiI7bdzNpmQlMptU2jyjuPLb7/bdCQVCgOScklIqJ0xNSqU9j/IAwWpoXlvsoVl9Mvcret4EvSfYeNgW9kYkYMvHrDEl3rqLtmOBfHE+lVf0V15xGuAk9C6JfE4RyzCev/7e+doXZwn7mC6on60/z7kTjQ2OQPy+rgS9KK3F5Mu787B/S3HRXwMkM7FLz4I/d0K62GxMfUuEGecdLQylId8ayl/3w2gTACRO0o/4sf4teUyY3Jx0pl5ljlpAlqc443yPv6/58cNA6JJJF1+Tq7l3/Hw97oyDw5/qAmxD1ukDqPeWqopftYOLxAaQS2EI0E9Tzvf5BON3jUB/ZAHjW5LA3zbPo4vIZiwMITo8OmDAXxbUsL/c8qZ+cD1PYq8KIo3n2Mvz9BWOO9coAoZgCR5K+h7f5PMYTRgm/H6Y27dzkbAV4zKdCmWgdQaiJwFUQh5S6vtFvEZCACJT9M3DT1w780WUkXQWojwN4ykpt3DOZXzWSoEA8UjfsjOc8hz8Rn/cFqOMlkEUwVWpk0oE5o5HFfgfPvvONnW4u2GpJ06j2+HfkYwC9JelGbtALoab2byhoUPdR4Y0T9BjM7MCTM20xpTd7ZDiACVIQ3tcsKiYVMtklIGWAwfZucm0AGCUJk8L3LU/0tLOpATPepuECs0KUPC1RUAcRF35RWppzN3AACMFA7msIuJauoleNCsxq4+Mjsr4/y870Dqw+HCCBCu/wAQhZAq3WSqB/5uIHoNPhMQ6GIUo7iiB29FW0r5y2daqK8eWAShmNG2jyswHz7izuUHhfF3zaVxEfldbOQxBV2VpftUfaq6nZHkojgPuS7wwOaJLfBph2awQU/mUq2dMBc4WDDOoOUqpuhq/6tDsBVERKRahsbP7SdUkrNhc6jcUf+Ku6MbCPKcWHCsKen/g/R0shG1resXYgFQ1Cqfbvcpg2hBC1uPoaaK7Aus1liXFoYjtX5wB3DzqC3yp5x7FNPr1Ui1e8Gw6sReQuBW846urkg3uGACAP9dTZd+sNVKSfLxREe8Efe2F22DC4T5tDeBr77tlx5RW3eIklsc3aAYk8jcNETMZLxsP7i1T/OqC103glbJi1Lv0LOR5LO270zGQf91DjsmWYuv+07r7/XonUqWIjDttWrKiBafzhs31Mualuo+6TEnM6VarYryVso3zF5nU37Yl+x5SgtMgIPOmjvQyJ+9L5Fs/vYXSHC7QRsb0Y2jlVn/qrQYeAPisuBDr7jBnkMbe767DCq1kRCmMoyPboC/ll4UIRU2wi/7HTkUG7LJWfKqtWVaNgZPRHReAmmuXbc64SZV8WJIhZi1JtDvG80nA2kFFwspZasD1G0xw4L8+bp8ZsnWGs8RQhAG3fm9uE1+5bKHbBtsoRP117iY43KHcVdB7QB22UaBLvnGfQou0jP6r+DDs+v6T5kwvaLnjv1i01sG5vpNpX6LrNhygyUIXlmKJnnFloz7Wo0qLQzmbD0OdBVap6dG/VNlDRKG8oCQQd0KWD/p+/Y7T5IAhdZLwFwJXddSkfchcd+p7s2J0clZreLxJ2LSooV1W7czaP93C7PyOsUCL40SZ/2z0fcnEfU/jPXpqWLzZCZsd3H2x5Lwu2CbIv0yAAZyLkqm+6DX/XBnCZDOrBmwf1C1lDIjOaHMceBRlxZdwCkpwH73HW8kk7E5BYKykPFQwb0DWCsDpcfPzFyOnXJ4IT5eK+D1t8PpCvnBry6nyG8EXx/YF4O6uud0F77u5faJMIdf/G1GNlJfKaUBmAL2xTlJ/Pw61NxO/bLruMtCFX0J0hvY1TMK8wL2qwfpSjamhFz6//9a7p8lw84LvyaU/jn/S4f3NIJ+9j0Ae3H2oyhfiR3tsezCbdDdaJlbuZ1ONmUHywwjNtJAQMkKrB3BAOIVY0nBYD4ieiB3kWgEPaMkSxb7+Ue6RF765fOTNtBV9M6JZedrpyWWKhUIsh9r5LBEV/IK2Z0rGwVouDLRJdPkrepMq+viy3M+z85P6JqZHz60fKFIfR9ZYNJcl269QCudeu2zM6HxiaKijaUMxqufIyZHRCFkkPPNTARGCr1TADS/OPW7FPsUybWiox6FJLV+uLZNwgZmyK3JSjz28KHAuxZ5l9XkIyfSX32dLjIIeUJ9NspVniBa8QcsPGAWV1G9XF6WIV1lD7ksTsnhY0/71qVzluoO3R/2/3EXDFWUDHUYkTDoyWJlNrz8i/yziIgLM7RCy2FwIhgBRjHCaNaT5z/j7HR/2C8jz+JwY/keGuPAjlV2LKlgUH9jaJbYEiXKGyNhJPNLu/o4wh9OvNdvtfmt7Kp1Swc0JspmtESs+bthyM2dav1hkR+kXDxPhohiDJZywwsK41ZrmiVo6D0pmGycNAFp/4nRhNZJI0fs35PhUxpipszxJSAcL0y9RpPVnnAJi6oR0Hyb+4ONXTkmsI1j9n5lcmFYImzPJNd3sW+DaCwoL7uOVd21MFtVgR2N0Ro9GGXwGnJIhapjqmj/uOP9NYmP9fHlRuWG2vt0qTdh3WBZFeQwT+m8yjIy9xEZhbt5LIF5u8hAAJRzYBW1BGknk7/gkcEH/tC4oQ3EuEhTcncbeiwcUJXu9fGkRI83dPlFxLDC8pYak/fccTElb9VbXzR5LD0mSRd3XKcU5g0CTGWPjH4nuWVLLsyDGwyhgwrZVyHn+XkVeIwLn6QqhZXuJ15Isjd6IA1nBEfoBBY2ODMppoTWqYiBQcnscHMWLeen/jr+iWX+DM5n+UNCRCv+e+cP8eUrGVeAN99BJS/YpiylAYzhVWGSqRTCuKyoKIQFlmFOTm+7nqE919I8WxOu5lz1t3TVRIEcX4jL4vZt7k9QqciLn9QVlpbyJpQ0EAAb38FHku2xcsj5Hrak4c79PJs1D7cnAMnuwsGoxZatPFOEI/p4n0R4YpAg7E484nezzzBENbOB/S7NU/EKRdZcsM60lF0G4RfSX6HUqs0nOKLaBYhGm9jg5N9HRqzuI5XhsxekLBoVAiKGZkmU93J/+VQplFWpHDX77L2Y5sEisA0JJw8qRtbC0qSWG8mzWaLsz6nNyk52zBVAYSVQXANiTNiG8kdN4gPE/pNAtnWzkBTGYpVitRRU/8wv0dv9j0VqwDeTDZFXAFZzvQTyYMckfz2p3QcQ9+Wl4GXx+QDq4FI2cG7L018ty22KCP6Y0KWs3d63/sTiR9xHEtnVyH9LRm2PxVz1GuAMqj2c953p8urOH5p/hx0KvQPrp8UPay2QNk1gsSL4ir24Ki17BCiQ3i6lI9yLq9b56GSNeNCtX62FMlLkb0Qn1GkbYeFsBXZp/OU+A9lX1Q7+wySrwAiZorgbUz+s73pPTNtvDliM+KUffBZI9yUnToJ42eeEyYj3feef199pXegBXxbQ/gN0QxSfWbhZ7EC3V6Q92VNydoPfcnZtJXMtt2Kr1HV1B0B/K4q/6gMiy1hyPE0Z7q3WFozhUfwcpjL3yyluD9IZdmWvGMcYYkObHgOJkMfwFiAFaUd6iRCiLGM4uoN1IFKjzvCKamra2K03CcpYcDcMISYZboON2/3r+RdAjBsqriVTZj4l+Dj8zYxLG0LkAWdPKL5FpPf95SYHu0uHCg7Zs2UuTIiQwDi6koKplH9i/xQTFqcq2cm8usAAHWZySa0LeuwKXyyqCxL02vPl3MKHwgbl41OhTxGtqm0PgthZzUy6mScUQKMO07lmCSmOJegvu96lVqgNuQw1TJ1tSwnuZtFd6G9USjaUvXCIegPmO77ywTxIMOIemOz1Bzw7iOlfN4F+v3c74RKY3q3CQipEdKi0H793vg2Y+R3xSUpliIK/HvA8deJxrH93rUdBS+1ZY4uX18NiihU4qiR52MClIRIhYiEBaHXcSQUAbwm9hgSFRVCw/Kq1aUc3ZF3XnrpmQKqFBD7pf9EffTWxV50jw0FC1SoLJoMXcTYnVK8JpIYoGLCf5aTHfeLwuCDXWTIvBUA2YTrgX5SN8K7VELgmgpEonc7piZlhDo3uxuhf4QKokOb9T1Yq1aDj8imBjjvPKECYwOlnwDwKHB1D0De8NXDG/y0lFTdVc2+HOg1max8NmeVJXAP+Xva7Zrv8MAccwgBtyJkcGxEWvCO9YKOIWDWxlBeHV7i7+n16DKephWSVMGP5LUgs/Ey9dbls7zXgQM1cfGJnNtjiQ02hlOLF6tqVbVHrQjrWAUhUP4vym9Ijaa1aY14BWwkAymAxpGVY/5E5c+JgZ8AvuYYm2PRUnRaqXERwzhcwXeej6yDSOC/3r9jiFAKsvvQcbW6gbUGqM9AhIQrGVmbV6ZRBUK5n2U0TDT609HyEh7Td6jTaParLGZh67j4s6tbZ9fgGPTTvuh9Ans0y6MLkxU1HS0kYLY3H62mYWhsvnnqgWFjqQ0OvoR+o0LVpaRnOtK/1eFNNLAeWc/1iydcSEJ9PJc5m9IFbLGc7YLpNVPIwUtmb4Ld9sh+i1UAYRe5yfN81oUSm4OTW1QiFX+/Db60+J0TgzVFTiQ6Rubf8KCQnTh8n1mrcRZpO+hxdFRYeG68RAmxPKSjMTKW0XpSuXQygACEatsDZoLc3d2g8Oh4ukTthxfe3KGtytIRCHEwblpuzxH+z4Ej8vnOpY4NwvzCVsGwupqj07MJ7u3trkOX+xv6xYX6SS8dhCGoV3JckQzR1DYqFQz37ro5lZPXqE/5nnQgtHCx+wGXLC3nPUZSAku5Lad6rRxwrhlqnS7g6muOHWzue0OIsvLAGCVZiew4zORd9eyWfWzwtIrkhf1P5zHB/6E/qqFbuMFntWkr5dIpHYeGdOsJPkJE/G//b5oC87ugybpq04BKq0WxDjSZWJf66Zj4XDwz70Tis3j5Lu10vnTQ+Kt55qJsAlduHTuZF0qok/vknJE4GarRrRN7eifhoBaPGLhNp4HMmksZjghEQGt09PemYt1xtFddS7suSuTuncIg+PPw250pl9RQPy3wvK5K5sF9LQFsWn4TO9V67PnOL3jtLYHBgABF5hH90XeoPF6Z+R14ldW0TJGQwGRUaxehM7HAOy8lJv1X2xe77ridijoI2q0axe/I4XCP28paJ+h+JctTjziN6plHll/4BzPyu95karjXuEokXsoICogs5VqpaYGvTn0PO4aNN13r3hgjlOAJxHY5UrvEnYpQOYS7N5curaNn5Hkcja1nT0ZG5oOUU7pUY/H4LYZ7xC2zi8YLmhnnwJNfwML03PMU+rcNB/UgFn0wcR7KK5qByPUMkU/zP1NYaRaPWWLkJ/oMvqw1fbPyB7hJ0s7ZClkOGgJUV3dGXcpL3x7JtMLAlwbstyOZVU/L29g2b1YS+dSgEeZnyEr/5sv6T7Cj4fvbReqhCMwGTlwfhP1S8FBO/VVw0Dnl4WsDp7DfapyFaXabKFzhgfnptBT1GQcVVNrbLXgqnzJiZEAHWPH4FbaHESpgLBvdfR5maJFPwv9VNLBs0f+pBzeewuuDdjk6xYcHyGdquv7FAYfgIycd8ekL5hcVHIVuIe2kjwNeYlAqyIq8NdhQd9f1e3mtBFY74HrCq5Qf1AEoeDQSPFFLjtfVUOM5JXC6qNVQddxMSpse6a+pX9aDpq/+2sViHyQ0RLjPGBdCdGu+Gu6Wlz//rLT6ntnaEtbh+9X/8xKsGgOu45aDNgnwyBg3tfaCOlB3MQpiBHMB97d5cez5WYQABP5ol4uZZso9otiW4+jL4Eqi2K4O6cG4J6sLhtS1C7vHACkpo4wY6QJVcXVaW6ln34UIDfgU3HG6Dg14f6bW0cipZEhf05weGZYnhJKvCTxx+//a+hL5uPppN1nfbN6CuaikZwTAqVOQlnPwO8KQ5UTrEgAVJVenLrQVlnyrrpm5rsJFzK15UecIiokzrUlc8ZQVBdFtd5/C3lLtOh7EaimSFO8UzAvUGvDUMp6oFgLIE6GJubmn7ViQjEo85U40MyhZww0lLffC4YaDpOSJVmkadnXsJtt34OwgHAAUPML6VMaKHtyIQMav7qtweF0C4TdasGZOSqD+Yf1YsP3+7ZxoYD8sfO6hvVZuDNRYHpZoVyE/sWi1yj91hAtetXz7ECCbfjGZOzVQStJvWPRV/3aqsBB5/H8/eggtwpod7n5w1UaMIOfoIKsrB/0NvfaAABoHR1gDxp8hKVwh5WzK5J7dBWSXCiEiAj9XwN0RgGaZWmnjoKytvP4Di5EsrDcvAX5XgUmQ7plNbl+IxayqYJHG1I7dhbl9e/CCG0dwXBJ0mIUfmstgAAAGPP6XhA31YtjGRWX4ibJtwLmcrYf2dSMAAAACMOuaKygzR66kiwIEyQHz7QAAA8RVQqJ2Sj8g6/IMz6hZa0AAAD52JZ3DzxyLh1PtiX99/tVMNe5m9sFL6CpwVwc4mtjxSJGPAQTNy/VDyMB3Mxi6XxN7tgVctTwCWBTCHi7ag8xqal4BGaU3SUvakRulZ732aBKfAWaoZadT6+A11a70ahg/sR+IvSol5VxTlEztpz/UH7IJGzK/31YRdwAqUmg2X3SJXWBJ++CCJ4z1is40Uejfzi8C3DosH8Gu2VOfw3atZmsrxQJuKOQgFD6sf13WL2pLsLcRzW7RJZlwtptS+Y9R6CFGLl/qCSGgNI9yghie2tQ2GX8HWGgRYW2EATwmzKy82cfVuW4xNrKGZU7gC2PRQE4SmVgPnu6VbSOkZMygMZg91Ke1cSc/RiQIJaT/9kp3n+hhiXpKH4I8DzCzxgllKTg4Kvr28+emdSPJE8ZH9hpjVSNFNXBw/LWTUAkivN3dgs3iP+K+1xaM4smpbwRI+ytV93p13jaIICDIIcRu39MLPgMY4kdljlCFuIiYZ+3qQLBYhmi6QMHyHVFTcXiQkWPumzifvKRsCPZ1YZ3C0l86KZy4nzhxahkEDh+rTaWBT6OzDS1T8X+qoNVEHGSeoVoUZ9+wawTu6PVHm3VV/h00703FdPgEwAAAVYvajC5VfQHuEN4+tM3H/MtDJDrmizpBLTOChFUbngx6YDkDA1Sg1p9zNkD7xyPlRy1Zg0GBYtLqL/k2OGsHOA2UOYBpf98TCaZPZEKvVBlv/eHlh1e01I5bL27LtfOEa/QR8HuUGXJToEBPjjEvrNDArsYQzLG6I70tI7YtIc4G6jm6AWGVQ8I7J6Qtwh8j+5kv2rto1gE7Pt8rjE3zfxonbY7Grw7iTN22zc+60JiQ4G4FBfNuKYFjGe2wqPAO/7VoO1FHbpEp04JljyWlyHzI7AWTCkhUtLFDcRhL2JohqTcndkTyLr7m3q4RMNoPhZTkOYC5AhfN1VHwSNei0KFvfOdMh+/xFAx6e0yDgE3plGBuYwznR6QJeavHQFj4Om8U3KtoPvCCezguje5FV/ELE/Rwpou7RRHwq1vACl6YKrX761cuIGrwFYb56kurwS9KQGKfSZXqfNZ4CH9bu3dXrH3sE4WeIxpjY49ToM00XsZtBvWIexBrVffQsq3SBck0CZ/bewalBmLus4U8H1dE04aMAKsOWJcCIvOslSmX7zl955jbr3KNx/MX1n+oF4Ot4A/m8SAR/eyD8zpfaIKzOLRd0Xiumte3bbibTjHELNN4vIXWBT5z7+IPElKGewjbZakKcNFyv7h7fsD6g8SzwCT/l5BC4Xq9Ptfkw9QNtHC6ARVmj5mmuIIqAihE25GTjM864NubGI0IXCZBfOdHy3Q2wV88ByFutJBsyKFcRZKtGeg9ev30OwICKDGMuu37HA9pcc4zixoqa+Bku8zkMYWG8l6xbEFmano7UtE72IMQigAAAAL2ef1Jhi9Ti9Z6dcXVHKT9gT+pk4z0+/m+kbB9rGqlT9NEqHhujP59XaLB/tJLqur9J5fftYibcILSONE8oKJ/rz6lakAX+TAn1vK7NH+ah9om+E8SHrYZXvQkt3I0isphBm1kkb0zUGAa526YXbD+JBYDVMk3iu+crhOgwUr4Q9Yzg4rQW3zdWGj4zfTKY2EC4etBmdmBPn6GUyx0ESjBCIuAcT+vlh2HuYSfBXm0kZRwBWVH78ZavsJd/P1QMPP7xRoWRZcgmMyEICyVqeC6Wr+BR6RTp2l7CRhzsaUNvzAAWrytu+ZkUfLVj5cD6BP0NeipS2LLEaMRsFiVKhzgEL5b4liz3AKQ4v3Jnmq53Ol2C5JaahZeAT6kENQt6WUpADLCCAAAAuIiJgAAAAAAAqAsW0k+Z/8t/z/UR9BeNVPoLCMigAXiyDDMAAWE1QIM4KAAA8P3hwYWNrZXQgYmVnaW49Iu+7vyIgaWQ9Ilc1TTBNcENlaGlIenJlU3pOVGN6a2M5ZCI/PiA8eDp4bXBtZXRhIHhtbG5zOng9ImFkb2JlOm5zOm1ldGEvIiB4OnhtcHRrPSJBZG9iZSBYTVAgQ29yZSAxMC4wLWMwMDAgMjUuRy5kMjBlNDY2LCAyMDI1LzEyLzA4LTIwOjUwOjIxICAgICAgICAiPiA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPiA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIiB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iIHhtbG5zOmRjPSJodHRwOi8vcHVybC5vcmcvZGMvZWxlbWVudHMvMS4xLyIgeG1sbnM6cGhvdG9zaG9wPSJodHRwOi8vbnMuYWRvYmUuY29tL3Bob3Rvc2hvcC8xLjAvIiB4bWxuczp4bXBNTT0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL21tLyIgeG1sbnM6c3RFdnQ9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZUV2ZW50IyIgeG1sbnM6c3RSZWY9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZVJlZiMiIHhtbG5zOnRpZmY9Imh0dHA6Ly9ucy5hZG9iZS5jb20vdGlmZi8xLjAvIiB4bWxuczpleGlmPSJodHRwOi8vbnMuYWRvYmUuY29tL2V4aWYvMS4wLyIgeG1wOkNyZWF0b3JUb29sPSJBZG9iZSBQaG90b3Nob3AgMjYuMTAgKFdpbmRvd3MpIiB4bXA6Q3JlYXRlRGF0ZT0iMjAyNS0wOS0yMlQxNjowODo0NCswNTozMCIgeG1wOk1vZGlmeURhdGU9IjIwMjYtMDQtMDlUMTM6MzY6MzErMDU6MzAiIHhtcDpNZXRhZGF0YURhdGU9IjIwMjYtMDQtMDlUMTM6MzY6MzErMDU6MzAiIGRjOmZvcm1hdD0iaW1hZ2UvcG5nIiBwaG90b3Nob3A6Q29sb3JNb2RlPSIzIiB4bXBNTTpJbnN0YW5jZUlEPSJ4bXAuaWlkOjAwNGY1MjFlLTg2YWItNDk0Ni1iN2M5LTgxNWY2Y2ZmYWY4MCIgeG1wTU06RG9jdW1lbnRJRD0iYWRvYmU6ZG9jaWQ6cGhvdG9zaG9wOmNlZjYzYzVhLTg2OWMtNDE0YS05ZjdjLTA5YjVlNzNhNmM4NSIgeG1wTU06T3JpZ2luYWxEb2N1bWVudElEPSJ4bXAuZGlkOmQ4OTA3Mzc3LWRhMDUtMzg0YS1hZDY3LTczZGRjZjI4OTJmNCIgdGlmZjpPcmllbnRhdGlvbj0iMSIgdGlmZjpYUmVzb2x1dGlvbj0iMTUwMDAwMC8xMDAwMCIgdGlmZjpZUmVzb2x1dGlvbj0iMTUwMDAwMC8xMDAwMCIgdGlmZjpSZXNvbHV0aW9uVW5pdD0iMiIgZXhpZjpDb2xvclNwYWNlPSI2NTUzNSIgZXhpZjpQaXhlbFhEaW1lbnNpb249IjkwNiIgZXhpZjpQaXhlbFlEaW1lbnNpb249IjgxMiI+IDx4bXBNTTpIaXN0b3J5PiA8cmRmOlNlcT4gPHJkZjpsaSBzdEV2dDphY3Rpb249ImNyZWF0ZWQiIHN0RXZ0Omluc3RhbmNlSUQ9InhtcC5paWQ6ZDg5MDczNzctZGEwNS0zODRhLWFkNjctNzNkZGNmMjg5MmY0IiBzdEV2dDp3aGVuPSIyMDI1LTA5LTIyVDE2OjA4OjQ0KzA1OjMwIiBzdEV2dDpzb2Z0d2FyZUFnZW50PSJBZG9iZSBQaG90b3Nob3AgMjYuMTAgKFdpbmRvd3MpIi8+IDxyZGY6bGkgc3RFdnQ6YWN0aW9uPSJjb252ZXJ0ZWQiIHN0RXZ0OnBhcmFtZXRlcnM9ImZyb20gaW1hZ2UvcG5nIHRvIGFwcGxpY2F0aW9uL3ZuZC5hZG9iZS5waG90b3Nob3AiLz4gPHJkZjpsaSBzdEV2dDphY3Rpb249InNhdmVkIiBzdEV2dDppbnN0YW5jZUlEPSJ4bXAuaWlkOjAzNzhjOWQ5LTA2NTAtYTM0My1hZDQ4LThkMTQxMDNjNTllMyIgc3RFdnQ6d2hlbj0iMjAyNS0wOS0yMlQxNjoxODo0NyswNTozMCIgc3RFdnQ6c29mdHdhcmVBZ2VudD0iQWRvYmUgUGhvdG9zaG9wIDI2LjEwIChXaW5kb3dzKSIgc3RFdnQ6Y2hhbmdlZD0iLyIvPiA8cmRmOmxpIHN0RXZ0OmFjdGlvbj0ic2F2ZWQiIHN0RXZ0Omluc3RhbmNlSUQ9InhtcC5paWQ6NzQ3M2QyMDUtZDJmYy1lZjQxLTkyZTAtYWY3Y2I0YmQzNDI1IiBzdEV2dDp3aGVuPSIyMDI2LTA0LTA5VDEzOjM2OjMxKzA1OjMwIiBzdEV2dDpzb2Z0d2FyZUFnZW50PSJBZG9iZSBQaG90b3Nob3AgMjcuNSAoV2luZG93cykiIHN0RXZ0OmNoYW5nZWQ9Ii8iLz4gPHJkZjpsaSBzdEV2dDphY3Rpb249ImNvbnZlcnRlZCIgc3RFdnQ6cGFyYW1ldGVycz0iZnJvbSBhcHBsaWNhdGlvbi92bmQuYWRvYmUucGhvdG9zaG9wIHRvIGltYWdlL3BuZyIvPiA8cmRmOmxpIHN0RXZ0OmFjdGlvbj0iZGVyaXZlZCIgc3RFdnQ6cGFyYW1ldGVycz0iY29udmVydGVkIGZyb20gYXBwbGljYXRpb24vdm5kLmFkb2JlLnBob3Rvc2hvcCB0byBpbWFnZS9wbmciLz4gPHJkZjpsaSBzdEV2dDphY3Rpb249InNhdmVkIiBzdEV2dDppbnN0YW5jZUlEPSJ4bXAuaWlkOjAwNGY1MjFlLTg2YWItNDk0Ni1iN2M5LTgxNWY2Y2ZmYWY4MCIgc3RFdnQ6d2hlbj0iMjAyNi0wNC0wOVQxMzozNjozMSswNTozMCIgc3RFdnQ6c29mdHdhcmVBZ2VudD0iQWRvYmUgUGhvdG9zaG9wIDI3LjUgKFdpbmRvd3MpIiBzdEV2dDpjaGFuZ2VkPSIvIi8+IDwvcmRmOlNlcT4gPC94bXBNTTpIaXN0b3J5PiA8eG1wTU06RGVyaXZlZEZyb20gc3RSZWY6aW5zdGFuY2VJRD0ieG1wLmlpZDo3NDczZDIwNS1kMmZjLWVmNDEtOTJlMC1hZjdjYjRiZDM0MjUiIHN0UmVmOmRvY3VtZW50SUQ9ImFkb2JlOmRvY2lkOnBob3Rvc2hvcDplYmMxYjAxMy1hZDM5LTE1NGYtODJhMi1mMDY2ZTRhYjEzMjEiIHN0UmVmOm9yaWdpbmFsRG9jdW1lbnRJRD0ieG1wLmRpZDpkODkwNzM3Ny1kYTA1LTM4NGEtYWQ2Ny03M2RkY2YyODkyZjQiLz4gPC9yZGY6RGVzY3JpcHRpb24+IDwvcmRmOlJERj4gPC94OnhtcG1ldGE+IDw/eHBhY2tldCBlbmQ9InIiPz4=)

**Figure: Bottom view of the IFP mezzanine board**

## Cables and connectors

The following table lists the cables and connectors included in the Dragonwing IQ-9075 EVK IFP. Connect these cables and connectors to flash the software and capture the logs.

Cables and connectors for Dragonwing IQ-9075 EVK IFP

| Cable | Description | Connection |
| --- | --- | --- |
| Power adapter | Required for power supply | Connect to the JPWR connector |
| USB-A to USB-C | Required for EDL mode and fastboot flash | Connect to the USB0 (ADB) port and host computer |
| USB-A to micro-USB | Required for UART console logs | Connect to the debug port and host computer |

The following figure shows the DIP switch settings. Slide the switch up to turn it on.

![DIP switch settings showing the on position with the switch slid upward](data:image/png;base64,UklGRlQjAABXRUJQVlA4WAoAAAAQAAAAzAEA9wAAQUxQSJ0AAAABcFzbttLcEdIK/9cKxNMLiy60j7hrA3d0ImICJKkox/PLu+ehLPQ3WT5eDn5sc0lJ83Jxm0irl4+XCncj3UP1cnI1Wmm8WOnywv/4H//jf/yP//E//sf/+B//43/8j//xP/7H//gf/+N//I//8T/+x//43+AXK+1GK3WVlep4N9I9amWklZQ0NmoTScnyYaHHNtffUE9X8+y7OkoSAFZQOCCQIgAA0K8AnQEqzQH4AD8BeLFSqyelK6kzqzFwIAlN3iyblEncAyCUYF9g/hkWvt3Nr25fR+Pf713yP+v63f7Z6RfSG/tvol+4D3jPOG35n+sVCXLu5p43Os+dZfX+F8FuyR/i+A8w53XzFPcXAP/6PT37Qf9fY9/UPYU/pX+K9JzUmymHSVULVNTF1gBehePn4kxOdmoEmDkNk/0B2PUbrljqs4m9XQXV4qm6yW1SnATWFzZKLiSFIF/x5/WfCLagE1qYeabUGMG7EteZU5WHx16dNPtNSA+zv/5/9ugjpoElK3+RSE8xkMYlak6ePfFFq+dVSGZb3IGuhPosU2jWcmqwIhS4jUrI/0G5YMTU3yQyE/mi5qtpJKRQGSy7lAYUfnuZB0Upi1vXdBgpIL6PAo9rkycyXAtm8f8uZL7/xoGt/qqgpNSZKxpq9kwpf3yApyc889It2NKfCY8w7Hz4EwJADv74zJbpMsaflYO0nmUDHUcL/XGHv/N+0zTTVG4hP5K7yTqOk1BEQjUHL6FR3ABVXY1U8b37Y92+xUNycneFvV3QYe4tt37LalsF6yfeQVfyqeOTW0HJdQOzXF06kQXt/pjHhya9k1Ltrw8B5SH+l1Ug28/DLIUNeuhFe5BGMhigb8yLbM33Mg6Iny91YQmLX7DVNW3EvP1/i2U8BQDlj3raDmLBKcXRQUqiT5OFRa9ZxwNBOHSob8pB8ccQDgqJic2/y2eiRODgN0g0RuR5Tl9cN9HVjwzfw/B8rFAHe+bt69OwiGtaLnRUVJD3bakiiDrULhRGDdh1AB/iin5puzSjouZvbUf4wCd6Uy2VAe6ftUfA6SN/eoNTXh9qhvyIJAyDXrOuaoV6PBRzLlCCM4lystjrrWYx0NNZ4VMooifXNzDtnkmvubk8+MS4IiBoGUfyTkZA/Cc5xRcFwR5KT6t5eirpiLoTBIaDzxUeqSVNBMwgyiS4H3haKWyeenn/njtsJbDRsnBDWizh19ji5d6H7feKPK42ZVnhPTkznZL1D28D8IGuDnthJtHhPZ/IcwZksOeFyQE6Zr0jPqVePIkXLTvUga7l9hZHoW2siMiUML1jRaSfFNKq/C7YdgRWFRje3BbBwK8WT0772LQIvoFpvrZjrcTCKl1v4/9YluEPV7oQ5SkFZbL/qHoMgGC1UCdRz0Ql5Koe8HsKOzNcg2fmj+7mBxHa/QkkI+ljM+jr1Ucd+mvs2dBDPpmql99aoSONsG/YkO4b5FV4tIZgXW/wFiJSgKJXgaSjwE2QFXdFcP7vz0TkP/eflo7Oxps033z/tJv8GoP8SCdnotVWFN4m1teqqW5Xb97liwiR/B0cd0hVDk0r4oq6CbwA5Tnybfz5wthxlb7nemyagzSUbByyADwObevyuXCT8rTSu5LqyTCyAVNCNE7qttif/twiIdjxgZb6jKgLuV/+O+ppwn0zX6+SAIK01eI5GAALTyTqOoApeofBdoGrQ3j7Nowi8C4o8U4vpPxoXnTjKo58Dd+9tLomRWKYxOtM72xVKXuNwiFQHeuFcu41UHkYAWpgk3V5k3XClroFqoVISyEVF5NRtDN6Fp5J1HTxNWWrXVKA21zwcKVfrEUc2K5MQgq9ynTFeVoo2nVIhbcdXtpEg6Xr2JsUI6kR4hcxA8hZ8RgSPcyiTJ4bsS161x3V2r583TbLX0bpMj5a1fSk8Mqk4dmMzMzJiTFL4+5kHUSZKHJJwFvVOwDT2hq1uzz2VdEHmCeVdVwj69+ktCuc4CoJ6dkWr+FSYpfH3Mg6iVZPeui5Zs1lpGkK/xI2HAbnj3PGLE3UYdplEsdemb5fnu3IVyC1Pxvu43PNVGFbmzq0cHJ5ShiUusALLy0GdWcfImq9FMzlNYcKdgAA/veSyXZlzHhRClgH6Ahem3+jDnuBx/AjZZBpnE1IXapbHeRBh+fiGd7lKnuQczGBIQaEysUnbIeVSl8vkSCWrR1MTUOW65G80InQR1rBYwpP00FKe4g79P/JTxXgn1fuA3DMTfwaZD8HjMhg+Wbc/sfMl64DwkYFx2liPvKcZAK3bUv400Btk5kEKqEbRzsNh2sQ+JDuuKzuZ0cbbie4lDUriRuZ4Rjfzy7yzvXDM9m748f1YBFmevlAkUbEW8xe59+jfomQvGnCCr60TokexvdGfO94w+NVsvvDK6VwVp1CgASPIPsmuUO8/iojVybC+quu3b5Qwrsu1Q7Ph0tEEmUKfpMAArflFV81E/zv39uwpYevwhf2YLS21a0X47/eQi8q6CLIDxXNEA1esqpJBKl8ZFC7lL7BAZ5r+Op8amPjIMPGGVdPKWPViiR2gU8z6P1OCn6QDW/F/8v+aLjGyJQCXn2aufDoIqvQQ+ez1HEqfdECzASZRUA6JJeBDJNzHvSQS4si4iVahBANE6y0ICnLXGDqBeU8HoJD6mfCn9BRCUTWqPDd69e8csCmiiAPrPFZcWVT/CHdogx5w5syQew9D7o8SEsXt2atBfjVLh7hN+f0eQcL0hWOVSYqQWtbXJJeF8rQLgA97lnVA+oe/twRvafNTfYJVqeihXkhniBbTEc0QaKoD+6koJEEMLE2OTGVquiHCoXa3m6poVHmMnDNMFKpmWCcPauMZdiHoK8W7jGz5sHPoUn6yzExqg3eCboPfAwYVA8sJP5gCVonEJ3XDRa/QEVN8Bwgol6HM22E2Q7TfUUMiZ+7k9j6ktuiwJTNC+oTIXnpZFlE5tdOjVzmuG2rvRg1FNfYYkCaY3VCHgxE/5AdBsF8X/308ANvY8oECt+y6pP2Xe/CsLxP72RAVj7RtxzcsQHpFZWbOSaoOZCmhb7J3BqLexQr1qeXkE90FjckIL49u7Mj2CmGVAtRdJVxfPIBjDTgFMl7KcpdJZtLOrL0QsGDYLuaVaLxjtMVy/IqnnpzKEs87TSnKsP40kZsn89tk7UpKmDHio3ElXMljcG/psbGDlHZ9FZkvndUfAHpV/G9GBtSyuM6cyejlzht1HKFCkx2wnE53uqe3ulMQ9B5rUCrCWKxk3VOqjzkuRA2xYblwyaJ4ZDV0WIMZAvRWbYPuBOOLMw1RXgHr8zGth1SGR9DN3NT1eRQfiPIH83kSWnl8ia5xWFtjIkEnh0fmh/3deoY8gy6P9Sho4sPPPylU7X+lttVfBp3Bj7E9hCBqty/VGL2KUiqFdSgPNfYe5sHkh37rZZQ2Kc5cF2xLMebGpbh7fp1xdz5UomC97wFruep+PUmoXWAJepjvvfixGGFWHk827whNqowD/x1kNZRh3+IvW6XRKKIQxKTE2IvglmGAcqkGTCcGXBNMe7m//5Nb3V/9Hf1nW8FFhMcmoko7uDr/q5URKl0jVjeYhiKVJayj1LVqg9KokjMXLRQVFGTxWq1M3POyU0G4P9zV6Ya9e3cdOulb15+0bWanBlrpej3+V6wVMYf2/hDjoJU/vP+0yDCHTsp4rixFH7s98xuJUM1767sRzbzQURFXc+hdA6XvcMYw+ssGbNGTE9VESBZEOjBgAE9EHs+7Q3/6Asbkyr7ChBK/vL6TlkS14T6gEdPdMWfVBb9NQjyz1aGLFkDP515ERaoN2swpNZqUVTSbAV/RyO4FQpVu96ata6B1rv57NP/lIG92nqrLS09kkav/D0G13p4Yh0KEhl9L2IKdgFZunOD0qIJ88p0qPo7LmtEI6nyV7lVFMBz8YUwXrl4j4aWn6J+OCDmOSilP4KDUJ+XpUA5by+irT1oolR+vAxNlGoUDApLs1KNSmVX5BJ4sEH+bNtjhOhUezO+fgofwgeILmcu1US3Uv/XH8Bik/jQW+fV1cObHRzaTo4SmLSjgR+TpYsTlwB/gNjKjgbAYWsdYaDRvWo9KNr9uY4L85v2fDeVgdvVLrA7CTpowWkszLywDJPLi1WQEOMmN7ubzPBCpS3p1hixJy8GKjuR4pGtQk55SvkA0QpkrEs9jxusyvDhJr9tJU9ljgO5EmiFiOOMgeXnsujzwc3JpH76gddYbhgKZS8y0KxmljSDt4GzbG4lfteHdiMQoitPGzCz/w1h7wtkzCCsMoDP8pmPnA/iv2n/bGY2kkQhA69tU/qSygTFS8DHTLn4lj8vL/SRmeRQM7zvgItV97JAeUaGIbCq8yEQWarVDlZBmmaf20V5f7Dc9iDZvAn8tuldcCny+j2viXhM685DBjTOGl+lp+7VAk2vJCerePJ34POUrNrJ0FKfQjueCWdHMS6HwwPOj671QZTCoSOsrkNlewnpF9x5oAKz71QgH1qsdjOvhPagVCo4sv6C4K4KVoOHe2gUiTRLbO6Nb2zPG/BDI2/6Ik+G576J1XlOauBG12QcOEJQ/amLpYtw39OUMnKXwwJr/wstpwoWaPyjmub98266uxojfECPncOEflmQUjGQAMyRx/Rn9LXy/f5yqO9QFmM5YGKANQ0e9Tz6zwzcrRA+eZ59yU9lJCCSTrnrajo2HADKYzaTPOoVZS0CJVoIujgAOaWGKc8C+Y6LILVTXiWR/rwf4w/XAfMNJs4jQXmvp6RlHvwXvkZ33M8R3/9iOY8NE8HxoFHAL+3TWB2RDaii0b58WU8EUY4s3N7iZni0CkGV2SoeZVt/37CkVc91OMHP3yR7HwYcv0HAMZZIeGI43IHZF8v57EMePvg2PplQLiB1SZyuQAzYBsT16GWSGodH8UhCouRY3NZR2FKiS4rX+/H5BVD647I3+zDX+crtSnR0KaVJL7WujPNCaoaSW7Bv8TTsQTCTONmoQVljmTI11/S8v25qqGsLDCmM0DZaabrXtWRtcr/sNqTAeOPzeTQRFzsEeelVxhVxR98jFmimrN/7INn+BtzzomWUanDDM3p7UPmVGFzgkz1LLgFJH+7vq1H+Ci1qVQn40VsZXtIKIC0wgAo/IOS+OutT4j5pu6yH/o67btEQRu9sPu6gAei3JEIh2rewibwk7mfYvGB7te8u/y315QCFA7ZZA9JwkyL7zB5IUWS87VAW96ilsXRRBBWibCeL84zB+uLst4PudBbSgcNzDQ4DtUqf1XTvX3WwsfLzH6/YfKFWIsHkeept89kVX4hhRUCmXlUO4K4UE/83UKuORYh1cYBeC38ruQ4joKPNAVi4fx+yuKdZBM5Md6rRYfQA5v+FwFfA3iNMJaLgyYwuuFhu/cAKUOaeAQXFqq5BFoOkPUrnM0DhfVY1jMiMwh1nvQu+ZfbEnIVH0ixI6IkCoalgb/nhmtzmxps4nARGKbr0pfjUaBQa3kOFc9qBL0wgiY22X+4sq1o57hjWQKN5XTlx1DCAARFoMzps1np/VXMtY5BzOpaZ7PH9wMg6RcvFF7TVJqOBrLvJIPvpt2+4Xgst4CVGiSRnAWn4TMcLrJ3qY+lS7/5y4vWVXMOfvXs9fbgCwbnOTKTbJe3pbxDgPzXGVyKxLAmM48xzuCJT11mAf9aeJa9AihePV54OWdi81kOvdkiIgyyLz/RgddORSB9sd59AfXZXxyoj5Avm9IU6ubrTP24tFSYKBbSJjXOiwvxzDkSG5lfA/VVXzb/nUocr76cBdvWCzZg78D+LlVke6XiGKppqVUcWHR5Ao1q7g+d7f4rjQUmFSuotSEiF1BndijLenvZ51mgml3xxhr1JLLEe23edhooBrxkmthnZF07btYFle33GC3PDlUL4z5erLPOtQT7QACARhJ+LGwAEfp1OLyTK5G8r+/Jv/oftOCy8BGslMy6YOSfZMimHF7/If5WCQTKcOb2J+cIHi28Swb3oKECZxPyX9xYmf3qZksfJmgBmffdIz/C4ILoRiYF/5InGo3rq0bcWT6poAhIOGRreTjRKqs6ktZg53sA2PtwSUYKLfdv2QDWS5vlVNTxC7NlHM3HE//eKQGlrt1D5Fn7bLHMqIbqST5ntpRvanJyqT/8v7HG+hXA/lMu/6LPXQ3Xd+/ZqZzyUYlL9H+9ZHH59w3LHOYmiAe/8XUWDOM401XdRGz7mQbZ4bd1mNYapPrPj6pn5vXMH5JAIH6O0aj0Rt0uy0xdGcK5r9cR2fStoQuduMqmvGb3e5eeqGHdHanBhmZlHFhId9MQyYxjYuIcqt4uUbjo6QW4RjxIx02/hqU13ZHHe0xlnyRtZ2L9p98BS0I8O5Zp1tt+cv+yFlNVXfE5BgpU96Lo7HTVQaDjW0diXzH7Gevk4cpQ3mLYglUCF4gcpdPH67ItDTh7s5wfb92JX3PVNjZUkAduSYeVyRGVHb7ehzVfs5jNrWVMPu/C25/XZEwkQvN07lho66Mev1Q6YM0KgVxEiSxPu9if+vjC23p1mJ5NSHYPnQQy0E8UqJ/+G2N6NTP21B6pqhuqoE8kJtNLbZy2he6VAp4v8yfslcOXdRSm+rMB+oqnmNaVNFTdjluSCBbglXjlbm3cnBENzpcq6f+E1ievdmgrK0QX6Wr4z8/nC81bzFsQwppX4EiKoQoDMwKgclkPlPdIeZP+m/jnUqZgzZVP0sHK43Tkj0je5NgzlLbQ2hBjINdjztmOx53jkldUkGZH6DHXz0ZEuCaKAzVZqiftr76lm6OCJIZJq7ZTTLCsaP0z/j88rfYYxUy9eoNJW1XvCZt8Ai8CUTksHdgOiCcnmHGQTKAXE/YiCYuDsbKfcmKjiNg+lKaCkKrt1z5wihmwsyU6be50J14gkVdhIex42R511VHvnNg+AUIVsqXE/C7cEFbR9AhwOpy1Le6xNTki9/YOO+RAWVo9jpCH5E2BXFdb1bTMLFBI1pw9uuzFNhTO4vPAXtOJg+Waj0Sh4GR4tOe0FFjhzfbVhtm4lM8CylUCgxAHFv4BhcIn8+imGQPHW2cvPhMu62FyPLXGUk6tpNiSmam40V5ds2rGyN5u7uaQFzphLFhniHsZckLFb3WLxwHuQfmSgVXa2JNOweMeXFH/c0X7uuQ9WA1ahywHJeNPrwx67Wu8D63obudlcv2/UeCBPVqvv/wGco4ps4zRCL+0PaKaHmmQROAdpHMNV0qoUDpxMw7TaJ5rk8VrEKV0Et6Go5BXtrzxYrNXtH5EaUNwbi5JSkAqtoL1Fp05iCuaIvIuGZbhvPPuWudzOsZ/oyHnueGJATTfP9d8P5V3IavtJhMrXEdh0RQIC6JbTCuU2TzvAKgGsa88dz9MBne+r8yT2IWvM2k844sciEz/0NB/H9e2hpD+RvY5qXRc/48H300B9oBpVN1d5gKXFuPC7CxjTI1xxx6kNE/qf5SMraDAFgzQ8Ca63A134YvCugbCyuRrLYscTAniYfz9yKYLhYiH72qJ6ZQ8SPKZT/Oyhxj80piedm0ATNJTGIk20hRy35uX6saKYXVvdqw8ZDb6d9lUcLIxdE1SBdSXY9JjmX3HWFMcmERwl79izEQ1s2UtsL9W3sMHY3DBwWATwWJ3CK3RChyghszd/OKZ1NkPPceorYJ54GWzpc8Ev0FbX+rCtSlmywJQWz3yZaIIKxvokzzAasGfdkNoKX2oPdjGgBrihI9sAb2J2uuWcnPcFirI+nkjaflYR2vKDy3MZABCwXjSyzG0CyvvPmBvovKKXpBvxB7D8TdZ/N1GW7Lo5VxUasFbSNoB3IcUyn5HA4nJ/Hyj1cgRjiFuqLiIIR3hehDGfrrYYPdzxuP/GFQZQSaO1mMzzsXT2K8HFYAYPlIbJFsQwbK+OyiuoOj/Ff9LK7XDbvuIGFq1IYkNQyS/Jg2tUni7Twcri1yM5Vqo18wNtyQo1/+BJJ4BtHNPvnnhx+DwQISNSRW9pxSPgw6ePXB/9sIu7v/iQoPHf7sox2Dps+UDy7AG4CgXv2kRq0vWUiQL2IkABRlCQy75fe6la81Rl0VtfmhTkBhV8wlQ+tn2LSk8fr+0dTtNKDN7fJD3fs0BIG1QuqLQwbCKka+Wp/TCYokwA1TH7yUQh7H0Raq1LXjKvEHIAtPumFg8jbEVAzLVwLbWLOg0N7Ug9plKh7CBO0MtIzGdumYLQue1V912PcpvINOrmIE5RrRwRGgZ3KzoNnmDxGCCE0Hv1OOmGYrynn1++VWLPyDWTDrC3wPzm+PtzoMHdM4fLhiOAJXeClPUZuUxdKLsBBEO3J03HcFJNIX0bRWPtWAcU1BLtIxLzSaGvdrXNu69lietWSeVcqfq2gSolmSdqH52sbXdub3vbWafa6npgZzuHHPrYBdgL7421BPrAnKXjEyc9+icu4t09+qxb7ErUo0uchwI+XZVo44SA97dntzzQ3ZaW8MZZbW9I9Y15WwwZYG2mF0nJm5G3HNrcZJU9lY0lBliQY9O6yTZvGlxFAAjr20KncK6PWfcBDqNI5fpafQ1f+/yly0i1B2Eu/4hdYBULuSe3DOhmyZjAFL2Sgiu/rJNQ9/afk5k3ybEoJXrUGsP3NKC0j5f7Fgq7FkIscuQMiWn3zXegUho8N+09/OoZ18jijKYLlRxZQdxoFzSlF4pHfZec9Lvn0+zkO9SYWCqOglMutnuwwEYJqDGqFTRYeVakeUZ8HwxmNt7R9LWlmecOWAxKBSrcLdKUJLXd70eykLrq5t8VhKOZ+pRj6RXSgKl2BnjwM+zfv6ymhDFpJW5KAHvhrSIBocqDyoeNyLbDvytbhN6W56dxqOPzv0OrwkCCDmlu5Mautq3O30rgZFjK9+FJvb1sLu9RHBNeE0+cI1qRkDuoMPYvO/9XEW6oT7YrNMBphBZCtsbnqLOx+X0AysYdFiTxMTfxyoAPlL9V6oWmrUjelIUDWjMentMcqH8k6x9EzJcy72G123A6Ran3zaclrOM3x/kDGLMO1okJZHS6XnzHXMoPRgsdi0Tg2LvDfXUZq9f0oKrCWdMDs73ai/zwJ9zeepTa6+ZsIxYvItI2sNNTc3dwTVGP9TpvCDcKvCxTLngIm87OuqJ7MQCWEtRN7Z8NSu1kp3CZEP91yxTxUu5g7XnN88tTF0SLB9CExF+sEKPmaRg6Wo0Z3+bZ1HfLbTv+os0vFwoeFB9ou1AQdxPLelBW+Cdg6QZUWjd/C93g7/SESAcHZueiNx4SRLQp8aiY4aa25K627UE1GsSBkSXASPOwTQ3zA1P9M8yc/uEfBeROImkjWLgEdSRfXBUFKEOs1lvuqqTXZ+8O4TtZiy98NFWWH/GFpBJlAxPreJzH544fj38dPKzfApYOK9lu5ZVhMmBsZWMAFhaA2h+X3C3UNCO1mDyOmXU1brZYOROnRZrsJeWnGQpC1WWNmvMdiV/RgpNQyOkCmQ93Zrsnt/HdCPV+hgP+KZu5qNnNQQ7uWuOUY6buJQE6+xVItbkvSlWRx86MSFWOvkdmuu+SIQQAQuLAoyWMT1CrAwKgm2kabo75UyDSCvKOoxnNOWjO28GXGXs+SVWwofHxO9KUFdCfly3UdccrN6rDIsJMxdiclZxrfe6Cep4vM8gKQkgYlcJ35JBVNFr8iFp3U/MalWTDroAokuz/JvJC3/lpY891+JRNCx5GuKMvuAqtFgsXWwaeti9Lcepd5G1qF5bWtwQ7XM1b2z6mbTz9rkhx1/4VyBWXDQvrGQ+/EeGDax76DHFBL16Dyt/zex7NWB/fna0AhFpKfTaRANVnlDoyxtKVEvgNDy30MNy2CCpXJSPUafFdqRG58f+HhYzqqN6gRe2RdwkES2uoHwe01YwyXg/UEVXModFqFqwiMFsK9MwlWPUQBA1/0y13H5IVajcQEYs41yn9MCHuzrd6/Ikk22Y1kuoeap4iyxVkpTle1Pv9ppkTD5nnV1O0o7NgLiPQ51/WyW68EXul1is5oe5V7vJwoAnzVw5Wupwg8uM8+/8lEXfzI9ApbK+RB3KK/EeMQDrrqA7XfO0nFsQaDj6LsMa9rlmOscGeI7Of0HRBJZObHX7npsL88ishtUxcOTwqLkeBIMT2UM0a6pcjoMjSy8xNeYaSQgOVkFO+FaXG/fyfe+pnLtlVYyK+KQZLFYBZs0O+28rrTZkEyYxYXKP9Qn7DMej6hfRQTlxz0gfK99MepnaBcE9OwmdNCISup2++LHemzCXfH4yJykJOD8Zf6g7TwyfhAL+ba0MgvVnv/U94IzU3o43wMrD56sNx9knZ793ZkBOqCuqK3TuErs2tWmO1O89GseEEO+pu69d8rlpY/eJZNpR6r8yJHZARoNBgOAv5cO+5JmJgeFvqMx/CGO2P/binxbtWZXcmAlaPiHk05/PnH+am/FEEV7xR9QVIpsbv+rLQGAHDliYarNK3L0ExAABvVL/pl9J8D94xGTdcNP3GSbms9Ln0UxokldXtbUWrDE2csNGt1vUMjjexxyjUAtrfR9RQLb8OEcd9q6Dxzytz66xHa6mxw3zPDhCSeOM8Z9lO42c3SzHvA5C9LUtBZJIMyd4f+wkv22+1mUjgoMq9gYTpo5BSWEuBv0SzSFqiW1q///0r4Dns/DUhfIreK4VHsyRkNiFbVxLtGt5euSsKrq4PtxXiOxCqlPjyz/QZFWkPlLylXfJQfm0LF4RwEqIeC1+eZNkKOkGacdIBVncaJy54531lvb8zlnQO+pMpDQHggFY9dQIf6DweOUJ7Tr8Vdb/TbAmuMRL6MBZSCw3YCXpOhrGN/644ereXMNxmhbHSHXYRB2lANdDBtF1OjFYrTmqldqEbUkRx4i+P31D6ilFeou0S/8Y77fAmnAsa6+kVLYskbuhyNJCZswJLLwIgTnOG/X0z7xt0t0ZeiuSzEXJloYhtMNgiNYA9iZLvUENPHM/26h0sFgxflZOCQAqFmjbdT0gG1ZY3+goWf7iqOIqMV+yQr4X+7TvaKFuLzT39bwJQHabzO+PKWbvuymreWQyK7r8ClVensZXiy1RyhYJSbdJ1u9Btz0WLjbZ2rjbSjAGT8l+jjI67gG4usM4CUWGLparsRGf+NoAjmWNoAWHHmrSqepgCN/cido7yu2lqmI415q/jkOYp5lmPI3R6CDlZ5FcmOYoM6AQ/HVrihEw6up3nrPx5UJAEc4GPvsFXbpZuzdTV4hbm4zrQSuwIYbbv6GvicB5QQHMpoCZZNR6gHY/cAKv7NU5Ol5wDEVxK+eh6SzN1w+Zhv/npM7OcY0fKu6f9KzGvTDk6VNTSSqOyIef2zZJkENTYJ/tt6SVx5r5H1CcZdOm4cGiK9IaYfMQbnXUlca8vd6lo4cR5j3PGCArZuJPSpWUsxeL+Ew3f2CrRy6ROmJ7A7xx1lnd9tEonSiLxMKuvXe5FJC4alGXa6feKG/9NLNwvR+cxJB8pqP9MzhvZ5kH1eG7BM/90899mLemTgtT6h3b+miYUy9CrTQqaRhuAJ2gcOXxIVYo/epYPVgGC2t39DuI972rjSSc0nqQvQz/2QKivsbXL7wFm6pUKa+/jpyQuS9UNx9Hc57TDwoDUN55jalAs1viW3L7LlIzhtqzgnYmYFvNNsBWuFx5m8rbo4JUkEWnar/WZRvzmyaXfZhiaNBh2in4QYPwEFWemoAlPRVbJe/RI+rigmfgR0erQpWHOULX7BEAALmq8S+soW1TkpUSd223bMKr5KjSnJD9ZtTC9Pt3EjoFPU/xzpk4tFljReBCwGJHbrqbmB/sCqtf5g13C431bpoFgVyoFTwfbY7Il8GtK2j4Wjz2IbeXDvT85g8OHEf9Dr6ZL0Yo8s/DOfQ4KEM9Y04zmpYZmqHJARTJgcEdnI3MAhLR3gD6QkvP4SARthXQtIkfzTgZjuOALFgXM+gVpMy9zhyT7hmf01FhBxkI1k3pXrafQUOhYEeJZkdwDPd/guXVyIE2/xC65tQHp+Qa9qOu3LGcoACs0ZHsa84MjJ53DAAAAAA==)

**Figure: DIP switch 2**

## DIP switch functionality mapping

Configure DIP switches to route interfaces between the mainboard and the mezzanine board. The switches control routing for PCIe, SDIO, DSI, CSI, boot mode, and other functions.

The following figure shows the location of the DIP switches on the board.

![Location of DIP switches SW1, SW2, and SW3 on the EVK board](data:image/png;base64,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)

**Figure: DIP switches location**

Note

If a DIP switch is facing up, it indicates that the switch is on.

The following table lists DIP switch settings for the Dragonwing IQ-9075 EVK IFP, along with their functions and configuration options.

DIP switch positions and their functions

| Switch | Connection when ON | Connection when OFF (factory default) | Notes |
| --- | --- | --- | --- |
| SW1-1 | PCIE0 is routed to mezzanine board | PCIE0 is connected to the mainboard Wi-Fi module | None |
| SW1-2 | PCIE1 is routed to mezzanine board | PCIE1 is connected to the mainboard PCIe connector | None |
| SW1-3 | SDIO is routed to mezzanine board | SDIO is routed to the mainboard SD card | None |
| SW1-4 | DSI is routed to mainboard flex connector | DSI is routed to mezzanine board | None |
| SW1-5 | CSI0 is routed to mezzanine board | CSI0 is routed to the mainboard CSI flex connector | None |
| SW1-6 | CSI1 is routed to mezzanine board | CSI1 is routed to the mainboard CSI flex connector | None |
| SW1-7 | CSI1 is routed to mezzanine board | CSI2 is routed to the mainboard CSI flex connector | None |
| SW1-8 | CSI2 is routed to mezzanine board | CSI3 is routed to the mainboard CSI flex connector | None |
| SW2-1 | Main domain forced USB boot/EDL | No impact | Currently, this switch isn’t enabled in the software. |
| SW2-2 | Main domain fastboot | No impact | None |
| SW2-3 | Main domain and SAIL domain forced USB boot/EDL (combined) | No impact | Currently, the software implementation puts both domains into emergency download mode (EDL) mode together. It’s required for software download. |
| SW2-4 | SAIL domain fastboot mode | No impact | None |
| SW3-1 | OSPI is routed to mezzanine board | OSPI is connected to onboard memory for MCU | None |
| SW3-2 | Force MD and MCU PS\_HOLD | No impact | None |
| SW3-3 | Watchdog is disabled | RAM dump is enabled | None |
| SW3-4 | Boot from eMMC | Boot from UFS | eMMC located on interface and mezzanine board. |
| SW3-5 | EUD enable | No impact | None |
| SW3-6 | Skip MD BIST | No impact | None |

## Mezzanine board expansion

The Dragonwing IQ-9075 EVK IFP features four high-speed expansion connectors (JEXP1 to JEXP4, 10139781-121422LF). Connect accessory cards such as the IFP mezzanine board and RBx adapters to these connectors.

Other interfaces are also routed to these connectors. For the position of the connectors, see the [Cables and connectors](https://docs.qualcomm.com/doc/80-70022-44/topic/iq9-ifp-ug-hw-overview.html#ifp-cables-and-connectors).

### JEXP1 connector pin mapping

The following table details the pin mapping for the `JEXP1` connector.

Pin mapping for the JEXP1 connector

| Pin number | Pin name | IFP |
| --- | --- | --- |
| 1 | `VREG_SYSTEM_PWR` | `VREG_SYSTEM_PWR` |
| 2 | `VREG_SYSTEM_PWR` | `VREG_SYSTEM_PWR` |
| 3 | `VREG_SYSTEM_PWR` | `VREG_SYSTEM_PWR` |
| 4 | `VREG_SYSTEM_PWR` | `VREG_SYSTEM_PWR` |
| 5 | `VREG_SYSTEM_PWR` | `VREG_SYSTEM_PWR` |
| 6 | `GND` | `GND` |
| 7 | `GND` | `GND` |
| 8 | `GND` | `GND` |
| 9 | `GND` | `GND` |
| 10 | `VREG_3P3_SIP` | `VREG_3P3_SIP` |
| 11 |  | `VREG_3P3_SIP` |
| 12 | `GND` | `GND` |
| 13 | `GND` | `GND` |
| 18 | `SGMII0_MDC_MDPX3_1P8` | QCA8081 MDIO clock signal |
| 19 | `SGMII0_MDIO_MDPX3_1P8` | QCA8081 MDIO data signal |
| 20 | `SGMII0_CONN_RX_P` | QCA8081 TXP |
| 21 | `SGMII0_CONN_RX_M` | QCA8081 TXM |
| 22 | `SGMII0_CONN_TX_P` | QCA8081 RXP |
| 23 | `SGMII0_CONN_TX_M` | QCA8081 RXM |
| 24 | `SGMII0_INT_MDPX3_1P8_N` | QCA8081 PHY interrupt and wake-on-LAN interrupt |
| 25 | `SGMII0_RST_MDPX3_1P8_N` | QCA8081 power-on reset |
| 32 | `SAIL_CAN1_TX_SPX3_1P8` | `CAN1_TX` |
| 33 | `SAIL_CAN1_RX_SPX3_1P8` | `CAN1_RX` |
| 34 | `SAIL_CAN2_TX_SPX3_1P8` | `CAN2_TX` |
| 35 | `SAIL_CAN2_RX_SPX3_1P8` | `CAN2_RX` |
| 36 | `SAIL_CAN3_TX_SPX3_1P8` | `CAN3_TX` |
| 37 | `SAIL_CAN3_RX_SPX3_1P8` | `CAN3_RX` |
| 38 | `SAIL_CAN4_TX_SPX3_1P8` | `CAN4_TX` |
| 39 | `SAIL_CAN4_RX_SPX3_1P8` | `CAN4_RX` |
| 40 | `SAIL_CAN5_TX_SPX3_1P8` | `CAN5_TX` |
| 41 | `SAIL_CAN5_RX_SPX3_1P8` | `CAN5_RX` |
| 42 | `SAIL_CAN6_TX_SPX3_1P8` | `CAN6_TX` |
| 43 | `SAIL_CAN6_RX_SPX3_1P8` | `CAN6_RX` |
| 44 | `SAIL_CAN7_TX_SPX3_1P8` | `CAN7_TX` |
| 45 | `SAIL_CAN7_RX_SPX3_1P8` | `CAN7_RX` |
| 55 | `PCIE0_MEZZCONN_RST_1P8_N` | Reset for QPS615 PCIe block, M.2 B key pin67 |
| 56 | `PCIE0_MEZZCONN_CLKREQ_1P8_N` | QPS615 upstream clock request |
| 57 | `PCIE0_MEZZCONN_WAKE_1P8_N` | M.2 device wake system, M.2 E key pin55, M.2 B key pin54 |
| 59 | `PMG_GPIO_4_GNSS_EN_1P8` | M.2 B key pin26 (GPS disable) |
| 61 | `GND` | `GND` |
| 62 | `DSI0_A0_LN0_P_CONN` | LT9211C portA `A0_LN0_P` |
| 63 | `DSI0_B0_LN0_M_CONN` | LT9211C portA `B0_LN0_M` |
| 64 | `GND` | `GND` |
| 65 | `DSI0_C0_LN1_P_CONN` | LT9211C portA `C0_LN1_P` |
| 66 | `DSI0_A1_LN1_M_CONN` | LT9211C portA `A1_LN1_M` |
| 67 | `GND` | `GND` |
| 68 | `DSI0_B1_CLK_P_CONN` | LT9211C portA `B1_CLK_P` |
| 69 | `DSI0_C1_CLK_M_CONN` | LT9211C portA `C1_CLK_M` |
| 70 | `GND` | `GND` |
| 71 | `DSI0_A2_LN2_P_CONN` | LT9211C portA `A2_LN2_P` |
| 72 | `DSI0_B2_LN2_M_CONN` | LT9211C portA `B2_LN2_M` |
| 73 | `GND` | `GND` |
| 74 | `DSI0_C2_LN3_P_CONN` | LT9211C portA `C2_LN3_P` |
| 75 | `DSI0_NC_LN3_M_CONN` | LT9211C portA `NC_LN3_M` |
| 76 | `GND` | `GND` |
| 77 | `VREG_L7C_1P8` | `VREG_L7C_1P8` |
| 78 | `GND` | `GND` |
| 79 | `VREG_MDPX3_1P8` | `VREG_MDPX3_1P8` |
| 80 | `GND` | `GND` |
| 91 | `SAIL_SPI_MISO_SPX3_1P8` | To LS connector pin18 |
| 92 | `SAIL_SPI_MOSI_SPX3_1P8` | To LS connector pin20 |
| 93 | `SAIL_SPI_SCLK_SPX3_1P8` | To LS connector pin22 |
| 94 | `SAIL_SPI_CS_0_SPX3_1P8` | To LS connector pin24 |
| 95 | `SAIL_SPI_CS_1_SPX3_1P8` | To LS connector pin26 |
| 96 | `SAIL_GPIO_15_SPX3_1P8` | QEP8121 reset |
| 97 | `SAIL_GPIO_16_SPX3_1P8` | AQR113C reset |
| 106 | `GND` | `GND` |
| 107 | `PCIE0_MEZZCONN_CLK_P` | QPS615 `PCIE_A_CLKP` |
| 108 | `PCIE0_MEZZCONN_CLK_N` | QPS615 `PCIE_A_CLKN` |
| 109 | `GND` | `GND` |
| 110 | `PCIE0_MEZZCONN_RX0_P` | QPS615 `PCIE_0_TXP` |
| 111 | `PCIE0_MEZZCONN_RX0_N` | QPS615 `PCIE_0_TXN` |
| 112 | `GND` | `GND` |
| 113 | `PCIE0_MEZZCONN_RX1_P` | QPS615 `PCIE_1_TXP` |
| 114 | `PCIE0_MEZZCONN_RX1_N` | QPS615 `PCIE_1_TXN` |
| 115 | `GND` | `GND` |
| 116 | `PCIE0_MEZZCONN_TX0_P` | QPS615 `PCIE_0_RXP` |
| 117 | `PCIE0_MEZZCONN_TX0_N` | QPS615 `PCIE_0_RXN` |
| 118 | `GND` | `GND` |
| 119 | `PCIE0_MEZZCONN_TX1_P` | QPS615 `PCIE_1_RXP` |
| 120 | `PCIE0_MEZZCONN_TX1_N` | QPS615 `PCIE_1_RXN` |

### JEXP2 connector pin mapping

The following table details the pin mapping for the `JEXP2` connector.

Pin mapping for the JEXP2 connector

| Pin number | Pin name | IFP |
| --- | --- | --- |
| 1 | `VREG_SPX3_1P8` | `VREG_SPX3_1P8` |
| 2 | `GND` | `GND` |
| 4 | `GND` | `GND` |
| 5 | `USB01_I2C_SDA_MDPX3_1P8` | M.2 E Key pin58 |
| 6 | `USB01_I2C_SCL_MDPX3_1P8` | M.2 E Key pin60 |
| 18 | `EXP_I2C_SDA_MDPX3_1P8` | QPS615 `SPI0_MOSI` (I2C SDA) |
| 19 | `EXP_I2C_SCL_MDPX3_1P8` | QPS615 `SPI0_CLK` (I2C SCL) |
| 21 | `HUB_P2_USB_HS_P` | GL3590 DP |
| 22 | `HUB_P2_USB_HS_M` | GL3590 DM |
| 23 | `HUB_P2_USB_SS_RX_P` | GL3590 USB3.1 RX P |
| 24 | `HUB_P2_USB_SS_RX_M` | GL3590 USB3.1 RX M |
| 25 | `HUB_P2_USB_SS_TX_P` | GL3590 USB3.1 TX P |
| 26 | `HUB_P2_USB_SS_TX_M` | GL3590 USB3.1 TXM |
| 27 | `GND` | `GND` |
| 28 | `HUB_P3_USB_HS_M` | M.2 B Key pin9 |
| 29 | `HUB_P3_USB_HS_P` | M.2 B Key pin7 |
| 30 | `HUB_P3_USB_SS_TX_P` | M.2 B Key pin37 |
| 31 | `HUB_P3_USB_SS_TX_M` | M.2 B Key pin35 |
| 32 | `HUB_P3_USB_SS_RX_P` | M.2 B Key pin31 |
| 33 | `HUB_P3_USB_SS_RX_M` | M.2 B Key pin29 |
| 34 | `GND` | `GND` |
| 41 | `GND` | `GND` |
| 42 | `SAIL_RGMII_RESET_SPX8_N` | KSZ9131 system reset |
| 43 | `SAIL_RGMII_INT_SPX8_N` | PHY interrupt/power management event/All PHY address enable |
| 44 | `SAIL_RGMII_MDIO_SPX8` | KSZ9131 management data from or to QAM8650P |
| 45 | `SAIL_RGMII_MDC_SPX8` | KSZ9131 management clock from QAM8650P |
| 46 | `SAIL_RGMII_RX_CTL_SPX8` | Indicates both RXDV and RXER functions per the RGMII specification/125 MHz Output Clock Enable |
| 47 | `SAIL_RGMII_RXC_SPX8` | RGMII receive clock transfer data from KSZ9131 to QAM8650P/PHY address 2 |
| 48 | `SAIL_RGMII_RXD0_SPX8` | KSZ9131 transfers data to QAM8650P/device trap-in pin |
| 49 | `SAIL_RGMII_RXD1_SPX8` | KSZ9131 transfers data to QAM8650P/device trap-in pin |
| 50 | `SAIL_RGMII_RXD2_SPX8` | KSZ9131 transfers data to QAM8650P/device trap-in pin |
| 51 | `SAIL_RGMII_RXD3_SPX8` | KSZ9131 transfers data to QAM8650P/device trap-in pin |
| 52 | `SAIL_RGMII_TX_CTL_SPX8` | Indicates both TXEN and TXER functions per the RGMII specification |
| 53 | `SAIL_RGMII_TXC_SPX8` | RGMII transmit clock latch data from QAM8650P to KSZ9131 |
| 54 | `SAIL_RGMII_TXD0_SPX8` | QAM8650P transmits data to KSZ9131 |
| 55 | `SAIL_RGMII_TXD1_SPX8` | QAM8650P transmits data to KSZ9131 |
| 56 | `SAIL_RGMII_TXD2_SPX8` | QAM8650P transmits data to KSZ9131 |
| 57 | `SAIL_RGMII_TXD3_SPX8` | QAM8650P transmits data to KSZ9131 |
| 58 | `GND` | `GND` |
| 59 | `VREG_5P0` | `VREG_5P0` |
| 60 | `VREG_5P0` | `VREG_5P0` |
| 62 | `GND` | `GND` |
| 64 | `SOC_MI2S1_SCK_MDPX3_1P8` | M.2 E Key pin8 |
| 65 | `SOC_MI2S1_WS_MDPX3_1P8` | M.2 E Key pin10 |
| 66 | `SOC_MI2S1_DATA0_MDPX3_1P8` | M.2 E Key pin12 |
| 67 | `SOC_MI2S1_DATA1_MDPX3_1P8` | M.2 E Key pin14 |
| 68 | `MI2S2_SCK_MDPX3_1P8` | To LS connector pin10 |
| 69 | `MI2S2_WS_MDPX3_1P8` | To LS connector pin12 |
| 70 | `MI2S2_DATA0_MDPX3_1P8` | To LS connector pin14 |
| 71 | `MI2S2_DATA1_MDPX3_1P8` | To LS connector pin16 |
| 118 | `SAIL_RESOUT_SPX3_1P8_N` | QPS615 system reset input |

### JEXP3 connector pin mapping

The following table details the pin mapping for the `JEXP3` connector.

Pin mapping for the JEXP3 connector

| Pin number | Pin name | IFP |
| --- | --- | --- |
| 1 | `EDP2_LN0_P` | `EDP2_LN0_P` |
| 2 | `EDP2_LN0_M` | `EDP2_LN0_M` |
| 3 | `GND` | `GND` |
| 4 | `EDP2_LN1_P` | `EDP2_LN1_P` |
| 5 | `EDP2_LN1_M` | `EDP2_LN1_M` |
| 6 | `GND` | `GND` |
| 7 | `EDP2_LN2_P` | `EDP2_LN2_P` |
| 8 | `EDP2_LN2_M` | `EDP2_LN2_M` |
| 9 | `GND` | `GND` |
| 10 | `EDP2_LN3_P` | `EDP2_LN3_P` |
| 11 | `EDP2_LN3_M` | `EDP2_LN3_M` |
| 12 | `GND` | `GND` |
| 13 | `EDP2_AUX_P` | `EDP2_AUX_P` |
| 14 | `EDP2_AUX_M` | `EDP2_AUX_M` |
| 15 | `GND` | `GND` |
| 16 | `EDP3_LN0_P` | `EDP3_LN0_P` |
| 17 | `EDP3_LN0_M` | `EDP3_LN0_M` |
| 18 | `GND` | `GND` |
| 19 | `EDP3_LN1_P` | `EDP3_LN1_P` |
| 20 | `EDP3_LN1_M` | `EDP3_LN1_M` |
| 21 | `GND` | `GND` |
| 22 | `EDP3_LN2_P` | `EDP3_LN2_P` |
| 23 | `EDP3_LN2_M` | `EDP3_LN2_M` |
| 24 | `GND` | `GND` |
| 25 | `EDP3_LN3_P` | `EDP3_LN3_P` |
| 26 | `EDP3_LN3_M` | `EDP3_LN3_M` |
| 27 | `GND` | `GND` |
| 28 | `EDP3_AUX_P` | `EDP3_AUX_P` |
| 29 | `EDP3_AUX_M` | `EDP3_AUX_M` |
| 33 | `EDP3_HPD_MDPX3_1P8` | EDP3 hotplug detect pin |
| 34 | `EDP2_HPD_MDPX3_1P8` | EDP2 hotplug detect pin |
| 36 | `DISP_RST_MDPX3_1P8_N` | LT9211C hardware reset input |
| 37 | `DISP_INT_MDPX3_1P8_N` | LT9211C interrupt request output |
| 49 | `DISP_I2C_SDA_MDPX3_1P8` | To LS connector pin32, LT9211C SDA |
| 50 | `DISP_I2C_SCL_MDPX3_1P8` | To LS connector pin34, LT9211C SCL |
| 73 | `MD_GPIO_28_MDPX3_1P8` | M.2 E Key pin34, to LS connector pin35 |
| 74 | `MD_GPIO_29_MDPX3_1P8 TPM_SPI_PIRQ` |  |
| 75 | `BTLE_UART_TX_MDPX3_1P8` | M.2 E Key pin32, to LS connector pin39 |
| 76 | `BTLE_UART_RX_MDPX3_1P8` | M.2 E Key pin22, to LS connector pin41 |
| 78 | `GND` | `GND` |
| 79 | `DSI1_A0_LN0_P` | LT9211C portB `A0_LN0_P` |
| 80 | `DSI1_A0_LN0_M` | LT9211C portB `B0_LN0_M` |
| 81 | `GND` | `GND` |
| 82 | `DSI1_C0_LN1_P` | LT9211C portB `C0_LN1_P` |
| 83 | `DSI1_A1_LN1_M` | LT9211C portB `A1_LN1_M` |
| 84 | `GND` | `GND` |
| 85 | `DSI1_B1_CLK_P` | LT9211C portB `B1_CLK_P` |
| 86 | `DSI1_C1_CLK_M` | LT9211C portB `C1_CLK_M` |
| 87 | `GND` | `GND` |
| 88 | `DSI1_A2_LN2_P` | LT9211C portB `A2_LN2_P` |
| 89 | `DSI1_B2_LN2_M` | LT9211C portB `B2_LN2_M` |
| 90 | `GND` | `GND` |
| 91 | `DSI1_C2_LN3_P` | LT9211C portB `C2_LN3_P` |
| 92 | `DSI1_NC_LN3_M` | LT9211C portB `NC_LN3_M` |
| 93 | `GND` | `GND` |
| 100 | `SENSOR_I2C_SDA_MDPX3_1P8` / `EEPROM_I2C_SDA` | QPS615 I2C SDA |
| 101 | `SENSOR_I2C_SCL_MDPX3_1P8` / `EEPROM_I2C_SCL` | QPS615 I2C SCL |
| 102 | `MD_GPIO_84_MDPX3_1P8` | To LS connector pin28 |
| 103 | `MD_GPIO_85_MDPX3_1P8` | To LS connector pin30 |
| 111 | `MD_DBG_UART_TX_MDPX3_1P8` | To LS connector pin31 |
| 112 | `MD_DBG_UART_RX_MDPX3_1P8` | To LS connector pin33 |

### JEXP4 connector pin mapping

The following table details the pin mapping for the `JEXP4` connector.

Pin mapping for the JEXP4 connector

| Pin number | Pin name | IFP |
| --- | --- | --- |
| 2 | `PCIE1_MEZZCONN_CLK_N` | M.2 M key pin53 |
| 3 | `PCIE1_MEZZCONN_CLK_P` | M.2 M key pin55 |
| 4 | `GND` | `GND` |
| 5 | `PCIE1_MEZZCONN_RX0_N` | M.2 M key pin47 |
| 6 | `PCIE1_MEZZCONN_RX0_P` | M.2 M key pin49 |
| 7 | `GND` | `GND` |
| 8 | `PCIE1_MEZZCONN_RX1_N` | M.2 M key pin35 |
| 9 | `PCIE1_MEZZCONN_RX1_P` | M.2 M key pin37 |
| 10 | `GND` | `GND` |
| 11 | `PCIE1_MEZZCONN_RX2_N` | M.2 M key pin23 |
| 12 | `PCIE1_MEZZCONN_RX2_P` | M.2 M key pin25 |
| 13 | `GND` | `GND` |
| 14 | `PCIE1_MEZZCONN_RX3_N` | M.2 M key pin11 |
| 15 | `PCIE1_MEZZCONN_RX3_P` | M.2 M key pin13 |
| 16 | `GND` | `GND` |
| 17 | `PCIE1_MEZZCONN_TX0_N` | M.2 M key pin41 |
| 18 | `PCIE1_MEZZCONN_TX0_P` | M.2 M key pin43 |
| 19 | `GND` | `GND` |
| 20 | `PCIE1_MEZZCONN_TX1_N` | M.2 M key pin29 |
| 21 | `PCIE1_MEZZCONN_TX1_P` | M.2 M key pin31 |
| 22 | `GND` | `GND` |
| 23 | `PCIE1_MEZZCONN_TX2_N` | M.2 M key pin17 |
| 24 | `PCIE1_MEZZCONN_TX2_P` | M.2 M key pin19 |
| 25 | `GND` | `GND` |
| 26 | `PCIE1_MEZZCONN_TX3_N` | M.2 M key pin5 |
| 27 | `PCIE1_MEZZCONN_TX3_P` | M.2 M key pin7 |
| 28 | `GND` | `GND` |
| 39 | `GND` | `GND` |
| 50 | `GND` | `GND` |
| 73 | `PCIE_SWITCH_PWR_EN_1P8` | QPS615 0.9 V power DC/DC enable pin |
| 75 | `PCIE1_MEZZCONN_RST_1P8_N` | M.2 M key pin50 |
| 76 | `PCIE1_MEZZCONN_CLKREQ_1P8_N` | M.2 M key pin52 |
| 77 | `PCIE1_MEZZCONN_WAKE_1P8_N` | M.2 M key pin54 |
| 110 | `GND` | `GND` |

## Next steps

- [Set up the device.](https://docs.qualcomm.com/doc/80-70022-44/topic/iq9-ifp-ug-set-up-device.html#ifp-set-up-the-connections)
- [Update the Qualcomm Linux software.](https://docs.qualcomm.com/doc/80-70022-44/topic/iq9-ifp-ug-update-the-sw.html#ifp-flash-rc20-software)

Last Published: May 14, 2026

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