# Pin definitions

Source: [https://docs.qualcomm.com/doc/80-78830-1/topic/pin-definitions.html](https://docs.qualcomm.com/doc/80-78830-1/topic/pin-definitions.html)

This topic explains the pin assignments of the QCC743M. The figure and
            table within this topic provide details on pinouts, pad attributes, and their
            corresponding definitions.

## I/O parameter definitions

Source: [https://docs.qualcomm.com/doc/80-78830-1/topic/pin-definitions.html](https://docs.qualcomm.com/doc/80-78830-1/topic/pin-definitions.html)

The following table lists pad attributes and their descriptions, pad pull details, and
            the pad voltage groupings used throughout this topic.

| Symbol | Description |
| --- | --- |
| ***Pin attribute*** | ***Pin attribute*** |
| AI | Analog input (does not include pad circuitry) |
| AO | Analog output (does not include pad circuitry) |
| DI | Digital input (CMOS) |
| DO | Digital output (CMOS) |

## Pin map

Source: [https://docs.qualcomm.com/doc/80-78830-1/topic/pin-definitions.html](https://docs.qualcomm.com/doc/80-78830-1/topic/pin-definitions.html)

A high-level view of the pin assignments is shown in the following figure. For more
            information on package details and to create printed circuit board (PCB) footprint, see
                [Mechanical information](https://docs.qualcomm.com/doc/80-78830-1/topic/mechanical-information.html).

Figure : QCC743M
                 -B pin map

![](data:image/png;base64,UklGRqZFAABXRUJQVlA4IJpFAAAQtgGdASqMAkoCPwF4slOrJz8iprM7w+AgCU3fBHderg/mfKtwivIauppgE9PmX9m/x+5fnH2//W8+Dmn0EkeXOHfuTv7n/MegH/keqn+2+od/nPLt9YP91/8fqW/nv+3/cz3eP+76uv7X6gH9S9KH1Yf7r/1P//7mf7kest/9vZ1/wfpP9X10p/Vr/j/4n2KeVn6/w99GX2bQ/y99h/1X5s/wD6W9I/AX5uaintTd2958wv3v/Gd+zq6S5+ZCda/2/PP+eFpnl2cj1g9VPdSgi5EUoxZ+GsunCec7gW0UNEvNKQMDfSez6ZakXiwNI62iOV983+jxjOeug2zOg0DAfmaNS4f7MPptLdl+nvp76WxxDkAVGiyH8KqoFDS0m1KhdnXeUNcXY4m8nOcnhnReDU8+d4INvtOb2eJqzVX99PfT309TvIFOpOODDR4GxUootFE5qYH+64wU0jCInWthC+RACnwLc5fLceY+27vJndOWsw6VO882ZmovjcbDt1osD92cj1g9YPWD1XhBDXzzY7J/ZKnNZmvLQ4cF2+7o6V8sr4vRnupAimPhQuyWzvD3u5D2h6e6MuepdU6JQQgMWIGhCs1mlEYO6NExevql9ReJ/YnpYdkX/uX+CLA/dnI9YPWD1g9YPWCWs6PzmOa60om7zVmK5b0IAKcbPDpEWBZ0loMnnJundppnYMG4V4i7JfgipD0YxdTY+0q4GuE42w5J2dNJ68i2QRzLw8CVoRH5+FsY4EAVkiHGr26PLoxZ8IK6e+nvp76e+nvp76WxKsUdMGY+3E4FmCrzLcz8q9z66fD+XrOeMHZL/EjklQKzAvd70Q/DCTtmR88XRY3UIWdL+UX+8PZxuhFWjjehIgNDot5BsYzLpdAOt4CvvBF0umaWmoixq3S3cPjIsD92cj1g9YPWD1g8csrmCEMJBN9s1L5GZau1G+az8sMdTjTkXcmemeoF8FEVUsF51DSn1KjdpsKRP4L8xVSjXA6LdTDgghUv3TQylicvcorsXVoJQB8m/Lw/fpPt89A2BAo2D95NyPWD1g9YPWD1g9T8dVZ2FDrLaGLyIyN50m7vAWz3xct4e4+pMIXDtL4oxMzmdOqKx0P3fS0lYwyPhrcu9lcGWZETHgqWkvAfRAklQNjl7xsv3z7ct67hKQFJ41VUWe3bFfNuzkesHrB6wesHrA3H/nw/EF5+h2EBIaIWmIWTED5wpIk8k5X0PT8G4stphNJSUDUdX+tZv+Clyzykwa+szA+rbklVUzrg/InRw7MSLA/dnI9YPWD1glhvNS2ymrxAGuLuQFvX8sbReRIr+p1lLWfNS6kI8H3yKOZ2OEyXEZGuW8sAnQ1G721xzKnzjaTLaYTbLF+i0vbMomW6yE/p/qo/+FhTmJnYbP/YUfb0XVy0JcaGbfkoG+ooZrLsI1KxLkEUe+VIhqBMT2bd6ru5Ot91QaOOQGpebvmrzumhEGD1yt6rOYj5/L8rgKTaA6xafgQcu0KkI61p+MZipKILVM5z2w1d3W73yXjBzjw5wGOpqkwMEq9p3ZDtNoC6ZScfyrzw11dsXNn27yEq/uBIcIe/cd2cj1g9YPWBpfUi/Z2/KNVjvYNxA1kyqGwkLrNFFMWczaA+2gtMKrYKBsGnqG5weY/JlIiXkjRpvV5LkZ+g6axKFSc0N94skkledk6IGlAFjqYvFv0qJcJ+94WndLhXQvitw5ImdF8M6oZL4MQ/vPYjXg1mOI/7bOs63GHgt5uqadicVF2Jqv6NVDSaFsq9RfZTVLU97kopzOByf0Z4BAgzc2H6hKDYzD5cTIj5brYw4/UhO2ZMPwfny090/vR5YZQ4KZEkdiYORB2A3OXM2VW6Zmmj0SezYrSJOeJOWUnR7SZVe7rzlXaEjRybQ/v86NY4iprLUADhGXzL5+DwcVpQPF7XqxFSELUycxYYkp8vcT2svlIYpaiY7ycOyB8FsNHzIeJBdkQ12FE7qcRiBmtgcFi9bPOGAXVBmXI/kmK7A9/oqujqjvL6ycWixIfUTPjEAqcsqjRhaZK+6WFr2OMti+1KpImQyKCdOu5US5UO2FqOp6Qor3h/xTb11Gpk3p8s9l3GmM0/k9caGqtQpQ7dUuNHM8F1+lplAD1x4ASmE7WG2elkdCL047eKkVTsaRorcFsj1pitesMzRW4T/zjYXFgoOYmfatHNr6M7XC6QFumCQ6pWxQwMRamnWCqysaXJeald/5j/jc7HgoRdIVMBr2YS+TYsgW5V+lHoW+jEbCs7OhPhKvtCf8k9Whqc3AVbWibCTl8w5+seY38WfhsBu43GDMrhn+eQyhFZkNXjpDUNGfMiFCAHW7FHGbQfPrsw/Dp73yBugIUN+iRYQIPQbjHfWlow4knB7LkMNUZpfPPjB9f1oQsNiJjiFOyRdHkhedDaiGyzE5W3p32FxT8dUxehcMlNTyvmB6H+s9vJvZFQLDzzqog7Te8q12341TCw2YljPNKxQ1BtQPjBOF2sOsGV9HutOtTvXe/WGGbYXN6aV3bJJdaeALl1g+FsvyPeMkl+iSorKJYfyIBwRc4J9wZvjhNLJ+3H8r0TGsvjj1I9gTV3CLSUybMXJTl4RZ59mHADTZom69n8a68ZRge9ZKwaNlOeZL187GzZ4V2cBjLt1q+FbF4N0dUHzZHvyN4UcCE0YOFyf/67A86woPUCJ/ChGGLiA5auCFK0k6MDQ2zaa5HISGcSuB2G31PcXKMlBvjSUZiTfkmgwGtXogmCVrXUO/6MCt5NP/6dqCnEJ9cGxz3eNN2D+drElpHXesGNfHCRKS06DQqHl+9TpohZadpvUC3Ip+k3LkZ1TUP4RZCMvmX0bYWhigdDGtIFYB7WeAO62EJ5iVXa72bjcGd497Mo+QqjB5xtPR4jrVVItOW2ZJrQGznkQ4BzczSUzk794UrbP00Xq9hORNjiMWG+KYNCXogeZY1jTasnKMjWVCN/70ikDpBR/k+2aQeiD0PTx+8u+E5kr4aVjnilkEsXtKGgALLTXoiQ+EnghHW4a/Q3vstXVB4O4ZbQlsg/USTBjdiG89MRYb7c+FAxX4MqRbupeSGPOVVEUxoIDTzwxUe97dCoFaWj3h5gn/2vyoFN33y5vHtoLsGV25zTMH8eZAZFUcj5FK6AITBDPlZTCmMACnxlH/GvyMxvwZF5HkWr6/d5a5/gwkdTMyZmR8we1lLx4l0HOlvVaLsu0XHdnI9YEsXJIfnRHZ8WF+eLSlZ8EEfJpKbdV82x9TlWEG4AOCvdCEjSssS5/RKEYKIOqbfin4WABdSdmvMg7qcPXmFz9mTy7OR6wesHrBLLWmlLtKSncGH3Kb9thg7LfIVliefIk8GjXxjXpEIpNa9s5V467nXxN1p71lq344TpQdeEDk8i5tjB7NQQIhfKKGynRsw77b7K7PeAAUY8yWdU8sAXce9hJrINcf50fG3Z36T6IPHrf7dDuvdL7ZlEzSx44tkzrsDe7nA7uXrzHDDGO9JV9/iOX8DoQ00Zl1XpqGDaXbgcuKM2tDsHLTNTL1foycHfbVuVBzd83fOqovevfPcVzq9iwwVkmy3KlQy+IT0zyo8QWbjrRhXU1BWwQn6wFhRtltLfiJbcm0/dgVLZpqdFFTItZ4Wysz6axczFwW0zJqd9HTiN8jfI3yN8jfI3yLzUygW8NGgOS8a8FlpFqWU4lUbv1ZQdacScSL2kI+8Lzlv6B/WtJi7jLQwjiT+LqQgcyjgafjkza5huTh9oNeunccze+O+RT7pjfD0SN6JfvIfcEDBl7ZlEy3Zfp76e+nvpbEitTjY9DLqnOQ49kQtJZPCHijcQXoaYMVCA9qhwe5EC8hgI1Q7J0d2GN0FEcleOUg8Aj9M/Ion0jXXRN//wZRZPctztb4YAYQezM5HRM3GQ+Ga+bvm75rRjYUbCuB+u493f3yL6rQWC1sgJrAe/B2g04rYpmMqgmIdQIKDoz9ZnSrFYrsy4qaQyyPaRYJAhiWqcCsImZgB1LFwRdVgrnrniJ4seOcduWv2hBTM8x9uFnKCDvEqaw6e+nvpNfSRVTp935NrTiTtqi6Ab0BH4nI4qNNPAM9WJ/x+YrFB5ZdLIcK+z4s5hsZLYepEWkJesukJJNAqM/TTA+cAWMjR8luir3QeQnZ7kRZBbGF4VsBVslMAQoIVgIKS/lBiTKbQ1ELKf5kHxwMb2xU7Edq2SvbZ2/B/WDNEpOlSFfqzyNy3hTE1466RFU/zxX0dADlgA/ZsOFX8SOsSwttN4Q2Hdl+nvp6EvL+7vP92WKdA1ckDURgnOZlKZZO6vZ8hg++kNqFu3+TnUaloUcmF1UL40W0cp0ouINw3foXUKCf5JZWtHaCpH04WAAs1cCm58LRhg4V2h4bqKR4rZzGNro/XCEMM5urwhKieCVm5pFfMKomkkzkGPgZXXZ5dnI9YRl6qdYlZcxAnl9fO9gXgxheyHam6VkVEivfj9dyOvlTtEG80EuRMcrw/YiGy+rfmHEGks6edgdBK8DlUwtKE7+JdNwnlkLYAKERcTmEVF/uph2X6e+nvp76e+nvp73OjGljFhJtO1wpk+/9qPv3FYpgq8uzkesHrB6wesHrB6n2olXXpOtTfz/gswBiiXVFesAAwdcFOT4Z4qk7bjMyoKofU3p4UBPGq4jO03iph6wesHZAAA/v4y7Yfkg2qvU9dW8CtyhsJwPnioxgkz0c/rbNY76Cth/6ffsFL14ru/Xyr6+6DUpwclvyV7NubGv7lwFz06h5/CLssRsw6CYwxhDzA2dCy717bh+bCbNTQ0TCMq1107e3mdL2X+oh0Uj7VBqrejU/upR7kqcdHzbhCQyBvZ1f+jRZGDOFHRWCrTKJRyip9qAAhKs9Gnv12gffKFt3/tfg3C26OGLKBY+aUnlfT+ZRUMV/RXhH3k3yLWXdXO7i30yuXyNhl7Qt9qg1O9WivJFeOLZiAB6g1sQ3tTUgHBVZpXmqwaP88I4EsjkvEZgym+1ufV92m4usFPtr9FpV0wKJAtpf4hMXm3fQ09EeTqhi3PmCgt/A16+Y2fKoZ5BdlTUFtRWn98M5AWoHYUcdQsmLMU1gqKz/4uYy2msFRVwB3W4aDdbX3+l9UzGIc/Qn7+dUxFbGmtm7GNs4g+5/kmIPiPSQ2QQ7hX+6exgeGJgxYDTNFEEWcy8eE88z26CalTcHUjU6Y36yonaqVDe4eOv9YFq2/O7T1JSL+VMWYIsLUuDpt95PYMApD3+PP/VkFxRwlAnprF+Gzdf2flhJP06wuGfmJS1o8h6yzbKgD2KiufTW+y/Ch/XOKn2/1WaoifgVux4AAAA1maq239NcuL7Iij+2XlQ5cfV3qBssyVkE5wb5dVFTjcXelRpxTl0y6MgI73w+uICwyzlct47Ve3PcBFlfcXcyhmfP2/p2rIU22br5IJI4Mk6NJ8gu3nqCOgrTS7n9E1MXxDbZyR+WHjU9ki1RlJ3LGWk6fbe9bypiO/nW3wMsUGROy63D3k/wq/9Sa6MS2QFwfRABlu2Un51jSEZn+jySCuMi4jGCjQ36GWrASNPp5vrr2/Cf7Mm2YsEe1jGsmLo8FJzOLjSL6khRQkQ3DhApzOvkVQWPaDhQ56r6FMen51V1D2o5eRt0rncPlG78IAE1bq3QMVcmQcSWPyBq8G6Mx8/Z/Mpb05TEB1r9+rwN+TUILpIKaVyuvURQrfWw0ACU8bWrjvTyWfnAsw+WIqJFl0eYbCD1mcdaQO5KaO9gyReegilI8YXkWqrGZ3CouH3Cpt1I66aYf/4kCbjJzT/HPXJw/jzUhGnp5viT/6ak14ad6GqA48UbNkuHyGuB2B0sDuXKcmr5iRBnNb2X+SuxCOx0POhZOQRbUiOnkNRh4rojfUgLleSzGjRZ+8Rnl4bkzYsZfGd2Jug27IJGgRnzhSdjKpcVE6c9cVrmz1zs4vTqRqIuMqrWsnzCLmCM/r5Yly6nESVnPbxw/hi8hGQAAqW/WQ8NviS6Kh3VfSWvG0ZVYFD3PGhZHtj/B9fC57J1AxX46KaJVP2wY3RRRMHBFD/BMiZVaVxi8puwlI5RPKfNz67YXNIQumv95DK6d8DmkKkBZ1tXoOQS5ifMe0COf/D828G8k1vDQEZIqL995ErEiwz7jcoZnsIKS2s1YDtAdKlqSbB5yjMk/EGacDPaiZmvMkSq2Q82qyegm3bm2B9T1Azlw8CYF4Ne+ov80dETZPiIh/ik/Yy0t3lIFaJ/+8HOCWVpF1gJsfDq4y1Yjy60/13oABS3GbFElfdjG57LtocG4ARlk+Z+2LhwE5mYCCb94GuUfGGcBwxOloVLqHw3B5eNUE3TmnjcW0F6IeTh5tcmexpCuBoFkh4SzbJ9F0CEu2gAhy28/Ya5RXQ//bUnTXI7EPnibrkNoXM004/kjaQA2Yp0Ht56g97nIHaD2rsfaD1AYp1rHG3fbbxxs87Rmzl/bnBP5OQW9huFpZu05dmNRHEdnr3zH0NTYBPo4Zwtl+zqGLptzEOMQ++F8iD31zGV3JGpGtnJ6g4HFMQtjFXtA7cCzygxs+mG9Bo/xetBnVKybQ1xhVyD6MUO/vDhOAL6VOug2E8xGhu/cITabKWbvVziU3TAMkPWKNyuWjVLtm5FmHjn2Pk9cmDjl4tyopY5T6kvjXJTG0atNy+yb1JWzqOtlsMlpWWny+p5IAuX9phwbVWBpuQ+v2JqoDsn2C22EnmvG4+cvUqBcW8bVzQ2y7Q+DI5UeDAq5Bq4AhF35qQAe0+cNPLOFV2cA4sL9j9qFzXg6X+WCy+x9d6bLSSeDLZYVlBr+SzubuC6bxLnhRcAODNC7ubY+zbWjfUZ1RXczKTdNyGIHF72vQPeQ2JBSRQ2NlOIr0+ojosBDPyaoAU/46AOAO0k7ibxU0kGkhfgjFQm90iY5yPYB+chbfnTCL1CY8FXpLgcZP5o89/w6xGWk/U8VuHYTW6SVvDV8z68g4VoUtyW1YlOj0K/6NbqRNhwKTJhNv/2Qz3zHVLvGPCxtz6mxecFxhXqK7gkjRQcGmeEizJhAWaLZWViAblZ9w7Ntt4O2fn0IH9ZCK2zm/4Ezirvx1/H0M/3/KYKpVyopd75gYXzSF8J2jLCU9xG43W63gc5GAwXYHmf3oOVwU9ssu1/cCVoz2DXznIxA2pmFyVWPbZkX4fXdXkeHwrJFXjSodQnNXk/Kro/+25Ijkasr5MwgdFs3KiEbiB2zfprKoYFOS0lGKSLaKlLhVYlaF8EoW+FNuWzMPp20ge8qQZgPOd3gcEbc/H/xgzSbAfM25R95CGroqOVMLf53cQO1LBNvCixbcA9ZaPoVYiF3Zv795LWsF87JiJCc0TksJT4Lqkrn6KrvaaIIFZ14PAE8J9cq75iJ5EHzrZCcwVu3Yga/1+SNOwHWuwGszL8jkJSv6j+l82rP8sauexNfWQLTZTRG3sb1wEY3j4z5YJNt/SNGtWL24939IK+8akE4WoyvGgN3XVCulbdy79h7Paqa7aYz84SrEjSnBdPrEasAgX2rXR4KLancq/i+6gvseOkt8jYKUwAHvaGxdVtpvliCoqLhlWw2fbHlyK+d/ephKUiqTm3nHZoDmfA2rPHTDYOLVPF8OaT4w1FUJkCwnniIc+UbVJWfegNwjl8CtHrVf7AtyQP57tJfK21Wq6RB5yZRumQX9zLjXwvJDnMBzOlHl7YuZtWlwWH9wWcqhBJVTBHti4I8I5Z+R0kPg5A4u14tERYq6UwntCsLetK0EtSmPoruZLP3/ZZTu21a29ldfoaS6mLXHsvkjnE8DgT7TboWFv1wOEhbHwyMewwgGx1U2GVrtGLmsXBHa8A/1z39nkrgBp3+K06neidgPjn85KCQm8lKjnDI5BbjqBNo7z8yabG1AmUck815xgudGiLso3sk0FhT//LaoH2+nmGCxnUZKqlYF8DjcZCZ6uWpS4Xz6eSPR1/rYaHJYLopj/Y13r/XK69fVu9SdR3HS1Re68feSZEWTaIzQri/x8OfO98R0/rqSB91LXJSlz1hbs3vfaBlD2HRhmuN0cdhn64Go7Vr3IiQh8jAmSsTRoREdOLNfinSaphzgfv2CBeKwa1CV5T4V/6GhYK+O1hmxwjhKgkV5Iu2De7SGMR6rDCO361JAfsD2QXNnzIk0oBZmYYBi+cCSZU7JYiYr5I9aEsp3K5RJVc2ufJnK1qSmvCifyQ1M/moTLA69vYRCsJDFpXbzRR0CVChOeSyATKXhCiyc+1mXOtIX+m0Arix9crfPj1+SdrR5uLs9FuZOm3Ni+Y6uO47vaTc11JTM9o0Fd/kMHM/eREPLqJxjXgP3KfiYrc+OnJzjVSPFsdG4kpRKo/YFxGFwACUy2aqVCif/Ifzr2eWO3Yd21wKZJ4weU0PQiM9E2xrh/tQLGTRkI6CYmjE6K74A/xyYyul4CkRPxrQ/KF5i82ouBZNj6WE41kbAhE2/mhM/jVxWyq4awoD4A5Gemjxr+KLufLYbp8x3O5GMMWIsDaJFkKhAegglVXFNdjon+JcCy60KS78jVwsl2S63NwRgHVAxHMYr1c+Rx9yvJorL8Q9kX0472X25PDzCifQIQyA1M4ZASNOA+fCxk80XqvzvMhPhPErEwyfOJINNWZT07PdYakVW+scCa0W+oVndd0EN46KjYMg9Q0zyrU4p9t0BxPUFykexAVVGXHDG+SknOVTazARV2B1ionVTw0NsY9hKm4kxDcXIV31ptPqdXRdmCTcuLcRDye/q+p+/i4UY8rEIQ9fP4BAn73n7Tvxfw4zVv6Mp6tAt6dFqq8gDEgrW5FCNs/L+1sNABsV6C8+WXYyreOJ509LhTfhpdu6KS2u6nbzE7qTAlXfAhQWKZDxsOhKql60oH8+na34ZnSMAHe5kVUcOcz/P8mayQ+lxuX06T5FQ3r/K1VMGExcbGiiXYUhHUEtTjDORPhYkqekRwg/fy/4tSQ3RMOy76/Csz5mBM0x7MT7PHSlHEwllGKeGLF1IczLS28eOBLtA5cg5BcHBn8jgOls8eeqOX8STZBRvadUUPp5h0UAAAOPHEnZA7wE0MbQVsZdGU+e0tgbC1amoNa0wUkA41SxgnMAbBhNyM4CxBHi3GG6Cud1iUU+fdX9SPr3XQzlAg8nigbRI+xyC7fJh2/qjuZxD6W+5O7zhM3W4NqdRJg9s0GGyVlUspavCmglU8uI6GOha5/Zpg4pQBxkNy5trMTGehz6Oue09hNHtgb6bzuLeChrGYzmzN/nRRKBPbUCTXH7o2wF0nIoFK5qYfm+otkLKgYGdvz6rG7NeNZ+iXRZvx/r/PUrVdGQLTKHMOL90+xCkyGykW7pBAyH3OwDBeMdYgj73wm9REKj61dUksEWVbYloj/O1d/9c317IJg04Hj+UvrPSRUEjLxC0ISOBPP1ijhguLuoMp/hF7hLGKW6ZvQEOkzwLKYUcMJvzdJ4R87ig8vebhLu5eYe46vGVF0gn9IgFSc95AqvwCFt9LpPm6xBCyurrmokvcDFne8hUvDPLVeihsak7HxrBvCoGYPKEB5fofy/5ZinLG8mRFvXDdd/lRvlEzZh8nssfm7wg9IijJfSQAAXgUGhYdyIY6tMZLZbOqBzfafVuBxC0KndWgPjswZazqNBoDfqL5sd1B+9qvFKvHTEUCqvwKfJhiYHYjkPaEKPW5SYabeLio3FRhZO2VrhD3IaKV9yoXvLsa16hUak9B9KPDCLsVFlYLpdCPTQpRwJBmydvMP/25JqCFVTaU9jT0wlEEcb1FXYy5zxOUPz1LhGY4zxgpCFKayJDCMpknFZzWmDaCJynxzAJ67M3jjMYGlmDQ3F8L1qkcJD1BOJZ+9GYk/YW3x1QBIZmXptvDpg5qRGnUwMEwxYguo1VVWbzwOYxsrvVgwjaAHS9VRiUhmG7agwZrqbPgclssWOVvu0n5yfw6/HOTBNfk76QNoli19PeMPe7ANNQFxCPeMN+dtibSqr5g51L6jUVk2K9xUmtjbQHRcZWHNqciMIo0Zbykgf1CGtKQ96RtXqN8HkouKVks3g2jvROIJ5xSr9dNDe5awzVEWrzaANVIQGABwpTo5DutdvdbnOwKpXA1G5z3a7I21Jotxlg/yqzSmHqAObRhtH2E7ma5SXGgCDb3CZ76me7gjPxo7TuRJqv8TpX4bGlYFRrEo6VSTPVLcRvX7J0tgxy0MH6Q7S+zY+haXy0wL2QwvGQ119yrQhLVvkRdByyQL/uhCxPW/L4TpigkX1PZlRryerNiirA0kqCTv4vTtEHVPsrAPnshh3aWsPonMWY9Csl1DyL3MtSiny3L0h/0oG9XBqXjM3nsvwIiN26Of+gDPPMoydA4o8ky2nrQXpTZRiWiqTd0wyDw2vZcUpvpHmnYiOUiKDFqOdtIJUilhiQVVzB0eQWiJ+RiOVGmLaesnx/7S5mAqW7xhayAuvhRLEpD6LCpuEXKMgAOOWYi7RT90un5dc4H5LgvF+uOluXPtCzRKE9TC3fj4vRNtDQbFoIyYoW253aFqrO2kiKoubIaipTPnkeehBQimAY8+3ZH2ogNENpns4x+QsGelu7LrpZB0K9hzLcwshawm/aq/XHZRmcwhfIT4RKPwysFDlj/ePHOgXEQeAES67uuxaB4u9tptsv2eY80tAxH4Umg6POgAU4viadvqjPBjrcxXz3dcRnMCw1IqsC6tiUBA4tFQZA8jfqVX6Ca9kzf7wgTeh6ehNqBXJVjvoHmbYn57hgLneafxGAI0zuGThgzwEH4B4OByfX5fIofl+hgdry3pxnlwOGKRjrkgY1OK8yUW0DM0mFAFL1VyHMmsdejtq/7aJfVybkc/TEGO4EI2bK3AnIybL7ysORtY7R+F0HXTRxpYFKco1NLc8fIAykJ8WiTN9MIlvcpuP3YmAJ7NP0YST9PVCzKRC3OiCuSECDa6oTPKoYcee4ulRHF0cSxv/hWhGOzX5+xM3i9uogep0C8UOiQV9VRtjnaodr2McpC6OmmEv30O0LQOThYEQIyRvE5OJJFveiqSZcF0Aqn2h2595P/EXpiW9n3neosMsbMhwDEwLvGfs1YMSFonv0xJdhS55H6cP86FMWAWfgojEiH+h8ip+O8q+yFAUgts+rhLT7FLUHRRFU9WzNxEVLc++gS9BRkk8V5fUouws7tXEwQ1uMH6mbGENYSxUxe0wFcQ9ctQQXnnskUSDV/XRMe7zHM8RXTzqauilETer2x2791bSftS3vQzwKWITDycN5mTju3bhcSVaNf8QRpO2FWCw+TSEZI6apxBXbG/fQCnlJfkuIauANxv/uTXKMdieGhJmK82vuyJovaTyPINmsBAzwoqw9hOAv0l549ZD6Hpvt5q7Tp0Ck6kVmH/MEhNPYhRzCIfrwbaln4EnpQJLTGjd4Usie4+EPLoouGpoAjXCqrwRmXDD/horv8XZtPol9DvKPN9YVKRErtGj6A0WiurZduJcvWg/AaACHvXlWv0KWOUe11JJXeycyly1fkXV44FV2Hl8jDLdDdcCLGadmSF8W8Lo0LJ2kwyZhGrZFilCjiz9uZ1E0c6Wug6ooGaKyMssUJGfzu0qLTyxmgxJtpTPlRD9Yoml7hBIgvWLdNkPnMrf0AoHZRrXwUoRh7Rr3EMo3ElNSugPWMlS5nZAZdYdV5ZU9wxV3DM+CqOsxutmYQYuHuTAcTiFFY+7Z32GDoZeu2T66AUBUwBOCnAFr3bsSBruMENVQcrym3qlQHpcOqW4Z0Y8P513IFid/kQo0YHdpku21Q2k6eBL/QJ32kSdifsDZ0mkZ5yCYrFTofKsI/v01OQWXy5B0hv7TrHnEB5g9iASHEz8oPGA3M7N1ouD9vJDlfiLYLXATplQXK6TWwhPupPB/f8amufqAFO7TrkTFq+o37qFiW3KYveeJMufSD4CNWLD5zi8JOtC2nVN+AmXZA4wBvqi9cmtbq3inC8+wMiymciQNnSQ7pzGuaRtkPIy1fOL8HzKPUfQPCxN6ULRGH3Njr203eIKwTQmh2KId3te9G0APQvwWI4fJlIzD1qZIXFTov+ewlk34I7XPP8WXQPnucQl69JsE+29sWrpBko+O30FhZvY/ES/nqhPaNOqFCAUuCqKHT/xxv9aowzBP77dzlu4D46m7MAZgMwOhglNpZEBTJzAsb4JO+V8mF8IplHEo1AG9bM3ShfRHtBY0LwageINTSbEtrKAdJELodsd0X9rdy4v0ETUwtVrQLSvIA41S0/Ku6gfJpTy5I7nCXsVVwAPz4OxkEh2ZD2t2iSTFmqP+rKJco2m44adwZgeFSTPA6LEyuG0gYmvAA4BscLPTBfwocI4P4l602sfvWLw+Cx/73lwFg3d9k03d2fAUpw/f4Kjd5ApeG6+XzxjRO4EqsOsQKZjtkancLMr/4Z+pp+aP6+mkbdFXM6u62O2JHie0DTqf2QV6w1rFRWd48l+beFquOurxptWufbvCcNaOxG+rwKjVzthlvgutKVGPq1hhGZytDp74YXuS3XSwWmDmQoOWKs9z4ElI7XJihZ0ZHtxS/+TfoOUSUCPUzsDCk+c2QOPPrZ0zCPBVzzzAEZ5qf8FE8XA1Lmz9x54h1fK8mcpUmg4Up1zL23ODuhFT3zREkEB0QiIvI1JwKkoZ36dDOuFVcsb3Fg87euV6OFPT/6yG/4BMqijJTsUlF4DWtiTUquleYMzgO3FCCb1CFC2gYmMwDKgFMF7rDTjRqlvDvt4HBeYq9CqnFeOnhbAbBTIGJVF1X3Ou31/+Cp9RSYKqiRlHdBA8ohggNzkFHUQ/5LHDVvYyFuRScgjLuhNRR/HB0HBPXOuzMytORyOjd6d4QiaYkY3/56YGu3l97DSy3IGJt5+yKq8jGrVK8ATLNgLLaEfbvp4N/7UTQMGlFNTDOE4idoL1ayQrmAi0kQoZUaBP3/H+EgT5vjRT1G4x9z0yaZcfoafN9d78Le6Hv5u/JrCSbg190WzKKjjhYNeU/XV0ZaI5adxte9d5GwC+W1Sk8O6YnjkEi3AERqfj3DihxYmk4e33vbGvvxB5ua1nfwXKe81VR6DRYlSmXQAB6a+f2g0xjBpFXbdcHJm2wbASafB6dOvHJ4FwEGswonGqnxpW93ZrIDqWohgZWW5FrqvQ7padFQVKLHGvLTRMAIuaAN5FJa49LBty8dwygvJtVdqsbBOET37NwlRQOJ9EohdpRjkRyizAtbcDVqKmN9/L5d7NUZLjuJhVkFHeOf1SVTFMWqhfZJ5QC6thhc4H2cW2UXlvNY5DoWvvH4mex8WJ5CVhj28MzH4t362yFuTulN9rFy96Z0B7tRvKqIBdgb6n32NcOnvcIwW+qYAb41GzACwKDSX6EWT6RUERPwRo25+4hLKFiZR+FmPA5Vv0S2L3WDMNdMzLH0SxaTCD9P6P+8VeGso2pS3p1C/mGtY0c2GhSLcOmpxJ6QWvzmNMIMq/ldbbrb0Ozy+svKAbeBQQlfjMhTXQ9eXZj/dUOJ8RkhBV91D6coDNqWdPU/bjmE21DKx50XutR3IwPQmfJk/vPHgOQVZC431H3dF/iQo8yP+OQBQ0XOwvDqXMyE5iSLemEY7slyt+UbkXLM/2ieq+1Qq5GrghJ8owC8cxIL00pMgpahuosz+fQdaczBLThA6DndVUwDO9ULVvt5xCtipclSiibw3QtPcBw2VYy0RFV0ATq3AIXK8DpNtUmYNsVY1L+mvpxSymAGQ5UoFyH+Hpwh8LCO2fIGDQvqVtkNQGndSZRv2w0Xx1ej1wW0zti/NvgWEKzj1oJBYtZOtf/ScYaCShxKN6MR3b4xbFYYPQ/zMikLZiNZSHidkQ7aFgHHGnJaqXJ54fgmNZApcN8cq8PeWFe6aZZFnJOKlX0bvqcVFv7L3O6wv/kuxKff7k+4sfY2obT3qIVMztca5O6OrKY4mCdJIOzn/xVtr5bFCRqShu7osSbrgQffgqIIu9XUfgHwuA8qI/zvWOIP81uF5uaVMhDygF9W59s7hwpktkSanaPbL1isdAryjAQUu6XSJ3j0kZciyg/xwJONPYXrr7D78WSEKWO9cDnmqbTMQGdib7jygedfXXaasV1dT4ENWbMt9vX0xrspSgiTxfWaa9vF/cC4SXgFzP1DWlOuwOCpefSmtfQXAIQBAo3nOPMakLRQu28VL91xeMDA8K9TcczenEKHZW3czzB0gUyOhvgIloTtjCKt+PBJHEtwsQL7VqIp/k5U8/VankjlwitRnkjPJKNSwxcuNv+SSW5MkW2ZmsF7sEekq65oPfzTSz32FKSYrjgFxjGNOoXPeCuuWr/9ShvVe/dO0j2WsGpQXD7NqsFKU8XGe5iTmtX7un0OP/x1lyu8sMc5ZU3k0q0IPHS2YRG4RTba2Efp7Nhh/VeJQXkMIaaFT5GAXQ/gcg8vd0Z2rZE05QY+vQ7o8E+lZjMMTrUVGv5FcHapMPrFBzzrbHJGDmD0Gt6vIhmbslMJ1ZLVzB7MrSMspkwx7vkAyGKRGwPaNHePBggjwoZe0+kb8H6jLEMOGW4NVwcO/NgQi8iKM9B2t03IW36h4gfYIcMfyBoCQIG3tUdKoUcqfsnLmtvtr6uKmbW99zJI4B8lkLDdDS6Qa7C32EsBabRd5T+9nxYL5CqmfZibNKNHb8HLYQDdC1jTrmWEY+uwgQ1CVPrKYT5oHFuYC7HvG3nqg95V3Cf8f9Szfk9lDpQtzpUgFdBLDgyAtU2ERDuHgnoq9wdkrVsjMMzDZrd8jRi/1f3orm4X6+6G13i7n5GJ5KlXX0wDq18sHTcr757PFpEeA2yNAQqja1BQgmUSRgVBawEDTvYy+mp/tpHdc5KkXP76SOYEb8T1WjNBNJ10QlHOIgRThyS7mg6E9Tqo/zV5EI9Lkc4MkdNFIOxvbhJYAugUEW9iWbbyXmSJn6a6cPpXGLhBpI5hihHBu1hjHSa0m2VIkI/UR3BoFNpw02c2eFrSAC3TID+pQjgWQPegx0McnRpk4KOH1BuXAN1z5PralbUn57ORv2895zlrkX8Vv4t5IZ63Gr11kCOv8LRC8VeFBCr4J6r2H5r0VqJHY8aVAcaX4SylHCgJ8JqOe2O+BNHEbPKuHTKZ7bNVa4rDDN8pJLSx5OsAbTfmhDnMQtvRHtrobba+34mL+tlT+2jfUrKa2NY5QSz6WE52Kr95tH/Jc83WAGPvgvbrtb9iq1lfbvN7JFi5mq8lnf1XN41E8JfYmXmf3IaXDNvVNi8ZtdliczySWu/xBhx94skzVRHWPJ5dSuq2onU1wbpJJe1awkNOmggq3AjOchawgHfHF9tNoPAXLH+q+spkPjsXGfOyjWck76TLbdg2742O1dzy1ifFHOxPokI0c57QDwxcrZCrGbhjGeW5qaRvBk8eaRJExLPZdbbZoTqUOXveO5WAECwOgnJ0G70j8xD04bjKrwtj3ZzrEdRvNlRNLsdjWQM0fpsG4wmdLWRqarRoGVsCv+AUUcWg5UE0BnDPPpbn4xj9u90pyvHi16IoQT6rV85hgD2oaiU41CRfjjGylwljyYxn748Xg+A7PIKbrrN2hoI4qQnWQIFNxMcIU0jhpmn0VzZpcubaaWWPHiD1jdiJY7kFHJzDFqwhzSQR54Zhcy6DQKoJhdZmiPrvKjrQ0+g/feB4KXNV3inJrHvG4va0TdVvfGP/6vsnKaL8jCebgy3PxUNG6ShAjbmbO3/++TBic5Ew1I6utwkhYe7TDJVs+k5D2/lROeCoEOLtSmCSc0Ai3VqiHZLAdjiYUOitOYIpk/YZ8WMpyrqoAtQDWoJx5BTic3NTofbCH7U6MVXf/iY+JgAEJOEvuY5V1IRqJ+QVwqvc2DFQeiJmRjINmho2F8rtJbbADz/kb44RhqM+oGZNGnZy/YMVBtwVAKGM8F7UDRfz2MyuAoIRsvfdY1kd+BMDyztzldQUAS4Xjh70+pLe3UGOUGwg2iYhmKF4xzyGJ964QxHF4oX6fIR4o6vvGvYQ+D1M68R2bxBHxYI+IyB+RkfIxgAVXwv5MfDb9HFtISxQdY0KtcvfvLOVQrpeG3pKuNWRkc9jMJ3daT63QIIDiEj5PQc4C5JOStDBfNc3V80mMsK40ExKc1NMDQTzOuDcW2fjE7cnlDqn5Y59wOS+O6iXzy5zWGRc9uhXQStC5q5k1xkd14bkZvy6WkztDpT2YYr+fCmqtgAtC1tRMqXJ+PpQXvqEXmPm2a2CAV+D6wZmqWVfBzH3dTXAVysk30x1qIuJsr4AjsMOKBYG7wTST0udgfRZEw/OvXTfEAXtXLUJeG/Anhmo9X6ojT0+fhl8QCfC6swfPBHToWY7VmJUMvkbjxG0SbQCJXCpxTyTt4qMbZLmA0AstVKMW8MNjhW1tZuozlz3cvKf1nGYYQuHrHCAi0NfMdViPX1JYDsogrz1OfajMFUDxA5ExlpS++vBFGTmYfhd88ZmkCIFZe4VgxnfotaDuJHW/OczD3BXVKujNOw7GR6xUaqmgFcCZMKQSdLSOnrTc2FRuXYGFeKiQHFktd0GmfZ5K/D5mXGogN0SLsh//80/LY097u3CGgQ4lK1iB912WE85OepNr09RFZhz+WdT63i4Yn0WRu20q8VzfXFvW7J9/9fbapH11VQ5ayX8BE/ayI2tV7dx3G3/KlSTQV1txFG7fmhyFkulkYVrbMEgMeb5qWdFPQAGECO17KtV5LUAUFdhVueFTPzbdTG1/d65nd/OZA3Be0r0kF6KK6kwfq5EGtqCFB7HRI/DFgR2HY7WF/hjJNXI4GK/7+w2psHFAPOmTqOva2yxYtOS63v9H+SHLgITwDqqkwHHwCYtSB2nt+DjUFfiGkaf9sqVd7N66ng32E8IVTMSH+OSjlr7hD7Olqjhh52jVaDjbdLyEk3TYKps5L9IDbf2fbtuf//sRg9JG8qa3dCGwprXQvtlbbu/K3S8JC5QgqFgmtLhgUWwDbGKiY5rzJkbTYydurNtcj3t6E48/yc78VfzsnWMYdu+iXn9oP77SVcHOiLOvG4YQ2Y4LYzo9/9roAV6qyPXshrOjoR8NBUlOtDpZJlsHg5hbE2GfBgADx+o6i5iKaLXCG+s0fBPdxmoAtq2vq/kMLpjNcswW0/42Cm2AYAr5wkN0Yta1eKisF25SoqTs+k0NCVceuOJMgfpx5RpW1ZEkgn08SgMziZLGJJPPEEj4lJIWnHoCIhm+vAknzG3MXR3SyM/ZZwc5dMuIk9PWeLjxz2ErzvUWs9HRG4GFJU/dnSIx4ectJUBxmiMLRqVCPohbadljSKceiB7ktINNAPCaDIz6VTuk3yEBz9GKe/PX4Ndum4eC1Avo/oTr2LIsLnOYAcONwa0nWdRxFhNWa37PRz1/FV6iq56zEq5pS1JsQ5rnR+YwXZT+LsYYvPy47K4BVegzV6rUvxeJ4x4GIYXa9QoKKyRNYRXiiUfqbLpbh9MpiThwcn5w3LUX12G24MvgOA1yRuIDJu0LMk1wS/dL+qP28Hfu09pssUiSWuHNSEvK1UVY8MOAcHR/Zt06WaRhozh7KxeVuHCpxV449qnIG2p/c7oMtPAor/98h/o+FASZkNVuIviogVR0SOw0Aad246u4LQLgTaTQfttUQZhAEXpACXrcPjZqhl70aD7QgfwncritxiPwVxHy6F0DdObwumb5WtZcGrIvo3M8DzYKkhIdre0CG5akm3m2bKXm7i8Oy2/bNDNLxLhnDZDzyIIjia14/7vaKqkfVl8yP6tAApJoX4C1eWElggGhn5c/dCSVpBAsOyNs/RG/+bJZHKUhc3ELEwEjowiRa9lGQltLyTelUzXF0FFSZku/i0B05awChIbq5VxqbGpfuWmOdGjzHfLl4vpSoWx5AJoh3z82iylNDVPd2cjv5LBRNOe8yYG2M/DG9Rz2l5KTcxbAAWie3VJDYNkBLCKiJ4HuJb3AJ5kAHTp8o05ef6dFVfqdO7SdMAhVEEL5Rj2GecfXlqD1hJEL7Qymokv6507q+RhfqjOI3y8kRZyFWcSlyKXel5pj0EwecsjhlrBVqwc6SxhpI8boDt3r+Z1LOLZZvO3S/N+6iqlHU7ee9E45LFYgwu5hB7utl5DfV9VdiPVoHa2NuxPgQnEe/gBuQPnd+nc7lOdm0Wnj+FkDAHwbOhJNs5ZEIQ0TZ2YaAM/FUwdZqRv9TpLnwjRGalSy41iKr6W8OnpLUKNBupnvxDr7qNmX1p1ZjQOaFGRcV7bAhIS7AgBulKY8huESG7BT1xy+pMF2I/rfTwKr22FMtYYuYADVpcALBmLnRAMTMcyhObSALjFhAilVaUrR69mQtJSTNDPxhFJDy34rhZfq3fRkPuGf7lXvotxN0DYCRKsOwNFf/6o06queoIFCMAK3wJgAWYmGh59rFc6y+YNY4L3Qp6SUjGWMejrybnDf7kQ85+4CXadYUSl0lC96ic6QJq31sDJXOAnj9YriJEaU0NaJ+dvpN6NIrc3KN4Hz0UgnF9ejsYglZCz7LJUaxUzNfQrIh6ZwKgvljKWzzrf/TGvf8qGazKrfI6kBk0o7lQs7A/Z/RF12dnSp1thRgHLGI64WtOy9mUG2WnUZThGHCXsTL2QmYNYsIuoCf81b7ZmHsBhV9MX2Zv1gH07Rc6scCqiUMMtgr4wUHkL8FgS9cijHgTuSpiooDtET3t43tS3IAWpaYNALe1xfzj27CloOY+i5LcQoJgadaV+b0qBd5D4g0UrL0oFfH733yRUNja4JOCrvACuNZpdr6phnhxcGn5k43UDBA2rw9n+Z/Laoj6uD91kJIaNGEIqWcE+N6I+qfrs+K1gAHksJndy9NwjIHp8u0j2FAwCoGOqdjqRgmxTM0qRUNyeUAmSGwSVFyo3lPDbPXVMZSmywpYPnQ4EFTIp/3pdTeKMdpg9d2su8bIY2h+mGCPdYv/thCywjQaNnLNOfXH9O0yeRSXdmQAlaUnE+GM9FtGgDzwKj0Hy9LklFTVx4hlmHi1jTuPbTlwsLqKVTH6eg7uhShwOmXz6fdYh1EPQTF6FBwJ2B6Ao8iPl6uo0Xtma60eGsY/DgvLlR9kbw4CPBiA1r+y7KUL92AxiiQNTtx0EzARy45+MVoXzjiPIUUjwl0RxcnRMVhmIN9v9afscBqHac5LNbPk/m4+f5eFKNJNnBKmdyl8nqbzIJxk8iN47uawh51D6A8ZDq6zYB0sDRNQhfEclqR99iFPfEIdbmmDX9Wrn4IhtrmdDxbJC6125qkphq4L8SKNgpJqIJ5GJh9eQEhrVQPg+JhgE/yyN2lI/oXwDfbX53a3Jf+D5UoAQlv40RiB3CboJ4ePLgvN5CwwuzkNBfFV5WHdwj8+w4T80wx5q0sz2MDgShA9WS5H73DHT5sKH+/ajkW2wMZgA2qY94jcmDOmRKButifXoXfndDCYdrqXcr22O8Pmt7JjNkRI7cR5Mh+tDgK5lHddqK7qjP4tzTvX4bRg99MM8LIkXf/tA+ZLHylvKvBoBfs0wkeFPglBgJ72CiLEwQ7zNwT+UdQoQQendbe3sfYrSY6e0bIAAIAt2xWzMVwjY8UsXB4Xi16PNQn8MkV6AVSvov+qUH1sveuJ1E4pM4cRaHYaC8y7A64BaBhlHK9ML3jH7uwaKG+TWRtGW1RrKMyn8xZ2kIrTWgaCY+MpJAkcETY0evxWdoL3OwFiq47emuKxnzrkJRZ6c32SomrZ/aDIL0aMGJMChHoOpWHnZRW+xOnXw9cbenU0PGZl+oHyjko/N4xpV5zdJ4xQfWsnZzv5qgZ5VV9h0w1m732u7JXPt1h+vVjB8/M9QovvfY64laIGchX6AjcaXu3errf+5PEb618lhoLIQTlxuLBbnKEz0JjeC1cAuNEU19mVZJhELe/vQMuFr0r4nonS/avGf2QT/1dQA3BUI3Bx2KJ+afAqml/SEZWp9bNeknoMYWoncZV08VsgA/cwMkxmjtVNbJeDsrtDNcKjWDnvWJ2/OpLDLq+ke3gYc2RLSHO4wJEy9k7LS5p4/fZR4Ja1skOoQoyluQ4LuGyzhY9jjEC8h+i5WOH69jG2eqx5dyk3aNuk3a/IHIaMjOEMqkalTdlhCaDUflzKMti2SCraEp4cGBm09K3eaJM230tQ9JRX6lfi5lG86MIdzXgFIULGlqHV0xJPCyaz6+wHo6d4vENmxAAXkxCylN2VZv2vLxEg6V0jFytiNZe/MtB/fTAMhvFR1yADhJeErHCx4U5wqrvaS/yEkuvMPRnkStu+DJ4sO5cCnpCpatX81slyFuXrPPnuln5Qqwg4kvUhaxhHRCTQ1/C6xdFEOT7IIC0zU9Oe8Ad+SKTEPOd9DJQyN79oLYNqnj7JjPBRZZezTZpTyQL8Q+8hMD7qdJZYVudeC/YdmkkNSDK9/NEdgUFf/90nkvbmv/x3DzyZht8adoJ15c7haa5/FCK7XphdUJP2TOL9pGbTIMq0ASS6FAU81tZDmfkYEa+xnnFiAmGeHvCVipujrXwag4TYGqcPPRAF3lBAZO3Z59sQp4Ikid5FP95imJPxJ55fgfjqNEUInioV0cytZI1YTykWvtPQ2KoRjUUsa/uX9qtUFzeXyeOA/SYU2kyy+xcSKDMShjSfyQ6JlkI8Mq16dW4fMfSoW39pdJ59lLt3SltzEcmcn3PmrCE+MBB4Q3VXn5+wwlY4T8SLLcE4oFbJg28M4wmDjQMZ2X7JfcTp2b0a8PAeF9nqHF1XyhYtR6c8gocWU13hT9haenhB/1M0yTQRUvL2p/2UlhOZ+pfDnD0gduyc3doSk7S+YMTFTe2I+v9BygOnYD4DZuf2ADm921u6H4hLmD0A3gUfHYj4Wh21SOJfcQusALAGjIfA1Z9ny/ZwLk0pjyzzVJCFMC6H22VYvgwBdgqxyea6DK8ScY/EiRBsonXJR6R3eCZVBTidyE2qT1g0O8NxSLQ0xBgOFyYvDll48CScaoV5vg9bUHL4wNBKEgVg4jNxzOtGPw26uqixcLm/sDmWsSoKQgj1PVe/hJ63KvCDMmdaOTcPuDti0jTv1kob1YylhPvo/t5DY0dg1YBTq+Byx2Tsgk2A8yJk/G+Th2T0Xy5R9Lyy7eB9ZKV7oLlji8pYw4tAqaQUBjeEIX+nTly+THAsBG2pNbQVNYSSQb2g1HkqIOQal0H67OKjTfXG+nuXFrQ5FMiNTnnD2F6TC3GxTFDZ3Ek9Jfm8HI0pdRdxMef1qjWfEShYE517UINvasv+bnQ+n/UGcWCIBMcFXfgnb6wt84ptbk6irqJ3EvcTz2MSuK7enhmTPpLVIWLQOFvUoODywaT2iJaNpO+l5/Y5oyc5dgUpV8ExeuloFHcLL1nLWWMzQYn92RTU45ALdu7rZ//Zxirv3hrgXmChSZ9Ap8Ue58ibtOaVY/3bCjRl66w1+xNbrzq4yKD3eIXl8OamoupmqVCrDVDXLWRpKyoYjUcD0+XseRk8krzirJdpXEXHDGuI47A9iw+qdRAqp8R0SCjeI3+p7gBmfaOMlvWtM7hsQEpJK76+ouRWuaWJD5sc+moyifqJSn8bt0R/E02xi2SKJ147Wi4Up4ffZmEIyytHAkACssfnUEB7QcRVFX/KWRHsjCK4LV06l83aFw10F0w2a25tAC6IQsptxZ8UVhAxYWhihGhmLP6AtaATqU+LYZuDU2HruUNHymL4r00sfdAOOejugb8hCY5WjudKDJObMH5orwh6s6knt5030Enw5ieISsbGK6atqI3PNNAn+zWwF9r3v7WQ4OnLxybnfSBPSIGf57LYOMht1AAxijyG1skFgkntCO4rGEyhbsstUTBVOxZs4yfQ74c00ntKpjZiYRMCcBZTaD1E40j0GZPALkHRIkPtj4DxZJlWE0DtUA5xWMKp9cXra4BENqdeBDPw3qxmaV46Etnz+XCr7MMO9YE7xb59LMSW9/3huQS/u8+6kgq0tUVMzs2+jFlCRWm8CAxAiwoy2bLP9Tht27fro4D7YPKOv95CSfyPtkolP5Q1e7kct5Z1Zh57tKdoNuZjO3UriHNoeqmjuSMHsw/4QF0vxmvayl00QuEhix0XsAiR5wrj+Jh5CqAvLayFroxjYnQcAB1MSd5RTpyrCxfe/iiFXZZ7nwo8R2XMGDUqxhl+syfdRRMZqG0fZgvm56ixERqd+dYYkyH8ApyrGIS1l9ml5o4FY5Mq6Oku5Q+xkwabmQEmnFKcUzYF7qVSRDAbeYpHTYG+saqzTwfHWremA17LdISKYd42kVUrRJXlwHyxt5epa105IZpW6dorh3Xun2LxJj1tVNmuGSwG86/y4IFvdnzYmt6t0/aJtauK8RXX8EZpbH/QgWi99xRtOksK4rDTcA00ZyoBZG/ORdmR150+TpVnli3+j2oHnCuhcbUQ8GXks4l8Sk/ABoFsPhwjjZDx4ZcU++H/qO4PW74KnWQqbSjWgO3pdNWB979mckJpSDexdWaO5b1F8b0T9ML8ko9ID1U7mmMGKJG7nI1hhmyFDX+yULuwZQtGdSbZc8LN4S2AEuQr6h8IgKOHCfkDmK2aNuxb/GNdENrYqCMMoHr2FofhoYpGzyR5Bm+rjrn15t2b7W8ML7L99ajjVROUdT4my6bD1vifYKJHNvJ8n+R1xmniLsv2PuRNdeQBa6fwW/DegnMM4Tly85L1kEMLlhqhAkrlvwNlYhW1h3fSn6ySy0GC0WkZO+F3KqdLQjTzaedem88t76TIB+TwlIirgEbQ51RDLbncgNZ36fafjvtg/0NZ3hakuu+Nm9wTHUCjGfJgV17lqBzMyAoUvMf56TDQEkLsw7dpVOdqAOozqZRpG2SAAM2XgCgp5qWq9XwBp3yYUtiNoZaPkM44OCNseDnNpNzP0Xncq7oFsmRwm2/Rz54OpwvNkyhhYQE3q7ZfRjrtGDS5bGDz3IMfl9NS0pY0BDekwr5Fx3pQIpiNGIl2ylKUXpeLgoZdb+rovhYXsOMiEvieirskJR5n+ijXAGkioorfbQFUJ3WZ1wsqcpxiW8IvRQd5ITeKL+oHBEpGC5C+qBPcga6QR6+hVeNaCyWJkjTQJ/sxT1ocM0QwhuGMwLeQ5f3dwHFtFX0ZT1yl19w0BWHl9Ihw7jngAwlJ6wzF4TBctISOdC73O5AovAHi7bMCIFkM1fj5e6FvDNhUrESCDGIJnhku90Tn0zirjuwuN7TFndry1FWeyhtW03CcS9vWolnm2GkGq7BzeFqZ/+tugpRmlzcGsOyFiW7eql1CV7Uy8zM5oo+hx+cvXCRyOPhmYuQvNMTQgiADtZf1Eb6FlfFjTBoR7Atmka2wAEv+HBoOFBSllrwa8B8YUWnZPk+hW/3OsV26xUatLZTquNwbh16IfLPoRwoYNYVi/v5gFMdm6BZA0mhRz3SqNno+EYHB5DBE0slEl+AmDJV/YcJBd23O7ZCdMhxa+g08fwjx/lD0u5siAAGC6gWRktfiOgzbhLc3S2Dzu6kF/heF+fSZyByMqDJfefX0e07UnzDu8nqAbjjoPYjKIgDNruvQDW4B3k/1Ru6I7sUaEApn2lFfJA/cDfgYYSYSApcRV1vlVTpBAQMFVvBSbjJg0rAeh73bDPIH901ztRZRZRx0AaSmPbDW8sHaOpzVlefLQds5tZ8muSkaxicM30hCZHYfHqTDH4w8mpdQ4nziZ2x51xiQB9pLRTViM3+iEDRgJohf+c3lEIrrw1v5j5bgyv8wVLGkD5AAAAA)

Figure : QCC743M
                 -U pin map

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)

Figure : QCC743M
                 -P pin map

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)

## Pin descriptions

Source: [https://docs.qualcomm.com/doc/80-78830-1/topic/pin-definitions.html](https://docs.qualcomm.com/doc/80-78830-1/topic/pin-definitions.html)

The following table describes the pin functions, pin pull types, and pin voltages. It
            also provides a mapping of pin numbers and pin names for all the pins on the device.
            These include general pins, GPIO pins, and power pins.

| Pad number | Pad name | Pad type | Power domain | Functional description |
| --- | --- | --- | --- | --- |
| 16 | VDD33 | PWR | – | Power input (2.97 V~3.63 V) |
| 9 | VDDIO1 | PWR | – | Host I/O voltage input GPIO0–15 |
| 25 | VDDIO2 | PWR | – | Host I/O voltage input GPIO20–30 |
| 10, 15, 18, 26, 30, 32 | GND | GND | GND | Ground |
| 31 | NC | – | – | NC for QCC743M<br>                             -B and QCC743M<br>                             -U |
| 31 | ANT | AI/AO | – | Pin antenna for QCC743M<br>                             -P |
| 19 | NC | – | – | – |
| 20 | NC | – | – | – |
| 17 | CHIP\_EN | DI | – | Chip power on |
| 1 | GPIO0 | DI/DO | VDDIO1 | General purpose I/O |
| 2 | GPIO1 | DI/DO | VDDIO1 | General purpose I/O |
| 3 | GPIO2 | DI/DO | VDDIO1 | General purpose I/O |
| 4 | GPIO3 | DI/DO | VDDIO1 | General purpose I/O |
| 5 | GPIO12 | DI/DO | VDDIO1 | General purpose I/O |
| 6 | GPIO11 | DI/DO | VDDIO1 | General purpose I/O |
| 7 | GPIO10 | DI/DO | VDDIO1 | General purpose I/O |
| 8 | GPIO14 | DI/DO | VDDIO1 | General purpose I/O |
| 11 | GPIO13 | DI/DO | VDDIO1 | General purpose I/O |
| 12 | GPIO15 | DI/DO | VDDIO1 | General purpose I/O |
| 13 | GPIO17 | DI/DO | VDD33 | General purpose I/O |
| 14 | GPIO16 | DI/DO | VDD33 | General purpose I/O |
| 21 | GPIO20 | DI/DO | VDDIO2 | General purpose I/O |
| 22 | GPIO21 | DI/DO | VDDIO2 | General purpose I/O |
| 23 | GPIO22 | DI/DO | VDDIO2 | General purpose I/O |
| 24 | GPIO28 | DI/DO | VDDIO2 | General purpose I/O |
| 27 | GPIO27 | DI/DO | VDDIO2 | General purpose I/O |
| 28 | GPIO29 | DI/DO | VDDIO2 | General purpose I/O |
| 29 | GPIO30 | DI/DO | VDDIO2 | General purpose I/O |
|  |  |  |  |  |

Table : GPIO pin mux

| Pad name | QSPI | SDIO | SDH | SPI | I2C<br><br>(0/1) | UART<br><br>(0/1) | I2S | PWM | CAN (ISO 11898) | ADC | DAC | JTAG |
| :---: | :---: | :---: | :---: | :---: | :---: | :---: | :---: | :---: | :---: | :---: | :---: | :---: |
| GPIO0 | – | – | – | CS | SCL | RTS/CTS/TX/RX | BCLK | CH0P/CH0P | TX/RX | CH9 | – | TMS |
| GPIO1 | – | – | – | CLK | SDA | RTS/CTS/TX/RX | FS | CH1P/CH0N | TX/RX | CH8 | – | TCK |
| GPIO2 | – | – | – | MISO | SCL | RTS/CTS/TX/RX | DI | CH2P/CH1P | TX/RX | CH2 | – | TDO |
| GPIO3 | – | – | – | MOSI | SDA | RTS/CTS/TX/RX | DO | CH3P/CH1N | TX/RX | CH3 | – | TDI |
| GPIO10 | SCL | DAT2 | DAT1 | MISO | SCL | RTS/CTS/TX/RX | DI | CH2P/CH1P | TX/RX | CH7 | – | TDO |
| GPIO11 | CS | DAT3 | DAT0 | MOSI | SDA | RTS/CTS/TX/RX | DO | CH3P/CH1N | TX/RX | – | – | TDI |
| GPIO12 | SDA0 | CMD | CLK | CS | SCL | RTS/CTS/TX/RX | BCLK | CH0P/CH2P | TX/RX | CH6 | – | TMS |
| GPIO13 | SDA1 | CLK | CMD | CLK | SDA | RTS/CTS/TX/RX | FS | CH1P/CH2N | TX/RX | CH5 | – | TCK |
| GPIO14 | SDA2 | DAT0 | DAT3 | MISO | SCL | RTS/CTS/TX/RX | DI | CH2P/CH3P | TX/RX | CH4 | A\_PWM\_P | TDO |
| GPIO15 | SDA3 | DAT1 | DAT2 | MOSI | SDA | RTS/CTS/TX/RX | DO | CH3P/CH3N | TX/RX | – | A\_PWM\_N | TDI |
| GPIO16 | – | – | – | CS | SCL | RTS/CTS/TX/RX | BCLK | CH0P/CH0P | TX/RX | – | – | TMS |
| GPIO17 | – | – | – | CLK | SDA | RTS/CTS/TX/RX | FS | CH1P/CH0N | TX/RX | – | – | TCK |
| GPIO20 | – | – | – | CS | SCL | RTS/CTS/TX/RX | BCLK | CH0P/CH2P | TX/RX | CH0/ACH0 | – | TMS |
| GPIO21 | – | – | – | CLK | SDA | RTS/CTS/TX/RX | FS | CH1P/CH2N | TX/RX | ACH1 | – | TCK |
| GPIO22 | – | – | – | MISO | SCL | RTS/CTS/TX/RX | DI | CH2P/CH3P | TX/RX | ACH2 | A\_PWM\_P | TDO |
| GPIO27 | – | – | – | MOSI | SDA | RTS/CTS/TX/RX | DO | CH3P/CH1N | TX/RX | CH10/ACH4 | A\_PWM\_N | TDI |
| GPIO28 | – | – | – | CS | SCL | RTS/CTS/TX/RX | BCLK | CH0P/CH2P | TX/RX | CH11/ACH5 | A\_PWM\_P | TMS |
| GPIO29 | – | – | – | CLK | SDA | RTS/CTS/TX/RX | FS | CH1P/CH2N | TX/RX | ACH6 | – | TCK |
| GPIO30 | – | – | – | MISO | SCL | RTS/CTS/TX/RX | DI | CH2P/CH3P | TX/RX | ACH7 | – | TDO |

Note: 
            
The configuration of GPIO10–GPIO15 differs between QCC743M module variants:

- QCC743M-1: GPIO10–GPIO15 are dedicated to the QSPI interface for the onboard
                    module flash memory. These pins are fixed and cannot be reassigned to other
                    peripheral functions.
- QCC743M-4: GPIO10–GPIO15 are fully configurable and can be assigned to any
                    supported peripheral listed in the pin function table.

Last Published: Apr 08, 2026

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