# Hardware overview

The GMSL mezzanine is an add-on card for the QCS8275 chipset. Connect and operate multiple cameras through GMSL interfaces for multimedia data acquisition and validation.

## High-level configuration block diagram

The following figure shows the high-level block diagram of the GMSL mezzanine board.

![High-level block diagram of the GMSL mezzanine board showing signal routing and component interconnections](data:image/png;base64,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)

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

## Mainboard and mezzanine board connectors

The following figure shows the different connectors as seen from the top view of the mezzanine board.

![Top view of the GMSL mezzanine board showing connector layout and component placement](data:image/png;base64,UklGRgx8AABXRUJQVlA4WAoAAAAQAAAAkwIAiwIAQUxQSBgBAAABgFXbtupmfwWs5D2tYfKSERfog8pcBacwI2ICkmQwPN6/leD7w3CQbzvzl7dC/LLuJ+ls3orxtpMs3srxPM1zPXpuRm8FeXSsSMeHivTwxv/8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8z//8/0/Bh4p0Plak3agijdvnevTcZlGPFklnU422nSSd+Usleln3820zPj3WoMtu3CYJVlA4IM56AADwIAKdASqUAowCPwF0sVKrJqorqTVrIXAgCWNu19b3/7fwku9P1N9VdVPLn1P+0HsF/qvhA+B/an/mdSnoX+N/bT3Cf0T/A/tz3z/JF9O2naRD/kef//b8o37h5rtN0vWqlgfs1XxGXrv8z/yf8/0qPgoKxP2L/Rf1vzaf879s3AVf6r/K+wV/P/8f/Wv67tZ9DRKTdzPN/5Hpycq47vN58I6B8+P+49gP9r9QT+9+Cr73v7j/1/WD+4nqz/9v9jffF/YfSz9IT1jf7F/zPYW/iHn1+zd/aMk09Df57/A+tjyg/gf5Hx584X3LRdyZ+r/3Pmn/QPylnQ/qu/n6H6h2MH+q7PHbf+V6Bfu1+D8DzU78eewJ+bvr1/4vDY/J/+z2Cf61/sfVy/3vqS97uoxu1ho8OkqoWJYhDgtqYmbfqkLwhwW1MTNv1SF4Q4LamJm32sddftGfFT96VcvT4+QY/QepG81EaXFpc0jKu/8OxQC8BvQ9mFq4DEFk4e+Ok6nLy5fISwB5itSmZPm9seXLyFw8CTBF+9w4r5OxqIfhxMdemSo3RT5GB2wipvywnRuQPtJoVQY77qfsrjzqnAs8LCShKL+Zf+DkrBh4s5iwB5itSmZPm7l8hOSHK5X3SlUXLcPYNv9vAnrcS/eB/LTwFWOEz7g44dJ9qZkxOrhUEd1F3QlgDzFalMyfN3VP3oB2W+g4dpAVBFk2QnScxWpTMnzdy+QlgETv/lIkH84NCgqQ1eLSUa9J4GKxUeYPlFB9QfYxpVWnfm8ZOQAHiEwQEKMAwiTZV+XC8foBsNs8D9ukC92xJ35UzosqvPC03qHTXSEcrDiU5+3W8cPLlYyCyIaJ83cvkJYA8xWph5SmGZPcTYNtRpNPtG7GIu2SzgrCUgD8lFTJ4EuW1r3bGAPhYKX/4LxAsdD7926gvOPM3bxchkbz9H8gUOhJqHOF3QlgDzFalMyfN3Ww8uu41ks0aBSoGmP2D22ehjEyfRuUwwjb9/Af7/ja6DvncVL/FKL0XdCWAPMVqUzJ899LgYbZAsWUNj3iKpI8r5/gAeE/bpcvRC1feN7G/iRWvermjjf2yzpedj0EUE63ZH2xZIIi69b+qSDZd0qDEXwmk4Iu6EsAeYrUpnEQSZG3U9RVQN595zOVg5RA1c0K8jg50KxmhxY3RSuWtTnZqag8jQbkLCBrILpVrGZwwRBeoDN07IalDozNKdyqkQ6WsEbl934c+buRBQrJ0+ZAk49C2MqwMvVsk48zf86AcdyCUMTEoX7oufhLTe9uA/EbirQ2CHpmmooCGrz3kalirScCurhUqAaW6ZTZjwsEiXcGBfvBLWvusq1FGP5R88tPIA8sTBVbM2iEO5KT5rGV0u8iDJiCAooCBR5wPmfGj+AzYi1R72z+1tLEwOXbk3Fu03e1ozgIvIxALjQi3ZHaL/lodMIeCtccYLQ23t1QrOn63jpthvJcyAixlP5CBCN34ztnas5xFfQFgQV3PX3FHVipFHsd4F5N7Rxs1RdVLUY9FWizaO6Ezdcd/dp2gVQEuahQJn0d4zgNxUszkqaCha+R8Qcg7LK3HlqPwcjrRJhA4+6cneGyGW41iuBNk1tv2Mmfub4Dd1zGvgZazSE9fMfX/IjnzLTbAe0GcrG8xVjJV6foqhl4iL/MhPgJG+kakJB/kkgex6A9jLU5RO/HgdQS6fzGdUAjSgUu6JZxge3iAZPDhR+vRZPmuGknPWg78dAzu7Ml1o/xeITcpiWzIrc1681is7WEsiYXuRpMv3ekAqV0WXHLMZkmau/MJAfEpwapv8l4kxFTWI9KxrPTQDSfbJvDbmYsMWQDmydGD2WCokrCsFoCruoMlsOXBq8yO90LmlYSkJbp+7DolJnyEhd1Re95riJvrn81cONIPKDOEfNAPYVtUljULKKsFFlk+zt/3Rs2ZRU9c+M5jsiqQAhbIKZKYM99cRUUcxWEdQx923yRMTKgOeF6cTLWQ6uTl7B0kplWIvJ6/9+Nt3aDL2EPB3oqHpiQTmQckifYnMKTz/7MKWS9uWZHrCupKrAqfl+8/DV0Bp4p77l63CB1BrupEddqJm4FHQKl1NVKvMipmxZ2GxtKoloTktUktr1Vqsx+K++devc0CzPBYVn5Td/2D3z9i/lEgEUIkvzQsSQaasNMXQLhGfLIO7YOrjBFnIshvTmsH/PlfQOYKRdyp72L9fCzIJc2QTzzxmHX1LmEMr8kw+y3l5Fgmz5vsqB7kYge2n5SQNlhExRND+LMpIL7D1BI+d/1YZcQbq6NXPORZI+6TyioXBjnd/eP+4Wm0bonIfGfySIgX2u1zKU0nhMjsaJa2bcc6PYL/DrK09xCczlmTRzZHc9n5ZWm59yTvxXp1VgdD+JdQsvuG8C48JCV7DTw557n3s8Ckwoozbb9VHN01ZfP0ItfTtJbKE7LA/8jKgrc9U3EhO0UTgdToOGKDdWQuEBUi6uW+TilgHJgcm+bkG4jtRcqGeLqKKY19bqUCRL0BC2smPitbcrxf7XFp2+6voojOHDT+nmhbl4kvAZW21Vc1FVgzUUVfdiIFDhhrFqGuytlBlNT81FPaRwe5KT5rfNjbtOZLNbGqI+CJ3BNIiQCJuXeFJNFIDMBUKozhT7PAGbGkGvqBMYwmd250IYSi9e3m7SpgHQ2GqjUAMAsdx5817yo6xiZW+QPsysI+gJG+4mYHPgftWlYp8BMTbTDaeoIXHjzp0ebLLmwTM9/aAK6RSqJxA8OErUna3MZ0gtgJWwic+lE2BbybUGURR9og9fyIRZ61WM7FS+wSv8sHUcyvdj192M6pcRncGRnm5LNr2dBzGF3/rTBzb9ASeNL0Cc4G01hBpcHeqs1KTviK/xuY40ybtF5nGw2jMEzlXDWQ3IBGM96r8oAsHHH7+NEbeNcFfIqkOYS1WHDnzWMqipGfBMiQRihzqTO+LBnQHVoBSytidfUo9unGSaSUyHxrO2oGCOFHWaiahGSEIhPPJKdKusSdVSKnokff7io6EdwLUPg1fj3/VJx+0XxllOmmpfhUA1xRMki+8e/MFHUCYeWb8DVtY7oMWRYaVzykQk2wGwbjVx7wRj+YCtt9vlI5x9pw0nBFDAC1+NiQgK9fRr1dddOGcJb1ZUIZ8JSXjDib6L6ndSIsDz2TaNW5Sw++bYZ3nnAz+coE25Pbo2Dd2JD/xGF3SoBklYvHXGyifKAXlvJ+cW4vt/apHMLkyLtpJqA3a/xpDRkH2xOfGcD30BdqnmWTizejLxojA2EB5ZHgnMixCLqe81ZJI4Yh5dNlPRxylo2Xls1D3YNS9Cek1Nf/xfXYwkZIYbgJG5xZDIJJ88fi/q0YsVGcmvGeOfXkyCsLZ+bgwrPaTQA7uKZVzqduX20ISV8ll+rT8ESiQdgZ+MCsmj2Gpz1dvGQn5UDTNf/Js+/8EdQnWdBQ1KVu2oFe40g6WgPRinp7iz2VCWVMd3Rz2y7t4/2K90t8I8X0yoeXY8PBcjEZUK37Dr68L/PQqufn13ehaTTm/BiHm2Ey/RtbEVgwWK9lYJtrPCI+nl4bG1H3+Eu7QkPWlofEEQQa8oyzFD3eq6AyEe+SWBsg/YAACPjaQkF5qd7GS9VDeeo9oOmQCPl2bQ7DgS3SWU2vNLvpjdKfV9poQAPU1XCmQSfq/cmvVcpuW4+ySc88pI5EQ+i6OEhvzntG2kWEhTwtM93gETm+KqhTwmDyf5FkBFdwc+JZgecQEukwSaXbugqi/jTCWoayANTrM9k9gWLcUgmL9o5bCnGtvtgWA1mfyaQ+87vTivnNUOV6gvA/SDHNTVKxz74pp5LDjWqBdKvuiopKoy6Wm5rLiwzSDFgDragmXiM9v4GhTqeP0aV6JIeDWqfpi/vF7ngLbuuPSb+U4B6uk/jzNMcKC1375XjDtnzN3n6XnFQXKF0F034OezRfixG0x82O+SR9V0R1z0tF+SP1dv9v/23aXKRXNuPsjjZkmZHPtpwuvZtPWHM7vNUzwCHypvI6I/0vNQFfHzJcofWIN81JWDOByzVmU6MzT3mwm3LNs6uVcA9Lqap1JWPbiTRGNtzOVsDZvP1G+G3MDhgBDvdfKrYQrUBXugJLWtMY3mv8ZQpjp4IraWpYVH9AEloyH42fRnVDXZOGLg1pL7E8vdwKqSn9246temZ2Zxua1Ioq/I1vQsVM/mNbb8LqOwY5+l8kQ9EfGogiTH13UG2uj4mYD7nm7DQn+BmA/6J7jWhD6+QE+u5lMtfT3TtQqcG0duxNppgIV6vCc6IDPCz87J69rnlWkV+Y86nmnfHzFC/uklQ1cJzJkztM/Y68g6yfJ3n2CKmH7qKiHk+F6R2lQg4VpaQ/al0DMXtK95+aJA8ta3JaY+eGuzrQ9RRP7PQ8SV/e3MJW7BghrvOcTlJtoAL3Em+A6om8jNJNio/CRFZtHkVu3WPkeTaCC4AHDUegwL+SWAChReHFu26AZ1WKds9zpjORwnsUpE1Soppw8j82HMvDVp92X7vRZz4eyx2VZJhq2+iANqXSDmY/1vknyOCsm9KefZsSSuOXKSO1E6RkZNfYE6AUscuoNB39xnavV6Vhw1Cms0Hn7JxM+sHr1DMs2rOX3+0qu1k5nh6FXurSmXrITaMo0xPjU+pjgIC6HNAZfl6d0dctoZTjoiHHAvrfAvg9bfjFWNXFPH/fhng0+kX+9ngSuwLFnq4uq5Ins+uerVzAgKrzwYKC8ACacid8WOOATjMO+PW92rKbmF37mGanGmdRH2TCmqTnZhISeTEVfAhQfhBcgbwoKufKb94deVbEALD/EN5nEnpo5hAQ6o3oAMDd94fchP+OWWWq/uiTZBN9QZcT6qdAExQwqpd9KQB+6M7+P+1ZzO+x32aSWET6ijbr5ox875t7lz+jdo6XVQMICTIUBFUDpi/HFEN+17edmuY/gWWqnvFayMcBf9i53dZX8pQBIAVYBu5bPTc9IQ+I8RwOoCduyhmObvZapv+v2403+ROEFGqTZTllzwoEcLOdmPjLx/safVyIPdZ8aoEcmeX5216t+GblkBr9yeGTFtNI10wmtKus1j0SDWXbA97wxRYZ383+tURb3QWSZlGlpkvTVC9Siv82vXK3QcSGkUv0G1l3XqRjkBonw2xzpTzeeoQu0mLFChCUWXaPcPI5lQI/xHxYUcN3RApRXjOxow4qSe41Fw+LxElDSbiEGU5H/w2YHlu+b9ml6xV7qYFfoQIsO3VfrUWNQMw4Wp2+x2TumUzYIDEYf2+Y0xiPmEy3m7KPit/Wdl9TrMTYla2VPeYcm88FEWGVDrJK/AOAojQ+SfBwdFA7QJ2aqt68bTgHLC7l1rFXkEzpSnkn7dkbCWIlXJxptBPs5/EpU8NL/fsd6nzQo9Khbp2EsyoLRsQxb44ypDyD+jkGy3Eo4EWtC4W0Tgi7oUIB/53jQYTTqXXulMy1lH/5iK1+eX1/d3jOPMVqUzJ83tju7b1Rk75t/KaSs8ll+ogPoHoB5Verqy9GtFoYeTutaXIPoPesp8YHeM7hqbqm74ceYrUpmT5u5fITtKYH3nTLXvuXUWF49LaJzwzaocbQd4+I8FkVADK0hPGhoCko+d0vgB1Zjq/BU/K8lFReitq/BZlQttbqByuaZH0a5prqfmxqRJs6nvoB5itSmZPm7l9GgnaBkVLTAbGLIc/3DkZLvmLdudTPi1skPcEsQnzONEKJc++Ug2/+VKsgP/pTZdl7MRPgbGceYrUpmT5u5fIpH0kVI4+M6Xk2RL0u+LGOjTZEvixbzKQtEZIWiMkLRGSFojJBDowjbq+pQAA/pfDfNfJvnijKmAAAAACOIO7rR/yrrxOgq2a+RbrBl6D6EX/1CvqCVem1KLfR7C1qujmLNVx4E5xu5TSxUOGznNNa+2xLRdZyVLtA3jMU71h5fN/9Qr6glXptSi30ewtaro5izVceBOcbuU0sVDhs5zTWvtsS0XWDVqcgSwfi917yGzwBFf4BALx7cXGQUnQlW400NtCTFEJb7dlIgSooKv+XFbwzMSmHBggM1BYU5D87/m8XsQIvLsKmjpVB5szehfGiOHtm5SOcpGjCs1hLDNW4BcgsKmn4lL9+3XhnYAAEaf2kvCb0jXNWZCRs9xHTbyiWO407xvlrK4doaKtswWqXxK2F/p9PB3hLzlma7fA7MJ2L36HMIcKnKg2XtYCsf63rVEIOaiAhlWGkWY2gHvRoDxE2WAF8d5hZZ2/gTey9VgnVtNHeN8tZXDtDRVtmC1S/NWPL0QxSKCb5HvTXagabeYDIPHoUuYhagurcFu20MlR0YDpFZgPYY340V8Wjjo/Z64MsCrGruHPGilOoS+bgY6lEX8ratBPG9FJ29fJddaZjFZ5OOXVmq3PjjOpr8mmgn2aX2WmjPKPMrGtN/4VLDwi7XInaVqQljZc1/gZAdK5BfjdqDQBF1RMrhRG8EADpblCpkXIOoOr8BWfi3AkRUhZsfHYsqO4/H30eQCzSv3d8pwY9Bgxrf4E5Ddgpaip6/ptSNbbSB7oaTBLWT/4bUjs4g3mxk5oBJW2rnF9Y2o8CUGKWh0y0vSquaJecGk1PNKYw8l5ZjwWGaTdRpI+NfnZ6EqGllxYpJnirbXoGYQPHEN33zns2z80hv7TPB1J+0imAAABmThOX8XFR9816IloUm/ACSYLGj+ce/i0PWv1mJq9Emo8B+q/m+FoqZILdHOkU5BARox8Dk1QmWabldQGwIzclmKKuE2thL8F24GgsCkYlLIR4mL7v7fBl+bFvh3AaoBPnISYfPNwTzMDChulAYs9VyqAonWDtbHEaczEjjRjIKrFMgE3opXLDCRwH/a7tP25pnKjDMmlLV4nViCkgafT0TDnCO4M56jnfyr1FKX9PQUgRf5yvgAAAA0YhGFs4lmasHthKzCLytFoWKmeaUQyoV0mZ4AAAA0ptOy08khbxqXZXwp5aNamIvqT4F+N3TqLlOyVfmW5O1s7F6ohyv0jRX+EfnwYjEl0lEjU2Xsy+zCU7LHseNUCDAlKKQPPZmffcUK/5miHc9Iyze36aUQrhLllDpBMM49D3HkZWCAAJ+t0sjo++l111HawV6lZrudmEMb2aWt9JbiXCnoNat0Um3DE8psl36KMNXYqMJgQCbI/ZuKZYnH6OA8Pd6g4nsYdo+0xobP8p+2X2Ssp6ttuSh6F2qK8K16CekQGXgPNkpuRffOdSdXX6uHJNYxld8GpCQLgYM3hDFStJqWU61BR33gUbPzCxQ+OiXCW63CB/F1DHHH8WkJjUnHqOGfBgJHjIo4s7g30MG/dAANjUnmLehS4XdPorR1bu9Yxu2e6OiLR6VRAIkKndL0SRQcgnseaDepeQdfWbaYoGz++oodhEL8Cd9rD0jrzrN060amBp42r3W5lFIYmGqXs8WAFvAgC9nZRqBTJdDKUYwlXl8lTUDXRcBnIJtp48umVVUK8XJZyqA3rcSLc3FAoionxk+Z1Oe53Sn6frW1GEUYlUcTzFChO2XU5Nd52crQbCuKlJtVBBhlpExc7eGEpFDMpmAs+6zP8Hv4oDNGuUkUc8ToHdkkVAABrHXjFx/YbQIiKFdfX/ApfH2jcbmO9qKcSpC4HZtyoB+QZxeRby63iHTLovnSDDCa7RvG7Yk+K113imlGixqYeE3RhbEJvvscPgTXvXWX6Vx2YVaMnxD/JJbUyCBNj82MvGFdFWqaGM5Qd4rZMYqkOP9Ws1X0NT6Rcp43+/DBDTkyTIxQqJyRJ5m7zrRaVL83nQkI6+de8OuaF20l4TeotjYRJXPXhcVTE0SiBfUxWL4a2gyhX9HcfMdUEIQ79NRh/2ZljAOlziKPjQLfqM57RJt4+bwZvqLJAwkadooo2ayA2xMFcGx0uPXYD4NY99VwgYL2V2HkRJSCzY7jbUxvIKgNNsaZcM3g4aSb9qDNv9AIcr82u6ctwytBig4lDDIrnXHpNa4SsxvEn3T+y2JdvYAAAywjfFfU58j/SNbs1NPHfj4BkhGCj4KRtQpccr1bJG1iAWA49xMMYoD2SB6LZAZNvjFMnxFTWH2jhcaM+8FB9fzaXpzZbr86gYXB8mVCmmVY2TgenQd7e7eKpqhM8lvojpJMTypwhkL5cD92v4gTcHiB7wacNrnBPVlI5H8IE80p+VAm+wPPdUUcDKwl+7SAZmS6Ta6jvLI/1EJwYIll7MgCjymG5rJak26S/UclY2wgAAAA3+f35qOWmi5qVNr0hNIIAcI9L96mWupcsreKDrzJ0rQRuIBwy1oIJTTVh0V2JW/ou21tV74fdPQvqYME3lAe8EWlGXuVIbr8UlfCy2esy01USGyfNbF33e3n6haJHR0B6hm0hyIijPwCjW2V3RIjzJCEaHxkYoFjiqInwOrPMxO37nBE/OQoOkdHDifmgmxMbPGyZ62mECqtxpkkmlG/2YiqKcAdyzHd9He9SVOfmXR3mMUdgnTGGceYww2Rncg5Hy5So0c+2uEcORd75Z1Gn8sh9aQ3wtGrIoccjzCtT0OuBV3qUwkviATbO0YglWb1fZWAAANp/yYEu1JJTm14zi0Q9j8b++tidJfbX95jVUhyhHTGbHUbAXudWYVycMJtwwuCycz6XOtQ7vkzI+sY9n7LqtgfA2WB0/a171wLDyOXfS80EY0C1AwCoXkJVOFrWHCVq1jSYOM8lmBE4Hn9lekZWm845+F33Xko3mxG+NW9pEipZIxCsggjpMG5pvMMeERrC9aKAD4QApuobWBSNtI7o1x7eUBipLqK2aP84CfXWsqtMFD5edPNNyxPa3jMjiDbq9fgnE7PNiHCIg99+ahjYMYB0LZq+HhY8WnE7SHUrwJifN/8HXoWjwZFXJZE7T0ddUfTSWPPTpJ/GxgQXo2cCeSANtQkzhL31mln/vryxevkCt/hUCMeQ2vf0pyE1GUGAH2kJVVYqLoV7s3Jy05vGm83kvQRt1gS1dqvujzIUlCo7Ge2OWfvUSGlB8Upoygn3TwSIClH7zRoMkkpMHAQTcLDgIi2ENfpD1exd4me4nRvEFC3dYr0A0jahfBjlyDaKZl5guDDfjTes37Vf/i3NX+NwNsYigH7Aor8iSXtF+iZ0YAddtVUwzZ0WBpyRVHbKDNndCdB6fFjc0gef5ko04vB2dy/URHv5EZ5oSeVTWldylaDweueXFESeu5x61fWWmKNDQEciuhPz1m3nfQ8K7g/ZmW834cTC5DP9Poht98xdFIv3ubn9uaiDL9Oc3jAjFNjl+hhrx8qJJIhnF3Nogetdf2LAHCXSn8MoWXy03Yt9Gcd2etnIoxZKvfAa/SVBQFu6XP5WKcMMlCVACPPQYXzhMrJJc52rDulq5Z/xR4IhScuo321g+DQJs6hwFQQeTbQ4E3Tdh6ooA2zJ0y4XOD9i3hp2/DryTaUXDEU+bhkOW4zwoeq/Z+rchurfkcn/INNdZds3ydC9om7a0hAaxG17zom6PLpfcMQOocjeeT3OXyOzVXyT/tLv98yi8tLNRseKZLfoug/oXQ/a+qmRnF2Xjp+6opvZXsxEgXRK7pMOD3s9KijXMraB2ZHtC1r/0t/ZA+YfvQCet7ktyNHR+QomNeIx1so4Pz+dbKIsKjoUfsiDVeWtIgMWYtY4HI00CeyeEAwN0OS0zC6/GZCmCaA+/OeQAWGFR/s5tjmM8LrViNNdW8xoYtOtlESJ7+++2hx0vTeLaV08NE9iwA7jU+whz/lS+v0O3GrnQpZOjhKCL8pcsTkcTAmxCNj+6G18dTvtZe/1x4FtWoC2WtK839ZXDSmxXR9TOGwdE61v94RvQ3rXL2wb1lRGqlLLyIaH7W0CnolMCsA9O2JBa/Pth8fs/7o8Vr5ij9PdPpTtlYc0Po7dhOo9nVJFJ2D/H5P4GFfsCmVtYihR280B3TuIU6UuEMo6v9BVtZir/6g0fLclPXoypN94oKrQwA1aODyAi3wopqCIu5RHPfCLgvAfp0toO+a3lhwUz0XSVdBPU8Fz2kd7U0Ty1qEgS9tbypfnvGFp139OfSdD2xXdd3qZfOMuhesGRyFZJ52XEA889cgrztP6S25J7D24jPwoJED5kRSFoUyPh2DdBU31FyPqhfAGDDGRoG+NdlDxAf5Lmofof2G25Ntzz+AqTWV++u4zO8wPy/NGsWkZsg9jjGdE5SBd4ellajsHf5vX7pB3XUK5YtcSQwiGzuC+joTr5FfRi4wpGagO8/1b0+d3/0toOwOYijqOs4kNOFb+14EwT/77BrttVi2X6J+wUVi70EzjnTU8DEWhbO5HJP77VnnNmxo1BSBh1vEPmvex/EvruDGhkxIervcS4K4S61Ayl9ZYLGQAXnWLr7BX83lj4YMVOLzao6E5dtYh8gwNZuEc6y/n2uU0sNgwGYBsWYMbRR0mkFP9XUN6Z4XiFlOSGYZ49GSEU137Njd1AHS2eCnkpmzKTSwYyAHpNTEt09GnUvntpbW85K5dPHUpxbrl1ZvCbbPCi7ghaqFQlbsHQCzS1biX45b2vB86wLr2FMD8xk9E1mio1tSMZxyEFWvWo9b+7gqCdro2tEklGScCpYdMzEGvZ6r667OXm1jab0y7YiUE65SjiFGm9sebZkklKUIpj9VQbPPz5rk98ds52sWjhJKrDNBPjrhe2yNSdra+VB0WjWQkHo7xaY8VX5aFXRx0EZSa56zgJ7RtU+sJc6X16hWx2J0aY6cqGJTVDJxDWLBrtKtRMy5jFD3wSvPyYcVA3XFV/WPvAz8Rx9IjwYYtfL8uUrofoMq2eXSaHhiFrS4sJv0OY367VQU7TUWrJI4c+ekircqJF/OpY+/kw0zAMr8QUT3J8/bkUXSd9S/8jn5EmCSDYpQ7zihBO8Oa3HTAR+hnEz2gITEnaa7C3QcBIOBB2uqKurV1qaU1e5sEx/DdB/yMUciATYmCD1aGtwBTWktGvuSnp51dz/Ka4tzLp52qd5V6tnSUz3HsDc0T+pYkXkUqXkbpK6KF3YIdcNt/IBtG06IEovFX69Yl+W2ztfI2kKvDujQVaseV3hMGusk/qg4Qf304jRj69kmcUxWavQVgf+7kJ/jDUAmjQYLREF7c93LaKrGEj7CSPnlhHX3P5Th7Z6+iEK9fFl52U9ycHX38RzA+1nD/Aa9qVlyCwCeW/36Y9FLx+D5mMzb6L5FPJYXCtRxZztbwvjQL6hApfrtPgCd5cIItz+GUjUoDT3UonooEglKfipdzyM7mPRYpP3n7IJdLtJS+lIueHvcYxwRBiSlCmMXaNHpXwOlfjLpI5CqvOfgbGKSpbQEiv0RPtjgktSOi+RU0L4eKkMtjRDi0w4MhsIzyTDpha5N4LNtSTs9yuFiLVFEZhtCyEVutKFJHakdHQmO3rKLzemQb8AEiYR8cxTnwHDQv1eStDwYGMsGwVhg1xJnHMy/jE4dPtJo9gIW5IZsxKxBggcuUbOd0qxQgoLk+EYc62zZX/6EXcRgMRjR5VIKAQCwU38O1k/K27zy0RfHxKmKyknHq7KojjAYhLXwwTwVwircTKZJelPCVwEt5qZOxVHXwb3/jHp2axxfzsy5Rgfe0ZZSDrhah/RQBu9IH4xlfMqEMd+ofnQSLwzCzzpuQczDYqZiGJQoW0gZLYkvTQQ6N/mzVcgdbykUqGaA47Z55J7OF6RECU1CWMnFUdmy6yZQzpDy80LpEqb0tJb8kS4INVPIDpPbtxU2wmkMTdXnB9H5ZhVS3OF5y5o35wfeHEui+qvliOE+v2C+GE9WiF4BXeBCALTyjmQCqI5H3kF+JxjWWHQYk2IdjXgmr7QyfZOI3v6GHUVXWXERWEyeUO2jP24D15iD9v0zdcdil58VvbBpR/D/rvHhQGJtD2/sds0OFL5c6WujQlKJL2nK+GScM/E3PUk0ylkNeIxV10HP8swzKW2MpeC5KOWxUciCCptD3N97/GKPk/VkDZcad11x59dQxQS/RBS8oWeZndh4j0W78ig6hh5IfAgD/xTfMKuMo7ga4qJ5Il/MTBcprbVqLUYctnZV5sXqobEGtpaKs0cpzs1k+KacOMjwnSI/mECST5vL5CZu6J7DohccDDEcuwSHohxy25wGEsK0zOdVJd2hBFS8XNr42H9Ha9u5QuIb6nIWpTl/hCkmdsZTc1avmxnAPmjGt+HqpXtz82IKQs1ki1JcF8af8BWRvqo1F/g1+HnhwzM/yB/mr+4GJ6lugjKhhJG14xyX9jq3n87HU9G7YXhf3AculRStZEd0oGC8bhmxa3MsOs6fOt35miuCoSlSotzQkJ5mi13VkIzG3rsDhl2fzitxj9jzo7Xi444tekVrRioNmPuVZ42J0wnLLDYuD7BeZNWJhkt9mFqvpH2bH4lERRJ01CO5hoq+h3JERPLek+X819WWnCpeKU5p04c+pVxEyj+G8phd7yhY+P3IChTSr96VTwN+VLyioMLU+oLfAHb7SE8h7KYDkFDRaLDXZUH77425+MiXtRTt1H839XarHBYyHg7gIM2iq4PEoxEMeXzNHSnKY8gTjTgyIqazq5kNX7jBMmcoTESHPEsDGLow2uF1FHA4Qf8W5C5Vgvt+qhKOyMERRtgnAgfKJ6Pf+pJQoFXqYp6EbyMMRejLWmh1GQIlrgvkOl7JuxBJMS/eTYlQcZEt3AU2muV/OUifjHTa5R1mynlyfVcN2SYveV5SUsZGbjWKwHQfqKiDuJNt/6pPULEE0ZQ8EcvTt+Pa9oIMqXDYeMGkQY6NWQtyzNaccOOjreo8rezjXLh8pdygdKM+CKUoFWve3Jt9mBp0IcFM7GXDVkUywIYAgM4CH4pHZcP3alueUrexPyIArtvg3Pe5LWbT3zzdfO1gOCxZhhm+zdFgowjc9b4tBd/j2yKgBPc9J5ELXkTWxhDpUdyDSIPbyApgWYOcxPQheDYBlRdXxmGJFULfpS8P41G5rM/9zVUvOhGrqgwmqiH9sRSt96YGAjcNXVBERP4dTrVTftta6VlVu4osyUNqiqZ+JVEfmbrtFNxRSTAdKZ+8LBXn63d35g+QLS3qOC+JZ5ofr6ubPU6H8JqICJM70BGt9mWSIzOU7ki4xC0udVawqk9OP/vAi9bylMYZAilSQjddYURkgNJDyryCo6R5rcRL0vhgrMckygm/ZuBsG3x+GHjjSlFGNfLoJ/0iH26DL0rgZPDP7J0xZa87wbwc/tkPUS45QFeFeB6i+WVqF3MZrvWayKSizLin2IeCy8eJ1FpGbQQYWQ+4I1ULSzz/U+2o/fZWegxGQqIkOkuMhFGIbnk9N4zLbUUK2Z0G4vI2mTo6mSZc9kfB5OONSZMfKlAiso7EI0E4YQINlqDGRWjvC/KMN/iNkdlhmydl2N4UOH49sVr9ifCmQe2PZvJlzRQOttiom4E3GRsbl/wS3Zgbykrlew6tH569EOaf2rMLnIA9nHfZiuQy4mAJ9aczYZVmzQ9qMXFfjJPhzsX5lcF9Sv/0DaAwml8ifDOm3wR+mkCKivftz8hUWJk9xE2yMxd+GE7FRlNxTorvIo8XEx/sdYy4GFUjbOL5b9vKu1IPyQ6JTS2HqneiGr4xbtx6mGxWUnWGrIPnv6GoEu44SAtPHje1mFdnkpXiaehKG3hhvsNuVUyvVxMsDpOg0b0Tpz7KqohJa3fQxpBpFxUW4hDscFKL2M3eD3j1V1OR9lLE+f5cbl8f+aTBwZQtYa5/0O+/tmpfqAn8I9F/HaFgDbJYm+gO/in2q5xlMS3Ai4EeJ7LJa8fj3xKgocNTQYK7pKZZIRIbFztXPfl5LwrjKXYtYCl3hk6huPtRdNvX2bnUuujoRWrbq2OqmSoBMZy5tSWUBe026ymxbAXhfM8fsqvEzktdTRkd28owb5IgxED8ZCgvND4oxMjPdL4bsIsBS1X/YnKBPQ8gaYNpSp3FRuOKUwoTaBUtM8kR17KOBLLFkMLWj8VhHABj2gY5VWcmehCXJ7NXx4Eg44Z/O/2jgKvHoT9AcEQSV96fzWm0HYJirqZVVzshDgmtEIs7XdqdbhBkgaKLRKx0iAwqughIUtql9bj16wASZmzLlwnBBM2y9rJQGHMo0zuMpxp3zSjoIsCdk8DJAwHcj+Y5UHIn7lpSkoI8dpNmdJRQ4bjijrShZHk7evZftItuSE5EQdqpjVkC3bwjjuU7hsT3gOFFdXFbKv5aocYMG/xh3NxXghOCsLmga7b0PojDdszM3Y7mUnrkEQh82mj494XCdG2ErjmJEplzIhH4DpdB4fyAYuIyULHEYmn8nwTI3p+VxtGXS1/Ef0pQck1wtK0NgibxkvFbUpf46/201kM804+iyCxXiB93OjZZzlv73PZ5WPuBJ+K9yP0h7czNbxYRJbSVb9MEGQhbH3y6S0eKdQkNk/Fw/OOjMYucC8Z9Bh2viFopHGd2FI3nOL3UHQCfoy3WxIXPVO9cs+RSA5F0F8jJI7SGblv58o/wekDp94no1QMuvPWp9TfCu+NDuCecTQcFQYFz7DgMIO8U0FdtHYoiOculOJLQY6bNBocpSD9U+uC6KVIaNzOD+YM0OTRPSQetEUQNWJrfN+xyuMamZHa+kcDhHutqymsm0Q3ImtTorIr9JF+0rVlyR5AIZOe4E0/6MduLrV2iJOy5KnfUoRnw4KoGVfwNWm3NcmCQiNuUdX1QYHzdy5X/ME9KxqxnX2ONaTlRyEgarT2+RREJ6V4+wbwpw15bYSXazcd6VRvZZvXzgpyy5cmk2aA1niqX4ZvYMZqB01tc/cURSRsSN39BcTIqIBAb8s4+A31gVaXzl3mp5AG8qsBasw6ZmL1/5tG+QGazUBwzJBVMOC6qoN79DF0uvWAwnpWKOtMcVFYz65y1yu/s6e8TfvBMBMog66klDVPIopIAwaH20iwo3GW3uxJ2APZLIzYfWxhPGtmOcGVGLLzHwa4tikSui/X185BYZ5CmmNrpTyjV3bHhp7xvxDF4FWsTHrbNQUDHh7l20gtc5szSrkSQRYSJmt+jmAOcfkK5a40Gko1n4LxSZfiu+wsRygCDYRPK/h6NH5DGNV0BZZTjbUYiNphooWCaabGT/Q85CM47EjAub5pHbECTMkbp464/kTULT2lW5k11ut74X5gNFiKIlsP/xSJyfWSaKEBuywEhYfEmmx7YflOucxayOwjmghps3O0Tz8M5IzLHKEKpjN5qdph5I0bHIa3Xlz9NWBi7dkVd6Td0q8dmTFaRN8EgXhXDxtp9Yz8930Gv/vXh77AYVoI6RHSFSheDIsFHNwQAkwvoJFb4sMASeJQoXg/L4Yd1hnMX17toZCSjW9/qy1YUOxOrWZLEZbafoiwglF+rjhcBuN8Ve4RcRMKGJhQ4gaNPxwevN4Cfsnwfkh3QeypOOxF93XQ+sxNKFQ3/KfK1QpqDdLock943ls/UceZButLgIIA1Ywwq0/gTinXEhcwiC+0f8egTSOgRAsvIN4LcFqu/Au8ABJXml5K5d2Nh01/LjYw88Cm/WBdpf8l3MP8SvbTBS6Ka6AyAQ745fqhleJO2KlkwnfSrE41ExNIaJM5P7IA/Ca0Ucj0cuXq+JaVsRVso2enFSDe6UGJKSZvjMOtCAiDJV7+uPVKDkn7hNCpQulsLlATwHKOMnan+jRkyDFyrJnmVe420hN7u+4K1LpSIKMbnMXdvIp2bEgVDWfJZjxD+pNVSo12UtCqq+C5O0HNPK35grtD8JBhu2s3qPBebiasHAJg9zltMVxv0qhpNfgi/rz7ZLurpx7ihjCVDkcHknjgdpvyMfaSfF1q9SOG2I0bwjhrMr0c7RApdAYEjuVSuxCi4CcEV74DoXNhnDfjLSAAwjE5utV+52KAGLZdMCRa/QzI856BmSStuDRcoy99V4nJkWFerapFqW8x8xzSPfTH6ilQm0p5XAGmbOTzYUR27FeGeoNBTWL+CKTnqwzGtDxCChOKBoDJXQ+nkpX5ztZppl8D/IAOMv4vRQp5PaQDLXnEzsChgUqz5Or47mANDBebkI92NTZ03fSNYyEGvFU3QFWjl9HLOobJpwYq5t26wMHW5df6FMwRMEQItQ5Fp11fW5IIJWC4L29T+oZnymt/CF6VvLyo1MWTcvK0QnZ31FGkkNK/C+bZYWLQno+UwWZSsr3ZDQcqXT8xyN/Wq8VjRlfFd8poFWpo52HTLcWYRkc52e4iMEWk1VtEL1bXwYADjlmY4+XLZxQ7HzEbGfafjPTBIgiSa6N2g2bLXnJx19+2ZB2kxsXFD+IqPcPjFsuZ3LWBc5DstEiQiX8wWH5wEe4FNu4CVa+dgxeI4MOto5AZyaqulO6/TIMuhDuE5fw2DsK/3XQWDMsCKW8ufK7/2t7BzH/TdeGz8RK9t4s85OlBVfiawiaX6eAhG6SXzsW53lBs4qjMRyaskxPAkq+u5r6SoH2wkQ8rwnequwcoPS3bdRgucXz4KUASQn5Iuw3TmZeokm6PTBThMCbsNUMFldMO05W4JmSUO+og/uIjiOdY2rBLnYknkGszRlTtsvD3jQ7bIaJRXp97hhiUsM8fdtg+8ejiXSgwI+6PDckCbO1RpftZY+EL5YWSPwxfqtz7N5L5cFmz2//ya/xInAy37xZSDfT4Y332xSMvc3AG4mMZuFzs4Xpvu3EnwH6wm/js4i9GA2KSBzI9JcruhTD0c0EwFGFRJWmToeB8rOIIqjL/cc+fDjsQN1k2GstrorUTVlqi1eY/BNiG0a9gsFuGDrHH3MmvSq9CMctNy3e8n1hPADWu9G9LBGF3ohJ8mZo7C6nsUb4RZ8RH98py5IUK1Wljt50D0TTAGVxwSHA+DxLEAopDuVA7gZ2AFB1KIYtPcC+5g+6f1w/FwZtrCF2/Xwc1ko0ZKnj73wDCRntCRwMyKZgVxuw0Ykk5Z3Axvwmv3uv6Dibq7sAWzMVujamt5lL7BBI1KCoUiqVfWwAx2liWHfxv73xF2rq8WYVbybPJaskNExjLdXOtwCqUlT15xAP4Lib65m5n/J24C+DrYdTQhIC0CmX1NqwCiQVYJzpUBINDBdxsX+rGzWGPfGkdOPKbKVGE/GweGc6MAJR+Ml8qJoRYZ3/tWn9OjVgpqwbloXmBWBm7Hk8HkcdkdhBaqV3xGsZTgYRGuErR8vgVTJVmkqWo2yhH/RihcQCxbAK7NnN2BE4yCz+aqZvCw+eZ0jBMtejlfCi6uVicbvNiBuGXhXXucSJnfT4QGtczf+sns5+Oa7WnoHMXvmzTOW22edTAuHd6tsZERUn9FSHrCah11A/cfCaX2n/MmBfR2pmlL4exThKpqiYU35+ChTy03YENTbI4f2bjINEpOpXRB5ANADZt+2e7IB1em81z/v3ehwBTVgTSVs9VwgC8KAj7k8SNrwrtHTu7rn2GZRcbkaTnimn0x0E+C85lTlqvny/rXQLwynHTankP5P1fu3P9sIwEg2FZA9DuTkc9notCTMhcqd7m/gmKlZWnPTD+Sr4j++Z8aPOnnE2P9s3GqDfomB0TbtXwWe0IERzW+CANQrPiAQOi0XFR01TkMHp1YSMUW9iVMMPFDo3UGpfQwUK3TgEmwYd6NVtFXqpv2PH2g6AepQdN0eK0htpjSZqWPgBPAQTUvMORFPlO08Pm4hFvVxViJa8eGhSlLrJNCgKec58F0BTJohSf1UGLWnqBG9/4bRs2BZcteY6d2XuSE2fDHStvc1Cs072AGCCxlo6UlDcZGqqBRtZkkVj4u3Th55UTPp3DhvlkU4E/g5PTKNJunMGACyCb2vuvu/y9eKUp9+JkgV5mZcI43UPVTM2ZNAVM6iAF9wm8MLU+jth/a8FfF0EAFjYIXOmLzPN/2VqxwzaGRs3cHAOacz7hq2c6INu/5mSWMns+zBc7ff0N7DEsqX7Eldc3rT7kCTs4VSxATZtBveVn92IhYcFYXonr2j2zYkwc4vkFhHkVSHz+DoqHY/JROYoy+QStrHeYENfy+xr65eJtfn9dBeSZtJBkkX6itLjohzMsAOBBDaqOCtykupy42dH+BtVjF3I13PZrH8+t1iKH6HKSBYL30WuqQVaGUUXZwhQoi9Srfba0XxoWr8801gTqeNo0xPwu9Uy4qFwHRySJ9TgDiy5IXKjnDOPlhm9N1oGBtxYXxpQ1SzGCo7pK718ws3z8PKLlts0FVrySku2+dINMpoUfEaflwzs06lBB3oZbCVwDLOGNF+/VmyekU5KMXfLMcxzjnOLaqbp6i+H8mE2a+I7y3BjYleJfahbCykefKeH7itGQII+2vjcLVBO5VFzr9oAFSit+0Ic4M8+MbXrLYaZFFRBYdWS1pEVy89GPYM7G1FnsY74sGSiXtkdRFi+vpH0DWEXSokb2Vtd++2TVfNPhzMZCENNQog3xV0LNwXCfg3ePYeaF5+Ra92TVIZl/h9s/Utw5fZbDnJlcMmCmll+cI2fL1d9OLSrmOkHwU5j1D+WUft0jJP5D7O0grD/L5dwOWvwGX0JNJXL+R5P1g/MIPhFjQGIqxjULhYHZuD0B4QPqzT93J//15rS3yYVZouShV2nP65J7+7ZJWxbxJenGUO6JOzbt8+9DjX5xivVg0Iiin3tqAKwF5C85Z6wS+Kqoqh5vaaY4pDXC7hwL6bd7WAvG3E7hxKdYzryp7TKjuo5GPN8kZ9ycCBhFvoYXugdqt0Ctx70KptVe16WxRZrLwKepM9MZgq+B8EaJlhJODVuQZdyyfEk5crdduIh6u2kq/El6l2CmlVEo/wvlw6p2hga64g5jp01IvcD26mIkEUwli/PQpJqXNtAvMbOjNcnIZDKmGA8ddyptHLnX6/MHWpffIwRgO3ojSTvvxOV7USGI58u5ZBKsAbY0DAdZB2q1Z0IIisnVTPgdQRLHIn8Eevm6LI63vRP/B4jDWvJ2a1P0cnR3KCTmUr/TdH+A6/dbv3URpxFcnWhJqZrr5gMYgFdqybhLW9REloSWUED9fY7qXNAHoj1fL2JYFJAepJYZsQSE3VaD96Qq8S9ha7ajEdRLHO4b24lkupmTd92PWyf7FqrNKLyIuN2R5D+b9jiujTGgHQdATXIBMvWZ4U7JgYM5o+QRuLmGJfQMjfcLdLadS7dsafU/R2zUjRLzWbDJ2RcXVBePrpEjVlsTXHvMnd26SIPK5hFGZVtFNCrCW9Cqe6F8/oeD05vAtrJiZFzNHJcPVF8zDuLJNJaFJdQLKGat/m/nVDQKkNgAeSC8l4l4vb+w7+N1HSRTTlA6n5tAZPsuPBi3XRXg2GTtH1OWjx7ZDBidJPFs3fYyVtur/1QWuDixUbI4908f4ln8mGIPb3PS+cH9cE0VG7nXPDcynu1BaEj6vq0wysrldU6j9TnEl1MzIGdwTpfrRVGS2i69ErQS6DIC8dG5gmFVLekM3uWlh/JgSNRuBSqiKl2SNrciE+3D+uEKeNJ3mcxEpo1w/uAofr3M8OXestD98N8h34aO+0BpUXDmI0l9v9XqrLusUw2D22k01f8lildAI5Tk0ujcSvbwwYqeYaznc+qvcc/NWQW8z0+bp7RYw9XDBnqxtc6QH5/E92ht+hWF0qVZN9JC4GjNNI4O/5zJRHajxVc+xjaGrJiEtk9oYg+D8F9d/txtGtXIecdnJ634AbWuX507xefxXZ+KLZJDipPO9wo6nQ1DSPYk8SKI977ZRheWLV9OWub09nBp4EN0lhJssP2Or6OeHV+Lsjk5vTFEq+mE6uS5no6cElhQhd0WyNrh2rAunNUBMpNtiEyzTcdihBMDXL+WzIOvbZK4rNhzkaqqc7F3+K5az9pRerhne8SzPg9CQ1JVsA7+glhbe4Pd8tV8qC41F5ZzTAuE2Zju4vN2+RVgTawSad/MO+B4ARSHnM5W8BmtU5pt5KJRnh7/tDblZRebn38JrUVDYt6357nDPUWcjsludt/b9ks9qicyPiGXppe9flHI+gUMXDXqGxnjBIXix5PzrbilKtcWeyBkr7qP1d6N7vDX1loDZZ+43q2dhgDIDLWR6F+qDPj0zK4ZdXLZ0fZIyE23Zergt2wIxR6IsXnK0eZyXUZ37k49EJ76tz7KMhcz6WOYv1Pe9hPbHF9IfbmpJsAzmCuPuN2cwqe6EPYCq/vaRKaG/SjqRo8A89GtjDNjzPtStSFM44ruxTc3lzCui7ak68P68h/En9yHpKYiXWrnfEAKYLaI6zWxyq0w5l7rZQlZrwXNInFsNUhLZY7kQNpkYT2eHk7HUnAjDXi+odPLA06ThID3b82U5uIqr0ouSDskHJ0GGeqyqZgQJx4oH8YOl0cZTLlwXomI5l9rCO8Liqu6+YzoMfw02xtMowYybdk3wisyXDYFDnX0EY8429zrU3t+FpOYqyEJ9Dbo0iTYEJsMFE7N2zdClW88g6coIaG/cKFD7Q/LkOGTHuPYiJDtwxd1V2z47zzgn4lyeC4ZJEIZrj8+COyUoHLj37m8Rz2SyNPP3hUsIAPJgcqlQ66z0s7sUw3YenOz5tNJQpXWTLEpBsei/HqKPLDwK6iD3wt79SjYF7diSrVNH36GQIuPkrZL8uDv2SGMaFOeUilDPBmWcKLPk7yHhcGZu4DZ9j8Y8ISxxP6cIIAvVNSJogd/ga5MAQuoxi6mOZ1kRzsbJEcER9GwZ7FtTvWnCPfyPNu9ZdFHqlEd14zs7UqX98JQLLEJz8kLieyVud7eBovVW9rfPNT31k937Nz6cRFud076L2Elwf3md+KgGsKUyILOsCuctBBhHN+KnQnwC6TV3yxAl4vJNoM7EUNP007RehXjmRIpgLdN6zkyD6sRB9je+5YSmM0pyOOz6BD0NX00P7+8BFEQVEgUM9Ix92j0pcKThqDMUHgyTfKQupjY6Lg4Jn29KriX+HIFP52AD6orclUwBFBmsqoKJKl1seaHTGK9M+zdJB0meiIeZaR1zn1xK3YRKl+g+u50a3tKc0xgWz0kMr718dZYvyxNlcTeGYUFOLRnMBXbKYWupd8VUuvARrJ5gF8KjbY2bGbfv8lWTNSQCScZVulcEuZ0tnTwIbJh8xP8T9S6ld/O0o5y/LyMLLqejSnPpy7uPUEqbe8A1ytW96yTcMATofAWxGkpQcyU9OFP/wney1cZ/KZDheWQvhfBklXBRnMl2x48qy9BrgovJzEwxBwAG00pY3gdvEWJJjBguL543wyhy79FvXfeiUQT/xbPtgt/HME2KUxu5nJmMvXGKTyr1R2DOZaubJd5P9ADi4B4F55LMP2T2+kCSHhWhgShPBCmkMRu5YdNjtAwX14ArdTQ4d5zEemw/VrEcglEC4MTRHLGv5gncopSxo6b1nGJVprn5hZms2ZL7cpdsOv2YTuAqeeikNFvep/A/H1KN0jJptob7v3aCHuOX7bQWOzkpGZe1Y1jHuFS3ItlmOboqpRo1y/RsszgwySQSuoWx3aShCN5vX1SJftqWsSF3lN76XkD/KZZ/7TuCVgkEKcTubg0y+iCTPHD3MBTbpcctj80qMwEMTiNPhKUP2Wq8shev6fDmIF0L/59l1wgL5bZQ/ebE6WSUweWz7EbGB1laqHuxVqnMuVmjBdTbwcEG/pejbm8s0JRkkxaaNbZ4O2kZKeBQvv6Kov6J6dJq4Jh5Wk6XrcnntHRVuiMFG+1vBJDUAJWAfFBsbeQ0JV0iSb42B4jAnqoKCByrm68P4KVZGdSczKw5QhhUSVIxSbCpX/kQMg236uhrSMqoGoG/WQwlSq2IEGg1UamyggWjTGcCUAocWhKmfAXwPPxiYZ3ZH4Q0AbfRPpcZdh9ptebiSH5jalbpJcKFsRV2aufNs7LZ32LAag+Og9IgFXdf8ZZ7hEUos7yn4Fv5ftpq9lAh1lIVl3t5VCIzlahNx4rDMhmuoYOaei2LHRMPyNuMVLVMwp8ODM/tLH0Ibn/+d02OccEYMaYRRApQL3jXA/xaLdrQe9d3Sq2qDPbu5AjNFd0PMvaFNoCgixJjov0OpDrgpdJgYtAuqgjogzQaxmWrks70vWBdb9jLDP8xO6Z5Sfnthgs9h38gYFQudEWxRzLiAgIbarKGQWfSZFAYESg1mRJ2eocdaP8+1l5buqQ1YZqlvaTV2OG3SCb78qStTsdaSn/vbYOSpR+hfXbVwBqLie2ia7jeCUV3t+gUER5AhyfFy76j/AXEt2pF6/knT98ZHsr4tk2LatMhGxl4g7JdixYgZy3ChOnv6Gwk8K+gY6iJR1EnZuPJ+uI3U5FfcJwDNKFxGGuOh3vEPtdHCaJk8WGFr3z9BecYVVys90U6vZH+Z3kW+CFkQLyIBgeLnCzWjvR3CQFvBP/6Vl/xvauggD5WROxjv8t0GjWYnKfOoGV2LcHESBT393mR6sBmPYySdd7DPLkQsQann+0DA232GkCD4qfVp9nZxGjT94EqD6PA/xefYQMgr0SjAyiK2GWIl6LOGE0xd8QkTN/Y5uUJb6vn2D9ScohN8D0RHcA8dx4vTfEH4yt5etUGejY1wQukHM2Pdn3JbBDxyZdLHF07cIBzed7fG2bUT5JAOKtkl7Q9QgDGUMJ+AyyegLYwlNxf9iiTZeG0g4q84kGbXxU/SiwW+XBVk0xVTUJA10+yjzCqKIsF4RPij2sEPTRYzFXeiwg1YDn22d3Xygv6w8Q+/dTHtSpfsIc2lPocwhLfnQ6Vxz/8D7rWZ0E4miUK5zrJrtBrrTtt0ve4m8vUOPlES3YhaNMuGY62m6tAFDDPay75VvGiZ+1OuRHT9kfZAlNiJ0UBt9Z4p6+mtaCu+1xWPFtMsRrTWKeaqSmYdHDmPdzlFQIJT9Gauf2b1Oqr21fo8VTLdkQpBKvIdIqO93dKE3wPW85RKS9YUAx0DRDsxy1MVDDG+gXpKJ9CdfDXI8SdkTrw6UF/15rydKMEw47oEqfIaPn2Q3sTkfFoa8UN1O5d+1rIV9esWOSrxlJJZXqZfxPrIp4RwaWGTzUN5rq180oOn3tH5ygHl8x+lIsJaZVzPDdU2hG96xu9L8QpAfL2Ju2hox1MU9rIcATkv9ibYCyStbdnRS4ufLYv0u5939pKKcKoDXYpjd1QC9uqbcmNzf/hIG1RmTYdt4O+pDSJ80KpX2icOMsaByM3yHUeKnWn34Ib7qUuWZJUXuYpuea7wx3krMFgiKh3Yp6F7vvHXKAmYcxYsL8JMBRvKzSTSq9xyX3iwNTaBi6TS27TdvgnlVxwOJCm3RMOZuE+r0enrqoiIYju7O8Hs0yrgj6EyIYQ8UXM4CtgX/gqIWbM7blwE9xqdRmTE66epdPEwP1EmmrXJCupaIv+kvsgll1RYtgQfpUCXuPosSqayXx09E8C0ZwpJukkZAR+zVtExN1r6oyLzDihRG3Tl0OBTAy+kGqLRNcEyDLvDmyg3IiABUTlgvg91AacuZmE51AKc4Chl3ToNlcdjRVLr/L/FJDS86tPVgWCmNaGbn+T8ROhtzSvzQ8vBsYM2Zl++NHR4Dc88VnBjxwjbZlBKnw32wMIaOWHth6dO/7cVxKtAaY0zkntYudbveLUQ8bE6wjpSwecUtjgxMg7vlDq7I/VoFInEMfzGHZX+apWnABwKTkOSH2WeKY4HyWmftX/6l2e2N9ZXmrkvZzucmdXoh9PsAggcV9I2+MeoOsHcdw10MgYVi21QEMAOT/E3A1c3RjJjxE/PhxcbjCV/rBuDjgvI968nADt20izJvDdzPy+yWeP+MXISBKwzSm2JSCIJWptKjPPs7rNMuPtFakw8a1rDftF9WIFmnp29EfDkzVHymxJmzG3vElQMDFq/sVdeL3gfbCFcULBUbsUNTGc5IUISdN/V570wYpdQ8D0Ybr5a7gA9y0CIwXGTdzewfeUNSkWEKKJAbFy/FVab/AN/GBE4KD0ux8/jqcDq8+DwJTsoNp739/V+U0J9UsFLI2QeLNrVBZTOABHNCvr3WsFezv6tZgrAw10lh5wpcd0Qf3MZbrckNnOXd3JDiz7YVdl8hLjZkWl5vH2J6eRUJrwJCXO6IxIVR+WEqE4Jilk7tUSmgJD/9dNR/ooA2NN7YrC9auXxAzRc+s035BAoyOI4HDHAm9hU/Z4buz76QRT8QxRgSxGkfcT16gCP+4NQbftgvPuvqqhaQOkesItvInOh5VsZy4kcccnvGp05ym31zlfhpS77UXiF+OwiiGKePOkNbLMhlqAp5WxwJ8eZY6Nyrt8YWNl4ULeZ4pE1LO540QY1RqTMNtBlAEObil9ur0C2Xr3IjLAJ4Om8pZejkPetBxHq8Cs/F02mFKbvgeHt4d8TdkMr/fV8CFxt9gKCEwQkoyJwcSmZ++wuqjvmIE4y7UQMEHr2F+xr7EvyNDNQqJI13qhsKRfM4Lx8vCTNtkKueeOHAatC0BTJxB8QYHoak5OnLHcz35d6ywkTn0HKDQ5ZWnIimnAZYpjSh8RDR9ZUgjaZ2tnh3OMKnFCYcUMnBGoUcGbYX2MqUOgvsEmjgSm3BDlyP+uMYZSQ4wzVQ/qRX7ih9cGZonbqNv+i8N1tiYSD2R5eVC2iiGLZQx5m2dMb1JdM7XpDZkW7sfkm2yELm/+wuDbSGTX5ZYhahk9sUTTJo1oo/7eBF4nTqWU0S4e1oEat4pzizt8/NCrclBlULlY/MoD5h1MF4I9440Xi2F/cx//kA8NhoVRGzMmNIWJHUb3hI2u4YjXFpAH9/XRap+3ERXHB5lhezOgn9456tZ5NTy6y1TOH60x+MfE/PHV9j0qVV6Yrdzz4Ofa/Pdy9we58D/RCYPR81TiGJAVzIUlvMEbCEvjMHBL3TA05YY804WWcjuVJFf/FtKjxct5OfcN9YOHa70GNllbj8lRzcTzCV6POdoO8cYy+ChHyLtsZ3aUQZX5jIYPUksa979j7HnNFB4guKYHNhc830YwQUAxPn1m0YIq6OUAqc651+p+FdUe6NNuxzjXDQRFAslnSZc6k/cJzGONLHIk+PAoOkZGsB3CgGEB4gAAINIiy+BSHt/G+f36ExBcRvFj9icIpAbyQHO+nhioT42PgCT9+ZG26TB0NZj9+wRQsEqwPv/Tt7JjZdd1+55LneNekYqonjXZEHRZn8Sk6pbhgNi5CjTtnVvrYWzhqrrMlP5fscJMBDGJsAFJAfkj2XTabYTmCTSmCVeqICT1k7l8i2+dq4zazjU2CTcJkRhDrEzCFbQ3iPtkPCT/2oltY7Lz0TtPflTp3+GrGdtRFUEb630TWgCeaoG/Os7ikPpPJOKVXKUkNl63n76yxlouF1cz7kJ1FqHAmCADoVgY7v95MNBqPxNIbHGP/Brt6MNCBmtj8Ji2ZzjNVypunqAunTczYiifQUne+spHICixHVy6ZWZDuw9IkBuE9uD0PYLzGsacSxmtU8Ny0OPdXipMpkvWlkf/dTc4NE73AZfK5ZR04VYeQNHYl4zCQT4bfPKcyyeqSP1e+T+Xv9rl+ccaPp+mwqL299mf0nLJEUM5oWYwHq2tW0ZBIm+lac33svGBO13aOYl8zFlm8FqWOSWI2GnQwUs9V8W6vXcYBf58CKAvK73pyBC5Cwst9hLG+cGeGvBg5I4gu3MH+RJddmy1iYdUPFB2vbsYkrpeu1zRmXiO45+Vema6y41WCX3wkVid4B1BkJZNnuDA55PLKKC0vJzPHK/BeI5MStbgb8P2ivPMHh+BcAwXnfq3CzQGnL1rgfCFSl1Faz6VGV1V9xeOkmlxbF+NiUgr6AQ97KRiEbmmrweivGYd37SMktZpVCA3LHMa+GiXXl+AWKQl/sJTwo3SHyBEn6jYYBPEH0lwntNxffsc5IH3Kl1tiRXrD81LxpU4PGnkk4BbbU9ggp6okb1mscvBTa2nDe6m0F5oM4zkra7GOtddhMYLbXHWa+cLJOvN7M/U12NGTF6ebHloLdFW+KQZTRsSZTHsc+OcKxLP8DkJxLHQYB5C+fyvR3muQagpAzQEV+hQ9GH9jRTNE7vpBmqYw05iLVhw4T7ykIVuOntg3oMSHjdyv5/dcaFLK+WnUgVXauLk1tn9crF680EQ+5j9AIyqIkwG5dmfvC456umxX/JfGGn5hz+DI90UVFWfcjHshLKvfuhzHMFO3s/aDzKU7p2dX0vMgq3S7/yoryL23POUOe/Qgk0qXu2xr0+bApmk00seucLVR5wbp90TeO2mkcxIPv0YVt+InLM7SjM9W5SlT0B5fOwoPsLj02cYhV5LCkCAy/12+U5JRFmjaknMIWtG3UN8UFRfpJyyfl1krGWKQR/ELi/tuNzoubn5L7Fz979XSVc1C8p9DeNGXLufGoR9pK5uZNuraDdQN0AUvolDzM1sfBWicK9UetD8kMjszVRB9H2T7S9NDiKjC3mqEoquwp9bnVTPX9Lh3AzOpXgCG5yQOXLq1XqdE8uIELD4Q9+uU7SC3McMaTzLvEZO727poHyxSgkDBqWRaurkfsC0ra/iTkMwG2IJdRiKjEdNx5dmjEJPVCvM8thEQTCadpJCtROnRZ0XOMHef4Ea6kK41oEfzEqtufDAOVxRoL05NVTEucku6TI3GqQhATlanSis5qEyl4IOXvZdEkD7TFaYxCroeSWzwF8eJGhRF2Uh/IvarB+aPLsu1UGr+3SbvKwQpdny/GFIGZcapbv06dRzFh9Q122ShPtB4qcUcG4Vn/cR62d0Y+/KJHubHviANtJMGjXkxOP0AUJDa8BkLftlsgdh3xp3GWknxdqrmNdBTLgj4XkMaPvKVfY95voOLXVqbcY8jCaC/F2PUWtCNr1AdzOOSCiS6u7IRWexR36ir5OJnzFNai2/dWqmw6jfTeYQiq2MrRhsyc+5mr6r/Zi2QWV7dC69sm8ieG/eo0JY66Xs2f7Kp6wJpSO/NVelPvP38ADfnuhkTiWIit8n7DO0H9tiYe87PalELWQDhqW+BRjq0Ga0IyLFgGTOyx98a5dg+xX8loMdIMyp84DSmUHnM2GW15rh+UVJfjMHvX8K8wotnfMYw/LgnsEwQvoQELz0rHbF1QiISsmUO8It2kqulv/FHZHDpPII6pq0z8g8Hd/iIQO+VJRxSKPINHI7Y3SSJFyELFaeBIgfVjsajvatBFOg5Di09PUZITjSgIeafYkctps7D6VdVxr3vQTjFLD3cfNlvVLi2F6iqrePmwxU8n8jwPt+vvJXjpy662etLKqGOoVhbiB3+xRo04v4Cx6aCMtyGZaP064miHvxb4Ol/B/+1sPNdISjSGz5+r2LWSWEHWyYVfIn6Bl5Vxo+llT7VoMsfjKxpbCf+tCIhmTtHcwGhsmFIRFzxGc6RKKZfsbe0EwLgTf11f1uXXWiC15E3vIhimrwtW73mD4ccC3nCKIrI4b6e8NyrcYpgK6lvEtHsqjDKuxwhg+D30NQC9Nyoypv18iY0ybYsG0KTMFpZ6c0bK+JoIVJAtyOiko6k80M8o2EVFlFnz5VhJb9CPG5wjFkqQhRbmGiuckwwYqOZRnHQrIx4DOd5A793KSVU/vpfF/rZtrjWFvrWDyCG/icL6tI9xM+FBrRZUyfGXHpyw2hQkXn7aSfcDeVQmQ1GirrGd9ksgCf75N//V15nUaV494ppOERLGFiUW10hUAq1PNEhkiK2ICtMVVmSpa7NkjTdjp2GGKy8Rbp/d09uemw75043g09WfyWWzoTuxqG7/qm2fs9wowBQYtcZzg/wUXwve42+GxBoD+pibumq9mLjwFtC8Y0J89dUvYG48o+B/3ix1UF6mGBxoGFOncRulR6daZq0U8FU41yRT0nhDMs9ain8wAEDNND4ZuM9sIfSFwVYaDntsDqH09Q6zZLNnN19G3VDeuP+ZJK8hQhojeN62Yz4K3VAWUJ/EP4hTQbhJ/72VJdVFQD95Af7KbnZPxm3zE2owd0r003e3NJrk7Z/tsC9SSe9rpSymPtxD1uHfMo9dstzOzIHduCG+rMFKCMXO/5EJ9KxLz6LoXg5Ai46Hrviz8DKHRw0tY5OPjvk7I8RQKc+bxXDCAJZX7AcxA9pO4wXmgMyiKkMFLW95w8qKR0S3d4bgAj1xHSjOM5e0YILFYOSPngwgL9smK2iYwFgIZweFs7t5lyvvaNlijUIYLunYZuKe73kmenIGqVlIPvyWN8lkvfZAvCj/eFu2//jIEFTyUYXTwtyarL/boL8hMqyO8vmSkSUBR0JMDY/MHWHC3+6YXY05YRtj1BkeSmpx4nmOyfjKQ5JoMiaismdzWT1a5u1W6SZULDoQ90wJ3oNgjBBa1xmqgZI5KwxnD2luGlIfIyRxSkMWkUBet6FLe6/W6BQ3Q/LZSkV4baFm7e7vN+Ofs5Yz7yPsAFmt6/hnp+S9g/drjqIz5qShLdYg+0+u4iHTKpClohXbVKxOBMxNNhZxQYZlJ1EzX6tXjiZRxFp2bxgcPaBMcrsfjKNn9e79y92eTmB/IH2qWfwKYXkBExHuQm1MJW62DTKGc4VqiGLtFQHGThi1zVUT6BsY78ykh6xEmHSCXffw59r1YwHJGF0rQvXXnOWxzAtydsAAFbEFOXKK8KECgHBPAE8A79QlzR8WALz7IHaQQTodWUbKnV1S5LD55gqvbZe7tQr+9AktRhVw0ysyOpkollyHTMbwfgHCH3qtqZUbSKLCSpWp3f1mBiJRz1YEh25dqzf4Hkc0J2Lfp+PNEGBUR43FSOhzaI8jvJYPfNvh6IZ+3m1WsnHFF5X9ONMqBx2EHkBQQTXB0GXgJZBEOS7ZujF/tG/Mko92Rkp6YxOw52oKrDKWIlVHVxwbeOcVBokQHs/4cqizKoE80Kzu3jxsk8TMxRvH0gesH7kLN+dqjr31GuE1PEsLfCWi1MF9hGah5DgDzo1bbF8ErCbAl8ZF9x1umHTJExPAu2GtEgqmDcsZ5PdeSYInLuNsetGFEo2zIvAFayet7ye/A2J1vltbNH1mXiGlfUIfmf+Fir3xNysye4sq/6vL+3LwsHBdQtyHdhbYmXX7eCnTsCzUIlj82BhKGSWQQ5qEcaOVSYeh9xeQnushB6NZoGctlIfqDf2+um+pOVe3fNnqPMTmbzBLofu7YHK0kv0ED+/Lmw0D4KbjnwjKMZbmJ0t8jHQwTcxuurAcomsBJeZB99nN03jPwTBHxyTLqHVLezUddSDmErsJjsssJ0zq5c5lfKGxSBtaX1YQx/L4hOgXUzhnOEziPlPbTLjlTOWi10l+n6DlpOMebQwnOJPm+NfdfQkIk1TJqhI6jPTLjZSbEpm2OXXojIZPlJLn+1XQCH7gnYyZbPqAcEkieZNM+RS2f+vTXIP9tS7CLtGOmkVlKNjLsavJj/LuJpgnjgV7V3nmIL8Bu9q4byHMh/hwJptpEZhYa/pgmjto/hiKTyHxvS1LQPTy/beTTkxVUGsk3r3XovUtHSsjnPooqyg9+2XMI6KAxyzacWUJ1Qh1GwKXTciPVaP/43Du/KcUAc1UD6c6Yyv8Bd0Ry35+WLLmzqx+HPkFTW096yoiHkh0m4kyD79xrtUc1eKbJLMv0qS2x1Zl+FanDkNh94rbfwfX8RdQk2a/UIQqel3lOv9fM3TQ40tSj4bdP+DN92CtFqR3TZ8kWHwQK8SE0+jjFh1/xv/oedCYDXH6OFb9+8P8xWMsA0y/L4et7Oew2J8GCzPCqThxAodxEG1jSdj57dPAk3KAIMcPxEq/HP7Y1Svf8DJDwSj8BtUQWzHiuIaT59bsXTTM46U4m8ON3QgVUFXXRRZzaOY50+csTGV5+n2jKLjjGMobJRwiVRhonwP34n1UKN9G56TJVop7wcJ2EsSUvJ82d3Cn7EJ+RZNK7o6xjrEchq6PChK/s4Akf/NOneoZVM+oelQrAWiLfuZw05cY8j1igxQfbSS/xBsts0LpYGEHn0pX2DD7XEpIlJtJVzkphza76rwCm+eJZLTV6pivlj7Z+NpXirkvZKOShpcVsrvrWIfEy+vyWbROvazv+RQdOjyPwQzOrb9c5CKlEOosX4lL6ezLjmkPlEwIsHaRhKBphVb7nC32/hqfkJ9Gy24OdoWbx8Aw8ANTAe4lc7Y9jaXxOopKH5RIIaS3GuzoSzEKe5sKlQk1ec0DrQjKO2ngW01D9RHORggQ2qcE2r4yzKYM7Nh8lwLnl5GARtD4jlnocdaagQg8WSvrcP3WxwukjvO49RLxlZbSxead7IoOnOxXe1NfZlS6fFyzMuvXZZQp2kuyd1C8xiYvsawUzrMbclkol1YEStkckYHg3IMGYGn1/bJKo4WapL6ypB5OyNLKKGzAc9tddkNcHMFz5V581xybJkVxnwb1Q91UzJFH0EYli2WaN7qifqTcbAa1t+F8svddfzf0KbGcTSCOhFe+S5/2JiaLhX6Lb4w8VIyn8/W/RGeumjTtzytQb+pbHaDwCXo4/xNmUMdTTfkCZxZkBfEh+W/wKSb/S1AOuhOsJkDTnJ2POgdWs0WXPCLmO+ZI5PEvoqX3IJRHbIC7UZ604E/Dy6mw4EYz79bBaSm1JCnT48DxnPP+d8cZY6dyoiO8+STnrpfOV6iC3eQyk9QVuxwduZEsMMW403VwCzhYQi7zjvv3qdmlpuCArrruwhj1dhTHVBDme0qN9pNotTWWjN82bNRX7yJn3aaiLYsmqu7nT9lP4TKf92aEla52+/j4rPbCy+pJ0Az2FhSaG/+qNPgzouMWlOQwKTQAvyu/Gir85NjY7CNOfbNw1HUA9BE1SAd8+S6LdpYBRW+LNaRAOzs4Yb0HlhBevh0YuYEIMFG0SMFjOof9KdhPxMnvFfJKBQ4iOYpDTR7PsYbKnMcotkDKsszpCgp0F1XyXTAHvTaV4FT5i/CaEB/1nSfm4uuQ1k36beKaFDRN1MLxPx1whfw1TUvW5ZXovI2TboU4zFph789FGtIXs0P3bktj0fy+siLei652I2EyxXLxry4u0hYceolPvg3mORlIpiFyUeT0sWGDFI/2BlQn0Qo08W4E+Xw1ZbT0S+LB10Wjmkit469fxDYo1SkjH9C+/hiLJ9IDus6bxPlIQmDLN1PRxnhc10wRULD6CV9Fx/iMFO+bqtY+AYUZbJW6CQjlfSoQIl4ncHQ1H8IPDGAhmiWsePNnRRLLu2wKm9meFmvC+r7hGJ6zNCl+hlalPmaeuB7trJBAmVQ3uqlUDgEnE7yQoWDKg0ecvy8m9FHFooALDQKJRHQuQiW3oAJOLDfAnAFE70YHCgXMDQVELcC1hEF9WSmnUsyqWGjEgqyN+fn8suJP2Ne3TVqiikdYS/IqpOfkufq+EY+/HIpXp7rLcW/ixEJWdn5UU6q1wBlknRkGaIUx8Ac+4/dcayy5DqmU0uQUALy84hmixx91QxbDQ0hyNBBuyLOg3b/eXoWOZl7hRQnRjNfeQaEpPUI0WUtjFwe5XaEg/mlFurT4rf1d26hBsCykzzIrEUOCriCPOswNGKgqimbd0zQue5sfzowdu6itAvzb0G/ZY4WjMW4WbR0aJr1XHfWT/Ww8xwpnYYJbarFm7SNOfYcE2FynXYzj32BVHVdCQMW2yUxjLhHcVSrmiaglwekoxUjQxex3gZK8SNChTW51izGOkiHBvFP7A3nehQd0DrRs9qlAZuSIheGs1MLCdEUcK7oNlshJBQYO0Fgj7AKLZqRdjjXhL/GGG7Cq1Z2Vi2QJAwJuui4YicC/KABejLkHnibS9kqs5ocB6dpqTF1W+e1R5Av5UCxNXc/jocP0FCAt3U/KmatFqomugiw8YUj0d2geRbEX3QJeMJyhyjjuWyuARI/AjIzu1WgiyqktxYLinjcIGcCivy25MH4RR1g5dHwoJZ7n5+GcevC6+pjsn565Sz5+D9anxRwEsudDC2RE0+fVv7wQiZ/R6CkgTY5jO9rTiszdmLQZ+4qyR42ypAjFD9e8BK+6OHmP8FisnOvOlnSuHWJMNxW5ZKhSe5290o4IS5GabM5dy34tUzSsS6miHtj1+HHfoczrusMcXHbcmJ0+GkyRDa9V7JvBrQ5l2DfiIhj82W2/S2uX2kCCX1n67yJaHScaAKO0oXHDEoTNamMfzNLbgUhMZ8g0buBU4foCev9XlBGcfIuuBVpJ0SvlOypfJv1WACI/1F4EXQSLdeb7NvpSHxkYKAhLBbbRIfGTQm/MNqZP/HZQs6lFEeUvgceayDw1eUX6mNIhlaKh4HK18HrbQmNhU8VfovMfwcGvdoGvl3Evw0Og3A4P+ajWibayWHrUzr+4VBvfi8oSSxFeydO/3ZOyUofP144Fkqm8NAgxPU57q+rrJNVSpXHkb8qObhEuJh6qGxnUD5DYmsBAMLDtLdTdL2m5/FL/f4xsZ4rp8KwKQIvqGy1X0jBLBR8Vb+39/U6fBv1KhvUPDXt5JWCZsQZdRJfE/ybRu0xcTjfWnvzhlHyNdsMnpeZfGU94MDjTZ7auXUV9IaQc5GqDoUNRbPpcPt57zNCYzHLuacMvws1Ss7azS1c9FSx5h/5Ep0dwzV48dRU5uobiNFENnK6bXH3Y1xCKPAwJtbIWlSMQXMd0e+I0IhwX9dF3pxPxj7R/lxj62IU3lR2jECsOxnzBGjy2l/rutZRwze8jmLe8mur8OtsCBAaDPWS9edbChEvt5dVpfd/llveyJYM5EuDs9b9kHuTylioWYAPxOdj9epBbYiwMHcAf0qqkV9IqhiONB2xzJPWZTppetxPm/OVZT/kUYcyt1d4agfWU8K8IJgq0JTbzBPECJ5uZ8iLk1Hw8fXsblbNMKcpbhrT+XOS/6dsyPDGgXdXjZSVACLWpG8lqwcIOkt10ip53uPZaGj2IAzEC4vEpl0PSSYQQCibwl7S/gF6n8Doha+582HTbSDmZmwqzZoYVeSzSdl/gQRQKhR4lmy4WeCuxyGegbsdYT2rQzkenb8ClkRUIx6DUy0a3roYWHG4z7webjVyF9y/n66eU+P++07s2O8DAsJKRz5ORD+QBZcU7EiuO5qvv0fuve9Wx2WyJg4bfRsenB0LfAIEcoZpf8AZJXzy3oLeGWxanaHqtEHIe4s65Av6hID7nfCTpmRJbGSOZ2XK4AfeeRX5gwQ3W9MBrSqIEjkR5rv3iWTHoAEufK6W9jaVog3xhej0joyFInwB2SVL1LvMVoZms9Hhx/vqUwCcuIsCqygNQpQNG+hkYv1mPSVmM8n35kaWotZX/8gPE5xK9kaBJw9B19no+5GZXJOpurRb5BNQWInEBTgzefYsStDOBMfpawcSnEkFyE/Zxu9IYLi5qttKZ4W0AaXNWjYMaKqGHgZHxn1j3/k494KhfdcxgJ4BsH3erwKH+eZrJN31kjyHst9kud0Q0Ech+ELK/jjVRcm2fVaCHv67DpD2WeS4qE76CY1fAv7mMDIoNfZHDzGmOurXeMgJ/dvU5r1RG8wGtSUY9H4R+tIWyCr2SRoAAA8i7JMfAZx0Y8Kh5DVkp2+lAEKbKG0u1oS3Tqcbv3fWKYs3+6xVcrWEpTBZbMmMTX9ZFbFeS86Dyn2CmQf6jlX8BJeA1eU3FUzSZ1iNaW8golE+VXpstRCTO+ex37hZpeduzo+MCgKR8lrE3ABi1X3HFRtiihlqB/riyfS/IewAuP0FU983xxA7iBBCZBSKdX0nDcPi8S1utPgD+fMUrt0N48BFYnD9mQr1lxcr5tAilZmG5Aj07lFG+jiLFsS5XiGcMbozg37gqXlTuH5us0gpNh//YrLyyvIiCSh9uvpK9lQZsjZg59rUwbAD6g6gHvo/BHcB8qHD3MnADEzI5FCX617CQFf1ylOAgKahUxjdJOSjMtAQ43kU1I0y78yPSmhnIgjQ5oOy1IA2xW0iQ5nU0CVM007ycwirFdjpHgpdD2pUnXI8hcXuap1xzP6WoIR/dOrD72KuRGpuiQ6fid9MV/QkqN+s9WK53P/B8CLR8dSloUragQ7l/0eKV+vqv73kHLwMMzm3MlBXRK+pd5heRdZZGO4Evuf8zcKvCw0P5mQUNBGh2Z6Mmxc2DM+Bk6Z9lDuGrkinFGfVjSkUxSp15iMrwZn/q8ol/AQCPaFLfrHHJaEwv1PlpcUt6vYi89WUzXmBUa1TBD3lq/n/jspUui+dtZYkdLouqpyLK/In21atTPjAiXYRoJ2LHoWo/1kayfVhUYB/fJasNxFLKMrChFXmR3dY36sU4DJoh3whwt0TiAGasj93CrSWuyinpRgmWo5KoafC0UZnceNWZfqtctBvFNl9Burpw4Z3gyTVRPrLFybedwXzLv4gm9dhuHt/3AOyvCW4nxKav1O4t+Rw8LR/rrP7lPN5bREWU1uaZiqEp7pAsJSGE2ga61QZITUApnDTord4Il1RFltXN2z3xQTawH2SEuoXbZbdKWNynQOY13QwloxG3iH1DNmjKnZQnKqkMXRwdE48hA9+HTBF5fmQWFc1yAf68dVFycu2lZpVd2mrfOmIMvHTZa85nlSqelkzGhVr5xT+ooefauKLW+N9xuqNbcvSOnTZRKGuuu4F83SW3t9TbjGLxahCp+749DVcU8diXX8feCuP6cJH/tX7KRNgKNjepQ2RYyC2XkkGn2vwHjn5a58tau4HW6luqRHavlp+YtQ3ucX9YFxnQYbAfNQDQ/1m3O9SZ9EQy8tN6slkzq4c2Rl37WKoOBThfmsOAhcfLKfQM88BSCEo1o9+FBvCDyfSVXoCv1FyD/ci8/KQ5W4qdKe/hFXfKCtwS7YwlQNS4JezPwLix/8SlO/R6/WsQyLq+ExJ1YDLFFW+FL5GnGrYVL3cg8rPOl25xrLeTOrPAv9+ec9Tz82QZ5WeTafEM5FCE/txfnjV/YgDkWahDFhrQYY4ryFavRQPOD/DtNVI708Igc08jhe+GFF8v+fhEWzd2cx2HDinveLzH5VFMZuDOtBdXwyyosXipq3ZBWybLIELNUIfJbq4sIB0x2JQHHfyDaFTDWnAjrz+ZkrgO64WD2wBSsONn9jtiUtktsGQJmMCXASYkC2c4vdd2/Xi4RPuvxcR5lyyqtcyEXV9FG4lZblqZjtw2brju4wgvnBBvKLRVVyVendet+STRQObJHdl68VPrbbP+kp6QzNnhLpFi32ozXEl3PGEsEM/ReRQzQ6jACgwf+lPOqs6hCNMV3FdxcYRhlAF6fFM2SO76d24qUqxowZQ/ZgOY3yq7/ByUkDRMRyJ4fpZCHONZ5RDPSm2WN6P7QT9QUWZSMFVVfbwh2Cn8S/IwnXFYhcnISGmfZ9GrZFHcQXPK4UvOd3yGZLS+72z+S7y77M1VIgnDoJs3momEtIfJ/fjoOkjY3yYg4Og28wYMLuGorvLyz9UKwStnBSfdS/qm4Bzw5YNc4vFa8jKuQcP3DDjPYRWq5jW/Dmfl6oamn2LSNDptAI6mhlHm87FvW82dTf45OnSZSZXFcZ9lnKbkxi8qK35BPHYy/s8+l0bxe+KydDaM+HNxMrn83R+OVEp/koriRSaUtyg1f6HO9JLccPI5/604OZq+BLuW1vAGq5741PKEqDHe28sN6SUyR2YSgg/drS/+mGMWtcEiA2zlwadyt3BzAGJ6VS0rWhOwxFu9lNZBM4XIabwxHtvq/3GmFuIQ5HKffqRELrtU5vH71OsqdPCIvvbNI6PgWFrXfOdPztCkAA5j7mG9eRD1ofJqiga2p+yI1i54Nv8U7H4LlovOaOU3epuUURIAc3IbDpLO9k6/D8PNkAP+W/y6lqibz923usFPdfOQBLwAzqgbZQKLK9BmOD6dLBXU3k+/ADHP2LqUt4lr5nmRfGRKh01fUzXrlTb5EqHDe8CBGPQ27i9whmHF5fXfnOW4IMsKs5njrPeVnuiljyafT39Mun09HIWffrLK4DEYTexXhJgRW9A9wPHxPwk6782AbBOgwrrjLlpL//muvkD0SqoI+puIl/Mp06fON65zTaC08v2JUJMJLlI8i9+M9xPAOIXzyfKASzEVwySROcvMCf24VZu846YhWeETFF3jPua6EITWmAE8QIPzndnADgHurGnrp21TFGpBtF904BLr26TqjRRNMSbCZcq5kMLnoc6r/+6lCtLJAguM5bYJPpX/1UHhKZOhoDszT2zfT8tD4ugdZkiY2uj0Cx1cvNjcJnvHesT6Lvu9MpOz3zd6e8CoNx/Lqe3UVfzPI74TK1JllCs78mQtiQ7Ypr94qzrrHfv5EW+dGLDODWIXtFCUSH0OUNhHbvzx4ldB79suY8mQTiZ6WCZDA3+FSKT1CAJ+fTEY1jOarF8mDGTx8DH+MPslvqIYYyBl/fm8LXrgDhYx1Zw67ZAsZ3yXP+xMTRcK/RbfGHj+vtiWShT0KO/5sAa86bIHVyYgOZtSzNCe0PPV7QW6uGWKxQrH1SelXpZ2sPtzzkrvuzlFHtwJf1lyf/aYLtnwWg3pqV7OCE5b3Uhn0cEvgzgTdN6AGMaCryg34aJZc0eunBtIPxMcP0yZnl3f4FTWw/s3g1XEd7CAnJNRWBnJ0bQ5kaYqQ4vVDxc6qu9B1f5io8DVJwYVbuwDZjVsQQjERwTvKpqLcJ3jzXxKja0CIPUrp8R0YHvV7Yt8ZKrxuUC8qALiACIEqT5bIO0Z8ZNpXwtIXqeUajV2rtbKmQm04yBEVEiJ6Fc4H7/nnfoheuY5xgqM67RwDRNaVy8cDvFhaq0Bcli/uePgjh5nhzB3ujdvy8KnCfcu+WThv1lyJZHuqKOcAZB8vumdg+XnbdYP+ggbufg6/w1/IgcuEmKpnHsNE98mdTcJrqtG5nY6tpF6Iivte57UAAEWCXW3yOoE7Ea1H0wJhvtoIyaBUESzhLd9ZHrZEFYVbt2hsP3b0An5xDcruNlhIE3cjHMWO6OeV5K5tkAzR+yTItGVgsKU9tC5VWu3Gnt94542JdU4fIjNh7d/gJviTMk7oH0Z3l0eA17q1a/zzT6FN0Ir7CTty9bZYYlLylEZZ2Ihb3l0Qj81LF9XtiRcir2SEPjFOLkW/yu1oYtYz/D2cR/jhA62x3Kso1nS2em70FV9mSo/hf7ZzsIMA116+ArslY+0jsU7H4MSl7oAlpyvdJUmBECwHFXapECi9bNrBaQ91uO3ojaeVJp3h2WyGizLBNJAGI8fb9q6iKY5UY9bMjVHyTPP/1GdBlrKQdqRN2mPuKVD91a+8UQ0m1i6+JdH1o4kPPFp8JmIpM4UhpmkFwbKKlGI7F/mqlQguYIYLa7op3MpZnkPUXnpftWgwOaue0PFVKpTKATYTh+LrKRseregALcN5oqjKwhDq9G7bfUBEcBSmB0cBOtHDea8rzrNvQDCOawpiJB+IgnkWC05hrN2tEx/wevNeRrS5vgydgoGRq0wwsY+V1KrkLqmTvNyC8dT8hHpcEi5CU+Ro1vrT1UR+KjxcwNn3hLIH722imNnpjjKqvZZp8XpmzKnqZ5BrjGnAlBG/OUTN6U7Si0OZ5uCchW37QNuvU67p7SaC7+txcE8FzWFv/Z1XA4nHFMyBoc0NUZ6MMuiWPVwaoBE4z+f1oNjNU777bSaT9nTb9ZRsoQ0TlK70q9hfPk2Q0rhZdOWMN9U0ILSeYGUAYKgEl/2YAQovvnnetWH8ig5YZghp6Y3TuvfCU9FJmE2rFp5vfT8i4v4EF1QS3pjRNj3boggTBuGfl+Mj4SkoqmzQqUq5UX1rhGxizMAESutQL8ZtY2kspD2cnz9bXHfN8IFklk+nxQYn7q/v7bvBy393ScArMBCKOLkkXbRMjptL9O8ZeWPFS3vhx/bDRd1TbCN/QtR8gr5PF3pDrQSW0piOrJ34NtRsLXLSytI4DUUpeJl0w7Z3RrQqOkVUpGZWTMzFKXx3yghq6keNgMx9Xnz0tZrULImBrWw0KmJJNidgYz2WP11MMo5w+5Bgiiy48u2fEjip2qLMZI9W0pu0vW9lc/x9diArFUdgApn6ZHPuZj0+UUMy2pDIttsaGoSQcGqMpfXBaO8Fp2SuyYzG6593AqxDhSt43GSrOceNv31HNJRwkPPJmYuNQiyl841Pbf6dvxfyxT1ycORseEEtZpvUpeUjI5UhmAYCanfrEfcBxx/YsDoAiJu6Zmagl8MwlSJST5bMHPW0tIpY7CSqlcrXB+4AJpZG3ozcAU5AgnJ9qpjJDkq9N88bjuNuqDYmTXXN8FAE3yR1qMptYnv2uS2dkfZpfkCorThbYRWEk63YcN9oVXfni0ZcFneYvQx49QKZr++340GNTSGn1N7U49Ikr/E7ogPh81X9JUXkRmFjDyGPA+vhfrLEkgrXiwcUOTrQAkAKOoG4oeOOy+MpSM3bckU1dSw9joK9Am8nJ5tOz4g0A1wQQJaN0S0TJmGhGH6GQe07vtSqV5X7dwP1lZssPddmwnep0jcwCNgD9U92FHv8kfdGgPL9ALuPX7UycG0jPvojSF14p96qcsy8dC9l/QxE0MoQGbxSHqLcFRb+DUTXDSbqFfxOsIQ/kqc9AP09xUUrGh8DH31fieBrOiryNXfW53Zx3Yv6ctJ+sgquzHQh2rfRzOHIivSpNhtlbV/MC3egYEypWY4h6jYEcOrbhAGw5sgQYdp+8DL+TIZ0pxuP+wFuYMv/gelmSE/Sfc0sfyeEo8z9EQHc3ZFMFyanfVx5TkSWGbfrr1WoO0twqB1NMwr5rCJv/kyd9Xq835iz3DHefD4R/SS39JleUbI7Mvin6Mt5yUFiD4a99C9ACLXGgMBUTpFD01Wpv+OMy7ow2bNmuyNDjhmiTYJHUixsP7IyBzW3kG88wtYvrZv+rydzp6pUw/uqOzdz6gFu3kxRuLou0/z6DsY52B1uQQuvCaM8FRNzpEWsNgXJdUNbpPxYAHTFm09nK9A/JdLYNnOqiop7wj/HLv58/v/W7nVM7JExRmZqyW9Tnss0gzu0AN+N4NSZYphhUjTZ1pWjaLJDu6ekJSG2gAGFWa1kgKixM/bqG+KCov0k5ZPy6yVjMCzOVGxc3t/xo95JGvp/vPS31rB5BH+a7l8KTv3OOTx3uZ/vK4t5fyf6YulPblt3Pkc7fjuGrIOsTfzferfEEhuWKoFj+j0DU/rlc8B2EeYTHkJJe3sy5RzrL3lLrI5KQcRWiPdw4rv3gcpkWrHsdQcQNjy/hTlcaMWYFLrxrTSusRbjfhV7VWTo8PbsGLRtZF6s/kq/BXobbfW7W0mi7WNfmYOF88GwdyVz17a1N9bF+7slKFqppXb8hx+dPNzKq5cxMQlgfUCE/2XMinDl4FYnPE0xTY1YvYc8jbF1ovk0eVZlseQoeHtu8/Sv1ZnXPlnaujLN+6T0mm7U/cGuVzN72IJ9EaXcV29H9F2XZn760pE7Di6wZ0r4HKm303ZLCWavzgEpIp+v6dAYtmNkDTw9eKttuD+1MSr2/Bg4WLvdV/Ns4xjaYw92+a3rcSuMdoLZiOVMO8p4uTVqaxamALKH0xLACnbqdcBMKoibEXdXmB9fizQikvMpUkIYGcuhJRD781e9OBS9Csole2xI6/AiO54/EcvIYfSBn41BrnwWEcrw/zZvr4jsadRXBDWzYvXvS6uhdGHu2Y7fVSNdtTv+3m8nZy6FvMN48cElMleSkS/Xr6V1z+hoU6BPJ7wD9iGBk9XF1wuZNMP4+iL2lkBCbIpFmt0uIZV4eYASA292+vjj3aJngWuMipghuf2mvxbHTV4h+ADYsEgWbsXqzgaBIoGAR9AF51Onxl0omHpc/RsJPJdwNDrWLsG4v3b3gRSxrQF50J7qnwatVajiZFTQMfxWHgq8RZAIzJOnKidyngdv/0zv8LOJv5TRyys4PG2j1EC/QujXPAT2G7/pQ1r8gL4H+3i3QQ8rhhXC3HFAVTf0N1+iygkpKLLal8A36bB7ubq/ZzVZMqTQyjxydxU0X24mOFm7XjAl0+W/2KkuHLjwOdmrENTjzUJ/3GPbYlR3EgBS/i/TNihsPu6zKulN+jMZeeep+BKbtbzaEX2NSatKFCmpjsAYk3YX/OLlATfP32RPIzJK/iij7URa6CavKobVBPr/iMa05rIKbBwsoUkWfySvfFeXuppzf5GuQO+H9r6V2DRwcxmUdrI+7U0Sym2A2a9WsBzFxBsQkELBBIlfTfae1VsywOyQCstERxsnDIy4gEmflxAfbDVliLcWVWernDQoEQpBW59ZZTw4Exd6Yx6CQL31LoCqEPuP62LMh9XsOpG6C8qygrYKUQzv68i0PSNxNz8JQmQXR8VpSXWkCYBPdxLAZlS28H3fETLqAwYkXe40xSeNJ0lL4k/qcX0KFSvZAlPiRpKN9qlHfu6FG4pD+VwK1MzH8piUOKFnwf8EjMzmfut0wYaPp3bykg5jygWU2LIWWr7UWI2f/fQodxN/H8ZGAN164WcJbJCSEfH8YpbdT4SUTiPWEMtrVMOEBrY7wVME7QU4ILEYwgtG7wxdHAQa/X2PAfwIg8MC4w0LMA8ObHnip/TW2czxccruClRW+sq0YnRwfqiGr3QHI9JgboIBezIDSZuoIwoMmyIG/bKIJZ0UvQos43nWP/tYOXhYarql4jqsag+QNVD9wY0owFUKODOBmCLg0EhXjbMD0TFQEAAEbVI0qA68SGTaWu4QA3XWyhDzuUL/032Y8k/4GUSQAAAM1k/30YwQzbaLwFgvF1efVDg8m7FA5yjh5veONbQgQrEa69Ev4pN/l9yzIa9BpuiDmq4jij5cZrzTTaqJPJWPmAOBClMv3rETxWHQSd/LG0BxLoIM1tp0qQ/L7lmReXrVR6eMQdjEkXcMHFbUvD7zvqRcF2dpPSQeQDPRLEIJ8a2FBum3RGiOA4ia8kFXkgaSAen/WWU7iwehekz+r35dM28F7kH+tx+IhMdtR8B/tNipAx9ESvIJ9DmnSP6bP5P7pamuDQAfgLij5cZrzw1Z8mMRylZ0EwtovAWDFWtBM1Mkfl9yzJA6rySYPN9fD+xohXRknJI/5hO4AAA3jejuR7ruWgs4Oft4W4OyrhazI+CUbzX4Ow/IK+yheRP1nPeYzcOOjk4D6HWT5LuZuT/3YEbyrekOQlFqcl0hxk/F2RIx/O+yM/y8nBtNYI7p/xGWotuwfWvef13L1C1R46aXN3ozgPRrMuS+7JN8h/LTq/uECDiFPTxBFxmfQqlYRIZ7lIoHkIIUTWHKaoK8B843KV6rTdG2Vor3tIy3N6A4LTCf6hfmc+wseP1uASezao9N/B9xq2ujZtdaBXiuYj3ef+AOGJe4HYjDb+NAhNiXTCwefMgtUCJ5ClTlTFsIEHEKgkBBFxmfQtzbY3ePBw58OEOQcpppUiUvc8WbYHctjcsHpuJECPjTg6ZvQRFkIruVOZ0tKqzZ77CNf5xe37rqGSkfAgJKitV6JLBE2LebJQa5XdHuNsNuHP735tobRCAvi4+EzrPVbCAL33En3P+h9EaiB4FvF8BLZTNxRiICJekiDZ7huQMEz686D9g8Ah9Jrc4gKBJBcZKZ+GVWxJFgscVL7KVRW1+1MsYlwGgHZOerSPhM89dZgVOaSSn5dEGiV1Rymit9Tnc6Of1SshYOQAcPCXC/MjZn6knZfH5jlmON0jjwJtGcmr7ulsOYje+ieszC6C9RlbYcIqwpmEC6NzkFjcYhRj6/vq4LIvwEIXMqRKnJwX+L3mB0aN2paZfOpvLCWAAAAEZ+pfym6a1A/7WkB89XG824t/FiWohF1BVgsWKdGF9ZXQqaPG0mdrZUCRwXCGMrUzFsDu6k5mMj5bE3mbZEGP7FinRhfWV0KmBEnIauNlSgCvR9nwplQQfdMAU/YERjwEnGxaDePWlWd4/4TuoEFi+TaxJm3DMN7PHASZsUgbsxoYmXFYUNX4+MuUDORoraYRzosmM1YisSdfwQxl9UdPmW0LmYdEufZvTGC5MXaCaUOo8RecbZh2nf6VKLJUGXs6rizQOYd5wo+1RrSqWP4YM2QAAMw9dUWwdS0SAtArZ5cIxgY0AAAaEYRnAAAA)

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

## Cables and connectors

The following table lists the cables and connectors included in the Dragonwing IQ-8275 EVK GMSL. Connect these cables and connectors to flash the software and capture the logs.

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

The following figure shows the DIP switch settings. To turn the switch on, move it to the up position.

![EVK DIP switches with numbered positions showing on/off orientations](data:image/png;base64,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)

**Figure: DIP switch 2**

## DIP switch functionality mapping

Configure DIP switches to route interfaces between the mainboard and the mezzanine board.

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

![DIP switches 1, 2, and 3 on the IQ-8275 EVK board with switch numbering](data:image/png;base64,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)

**Figure: DIP switches 1, 2, and 3 on IQ-8275 EVK**

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-8275 EVK, along with their functions and configuration options.

| Switch | Connection when ON | Connection when OFF (default from factory) | Notes |
| --- | --- | --- | --- |
| SW1-1 | PCIE0 is routed to mezzanine | PCIE0 is connected to the mainboard Wi-Fi module | None |
| SW1-2 | PCIE1 is routed to mezzanine | PCIE1 is connected to the mainboard PCIE connector | None |
| SW1-3 | SDIO is routed to mezzanine | SDIO is routed to the mainboard SD card | None |
| SW1-4 | DSI is routed to mainboard flex connector | DSI is routed to mezzanine | None |
| SW1-5 | CSI0 is routed to mezzanine | CSI0 is routed to the mainboard CSI flex connector | None |
| SW1-6 | CSI1 is routed to mezzanine | CSI1 is routed to the mainboard CSI flex connector | None |
| SW1-7 | CSI2 is routed to mezzanine | CSI2 is routed to the mainboard CSI flex connector | None |
| SW1-8 | CSI3 is routed to mezzanine | 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 EDL mode together. It’s important for software download. |
| SW2-4 | RTSS Domain Fastboot | No impact | None |
| SW3-1 | OSPI is routed to mezzanine | 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 |
| SW3-5 | EUD enable | No impact | None |
| SW3-6 | Skip MD BIST | No impact | None |

## Mezzanine board expansion

The Dragonwing IQ-8275 EVK features four high-speed expansion connectors (JEXP1-4, 10139781-121422LF). Connect accessory cards such as GMSL mezzanine 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/80-80022-43/topic/iq8-gmsl-ug-hw-overview.html#gmsl-cables-and-connectors).

### JEXP1 connector pin mapping

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

| Pin name | Pin number | Pin number | Pin name |
| --- | --- | --- | --- |
| `GND` | 61 | 1 | `VREG_SYSTEM_PWR` |
| `DSI0_A0_LN0_P_CONN` | 62 | 2 | `VREG_SYSTEM_PWR` |
| `DSI0_B0_LN0_M_CONN` | 63 | 3 | `VREG_SYSTEM_PWR` |
| `GND` | 64 | 4 | `VREG_SYSTEM_PWR` |
| `DSI0_C0_LN1_P_CONN` | 65 | 5 | `VREG_SYSTEM_PWR` |
| `DSI0_A1_LN1_M_CONN` | 66 | 6 | `GND` |
| `GND` | 67 | 7 | `GND` |
| `DSI0_B1_CLK_P_CONN` | 68 | 8 | `GND` |
| `DSI0_C1_CLK_M_CONN` | 69 | 9 | `GND` |
| `GND` | 70 | 10 | `VREG_3P3_SIP` |
| `DSI0_A2_LN2_P_CONN` | 71 | 11 | `VREG_3P3_SIP` |
| `DSI0_B2_LN2_M_CONN` | 72 | 12 | `GND` |
| `GND` | 73 | 13 | `GND` |
| `DSI0_C2_LN3_P_CONN` | 74 | 14 | `PME_GPIO_3_USB1_FAULT_3P3_N` |
| `DSI0_NC_LN3_M_CONN` | 75 | 15 | `PME_GPIO_4_USB0_FAULT_3P3_N` |
| `GND` | 76 | 16 | `MD_GPIO_17_MDPX3_1P8` |
| `VREG_L7C_1P8` | 77 | 17 | `MD_GPIO_18_MDPX3_1P8` |
| `GND` | 78 | 18 | `SGMII0_MDC_MDPX3_1P8` |
| `VREG_MDPX3_1P8` | 79 | 19 | `SGMII0_MDIO_MDPX3_1P8` |
| `GND` | 80 | 20 | `SGMII0_CONN_RX_P` |
| `IOEXPAN1_INT_MDPX3_1P8_N` | 81 | 21 | `SGMII0_CONN_RX_M` |
| `STR_WAKE_MDPX3_1P8` | 82 | 22 | `SGMII0_CONN_TX_P` |
| `SGMII1_RX_P` | 83 | 23 | `SGMII0_CONN_TX_M` |
| `SGMII1_RX_M` | 84 | 24 | `SGMII0_INT_MDPX3_1P8_N` |
| `SGMII1_TX_P` | 85 | 25 | `SGMII0_RST_MDPX3_1P8_N` |
| `SGMII1_TX_M` | 86 | 26 | `MD_GPIO_13_MDPX3_1P8` |
| `SGMII1_INT_MDPX3_1P8_N` | 87 | 27 | `MD_GPIO_14_MDPX3_1P8` |
| `SGMII1_RST_MDPX3_1P8_N` | 88 | 28 | `MD_GPIO_15_MDPX3_1P8` |
| `SAIL_ERR0_SPX3_1P8` | 89 | 29 | `MD_GPIO_16_MDPX3_1P8` |
| `SAIL_ERR1_SPX3_1P8` | 90 | 30 | `SAIL_CAN0_TX_SPX3_1P8` |
| `SAIL_SPI_MISO_SPX3_1P8` | 91 | 31 | `SAIL_CAN0_RX_SPX3_1P8` |
| `SAIL_SPI_MOSI_SPX3_1P8` | 92 | 32 | `SAIL_CAN1_TX_SPX3_1P8` |
| `SAIL_SPI_SCLK_SPX3_1P8` | 93 | 33 | `SAIL_CAN1_RX_SPX3_1P8` |
| `SAIL_SPI_CS_0_SPX3_1P8` | 94 | 34 | `SAIL_CAN2_TX_SPX3_1P8` |
| `SAIL_SPI_CS_1_SPX3_1P8` | 95 | 35 | `SAIL_CAN2_RX_SPX3_1P8` |
| `SAIL_GPIO_15_SPX3_1P8` | 96 | 36 | `SAIL_CAN3_TX_SPX3_1P8` |
| `SAIL_GPIO_16_SPX3_1P8` | 97 | 37 | `SAIL_CAN3_RX_SPX3_1P8` |
| `SAIL_GPIO_17_SPX3_1P8` | 98 | 38 | `SAIL_CAN4_TX_SPX3_1P8` |
| `SAIL_GPIO_18_SPX3_1P8` | 99 | 39 | `SAIL_CAN4_RX_SPX3_1P8` |
| `SAIL_PMIC_INT_SPX3_1P8_N` | 100 | 40 | `SAIL_CAN5_TX_SPX3_1P8` |
| `SAIL_INT_SPX3_1P8_N` | 101 | 41 | `SAIL_CAN5_RX_SPX3_1P8` |
| `SAIL_PWR_READY_SPX3_1P8` | 102 | 42 | `SAIL_CAN6_TX_SPX3_1P8` |
| `SAIL_SLP_EN_SPX3_1P8` | 103 | 43 | `SAIL_CAN6_RX_SPX3_1P8` |
| `SAIL_DBG_UART_TX_SPX3_1P8` | 104 | 44 | `SAIL_CAN7_TX_SPX3_1P8` |
| `SAIL_DBG_UART_RX_SPX3_1P8` | 105 | 45 | `SAIL_CAN7_RX_SPX3_1P8` |
| `GND` | 106 | 46 | `SAIL_CAN_INT0_SPX3_1P8` |
| `PCIE0_MEZZCONN_CLK_P` | 107 | 47 | `SAIL_CAN_INT1_SPX3_1P8` |
| `PCIE0_MEZZCONN_CLK_N` | 108 | 48 | `SAIL_CAN_STB_0_SPX3_1P8` |
| `GND` | 109 | 49 | `SAIL_CAN_STB_1_SPX3_1P8` |
| `PCIE0_MEZZCONN_RX0_P` | 110 | 50 | `SAIL_CAN_STB_2_SPX3_1P8` |
| `PCIE0_MEZZCONN_RX0_N` | 111 | 51 | `SAIL_CAN_STB_3_SPX3_1P8` |
| `GND` | 112 | 52 | `SAIL_CAN6_CTL_SPX3_1P8` |
| `PCIE0_MEZZCONN_RX1_P` | 113 | 53 | `SAIL_CAN7_CTL_SPX3_1P8` |
| `PCIE0_MEZZCONN_RX1_N` | 114 | 54 | `SAIL_CAN8_CTL_SPX3_1P8` |
| `GND` | 115 | 55 | `PCIE0_MEZZCONN_RST_1P8_N` |
| `PCIE0_MEZZCONN_TX0_P` | 116 | 56 | `PCIE0_MEZZCONN_CLKREQ_1P8_N` |
| `PCIE0_MEZZCONN_TX0_N` | 117 | 57 | `PCIE0_MEZZCONN_WAKE_1P8_N` |
| `GND` | 118 | 58 | `PMG_GPIO_3_GNSS_RESET_1P8` |
| `PCIE0_MEZZCONN_TX1_P` | 119 | 59 | `PMG_GPIO_4_GNSS_EN_1P8` |
| `PCIE0_MEZZCONN_TX1_N` | 120 | 60 | `PMG_GPIO_5_GNSS_BOOT_MODE_1P8` |

### JEXP2 connector pin mapping

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

| Pin name | Pin number | Pin number | Pin name |
| --- | --- | --- | --- |
| `VREG_MDPX3_1P8` | 61 | 1 | `VREG_SPX3_1P8` |
| `GND` | 62 | 2 | `GND` |
| `SOC_MI2S_MCLK0_MDPX3_1P8` | 63 | 3 | `VREG_SPX8` |
| `SOC_MI2S1_SCK_MDPX3_1P8` | 64 | 4 | `GND` |
| `SOC_MI2S1_WS_MDPX3_1P8` | 65 | 5 | `USB01_I2C_SDA_MDPX3_1P8` |
| `SOC_MI2S1_DATA0_MDPX3_1P8` | 66 | 6 | `USB01_I2C_SCL_MDPX3_1P8` |
| `SOC_MI2S1_DATA1_MDPX3_1P8` | 67 | 7 | `VREG_1P8_EN` |
| `MI2S2_SCK_MDPX3_1P8` | 68 | 8 | `VREG_1P2_EN` |
| `MI2S2_WS_MDPX3_1P8` | 69 | 9 | `USB_VBUS_DET_MDPX3_1P8` |
| `MI2S2_DATA0_MDPX3_1P8` | 70 | 10 | `USB_RESET_MDPX3_1P8_N` |
| `MI2S2_DATA1_MDPX3_1P8` | 71 | 11 | `USB1_ID_MDPX3_1P8` |
| `HS0_MI2S_SCK_CONN` | 72 | 12 | `USB0_ID_MDPX3_1P8` |
| `HS0_MI2S_WS_CONN` | 73 | 13 | `PMG_GPIO_8` |
| `HS0_MI2S_DATA0_CONN` | 74 | 14 | `PME_GPIO_7_SENSOR_RST_1P8` |
| `HS0_MI2S_DATA1_CONN` | 75 | 15 | `PME_GPIO_6_USB1_INT_3P3_N` |
| `HS1_MI2S_SCK_CONN` | 76 | 16 | `PME_GPIO_5_USB0_INT_3P3_N` |
| `HS1_MI2S_WS_CONN` | 77 | 17 | `MD_GPIO_70_MDPX3_1P8` |
| `HS1_MI2S_DATA0_CONN` | 78 | 18 | `EXP_I2C_SDA_MDPX3_1P8` |
| `HS1_MI2S_DATA1_CONN` | 79 | 19 | `EXP_I2C_SCL_MDPX3_1P8` |
| `HS2_MI2S_SCK_CONN` | 80 | 20 | `FAN_INT_MDPX3_1P8_N` |
| `HS2_MI2S_WS_CONN` | 81 | 21 | `HUB_P2_USB_HS_P` |
| `HS2_MI2S_DATA0_CONN` | 82 | 22 | `HUB_P2_USB_HS_M` |
| `HS2_MI2S_DATA1_CONN` | 83 | 23 | `HUB_P2_USB_SS_RX_P` |
| `SOC_QUA_MI2S_SCK_MDPX3_1P8` | 84 | 24 | `HUB_P2_USB_SS_RX_M` |
| `SOC_QUA_MI2S_WS_MDPX3_1P8` | 85 | 25 | `HUB_P2_USB_SS_TX_P` |
| `SOC_QUA_MI2S_DATA0_MDPX3_1P8` | 86 | 26 | `HUB_P2_USB_SS_TX_M` |
| `SOC_QUA_MI2S_DATA1_MDPX3_1P8` | 87 | 27 | `GND` |
| `SOC_QUA_MI2S_DATA2_MDPX3_1P8` | 88 | 28 | `HUB_P3_USB_HS_M` |
| `SOC_QUA_MI2S_DATA3_MDPX3_1P8` | 89 | 29 | `HUB_P3_USB_HS_P` |
| `SOC_I2S1_SCK_MDPX3_1P8` | 90 | 30 | `HUB_P3_USB_SS_TX_P` |
| `SOC_I2S1_WS_MDPX3_1P8` | 91 | 31 | `HUB_P3_USB_SS_TX_M` |
| `SOC_I2S1_DATA0_MDPX3_1P8` | 92 | 32 | `HUB_P3_USB_SS_RX_P` |
| `SOC_I2S1_DATA1_MDPX3_1P8` | 93 | 33 | `HUB_P3_USB_SS_RX_M` |
| `I2S2_CLK_MDPX3_1P8` | 94 | 34 | `GND` |
| `I2S2_WS_MDPX3_1P8` | 95 | 35 | `HUB_P4_USB_HS_M` |
| `I2S2_DATA0_MDPX3_1P8` | 96 | 36 | `HUB_P4_USB_HS_P` |
| `I2S2_DATA1_MDPX3_1P8` | 97 | 37 | `HUB_P4_USB_SS_TX_P` |
| `SOC_I2S3_SCK_MDPX3_1P8` | 98 | 38 | `HUB_P4_USB_SS_TX_M` |
| `SOC_I2S3_WS_MDPX3_1P8` | 99 | 39 | `HUB_P4_USB_SS_RX_P` |
| `SOC_I2S3_DATA0_MDPX3_1P8` | 100 | 40 | `HUB_P4_USB_SS_RX_M` |
| `SOC_I2S3_DATA1_MDPX3_1P8` | 101 | 41 | `GND` |
| `I2S4_SCK_MDPX3_1P8` | 102 | 42 | `SAIL_RGMII_RESET_SPX8_N` |
| `I2S4_WS_MDPX3_1P8` | 103 | 43 | `SAIL_RGMII_INT_SPX8_N` |
| `I2S4_DATA0_MDPX3_1P8` | 104 | 44 | `SAIL_RGMII_MDIO_SPX8` |
| `I2S4_DATA1_MDPX3_1P8` | 105 | 45 | `SAIL_RGMII_MDC_SPX8` |
| `SAIL_CONN_OSPI0_CS0_SPX3_1P8_N` | 106 | 46 | `SAIL_RGMII_RX_CTL_SPX8` |
| `SAIL_CONN_OSPI0_DQS_SPX3_1P9` | 107 | 47 | `SAIL_RGMII_RXC_SPX8` |
| `SAIL_CONN_OSPI0_WR_SPX3_1P8_N` | 108 | 48 | `SAIL_RGMII_RXD0_SPX8` |
| `SAIL_CONN_OSPI0_CLK_SPX3_1P9` | 109 | 49 | `SAIL_RGMII_RXD1_SPX8` |
| `SAIL_CONN_OSPI0_DATA_0_SPX3_1P9` | 110 | 50 | `SAIL_RGMII_RXD2_SPX8` |
| `SAIL_CONN_OSPI0_DATA_1_SPX3_1P9` | 111 | 51 | `SAIL_RGMII_RXD3_SPX8` |
| `SAIL_CONN_OSPI0_DATA_2_SPX3_1P9` | 112 | 52 | `SAIL_RGMII_TX_CTL_SPX8` |
| `SAIL_CONN_OSPI0_DATA_3_SPX3_1P9` | 113 | 53 | `SAIL_RGMII_TXC_SPX8` |
| `SAIL_CONN_OSPI0_DATA_4_SPX3_1P9` | 114 | 54 | `SAIL_RGMII_TXD0_SPX8` |
| `SAIL_CONN_OSPI0_DATA_5_SPX3_1P9` | 115 | 55 | `SAIL_RGMII_TXD1_SPX8` |
| `SAIL_CONN_OSPI0_DATA_6_SPX3_1P9` | 116 | 56 | `SAIL_RGMII_TXD2_SPX8` |
| `SAIL_CONN_OSPI0_DATA_7_SPX3_1P9` | 117 | 57 | `SAIL_RGMII_TXD3_SPX8` |
| `SAIL_RESOUT_SPX3_1P8_N` | 118 | 58 | `GND` |
| `MD_GPIO_34_MDPX3_1P8` | 119 | 59 | `VREG_5P0` |
| `MD_GPIO_35_MDPX3_1P8` | 120 | 60 | `VREG_5P0` |

### JEXP3 connector pin mapping

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

| Pin name | Pin number | Pin number | Pin name |
| --- | --- | --- | --- |
| `MD_GPIO_52_MDPX3_1P8` | 61 | 1 | `EDP2_LN0_P` |
| `MD_GPIO_53_MDPX3_1P8` | 62 | 2 | `EDP2_LN0_M` |
| `MD_GPIO_54_MDPX3_1P8` | 63 | 3 | `GND` |
| `MD_GPIO_55_MDPX3_1P8` | 64 | 4 | `EDP2_LN1_P` |
| `MD_RESOUT_MDPX3_1P8_N` | 65 | 5 | `EDP2_LN1_M` |
| `PMC_GPIO_7_WLAN_EN_1P8` | 66 | 6 | `GND` |
| `HST_SW_CTRL_MDPX3_1P8` | 67 | 7 | `EDP2_LN2_P` |
| `PMC_GPIO_8_BT_EN_1P8` | 68 | 8 | `EDP2_LN2_M` |
| `BT0_UART_CTS_MDPX3_1P8` | 69 | 9 | `GND` |
| `BT0_UART_RFR_MDPX3_1P8` | 70 | 10 | `EDP2_LN3_P` |
| `BT0_UART_TX_MDPX3_1P8` | 71 | 11 | `EDP2_LN3_M` |
| `BT0_UART_RX_MDPX3_1P8` | 72 | 12 | `GND` |
| `MD_GPIO_28_MDPX3_1P8` | 73 | 13 | `EDP2_AUX_P` |
| `MD_GPIO_29_MDPX3_1P8TPM_SPI_PIRQ` | 74 | 14 | `EDP2_AUX_M` |
| `BTLE_UART_TX_MDPX3_1P8` | 75 | 15 | `GND` |
| `BTLE_UART_RX_MDPX3_1P8` | 76 | 16 | `EDP3_LN0_P` |
| `VREG_L8C_UFS1` | 77 | 17 | `EDP3_LN0_M` |
| `GND` | 78 | 18 | `GND` |
| `DSI1_A0_LN0_P` | 79 | 19 | `EDP3_LN1_P` |
| `DSI1_A0_LN0_M` | 80 | 20 | `EDP3_LN1_M` |
| `GND` | 81 | 21 | `GND` |
| `DSI1_C0_LN1_P` | 82 | 22 | `EDP3_LN2_P` |
| `DSI1_A1_LN1_M` | 83 | 23 | `EDP3_LN2_M` |
| `GND` | 84 | 24 | `GND` |
| `DSI1_B1_CLK_P` | 85 | 25 | `EDP3_LN3_P` |
| `DSI1_C1_CLK_M` | 86 | 26 | `EDP3_LN3_M` |
| `GND` | 87 | 27 | `GND` |
| `DSI1_A2_LN2_P` | 88 | 28 | `EDP3_AUX_P` |
| `DSI1_B2_LN2_M` | 89 | 29 | `EDP3_AUX_M` |
| `GND` | 90 | 30 | `MDP_VSYNC_MDPX3_1P8` |
| `DSI1_C2_LN3_P` | 91 | 31 | `VREG_5P0_PGOOD` |
| `DSI1_NC_LN3_M` | 92 | 32 | `PG_VREG_3P3_SIP` |
| `GND` | 93 | 33 | `EDP3_HPD_1P8` |
| `PMC_GPIO_4_IPA_PWR_EN_1P8` | 94 | 34 | `EDP2_HPD_1P8` |
| `PMC_GPIO_5_WLAN_PWR_EN2_1P8` | 95 | 35 | `MD_GPIO_78_MDPX3_1P8` |
| `PMC_GPIO_6_WLAN_DBU4_EN_1P8` | 96 | 36 | `DISP_RST_MDPX3_1P8_N` |
| `PMC_GPIO_11_WLAN_EN2_1P8` | 97 | 37 | `DISP_INT_MDPX3_1P8_N` |
| `PMC_GPIO_12_BT_EN2_1P8` | 98 | 38 | `MD_GPIO_76_MDPX3_1P8` |
| `MD_GPIO_79_MDPX3_1P8` | 99 | 39 | `LCD_RESET_MDPX3_1P8` |
| `SENSOR_I2C_SDA_MDPX3_1P8` | 100 | 40 | `MD_GPIO_40_MDPX3_1P8` |
| `SENSOR_I2C_SCL_MDPX3_1P8` | 101 | 41 | `MD_GPIO_41_MDPX3_1P8` |
| `MD_GPIO_84_MDPX3_1P8` | 102 | 42 | `MD_GPIO_42_MDPX3_1P8` |
| `MD_GPIO_85_MDPX3_1P8` | 103 | 43 | `MD_GPIO_43_MDPX3_1P8` |
| `MD_GPIO_86_MDPX3_1P8` | 104 | 44 | `MD_GPIO_44_MDPX3_1P8` |
| `MD_GPIO_87_MDPX3_1P8` | 105 | 45 | `MD_GPIO_45_MDPX3_1P8` |
| `MD_GPIO_88_MDPX3_1P8` | 106 | 46 | `PMS_GPIO_4_USB0_VBUS_ON` |
| `MD_GPIO_89_MDPX3_1P8` | 107 | 47 | `MD_GPIO_10_MDPX3_1P8` |
| `MD_GPIO_90_MDPX3_1P8` | 108 | 48 | `SENSOR_SLP_CLK_MDPX3_1P8` |
| `MD_GPIO_140_MDPX3_1P8` | 109 | 49 | `DISP_I2C_SDA_MDPX3_1P8` |
| `MD_GPIO_77_MDPX3_1P8` | 110 | 50 | `DISP_I2C_SCL_MDPX3_1P8` |
| `MD_DBG_UART_TX_MDPX3_1P8` | 111 | 51 | `MD_GPIO_20_MDPX3_1P8` |
| `MD_DBG_UART_RX_MDPX3_1P8` | 112 | 52 | `MD_GPIO_21_MDPX3_1P8` |
| `MD_GPIO_56_MDPX3_1P8` | 113 | 53 | `MD_GPIO_22_MDPX3_1P8` |
| `MD_GPIO_57_MDPX3_1P8` | 114 | 54 | `MD_GPIO_23_MDPX3_1P8` |
| `PMA_GPIO_02_POFF_COMPLETE_3P3_N` | 115 | 55 | `MD_GPIO_36_MDPX3_1P8` |
| `PMA_GPIO_06_AOSS_SLP_ENT_3P3` | 116 | 56 | `MD_GPIO_37_MDPX3_1P8` |
| `VREG_S5A_WLAN_BT_1P95` | 117 | 57 | `MD_GPIO_38_MDPX3_1P8` |
| `VREG_L2C_WLAN_BT_1P05` | 118 | 58 | `IOEXPAN3_INT_MDPX3_1P8_N` |
| `VREG_L6E_WLAN_BT_1P35` | 119 | 59 | `MD_GPIO_71_MDPX3_1P8` |
| `PMS_GPIO_8_USB1_VBUS_ON` | 120 | 60 | `MD_GPIO_69_MDPX3_1P8` |

### JEXP4 connector pin mapping

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

| Pin name | Pin number | Pin number | Pin name |
| --- | --- | --- | --- |
| `SDIO_EMMC_CMD_MDPX7_1P8` | 61 | 1 | `PCIE2USB_PWR_EN_1P8` |
| `SDIO_EMMC_CLK_MDPX7_1P8` | 62 | 2 | `PCIE1_MEZZCONN_CLK_N` |
| `SDIO_EMMC_RCLK_MDPX7_1P8` | 63 | 3 | `PCIE1_MEZZCONN_CLK_N` |
| `SDIO_EMMC_DATA_7_MDPX7_1P8` | 64 | 4 | `GND` |
| `SDIO_EMMC_DATA_6_MDPX7_1P8` | 65 | 5 | `PCIE1_MEZZCONN_RX0_N` |
| `SDIO_EMMC_DATA_5_MDPX7_1P8` | 66 | 6 | `PCIE1_MEZZCONN_RX0_P` |
| `SDIO_EMMC_DATA_4_MDPX7_1P8` | 67 | 7 | `GND` |
| `SDIO_EMMC_DATA_3_MDPX7_1P8` | 68 | 8 | `PCIE1_MEZZCONN_RX1_N` |
| `SDIO_EMMC_DATA_2_MDPX7_1P8` | 69 | 9 | `PCIE1_MEZZCONN_RX1_P` |
| `SDIO_EMMC_DATA_1_MDPX7_1P8` | 70 | 10 | `GND` |
| `SDIO_EMMC_DATA_0_MDPX7_1P8` | 71 | 11 | `PCIE1_MEZZCONN_RX2_N` |
| `MD_GPIO_68_MDPX3_1P8` | 72 | 12 | `PCIE1_MEZZCONN_RX2_P` |
| `PCIE_SWITCH_PWR_EN_1P8` | 73 | 13 | `GND` |
| `PCIE2USB_RST_MDPX3_1P8_N` | 74 | 14 | `PCIE1_MEZZCONN_RX3_N` |
| `PCIE1_MEZZCONN_RST_1P8_N` | 75 | 15 | `PCIE1_MEZZCONN_RX3_P` |
| `PCIE1_MEZZCONN_CLKREQ_1P8_N` | 76 | 16 | `GND` |
| `PCIE1_MEZZCONN_WAKE_1P8_N` | 77 | 17 | `PCIE1_MEZZCONN_TX0_N` |
| `CAM3_PWR_EN_MDPX3_1P8` | 78 | 18 | `PCIE1_MEZZCONN_TX0_P` |
| `PME_GPIO_11_USB2_ID` | 79 | 19 | `GND` |
| `CCI6_I2C_SDA_MDPX3_1P8` | 80 | 20 | `PCIE1_MEZZCONN_TX1_N` |
| `CCI6_I2C_SCL_MDPX3_1P8` | 81 | 21 | `PCIE1_MEZZCONN_TX1_P` |
| `CAM3_MCLK_MDPX3_1P8` | 82 | 22 | `GND` |
| `CAM3_PWDN_MDPX3_1P8` | 83 | 23 | `PCIE1_MEZZCONN_TX2_N` |
| `CAM3_STROBE_MDPX3_1P8` | 84 | 24 | `PCIE1_MEZZCONN_TX2_P` |
| `CAM3_SPARE_GPIO_MDPX3_1P8` | 85 | 25 | `GND` |
| `CAM2_PWR_EN_MDPX3_1P8` | 86 | 26 | `PCIE1_MEZZCONN_TX3_N` |
| `PME_GPIO_10_USB1_PWR_EN_1P8` | 87 | 27 | `PCIE1_MEZZCONN_TX3_P` |
| `CCI4_I2C_SDA_MDPX3_1P8` | 88 | 28 | `GND` |
| `CCI4_I2C_SCL_MDPX3_1P8` | 89 | 29 | `CSI3_CONN_NC_CLK_P` |
| `CAM2_MCLK_MDPX3_1P8` | 90 | 30 | `CSI3_CONN_A0_CLK_M` |
| `CAM2_PWDN_MDPX3_1P8` | 91 | 31 | `CSI3_CONN_B0_LN0_P` |
| `CAM2_STROBE_MDPX3_1P8` | 92 | 32 | `CSI3_CONN_C0_LN0_M` |
| `CAM2_SPARE_GPIO_MDPX3_1P8` | 93 | 33 | `CSI3_CONN_A1_LN1_P` |
| `CAM1_PWR_EN_MDPX3_1P8` | 94 | 34 | `CSI3_CONN_B1_LN1_M` |
| `MD_GPIO_12_MDPX3_1P8` | 95 | 35 | `CSI3_CONN_C1_LN2_P` |
| `CCI2_I2C_SDA_MDPX3_1P8` | 96 | 36 | `CSI3_CONN_A2_LN2_M` |
| `CCI2_I2C_SCL_MDPX3_1P8` | 97 | 37 | `CSI3_CONN_B2_LN3_P` |
| `CAM1_MCLK_MDPX3_1P8` | 98 | 38 | `CSI3_CONN_C2_LN3_M` |
| `CAM1_PWDN_MDPX3_1P8` | 99 | 39 | `GND` |
| `CAM1_STROBE_MDPX3_1P8` | 100 | 40 | `CSI2_CONN_NC_CLK_P` |
| `CAM1_SPARE_GPIO_MDPX3_1P8` | 101 | 41 | `CSI2_CONN_A0_CLK_M` |
| `CAM0_PWR_EN_MDPX3_1P8` | 102 | 42 | `CSI2_CONN_B0_LN0_P` |
| `MD_GPIO_11_MDPX3_1P8` | 103 | 43 | `CSI2_CONN_C0_LN0_M` |
| `CCI0_I2C_SDA_MDPX3_1P8` | 104 | 44 | `CSI2_CONN_A1_LN1_P` |
| `CCI0_I2C_SCL_MDPX3_1P8` | 105 | 45 | `CSI2_CONN_B1_LN1_M` |
| `CAM0_MCLK_MDPX3_1P8` | 106 | 46 | `CSI2_CONN_C1_LN2_P` |
| `CAM0_PWDN_MDPX3_1P8` | 107 | 47 | `CSI2_CONN_A2_LN2_M` |
| `CAM0_STROBE_MDPX3_1P8` | 108 | 48 | `CSI2_CONN_B2_LN3_P` |
| `CAM0_SPARE_GPIO_MDPX3_1P8` | 109 | 49 | `CSI2_CONN_C2_LN3_M` |
| `GND` | 110 | 50 | `GND` |
| `CSI0_CONN_NC_CLK_P` | 111 | 51 | `CSI1_CONN_NC_CLK_P` |
| `CSI0_CONN_A0_CLK_M` | 112 | 52 | `CSI1_CONN_A0_CLK_M` |
| `CSI0_CONN_B0_LN0_P` | 113 | 53 | `CSI1_CONN_B0_LN0_P` |
| `CSI0_CONN_C0_LN0_M` | 114 | 54 | `CSI1_CONN_C0_LN0_M` |
| `CSI0_CONN_A1_LN1_P` | 115 | 55 | `CSI1_CONN_A1_LN1_P` |
| `CSI0_CONN_B1_LN1_M` | 116 | 56 | `CSI1_CONN_B1_LN1_M` |
| `CSI0_CONN_C1_LN2_P` | 117 | 57 | `CSI1_CONN_C1_LN2_P` |
| `CSI0_CONN_A2_LN2_M` | 118 | 58 | `CSI1_CONN_A2_LN2_M` |
| `CSI0_CONN_B2_LN3_P` | 119 | 59 | `CSI1_CONN_B2_LN3_P` |
| `CSI0_CONN_C2_LN3_M` | 120 | 60 | `CSI1_CONN_C2_LN3_M` |

## Next steps

- [Set up the device.](https://docs.qualcomm.com/doc/80-80022-43/topic/iq8-gmsl-ug-set-up-device.html#gmsl-set-up-the-connections)
- [Update the Qualcomm Linux software.](https://docs.qualcomm.com/doc/80-80022-43/topic/iq8-gmsl-ug-update-the-sw.html#gmsl-flash-rc20-software)

Last Published: May 12, 2026

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