# Qualcomm® Hexagon™ Tensor Accelerator

Source: [https://docs.qualcomm.com/doc/80-88500-4/topic/147_HTA.html](https://docs.qualcomm.com/doc/80-88500-4/topic/147_HTA.html)

The Qualcomm® Hexagon™ Tensor Accelerator (HTA) is a dedicated, scalable,
    power-efficient, programmable hardware accelerator for fixed-point deep convolutional neural
    networks (DCNN) models.

HTA is a part of the Hexagon processor that can offload neural network inference tasks to the
      HTA or cDSP or HVX.

HTA offers high-level programming access through the Qualcomm Neural Processing SDK and the
      Hexagon-HTA-NN (also known as Direct HTA) API in the Hexagon SDK as well as the Google Android
      NN-API in Android NDK to developers.

Table : HTA features

| Feature | Description |
| --- | --- |
| Network execution engine | <ul class="ul"><li class="li">8-bit and 16-bit fixed-point math—scalable for AI compute</li><br><li class="li">Generates complex address patterns to fetch data for MACs</li><br></ul> |
| Tightly coupled memory | Built-in support for the NPU-centric load/store operations + synchronization with the DMA |
| 3D DMA controller | Supports 3D data structure movement, streaming DMA, gather/scatter, padding/cropping in any dimension |
| Control plane processor | Dedicated CPU and cache to allow AI workloads to process in parallel without interaction with an application processor CPU or DRAM |

Figure : HTA 230 hardware block diagram
      
      ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyUAAAJyCAIAAABVCvgzAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAFmRSURBVHhe7d1/jCbJfd/3yQ/FG8iBFkb+WAhJwH8CLZBAmD8SZDMEIkaJgTUchIPkDx9gEFoo8PhiAuHCpqF1KN2CNsShoYC7kOIsDAfZCwRzTEDI4A7RrJiLxFhSsiGJywQ+i0NjFVIXkBpQB2p4FMOhSILMt7qqu6uruvvpp5+u7qrq9wuNu67u6nqefbq66jO1u8/u/RAAAAAhqbz16NGj9wEAAGBqDx48MHlLChK5PgMAAIDpnJycvOc976nzlhySHQAAAEzly1/+MnkLAAAgIPIWAABAWOQtAACAsMhbAAAAYZG3AAAAwiJvAQAAhEXeAgAACIu8BQAAEBZ5CwAAICzyFgAAQFjkLeTp+vpaOjOA/MjTbZ5zIB3kLeTp+PhYerZ0aQA5uXXr1tOnT81zDqSDvIU8PSyYAoBc3Lt3j7yFFJG3kCfyFpAl8hYSRd5CnshbQJbIW0gUeQt5Im8BWSJvIVHkLeSJvAVkibyFRJG3kCfyFpAl8hYSRd5CnshbQJbIW0gUeQt5Im8BWSJvIVHkLeSJvAVkibyFRJG3kCfyFpAl8hYSRd5Cnshb8Lx4fLB3dGYKuzo72jt4/MIUJiEtTvf28kXeQqLIW8gTeWszFT+MdUzzXXmr+CC2+wiaTW3/SapsVSmv6Xp/sJG3kCjyFvJE3tpEzfjlAo1M9FvP8wmuxnTlmSIubfVrabS07SdZZC2rlpTN5V1vEBbyFhJF3kKeyFsbqKl9p98Pyyhvba3x4W35SdrpzJPghzo78hYSRd5Cnshbm7irLMKJAo0gUVQ3Do6Oqt8/E6YRVb1UtasDRHWxHK+q9WeU1tbUQau1wS1Y77D1cv0ui12pI8c3vIRVXxSV62Kl9ZfQvNQjp/t/VSBvIVHkLeSJvLVZGSqauaMqqbhgCtZupRkcimxRFq3q+jX0CfN6dcFtstJorbhMF4rjdtODWyh2Oy9X+6Zyo06jlZo63Hjl4i3WlynuGzAF71KH9U7QjryFRJG3kCfy1kA6X5STvBUHGsnADidGIxm4MUJO6mKjVnehyT1VldXL1Cd6WnDfj9Z5ubXbrNP+Gupge+vVJ+leV5bb31ht03mQt5Aq8hbyRN7aQpEU9CxfzffexK8SQ8EcbSSKogWHnzu6CvbV6lCjnqjKqmJ9YosWtM7LnZasK1sbUgfbQ1HxPtQp97qq3NpgTTXQ3jQM8hYSRd5Cnshb27BneR0InNhhKcNGIzh0xoRGre5Ck3uqKjffVU8L7e+n83Jrt1mnu53WX219qvOX0PeuRf9ZCPIWEkXeQp7IW/0asUJN8nV+UKVynaiFnSjqi9TRtisa+aG74CjeQnnSeqHGu+5tofF+pGKx23m5tVtcaL+edUXFfuVGo+qEvlbtVcfrw0K/gtWq1ULXC6JG3kKiyFvIE3lroyIRaHVuUvQJe9a3qgo7G7SVNX1UXVm11F3wWS9ZvzsrmYjhLZhanZdbu7pOdW3zkympStYZ65Xs+h2HleZn1fqe0IG8hUSRt5An8tZ4TppYl2Ym6zKs1tYCNZsX8hYSRd5Cnshbo606bg2NPEGSEXFrCPIWEkXeQp7IW2OtO24Nzzxn/HvVyyBvIVHkLeSJvAVkibyFRJG3kCfyFpAl8hYSRd5CnshbQJbIW0gUeQt5Im8BWSJvIVHkLeSJvAVkibyFRJG3kCfyFpAl8hYSRd5CnshbQJbIW0gUeQt5Im8BWSJvIVHkLeRJwpb0Z526AGRjf3+fvIUUkbeQJ+nZZniOw1/6ux/5q7/4C6YAZOpv/O1X/uJ/81+bQjDydJvnHEgHeQuYw/7rnzj8rVdNAcjU/c+9dutTH73+/vdMGUCJvAUEd/r2W3uvfli2869/1RwCsnP57W/e+NUH0s8f/d5vm0MASuQtILj91z+h8xZLXMjY/c+9pvs5S1yAj7wFhFUtbumNJS5kqVrc0htLXICDvAWEVS1u6Y0lLmSpWtzSG0tcgIO8BQTkLG7pjSUuZMZZ3NIbS1yAjbwFBOQsbumNJS5kxlnc0htLXICNvAWE0rq4pTeWuJCN1sUtvbHEBVTIW0AoJ186f3j+ab3tv/6J9//m06r47CtfNJWAxD3/oz+oOrZ0cunqVfHJF/8PUwlYPfIWMId7v/uppy8+bwpApqSTS1c3BQAW8hYwB/IW1oC8BXQhbwFzIG9hDchbQBfyFjAH8hbWgLwFdCFvAXMgb2ENyFtAF/IWMAfyFtaAvAV0IW8BcyBvYQ3IW0AX8hYwB/IW1oC8BXQhbwFzIG9hDchbQBfyFhBK6z8qpzf+nRNko+ffreKfCgUq5C0glK5/V45/xxeZaf132WXj3wkFKuQtIKDWJS4Wt5CZ1iUuFrcAG3kLCMhf4mJxC1nyl7hY3AJs5C0gLGeJi8UtZMlZ4mJxC3CQt4Cw7CUuFreQMXuJi8UtwEHeAoKrlrhY3ELGqiUuFrcAH3kLCE4vcbG4hezpJS4WtwAfeQuYw/3PvcbiFrJ3+vZbLG4BrchbwATk2dnr92M/uvcj/6LZBzL2r/6Y2fHcuHHj4uLCPDPAypC3gAnIUyTPkikAaMMUgzUjbwETIG8BGzHFYM3IW8AEyFvARkwxWDPyFjAB8hawEVMM1oy8BUyAvAVsxBSDNSNvARMgb6XjxeODvaMzU5jXgi8dBaYYrBl5C5hAVnlLpQJjeDg4OzKXKFFnigjzVvGJryCIMcVgzchbwAQyylsqOB08flHsSw4YkgKKrGVVlHLZwkiqxVD5g7y1GKYYrBl5C5hAPnlLTf3bhSU7oE1lZXlrLZhisGbkLWACma1vtYWCYg3GsE8PiUY6ZxQtK3Y685u1j5hj6lB9UTPg1a/f+g7l9MHjM31GX6TfTHGyuKIjK7a2pq9t/YX4rBas12u9vP5FqDpyfOBLJIYpBmtG3gImkFHe0pO/M9UX0aFMHcX5sqDObMwEOnmYaupys9to1m7Jyh+F5rmDI9msN6P2G01Z77DY9dqqruh4612tFcdbfiE+t4Vit/NytW8qN+o0WkkfUwzWjLwFTCCrvFXQ076Z7K04UHDiQWfoKKlK9fXV1e61csLKIvYLWlVlr1gi0qfLlt0LqrLXkr7ksfzHOW7pbK18Oc1vu1K/X1vn5dZus07fa6SHKQZrRt4CJpBf3lLU1F+kBnfSt8tDAkFHzijad+hqfqNlE/J/9T+pYEq6nntBVW5vqVDnIfuNqMqdrVWvV7CqbWpB67zcacm6sr2hRDHFYM3IW8AE8sxbxdy/KW8NSQQdOaNs3tfSpmnj7EhfITWOzup23Quqst+SuUj9r+PVu1urX1Dx266oin7jnZdbu8067e2kiikGa0beAiaQTd5qzPYqBVTppo4W9WFNXdMIHs3IIJoH6nBRXNmoabgvoRSNHFm/kaj+GFd1ddc7rF+sVL+ZxjUNXa11/UJ8jV+aVCx2Oy+3dosL7dezrkgdUwzWjLwFTCCn9S019xt25Ok4bOiUUHITQmfOcC+sjleHrab0sWYN63T7O2y8WMF+M0UjLb8c0dqafW1b2w1WC6ZW5+XWrq5TXdv+5hLFFIM1I28BE8gpb2FRzUyWF6YYrBl5C5gAeQsTIW8BeSJvARMgb2Ei5C0gT+QtYALkLWAjphisGXkLmAB5C9iIKQZrRt4CJkDeAjZiisGakbeACZC3gI2YYrBm5C1gAvLsmO9LiseP/ajacnf7z/0Zs5e3ddxNjKNncUSOvAXk6f7nXpPNFDL17ptvvHjl0BSylu7dZOl3BhK5zB4iRt4CMnT57W/e+NUHssmOOZQjCVtv3fsJSV2mnKmk7yZ5awbkrSSQt4AM3f/ca3uvfli2jJe4JGZJ2JIt+yWupO8meWsG5K0kkLeA3OjlED1DZ7zEpRe39JbxElfqd5O8NQPyVhLIW0BuquUQvWW5xFUtbukt4yWu1O8meWsG5K0kkLeArNjLIXrLconLXtzSW5ZLXBncTfLWDMhbSSBvAVlxlkP0ltkSl7O4pbcsl7gyuJvkrRmQt5JA3gLy4S+H6C2zJS5/cUtvmS1x5XE3yVszIG8lgbwF5OPpi8+/7zee6O09v/aLslVFOWUqJe767S986eMf0NuLV97/hb/271TFy09+zFTKQh53k7w1A/JWEshbQJ4enn9aNlPI1LcuPisxyxSylu7dJG/NgLyVhCB56/LyUtrpImdNvdLFxYU512bb+ldXV6Zeadv65+fn5lybbetfX1+beqXnz5+bc21C1zeVLOZEB1PJYk50MJUs5kQbeaumUkl+OeZcm23ry60x9Upy+8y5NqHrS1c09Ur9D8su9fUM3V/fnwjliDnXZtv62z68fmfuNy5v9b/nOAcEO29t+4AvOCDISzt5a9oHfNv6uQ4Ikrd0Bce2D2zo+tsOCKHr7/7wbkU+nOnz1v7+vtz+Lvfu3TP1SvIOzLk2L7/8sqlXunXrljnX5uHDh6Zeaav68oHeuHHDnGtzfHxsqhakvjnR4enTp6ZqQT5xc6LDtvVPTk5M1YJ0L3Oig3OLpWhOdHBGtGfPnpkTHbat7zyx8ss3Jzo4T9STJ0/MiTZyK50nRG63OddmRH1Tr/TgwQNzro1+2GzyOJhzbW7fvm3qlV566SVzro1dX8/Q/fXlkTe1S3LEnGtz9+5dU690584dc67N7g97v3F5q/89+A/4sgOCfsCrvLXtA774gPCzP/uz9qy28QGPbUAw9Ur9D3hsA8K2D3j8A0L/bL5jWtj2Yd+W9G19x/n9RCAr1QydMX4/EUAqds1b8sOE5EF/UQ7AsjKYoWU4kh9P/d8zqmzMW/fv379586YppIy8BcTm0aNH+/v7zopsj53yloxle22/fwdgcRnM0PKD3OHhofxE9+zZM3OoqT9v3b17V651fsM9UeQtIDaXl5d37tyRn+j8P7fXanzekmQnYSuPsQzIw/nXv/qZy9/X28/8zj+SrSpefONrplJq7t27J7GpdUTryVvy06Bc1bM2Fj+5ZdXty+ZuAjm5vr6Wn+skRfl/VN83Mm/J2Cdj2Y4rW/1/EQDoMfDnibU5ffst57sxq01OmUqpkRFNhiYZp5w/6Sy68pb+Q9zOn0xPTpZ3c0EyI5rhA9ieP/5oV1dXMjrJGGXK3UbmrTt37uzv75vCKDJf3rx5U14RGGH4Eu7a7L/+CWdulk0OmtNpkplSfsB79OiRKZda85YMizKoHR7m8M/7ZHk3lyJzlsxcZgQBtnH79u379++bnuSR4CQ/4J2enppyhzF5S//sODCZdZHL5eVMAdjSwL66Qq2LIhksh8hgd+vWLedHzNa8pf8Sz4X3TUUpyvVuLkKmOpnwTAHYxtOnT/0vs7DJD3gbF6HG5C15Vf9bQLZF3sIuyFs9nEWRPJZDZKjyf4JszVvSN/yvBUpXlndzEeQtjLYxb8l8JANU/++6jMlb8lPm7n8nkbyFXZC3ejiLItksh8iPec73Gfp56+rq6saNG6n/yS1brndzfuQtjLYxb11fX9+8ebP/C1HH5C352XH3PzpD3sIuyFv9qkWRnJZDnjx54vyk15q3Dg8PM/tGwCzv5vzIWxhtY94S8tPg9HlrEuQt7IK81a9aFMl7OaT19xPzs5K7GRp5C6MNyVsbkbeQJPLWRvuvfyL75ZCV5C2xhrsZGnkLo5G3sF7h+qo8EtJyBv7Or5/IZgpp2jg7DsxbprmUZXA3NXNLlkDewmjkLaxXuL56+/ZtvqQnBvv7+/Jfc1c6DMlb0k/4qr9IyI1YMHKRtzAaeQvrFa6vMihHYsgQMTBvMdREYs4pxsejjdGWyVtywSTfbcMgiF2EG7gZlCPhDxEXFxcbvw/i+fPnzrDIUBOPcI/tEDzaGG1I3pK+3f9VWVvnLamwt6cq74hBELsIN3AzKEfCHyJkyNOjVcXPW34dhpp4hHtsh+DRxmhD8paErf6hhryFJIUbuBmUI+EPEeSt1IV7bIfg0cZo5C2sV7iBm0E5Ev4QQd5KXbjHdggebYxG3sJ6hRu4GZQj4Q8R5K3UhXtsh+DRxmjkLaxXuIGbQTkS/hBB3kpduMd2CB5tjEbewnqFG7gZlCPhDxHkrdSFe2yH4NHGaOQtrFe4gZtBORL+EEHeSl24x3YIHm2MRt7CeoUbuBmUI+EPEeSt1IV7bIfg0cZo5C2sV7iBm0E5Ev4QQd5KXbjHdggebYy2TN66vLx86aWXTGEHDILYRbiBm0E5Ev4QIUcODw9NoeDnLb5fPmbhHtsheLQx2pC8dXJy8uDBA1Nos3XemgqDIHYRrq8yKEdiyBDh5y0fQ0085pxifDzaGG1I3tqIvIUkheurDMqRGDJEkLfSMucU4+PRxmjkLaxXuL7KoByJIUMEeSstc04xPh5tjEbewnqF66sMypEYMkSQt9Iy5xTj49HGaOQtrFe4vsqgHIkhQwR5Ky1zTjE+Hm2Mtkzeuri4uHv3rinsIJdB8MXjg72jM1Pod3a0N7RqYFu/k3jeeincwM2gHAl/iJDB5+WXXzaFgp+3+PuJMQv32A6Ry6PNpLOAIXnr9PR04r+fKBWy+/4t1X1bHDx+oU/13XS6/jLCDdzLDsrySat+19gz1E3ovgvFWVtdU/XRZlPC7fRew40Gl7j5/hAhQ54erSp+3vLrLDvUtN9Q+9Pv+Gzzu6Ei3GM7REx5y71dhrqtxam+G6QqDLyB6qYvdK8dW7+TeN56YUje4vtOt+Pd4vFd3+8tdP0JhRu4Fx2U6+7U7FjqBhQ674Jzi4oLzJysmmqdnuuDqrpVpbi62ZrXQHD+EJFg3mq9ofJxlh+uOtr+2ap7kNcNFeEe2yFiyls150abPtE44rC6UpPXVMuRpWz9TuJ56wXy1vS2v8V0/WWEG7iXzltmHpSPvJoR1ccvhd674J80V7kzseEctC+vLlyWP0SkmbfMRymfauuH6t84zT9e3ZdEb6gI99gOkUje2kjd6tYr2vvMdo2HsvU7ieetF8hb0+vrr6qT2/QApru+quUcrJUN6qbUf62xzxklS1YL9fuxm62O6jdgCs1fgJySpp33pjRqtTdrHz54/LhxQQzCDdyLDcrVjbLZn3rztjlaTqo7qG56+f+GxsHiXpdX977MjPwhIrG8tfGGFro+7vxuqAj32A6RSt6qjxT30aJvsDrKpDMz8tb0mn1CKY+o/5u+o/pE1Y10BzFFq1J3U3alZlulos3yWqle7LoHy4I6Xh52XrXx3uzrrVqNZlWho7rVbBTCDdxLDsrqU9efc71Xa9xcV9tJc8y6rbXiBlv6u+QS/CEisbwl+m+oKG5D603N74aKcI/tEKnlLfV/c+caN1HfalO0KnU3ZVfq6T7ltVK92HUPlgV1vDzsvGrjvdnXW7UazapCR3Wr2eWRt6bX6DkFc8TqFLpb2L2lvsK6vrMpt4O19nzvoNtcVe58A+4p61y9576WnCmKzvFGs1EIN3AvOSiXH7+9V+u9C20nzbHWDtVyh/X1rbWX4A8R6eWt+jbWexb1WXfd0vxuqAj32A6RWN5q3DhVKGvZ+43rO5uy22rtD60H3eaqcucbcE9Z5+o997XkTFF0jjeaXR55a3r+LS6PqP+bvtDoFp09r7upugG342n+lcI92GisPtGo1jxlnav3VBWXOuO8nFOMQLiBe6lBWX3GnsaH3nsXWk6W3au1m7kHi55QNBDLzfaHiLTy1sYbqir4j38pvxsqwj22QySWt+wO0ri7qlBfYV3f3VTdgNtPNP9K4R5sNFafaFRrnrLO1XuqikudcV7OKS6NvDU9/xaXR9T/K1aVzp7X3VS163TNkjrsPRBuc1W58w24p6xm61qtryWc4+6rLy/cwL3goCwfc32H/NvSexf8k+pI0UjrTXYPqrJpoPd15uMPEWnlLVHfxnrPUB9y76fs3wV1JOUbKsI9tkOkmLcqVhV1a+uidX13U9Vu89pKa5dym6vKnW/APWU1W9dqfS3hHHdffWHkren5t9gckf+19ZCenqd2m5fYjat95yGqqTbtmsVucYV9edm41axutWqzaKesZzdqXdJ4LYv1CrqZtkoLCjdw55G3VNG+gV5rzkFVvyrqO261pg7Mfv/9ISKbvFXcnQ0fqKqT1w0V4R7bIRLLW/I/7y4XmnfPur5x0wt242pfab6YUXQRq2axW1xhX142bjWrW63a1F3N1LMbtS5pvJbFegXdTFulpSyTty4vL1966SVT2MGCg2APq08Y1RHTAUplLXW4vsK+vrqgPNBoXBWsokufLjRbNxoPVXXc+elFF6qz9TXqUN1sz6+sPNJoNgrhBu7lBuX6U3Y+b+vGa43br7l1rCrODdYtuwfdJpvnl7j5/hDhf3e8n7f876BfbqjpuKHuRy9WcUNFuMd2iMTylndPy1rqcH2FfX11QXmg0bjuUvWVDn260GzdaPSo6vhaJp0heWv675efynKD4BhFN7DufbPvjKFabBlkJxVZh51UuL4a56C8QkOGCD9v+dIaavI25xTjS+vRZtKJypC8tRF5axCno7pPwvbm6Pn5dn0Rrq+StyIxZIggb6VlzinGl17eYtKJBnlrTkVvr+3Yo2bp+fl2fRGur5K3IjFkiCBvpWXOKcaX2qPNpBMR8hbWK1xfJW9FYsgQQd5Ky5xTjI9HG6ORt7Be4foqg3IkhgwR5K20zDnF+Hi0Mdoyeevi4uLOnTumsAMGQewi3MDNoBwJf4gY8vcT5arDw0NTKDDUxCPcYzsEjzZGG5K3pv/7iVJhL9/v30Iqwg3cDMqR8IcIGfL0aFXx85Zfh6EmHuEe2yF4tDHakLzF950iT+EGbgblSPhDBHkrdeEe2yF4tDEaeQvrFW7gZlCOhD9EkLdSF+6xHYJHG6ORt7DZWfc/EaO+Py/Zv7obbuDOblAu/lZ5gvfZHyLIW4VUb6gI99gOQd6aQfuMY3+1RZpdl7yFjepvQ2l+L0qRtZQ0+z55awvkLfJWLMI9tkOQt8JrnXFkuin7a9F5w38N2PTIW9hIenfLDxsqbUlB/S/NYZu8tQL+EEHeSl24x3YIHu3w2mccW6LTDnlrfrqrqP8WpNcUcV1xulZ1XFSda+DlrdcKufDg8Zk+eXAg/7MuUtc4b6F6HZvTXqOcknADd0yDcmtPUAdb/0XYRnXFnCrvc/eFSutrLckfItLPW6u+oSLcYztEgnlL3+rqFst9rG7rkNs98PKuriIXTjrjFPR7MoV0kLfmpzuU7iymc9WFuvMV3bfsUla/HHJ549qiUlloXN64prXzK+qwrl/v1VQL7rFUhBu4oxmUGz3BusHFcbtL+btWbVHe564LRddrLckfIhLPW10fctd9ye2GinCP7RCJ5q3yRup9q7D5dg+5vHFtUaksNC5vXNPZp9RhXb/ea2i8WkrIW/NTPa7RGVsLbleUc7o44PLGUWGXnXPWy7ivWJIrzOF6r+a+VkrCDdyxDMqdvUidqG9bdRMb9Rt1yiodF4rO11qSP0Sknbc6P+SO+9Ko36iT6A0V4R7bIRLNW9599wqdt3vA5Y2jwi4756yXcV+xJFeYw/WeRV3WeLV0LJO3Li8v+79BdaBYBsHtNPpfZ6HoVI7i3IDLG0eFXXbPVX2+tfOr2h77cq+9lIQbuGPKW67ibqkT9W2rb6LaM72g2SHKKl0X9rzWkvwhYsj3y19cXBwfH5tCIZahZvU3VIR7bIfIOm+5inMDLm8cFXbZPVd1w2Z/NFRtj9u0d1UqhuSt6b9ffiqxDILbafS/zkJrZ1QGXN44Kuyye648ol6vedyQ0+Z91HsWv710hOurMeWt1l7UvN31TVR7Ffu+llW6Lux5rSUNGSL8vOWLZahZ/Q0Vc04xvqzzVuvtHnB546iwy+658kiz41nktHkf9Z6hrmy/KA1D8tZG5K2tNPpfd0F1x7auNeRytVcdV4W61zau0Iranf1Yznb1fqWlvWSE66vRDMpdvag52FU3sfUWF8oqHRcqXa+1pCFDREp5a/U3VMw5xfiyzVudt3vI5WqvOq4KAWac4qr2S1JB3ppfo/91F0TxANT0qYGXq4LRGHDd11B0XfeoVg/HzYHZfgGtY1yPWLi+GtOg3NqLmjfT6hSttUVZpfPCQtfVixkyRCSVt8Sqb6iYc4rx5Zu3ROvtHni5KhghZhznrSnpzTjkLeiunF7f3V24vprgoKwUY5o1CrYNlWkZMkSklre2kN8NFXNOMb5EH+24rHXGIW9htZ2fvOVyeoI7WydoyBCRed7K64aKOacYH3lrd6udcZbJWxcXF7du3TKFHSQ6CEZmtZ2fvOUrZuRa8nOzP0QM+fuJctXh4aEpFJIdanK7oSLcYzsEeWtn651xhuSt6f9+olSQR98UdpDsIIgohBu4GZQj4Q8RMuTp0ari5y2/DkNNPMI9tkPwaGO0IXmL7ztFnsIN3AzKkfCHCPJW6sI9tkPwaGM08hbWK9zAzaAcCX+IIG+lLtxjOwSPNkYjb2G9wg3cDMqR8IcI8lbqwj22Q/BoYzTyFtYr3MDNoBwJf4ggb6Uu3GM7BI82RiNvYb3CDdwMypHwhwjyVurCPbZD8GhjNPIW1ivcwM2gHAl/iCBvpS7cYzsEjzZGI29hvcIN3AzKkfCHCPJW6sI9tkPwaGM08hbWK9zAzaAcCX+IIG+lLtxjOwSPNkZbJm9dXl4eHx+bwg4YBLGLcAM3g3Ik/CHi4uLi5ZdfNoWCn7ekjjNAMdTEI9xjOwSPNkYbkrekb0vkMoU2W+etqTAIYhfh+iqDciSGDBF+3vIx1MRjzinGx6ON0YbkrY3IW0hSuL7KoByJIUMEeSstc04xPh5tjEbewnqF66sMypEYMkSQt9Iy5xTj49HGaOQtrFe4vsqgHIkhQwR5Ky1zTjE+Hm2MRt7CeoXrqwzKkRgyRJC30jLnFOPj0cZoy+St8/PzGzdumMIOGASxi3ADN4NyJPwhQo44Q56ft6TO/v6+KRQYauIR7rEdgkcbow3JWycnJ85foHZsnbekAt+/hcWFG7jleZDHRhrHsh49euQMETLk6dGq4uctv440JQlMt4ll6RthbszsyFsYbUje4vtOkadweevBgwfSeOp+8i+/3+ylTCKXuSuFcXnr8vLy7t27psVkHfyFPy+bKSRLboTcDnNjZkfewmjkLazXkL66Wudf/+qNX31w+e1vmnIuxuWtPNz/3GuymQJGIW9hNPIW1ou81ePwt17de/XD+U3Pq81bEp0lQGeZoedE3sJo5C2sF3mry/nXvyphS7b8pufV5i2JzvqessS1C/IWRiNvYb3IW1304laW0/M685Ze3NI3lCWuXZC3MBp5C+tF3mpVLW5lOT2vM29Vi1t6Y4lrNPIWRiNvYb3IW63sxa38pucV5i17cUtvLHGNRt7CaMnnLXlheX8QP/fRV2QzBQwgnYe85XAWt/SW0/S8wrzlLG7pjSWucaRj3L9/34wgiEMqc9/h4eECeevq6ur4+NgUdiDt6F/GIv7G337lL3/8500hAj/16G/JZgoYRrqQ6Uwo+Itbestmer64uHC+vtnPWzKiPXnyxBQS5y9u6Y0lrnEki5uxY33e/0sfMXuRSWju25iOnj9/3j/4bJ238iAz0P7rnzCFCDw8/7RspgBs7/r739O9SG8yK1f7x//kN02l7Ph5KyfP/+gPqpv4U8/+O9mqopwylYBN9Mq3/NeUY6L7synkbo15q/qp8fTtt8yhpa2qz2EG0r3NXtbyzls2hgiMple+5b+mHJNVdew15q3qj0TEs8TFYIppkbcywxCBcew/1hnhEteqOvbq8pbzRyIiWeJiMMW0pG+bvayRt4B+9h/rjHCJa1Ude3V5q1rc0lskS1wMppiW9G2zlzXyFtDD/zvLsS1xrapjb523zs/Pb9y4YQqpaf37PjEscTGYYlrSsc1eRmR0Ojw8NIWCn7dOT09v375tChlhiMAI/t9Zjm2JK6eOfXJy4vwFasfWeUsqTPL9W4twFrf0FsMSF4MppiUd2+xlZIXfv1VhiMC2/MUtvUW1xJVTx34Y7fedzq/ry2xkW3yJi8EUO7r+/vc+c/n71Sa92i7KWVMvZWvLW1/+kz+u7uDP/M4/kq0qXnzja6YS0MFf3NJbVEtc5K0+6eYt+8ts3v+bT/df/0RVPPnSuam0EP02TAEYRbq0M7DqLZ6/h7ujteWtrvUJ2eL5LhvEqecL+WSL5wcw/X5MIXHkrXZPX3z+3u9+yhQikFOfw1JkDran5GrLZm5eW94SrUsU2QRozEa6jdmLDHmrD3krBPIWJuEvceU0N68wb7UucbG4hW1JtzF7kSFv9SFvhUDewiT8Ja6c5uYV5i3hLHGxuIURpOeYvciQt/qQt0Igb2Eq9hJXZnPzOvPWs698sbqhsrG4hRGk55i9yJC3+pC3QiBvYSr2Eldmc/M685aoMjSLWxhHOo/Ziwx5qw95KwTyFiakp+f85ubV5q0qQ7O4hXHIWzOYPm9dXV0dHx+bQrLIW8iYnp7zm5svLi6cwcfPWzKiPXnyxBQyIumZxS2MRt6awfPnz/sHn63zVh7IW+gij4D8mJK6/f/2b5m9lG0cjvy85bu+vpaUZlpM1l/6ux+RzRSSJTdCboe5MZgReSsG5K0okLfiIc/D/fv3zfyA5dy7d69/cV4MyVsypsk9NY1iUXIjVjLFxIa8FQPyVhTIW/GQ50GeClPAcmQsmipvbWwH81jPFBMb8lYMyFuL4R9HixN5KxLkrfyQt5YSVd5a7dxH3loM/zhanMhbkSBv5Ye8tRSZVsxeBFY7922dt87Pz2/cuGEKyYrk9xP5x9EiRN6KhJ+T5Mj+/r4pFPy8dXp6evv2bVMokLfiQd5aiswsZi8OWc59T58+PTw8NIU2W+ctqcD3b02FfxwtQuStSPg5adz3b5G34kHeWorMLGYvDlnOfQ/5vtNW8fx5ef5xtNiQtyJB3soPeWspMrmYvWjkN/eRt9rFk7ecmM/i1uLIW5Egb+WHvLUUmVzMXjTym/vIW+3iyVuiivksbsWAvBUJ8lZ+yFtLkfnF7MUks7mPvNUuqrxVxXwWt2JA3ooEeSs/5K2lxJm3Mpv7yFvtospbQmI+i1uRIG9FgryVH/LWUuLMWyKnuS/qvPXo0SN5f4t4/y99JKp/YO6v/uIvZPCPo81JOo/pRlMjb0WCvJWfZfOWvLQZPtZH8pbZi0xCc9/5+bnpSR2kTqR5S9qRF9a/jPn93Edf+ZnjnzcFJEg6T6CBW1omb8VA7i95KzPL5i3pGKv9p1H5eX5Hh4eH9+7dMz2pg1SLN28xCGK0cAM3eSsS/hBB3kpduMd2CB5tjCYDywJ56/r6+smTJ6awAwZB7CLcwM2gHAl/iLi4uHAGHz9vXV1dychoCgWGmniEe2yH4NHGaEPy1vn5+cnJiSm02TpvTYVBELsI11cZlCMxZIjw85aPoSYec04xPh5tjDYkb21E3kKSwvVVBuVIDBkiyFtpmXOK8fFoYzTyFtYrXF9lUI7EkCGCvJWWOacYH482RiNvYb3C9VUG5UgMGSLIW2mZc4rx8WhjtMXy1tXVldnbAYMgdhFu4F52UD472jt4/KK5Z8iBvb2jM1NyFWdtdU1zyrv0xeMDdbz5Koq+oPOlZjJkiEgib9V3st6rPv1Cx0ed3z0N99gOQd7CaMvkrefPn9+4ccMUdrD4IIikhRu4Fx2U1XSp58R6T6lm3s4JU9WwThYX1LN827Xq8MHBgT83y4mjo2ZzS/CHiNPT09u3b5tCwc9bJycnTp2lh5rWe6o+Y/PxFhHJD0hC3SHrJhT3Me17Gu6xHYK8hdGG5K1Hjx7dvXvXFNpsnbekgjzlprCDpQdBpC3cwL103qon1GrSLGbRxy/U/zrnS/+kucqceiyzemMWlqMHj8/co1UosLLBQvwhQoY8PVpV/Lzl11l6qGm/pzb/3mn+cXUk5Xsa7rEdgryF0YbkLb7vFHkKN3AvNiirKdRjT4/+9GtpOammVzXx6lNlySim5hfOQVHNyYtPzv4QkV7e2nhPC103Nr97Gu6xHYK8hdHIW1ivcAP3koNyPR+2zYxd03Kh7aQ5Zv5nz8Plvn2sYL2ud25m/hCRXt4S9SdqfbY2dbjteI73NNxjOwR5C6ORt7Be4QbuJQdlmUXNbFjv1dqm30rbSXOsPFVPttUM7M6/1tS8+OTsDxFJ5q36TtZ7FvUhezfOyO+ehntshyBvYTTyFtYr3MC91KCsZlBPY7Ztm34rLSfLubU+ZfbqGdiZflXRsdzk7A8RyeWtjfdUVej+hPO7p+Ee2yHIWxiNvIX1CjdwLzgoy9RppsJ6z9Iy/db8k+pI0Yh1qti1/p5ac2722nCm7nn5Q0RyeUvIZ9p1T9XH3X1DhXc/iiMp39Nwj+0Q5C2MRt7CeoUbuPPIW6poNVadKo7Xxcbk29L+kpOzP0TklLeKG9F5NzXnhhSXpH1Pwz22Q5C3MBp5C+sVbuBeblBWE6GeG+u9gplQay3TpVvHmdqr1lShPmfPvS1Ts67gH52FP0QkmLc67mnxsTat4p6Ge2yHIG9hNPIW1ivcwM2gHAl/iEgwb6Eh3GM7BI82Rlsmb11fXz979swUdsAgiF2EG7gZlCPhDxFyX548eWIKBT9vXV1dychoCgWGmniEe2yH4NHGaEPy1vn5+cnJiSm02TpvTYVBELsI11cZlCMxZIjw85aPoSYec04xPh5tjDYkb21E3kKSwvVVBuVIDBkiyFtpmXOK8fFoYzTyFtYrXF9lUI7EkCGCvJWWOacYH482RiNvoV/jb0RlJlxfZVCOxJAhgryVljmnGB+PdmA5zziL5a2Liwuzt4P8BkH9l7ftv9Xd+pexZ7TSvHX69ltXf/ptU+jQU4dBORJDhojWvHV1dWX2CvkNNena8bEd4tlXvnj57W+aQlNmjzYzzpyWyVvPnz/n+yBa6d5v9/chvT/kE7K6vCVD9v7rn9h79cNf/pM/Noc6vO83ntz85C88PP+0P8STtyLhDxGnp6e3b982hYKft05OTpw6+Q016drxsR3i3u9+6savPrj/udf81JVl3mLGmceQvPXo0aO7d++aQput85ZUkDtsCjvIbxAs+vFj6XDVDxz0/nCcvloN2Xobkrd0TT91rSpv2d0vZFccwx8iZMjTo1XFz1t+nfyGmh4x31Cx42M7hOQt3ZqfujLMW8w4cxmSt/i+0/mYfmx152bPVn2xpI/aR8wxdaheIFYNNEv+hdULyOmDx2f6jL7I6v3FFXVT6av6qjNk62143tKbnbrIW5Hwhwjy1kYx31Cx42M7RJW39GanrhzzFjPOTMhbcSk7Z9HRik5n9f76oCmUPdGqU2ieOziSzZz12zcHTaHY9dqqrsip6wvpPH/n10/8IVtvH/rsa5Kferb3/NovOpfIplPXv3H730xuUHZ70WD2haMbCcQfItaTt7K8oWLHx3bItv/6I6dZ2XTq+tf/7dsZ5i1rRrDueGOaUAVmnN2Qt+JS92O1pzpbfcTu04qcMcW6jlFXlb2jMzlfN6H23AuqsteSvkStNzvHc/Af/Ec//cHX/odbn/qoM7DqbVzekk1+OP7X9v8t8lYMyFumsI2Yb6jY8bEdsrXmLdkOf+vVH7+zn2Pe0nvMOGGRt+Ji9T7V7WS/PlIccOgzHX1Wjsj/1f+kginpeu4FVbm9pYL94GVC99Xr73/v0e/9tj98b/v7ibJJ0tJXyfMw46Bs9Yz65lkH66O6B6i7XKjuqV1ZV5c6Lev8pUYfsTuNtd9a3282LH+ISCFvWR9d/Um3fp7q4KpuqNjxsR3C+f1E2SRpnX/9q3Jq3kc7OPf+MuOERN6KS6P3qcLBQfEMqKLqh+1d0O+zZUc/O9JXSI2js6rzexdUZb8lc1HxEOT2ANh91R++t8pbVdLSZhyUiztT3rPiPrccLAvF8fI+quPWLW3e++KiutzVoGJfWO436quC9Zr2taH5Q0T0ecv9qIvdrs+/OL6mGyp2fGyHsPNWlbS0fPOWLjDjBETeikuz9xVdrh7NimKzb2rqKrdnFr32yIzWqqR+U726Wl3RKFijZ/MVinaKI41rsuD3VXv4Hpi3nKSlzTcoq/vjjUrubazK9d1UmtWGl5yyXTD77ruSw7roNhSaP0TEnre4oZvs+NgOofOWk7S0nPNWcZuZccIhb8XF7X26/9dHdLlSnqgOW9c2L3UbMp1Zq5+cvt5vGnEfs4R19VU9fHd94WFF6nQN7vMNyv4dE+7BqmzfTbfa8JJTtgtmX3e3pqKK21Bo/hARe95q/YTcg1V5dTdU7PjYDvH0xef9pKVlnbf8icK58eWJ6rB1bfNStyH9UsZaZxzyFtZrSF8dZ75BWY1I3oDkDmJV2R7L3GrDS07ZLpj91neluA2F5g8Rsectbugm4R7bITLLW5jTMnnr+vr62bNnprCD+QZB5CjcwD3joKxmQnt2LHbVLNiYMs1cuWl6rqfU5rnOBhW7arnfeFcWp9ng/CFC7suTJ09MoeDnraurK6djzDjUcEM3CPfYDkHewmhD8pb0rtPTU1Nos3XemsqMgyAyFK6vzjsoF3OnVk991sF6Ku2bnvWUqqhj/jza2qBiV7X2q+Y0fdRvNqwhQ4Sft3zzDjXWR11/WK2f/+puqJhzivGRtzDakLy1EXkLSQrXVxmUIzFkiIgvb6HPnFOMj0cbo5G3sF7h+iqDciSGDBHkrbTMOcX4eLQxGnkL6xWurzIoR2LIEEHeSsucU4yPRxujLZa3Li4uzN4OGASxi3ADN4NyJIYMEa15yxmgGGriEe6xHYJHG6Mtk7eeP3++x/dBYGnhBm4G5Uj4Q8TJycnt27dNoeDnLamjR7QKQ008wj22Q/BoY7Qheev4+Pju3bum0GbrvCUVyFtYXLiBm0E5Ev4QIUOek6X8vOXXYaiJR7jHdggebYw2JG/xfafIU7iBm0E5Ev4QQd5KXbjHdggebYxG3lqe87U2s3+dTfH6M79mHMIN3AzKkfCHCPJW6sI9tkPk8Wgz6SyCvLU81fWa3zcYWvM7Cslb0yNvRcIfIshbqQv32A6RT95i0pkdeWt5S3f99Qo3cJO3IuEPEeSt1IV7bIcgb43DpCPIW8tr7/qqe1ZH7b5a/GRg2P3XOq4Oq2J9um7Avtwcaz4Jre3r1lTFwrxPajDhBm7yViT8IYK8lbpwj+0QOectJp3AyFvLa3bGurtVnd/qmkXdsoYqmE7YOC71j850Z9UH3N7dLHW2r46bQnG8fDF1PIfOT97Knz9EkLdSF+6xHSKfvGWpZoNqbO+aFFSBSWcs8tbyrB7sKPrYQXtnL0iFotjShDpUd2+rd4tmySo6J+pyX2vpCjdwk7ci4Q8R5K3UhXtsh8gnbzHpzG6ZvMX3ndq6u35xyo71utyk+mBLX6TrbxZu4CZvRcIfIshbqQv32A6Re95i0glombx1fX0tkcsUdpDHINjZ9YuOfnQk/aw83VW15XhfZ3W6bl10+3RV7mstXeEGbvJWJPwh4urqSkY9Uyj4eUvqnJ+fm0Ihj6EmD+Ee2yEyz1vqBJNOKEPylvSu09NTU2izdd6aSh6DYEd/Vod1B1M9zVSoDzY1jkt92bX6p9q1L7MaVNyaVjv26zavr0vpCtdXyVuRGDJE+HnLl8dQk4c5pxhf1nmLSSesIXlrI/LWTopua1O9qtnH7b7qVG/UMcyx6oj7BxnrNopjzZ5stVM/Hs3rmxekK1xfJW9FYsgQQd5Ky5xTjC+fvNWgxvPiYDWwq1GeSWda5C2sV7i+St6KxJAhgryVljmnGB+PNkYjb2G9wvVVBuVIDBkiyFtpmXOK8fFoY7Rl8hZ/Xh4xCDdwy/Nw//79h1iajG7+EHF1dWX2CgP/vLzcU9MoFiU3gryFFA3MW84A5dg6b/F9EIhBuLwlz5WZHLA05y/7nJyc3L592xQKft6SOnpEq8gIaJpDBPonpKDIWxhtSN46Pj6+e/euKbTZOm9JBfIWFhcubyFaMuQ5WcrPW34dQCNvYbQheUt+nOhPNeQtJIm8tULkLeyCvIXRyFtYL/LWCpG3sAvyFkYjb2G9yFsrRN7CLshbGI28hfUib60QeQu7IG9hNPLW8pzv7h37LbpFM1N8Ae+Z+fff7T2j+Brg5L/kt0LeWiHyFnaRR95KY9Kx32UW0w55a3mqUzVjzShTdX3Vjm6m3lOKrKVk0fEL5K0VIm9hF/nkrdgnHZlxyqaL15ng/S6NvLW8ibr+VOTtmHdj/6Sh0pYU1P/IW0gYeQu7IG8F0D7p2PKYeZbJW3zfqa2j66vDR2eqmxWsGuqMre6pRY/svlCxL/b6b3WRza6VR68vkbdWaEje8r/vFNCyzltRTjqFPGaeZfIW/56PzenJZafSh61u7e+qKnXPLntk14WiOGW/QH2qpI7qGvVeLY9eXyJvrdDV1ZVz0/285f97PoCWT96y2HNCdJOOaLSRsCF56/Lysj8dbZ23ppJP3vK7oNPzqqDTqN2oY3f9lguF+0pyznvh+ljHWavt1JG3IPy8BXRZwfqWKdSjfaN2o05ZpeNC4b5Sx7RijrWdLZqwWk/YkLy1EXlrJ26HNLp6sNoz1ZtXllW6LjT91lHX1HU9doVGa+kjb0GQtzDcGvNWsbfUpGO9dvLIW8sb0fUrbr9U5f6uv6HnSnVTo96z2K2lj7wFQd7CcKvNWxV7AiirhJp0ihe2XzBt5K3lbdf1vR5ZKat0d/3ilHWuRd186ws1WkseeQuCvIXh1pi3WueCQlklyKSjmum/MjXL5C3+vLyt6I823cM6e7BTv6pTVunp+qLraq2+ttmK7vq2jucvKeStdbq4uDB7Bf68PIbLJ281tI36y046zkVK8pPOkLwl6ai/g22dt/g+iNGKTmj1V7dnYwvkrRXyv+vBz1t8HwS65JG3tsKkM5Uheev4+Lg/1Wydt6QCeWsc1fWtlO8+CdgGeWuFZMjbmLf8OoC20rzFpDOFIXmL75ePStHba/T78chbK0Tewi5WmLeYdKZC3sJ6kbdWiLyFXawyb2Ea5C2sF3lrhchb2AV5C6ORt7Be5K0VIm9hF+QtjEbewnqRt1aIvIVdkLcwGnkL60XeWiHyFnZB3sJo5C2sF3lrhchb2AV5C6Mtk7f4vlPEgLy1QkPyFt93ii7kLYy2TN4Szj+pMQ55C7sgb62Q/2/1+HmLf88HXchbGG1I3rq8vOxPR2Py1iTIW9gFeQvCz1tAF/IWRhuStzYibyFJ5C0I8haGI29hNPIW1ou8BUHewnDkLYxG3sJ6kbcgyFsYjryF0ZbJW9fX18+ePTOFHZC3sAvy1jo5fxyVPy+P4chbGG2ZPy8vFfg+CCyOvLVC/nc9+HlLhkWnDqCRtzDakLx1fHzcn2rIW0gSeWuF/CxF3sJw5C2MNiRv8f3yyBN5a0dnR/Icl47OzNFJyUscPH7R3DOKV9/6VcPlrcU+jRePD8yrhnpdVMhbGI28hfUib+3ATTt2AJiOihL6Reo9pco2W+eLMHlrwU9DXqp84SJ4BXhd1MhbGI28hfUib42m8sUcE7skCPMydoIxr67+F0XeWvbTsI36SLAF8hZGI29hvchbY/VP68Uyi1HVKhLCmT6jo0JrNYt6EY9dcVS4CJC34vg0CqM+EmyBvIXRyFtYL/LWSCobdK3nFLmhnPKLkKALOi9UWaBRrbM9dUJXqvdqo8LF9Hmr892Lxi8z7KchGs0gCPIWRks7bz1//vzmzZvyisAI0nmkC5nOhOE6E4Gfgapy84Tbgpxta7A+3Fah2eRAs+Yt9x1W5eaJST4N0tYsbt++fefOHTOCANuQzvPyyy+bntQh3rwlZL6U1oARCFtjNeOCzT1TlZsnimzgcBpUF3gadbrfRY/p81bP+3DPVOXmiSk+DVWhI/VhQjLbmeED2N7V1ZXpSR2mz1syz8lgYQoAUuMGiYp7oio3T/SsCVnkmr4FHfe1Bhnyfad+nX6db8Q9UZWbJ3b+NFRz238UAGIz/fediv5vrAcQNb0kY03x6oAqNqZ+Vagzglt9Y0Koc0W9Z3GaHMb/t3r8vCW2G6AW/TQarwEgZdP/ez4A0qdTRqme8YsAoNWxwEkYonl5S2IoQ4u9V7BeQPOz2BZa89b2Fvo0nOuUnT4NADEjbwFI1UR5CwCCI28BSBV5C0AqyFsAUkXeApCKMXnr9PT0+vraFABgFpeXlzJgmUKhNW/xXSEA5iejk4xRptBmTN66cePG8fGxKQDALGSAcr5y0M9bV1dXe3t7JycnpgwAs5As1R+NxuStl156SWqaAgCEJz84+kGqdX3rzp07G//lDQCYkP5q0v7F9TF56+nTp9Ku80U4ABDOo0ePbty44XzFc2veevjwodTsX9gHgAndv3//1q1bptBhTN66vr7e398/PDw0ZQAIScYcGctkRDPlUmvekkzWWhkAQjg/P9/b25OfCU25w5i8JU5PT/lDEgDmce/evZs3b/pLVq15S+jFsIGjGQCMJj8N3rlzZ39/f+PfIxyZt4T8+CgjGn8VCEBQDx8+lJ/unj17ZsqWrrwlDg8PJaLJAGfKABCA/mlwyD8jNj5vibt370rkYpULQCDyc52EradPn5pyU0/e0n/sQcZBfiYEEIIMMi+99JKkoNafBn075S3x8ssvy2jIuj2AyelF9J6f6Hrylri6utI/E/JP7AOYnF7ZGp5/ds1bQn58dP7SEADsTn5q7P970P15S5MxbeOfqwCAbT19+nSrP7EwQd5ySAt73fw/USH15QdQc9oj9Z0wp/+ofpdbt25tW98Zi+WHaXOuze3bt0290qNHj8y5Nvv7+6Ze6fj42Jxr49fXf3hF/Jl/4Z+TTe9X5Md3U6+kf/+li/+3SvUKZRf/e4ykBXOujfN1lKK/vv+XyORXZM61kU/D1CvJJ2bOtfH/wsi29eXxMOdK/8q/9M+bPe+vjEhfkh5lzrWR3miqFvTfpDPn2jjPo9SXJ8Kc88hz5NSXZ62/vvN7bRcXF/31nYUiubz/4XUe9o31t/0ShyF5yyEZzrxem20HBD162voHhNADSOgBwa8vQ4Q51ybEgGA/gNsOCP7XUW47IMgdNOfaOL/xve2AMGIAmXBA+LEf/Zd3HBCk2P+A7ziATJ4WnIe9v7487E79bckvZ+K8JaSRHs47lg/InOhg6pVkRDYnOph6pWnrO91RyCdozrWZsP7zv/fzsun9iv/Tv3Roc67NtvWdx0NIC+Zcm9D1ncdPyCdmzrWZvP7/9r/+L+d//T+W/+qinw/08S7b1neGD2FOdHDqy7NmTnTYtv62D+9W9f3Ov9GIvLXx12jqlaIdEFqFHhC2rR9iQDj/m3f/8dlren/yB9yxbf3QA8KOA0hP55cx7f/6yH+244Cwbf1pBxBh6pX6H15h6pX66/udf1vSnabPW5jcD777nYsPvVc22TGHsIR3Pv3qW/d+Qv5ryljUiLyFpL375hvyAF5+8mOmjInokU0+XlNGAOStNOiHgZl+WTr1yl0g+EaCvLU2L145lAfwn/6Vn/zeN94xh7CzamSTj9ccQgDkrQRUDwMz/bKq1CsbwTcG5K1V0YtbemOJa0L2yMYSVzjkrQTYD4NszPSLsFOvbATfGJC3VkUvbumNJa6pOCMbS1zhkLdi5zwMsjHTL8JJvbIRfBdH3loPe3FLbyxxTcIf2VjiCoS8FTv/YZCNmX5mfuqVjeC7OPLWetiLW3pjiWt3rSMbS1yBkLei1vowyMZMP7PW1CsbwXdZ5K2V8Be39MYS1466RjaWuEIgb0Wt62GQjZl+Nl2pVzaC77LIWyvhL27pjSWuXfSMbCxxhUDeSsbXTn9FNlPAcmQwMntYGnlrhf7Zh3/6T9/5iilgIvKRygdrCgiDvJUM8lYkyFvxSDFvyZj7MEHyts0vYGnkrRDIWzMgbyWDvBUJ8lY8Usxbkl1kpNUhJhX7+/vOvwy4IPJWCOStGZC3kkHeigR5Kx6J5i1hCom4d+8eeStv5K0ZkLeSQd6KBHkrHuSteZC3skfemgF5KxnkrUiQt+JB3poHeSt75K0ZkLeSQd6KBHkrHuSteZC3skfemgF5KxnkrUiQt5bV9dWXsr39yx80lSJG3toReSsE8tYMyFvJIG9FQuZ1s4eFdH375fXbXzA1Ikbe2hF5KwTy1gzIW8kgb0VC5nWzh4W0LnElsbglyFs7Im+FQN6aAXkrGeStSMjUbvawHH+JK4nFLUHe2hF5KwTy1gzIW8kgb0VCpnazh+U4S1ypLG4J8taOyFshkLdmQN5KBnkrEuStSNhLXKksbgny1o7IWyGQt2ZA3koGeSsS5K1IVEtcCS1uCfLWjshbIZC3ZkDeSgZ5KxLkrXjoJa6EFrcEeWtH5K0QyFszIG8lg7wVCfJWPN598420FrcEeWtH5K0QyFszIG8lg7wViRTz1tXV1c2bN/dy9ON/9kfMXniT5CTy1o7IWyGQt2ZA3koGeSsSKeat6jnHaBI4JHaYwg7IWzsib4VA3poBeSsZ5K1IkLfWibxlCksjb4VA3poBeSsZ5K1IkLfWibxlCksjb4VA3poBeSsZ5K1IkLfWibxlCksjb4VA3poBeSsZ5K1IkLfWibxlCksjb4VA3poBeSsZ5K1IkLfWibxlCksjb4VA3poBeSsZ5K1IkLfWibxlCksjb4VA3poBeSsZ5K1IkLfWibxlCksjb4VA3poBeSsZ5K1IkLfWibxlCksjb4VA3poBeSsZ5K1IkLfWibxlCksjb4VA3poBeSsZ5K1IkLfWibxlCksjb4VA3poBeSsZ5K1IkLfWibxlCksjb4VA3poBeSsZ5K1IkLfWibxlCksjb4VA3poBeSsZ5K1IkLfWibxlCksjb4VA3poBeSsZ5K1IkLfWibxlCksjb4VA3poBeSsZ5K1IkLfWibxlCksjb4VA3poBeSsZ5K1IkLfWibxlCksjb4VA3poBeSsZ5K1IkLfWibxlCksjb4VA3poBeSsZ5K1IkLeidXa0t3d0ZgpTI2+ZwtLIWyGQt2ZA3koGeSsS5K0uKu5UguWeHuStNvKp7PqhkLeyR96aAXkrGeStSJC32hRZy5rWpXzw+IUpbGOXzETeakPewmbkrRmQt5JB3ooEecungs64eOUhb/V48fig5XNWR0uNX759YqcPhryVPfLWDMhbySBvRYK85enPOa1xQB08OlMXFnSIaOSDsq7UOXh8ps/41Rovu8q8Jb/o8tdcfDDl+aJQfRpWrRHIW9kjb82AvJUM8lYkyFuuthRQasz6RbzSheJ4eZU6XjbgZabiovpQV4OKd+2U4l3fslifwJQfBnkre+StGZC3kkHeigR5y9WTAtxJvyqra+oTfTGheaCzQa8wtdTyVhFMeysPR97KHnlrBuStZJC3IkHe8nTnnM54RN4aY0PeKiJW/QEUxcKuHwp5K3vkrRmQt5JB3ooEecvXGXQ64xF5a4zevOWkrYr6VHYMXeSt7JG3ZkDeSgZ5KxLkrRZ6KcWa0cs8VUz25XFVMHGhN281IoV1TulqUHGqTivyvOV9bk0bTm9A3soeeWsG5K1kkLciQd7qoDNXqRmmjHrG78xbdTPmgB+iWhtU/KoTijlvFZ9I76+8+FRHfzbkreyRt2ZA3koGeSsS5K116spbMlF95b9/4Dyb37r47Jc+/gH5rylbJs9b7WFLqlo1NweyXuSt7JG3ZkDeSgZ5KxLkrXXy85ZOWtIfZPPzlj7up65d85ZNEpR7SOic1TzRtio2HHkre+StGZC3kkHeigR5a53svHX99hf+3yd/XScqvXXlLb3ZqWuXvLW15irXaOSt7JG3ZkDeSgZ5KxIyfZq9dJC3dqfzliStt3/5g3aW0lt/3tKbTl2z5q2z3f/tRIW8lT3y1gzIW8kgb0VCJk6zlw7y1u4kcPzSvb9o56dx2+l/9Z/Ol7cmQt7KHnlrBuStZJC3IiFTptlLB3lrd7uvb7145fDdN9+YdX1rIuSt7JG3ZkDeSgZ5KxIycZq9dJC3dqfzlt73U1d/3tJJS58ib+2IvBUCeWsG5K1kkLciIdOn2UsHeWt3dt7S7NTVlbfspKWRt3ZE3gqBvDUD8lYyyFuRIG+tk5+3NJ26/LzlJy2NvLUj8lYI5K0ZkLeSQd6KBHlrnbrylvaD737H7BWcoo28tSPyVgjkrRmQt5JB3ooEeWud+vPWcOStHZG3QiBvzYC8lQzyViTIW+tE3jKFpZG3QiBvzYC8lQzyViTWnbf0F5YX/xxf45+JkSMHj8/0PyFTHbT/SRn7azet4/XhjsrVSwndsH9Eab289V2NRN4yhaWRt0Igb82AvJUM8lYkVp+36uxSFHS40SHIC1XlgeK0LrjHi93GQVXQr1DvlfwjittmWfDf1XjkLVNYGnkrBPLWDMhbySBvRYK8ZeUXFWiKYrVTcg+U5dbA5B6UyrqormrW9o90v5Z3YhfkLVNYGnkrBPLWDMhbySBvRYK8ZSWY7mTTlYFaI1CxPuUoK6kLClXK8o50vVb7i41E3jKFpZG3QiBvzYC8lQzyViTIW3WCqdelvGTTlYHcpaxC60GHaqBZpzrS9VreiV2Qt0xhaeStEMhbMyBvJYO8FQnyVpV7ioLOM36yUUeqQ6rgX1QcL3YbB9v5maw+0vVaare/1eHIW6awNPJWCOStGZC3kkHeigR56+isyDdKFYBak01VzaqoWMfra4rIVStOWBWFOuQfMVpfSx303tVI5C1TWBp5KwTy1gzIW8kgb0WCvDVVgkkLecsUlkbeCoG8NQPyVjLIW5Egb5G3dkHe2hF5KwTy1gzIW8kgb0WCvEXe2gV5a0fkrRDIWzMgbyWDvBWJdeet9SJvmcLSyFshkLdmQN5KBnkrEuStdSJvmcLSyFshkLdmQN5KBnkrEuStdSJvmcLSyFshkLdmQN5KBnkrEuStdSJvmcLSyFshkLdmQN5KBnkrEuStdSJvmcLSyFshkLdmQN5KBnkrEuStdSJvmcLSyFshkLdmQN5KBnkrEuStdSJvmcLSyFshkLdmQN5KBnkrEuStdSJvmcLSyFshkLdmQN5KBnkrEuStdSJvmcLSyFshkLdmQN5KBnkrEuStdSJvmcLSyFshkLdmQN5KBnkrEuStdSJvmcLSyFshkLdmQN5KBnkrEuStdSJvmcLSyFshkLdmQN5KBnkrEuStdSJvmcLSyFshkLdmQN5KBnkrEuStdSJvmcLSyFshkLdmQN5KBnkrEuStdSJvmcLSyFshkLdmQN5KBnkrEuStdSJvmcLSyFshkLdmQN5KBnkrEinmraurq5s3b+7F7cf/7I+YvVhNkpMkuJjmknJ6emp+AUsjb4VA3poBeSsZ5K1IpJi34nf99hdevHJoCkA38lYI5K0ZkLeSQd6KBHkrhLd/+YPywb775humDHQgb4VA3poBeSsZ5K1IkLcmd/32F+RTlY0lLmxE3gqBvDUD8lYyyFuRIG9NTi9u6Y0lLvQjb4VA3poBeSsZ5K1IkLemVS1u6Y0lLvQjb4VA3poBeSsZ5K1IkLemZS9u6Y0lLvQgb4VA3poBeSsZ5K1ISCAwe9iZs7ilN5a40IO8FQJ5awbkrWSQtyIhgcDsYWf+4pbeWOJCF/JWCOStGZC3kkHeioSkAbOH3bQubumNJS50IW+FQN6aAXkrGeStSEgaMHuYzrcuPvulj3/AFIBu5K0QyFszIG8lg7wVCfJWCOQtDETeCoG8NQPyVjLIW5Egb4VA3sJA5K0QyFszIG8lg7wVCfJWCOQtDETeCoG8NQPyVjLIW5Egb4VA3sJA5K0QyFszIG8lg7wVCfJWCOQtDETeCoG8NQPyVjLIW0v5wXe/oz98vUnesoty1tTDlr73jXeqj/Er/+CBDPdV8eu/dWIqAT/84R/9z3+/6htf+Gv/7h/+w49VRelFphJ2QN6aAXkrGXpwMQXMq+trOeW4qYFRXrxy6Hykenvn06+aGsAPf3j5yY85PURvfE/bVMhbMyBvJYO8taCub+aU46YGRnn3zTecj1S2iw+9l1VD2L73jXf+6V/5SaefyMa/QzAV8tYMyFvJIG8ty1/iYnFrEv4SF4tb8PlLXCxuTYi8NQPyVjLIW8vyl7hY3JqEs8TF4hZa+UtcLG5NiLw1A/JWMshbi7OXuFjcmpC9xMXiFrrYS1wsbk2LvDUD8lYyyFuLs5e4WNyaULXExeIWethLXCxuTYu8NQPyVjLIWzHQS1wsbk1OL3GxuIV+eomLxa3JkbdmQN5KBnkrBnqJi8Wtyb375hssbmEjvcTF4tbkyFszIG8lI7+8df/+felyyfm5/+TfM3uY1H/5F/59swd0i+oBPD4+NsNZ4shbMyBvJSO/vLW3tyf9DQBSdHJyoqfPDJC3ZkDeSkaWecvsAUBqqukzA+StGZC3kkHeAoB4kLewFfJWMshbABAP8ha2Qt5KBnkLAOJB3sJWyFvJIG8BQDzIW9gKeSsZ5C3AdXYkvWjv6MwUC+pY95EXjw/UJZVmTWA48ha2Qt5KBnkLcEiQOjpy49XmvHXw+IUuFGfqErAN8ha2Qt5KBnkLaFDRSWKU+V9lm7zVUhkYiLyFrZC3kkHeAmxVznIC1xZ5SxWIWxiJvIWtkLeSQd4CLFbKamSoIl357Lxl43cTMRZ5C1shbyWDvAXUrLjlBK4t1rdMOGvWBoYhb2Er5K1kkLeAirtMJcoUtVXe0g0RuDACeQtbIW8lg7wFlLxMZcUo8hbmQd7CVshbySBvAYYfqawctVXeUqfs+AUMRt7CVshbySBvAVpL3LIWqjbnLRthC2ORt7AV8lYyyFsAEA/yFrZC3koGeQsA4kHewlbIW8kgbwFAPMhb2Ap5KxnkLQCIB3kLWyFvJYO8BQDxIG9hK+StZJC3ACAe5C1shbyVDPIWAMSDvIWtkLeSkV/eunHjhnQ5IJA//x/+lNkDArhz587t27fNcJY48tYMyFvJyC9vXVxcSH8DAnn+937+f/8fH5kCEIDMoGY4Sxx5awbkrWTkl7eAcH7w3e9cfOi9L145NGUA3chbMyBvJYO8BQz3zqdffeveT8j27ptvmEMAOpC3ZkDeSgZ5CxhIL27pvMUSF7AReWsG5K1kkLeAgarFLb2xxAX0I2/NgLyVDPIWMIS9uKU3lriAfuStGZC3kkHeAoZwFrf0xhIX0IO8NQPyVjLIW8BG/uKW3ljiAnqQt2ZA3koGeQvYqHVxS28scQFdyFszIG8lg7wFbIVHBhiIvDUD8lYymDyArfDIAAORt2ZA3koGkwewFR4ZYCDy1gzIW8lg8gC2wiMDDETemgF5KxlMHsBWeGSAgchbMyBvJYPJA9gKjwwwEHlrBuStqH3nD/+fb118Vm9f+QcPZKuKcspUAlDikQEG+sF3v1M9Hd/4P3/9ix96b1WUzVTCdMhbUXv3zTec7xCqNr5MCPDxyADDvXjl0HlM9Pb2L3/Q1MB0yFuxa30e+LJsoAuPDDBQ188n129/wdTAdMhbsWt9HvhJHejCIwMM5/98wuJWIOStBDjPAz+pA/14ZICB/J9PWNwKhLyVAOd54Cd1oB+PDDCc/fMJi1vhkLfSUD0P/KQODMEjAwxk/3zC4lY45K00VM8DP6kDQ/DIAMPpn09Y3AqKvJUMeR74SR0YjkcGGEj/fMLiVlDkrRidnp4+9Pz9v/lfyGYKADbhkQGG+9SH/nOz55EpyUxO2AF5K0Z7e3ummwMAsJz79+/rlIAdkbdiJHnL7AEAsJwqJWBH5K0YkbcAADEgb02FvBUj8hYAIAbkramQt2JE3gIAxIC8NRXyVozIWwCAGJC3pkLeihF5C+hxdrS3d3RmCpOYvkUgE+StqZC3YkTeQsxUOKkskVLIW8BsyFtTIW/FSGYxswfEpchaVjKR8sHjF6awjV0SzoJ5a2DF6d8hsBDy1lTIWzEibyFOKkaMi1eeXRLJ9GlmcIsDK07/DoGFkLemQt6KEXkLUepPES8eH0jP1apa6uDRmbqwoMOaXbOqK3UOHp/pM361xst2vI/hb6BQVz94/LjjV1ZdJw6Ojlretv+i9hF9TL+Horpw3n3jJabJssCEyFtTIW/FSAZeswfEQ8WGrkRQhIwyRRQRwg4f5ip1vGzASR1l7qgOdTWoeNeKRqaxKnS9Abt956VLqor7622+dNeL9lVrnGt7CSAq5K2pkLdiJGO/2QPi0RMOmvnCKndGDfcK50Bng16hjfVOO96A82tpb1EddX7BPS9tN9ms1vkhtL4EEBXy1lTIWzEibyFK3WHDPVOVO6OG11bzQGeDXqGiXsrSn7ecJtpbFOqE3Zxbsf1FnWo9eUu4LwFEhbw1FfJWjGToNXtATNyoUGnLEEV5rrxV5J7qmCr15y2rhtLSYpOqoOo3Kna+qNNex3twlC8BRIW8NRXyVozIW4hUkTDstFBGCRUWquNWcuiMGl66sM4pXQ0qTlWleGN29U1vwGpS/6LcFptUHVW98U46X7RZzX5ZXa31tcqXAKJC3poKeStGMh6bPSA6Jp4YdXLQSaJQxwZVuVmlLFXNWEGkGUNaG1T8qsJ6W8XfNzSXDHgDcqRZy7BeX5jTzbfd8aJuNaut5mu1vgQQE/LWVMhbMZKR1+wBALAc8tZUyFsxIm8BAGJA3poKeStG5C0AQAzIW1Mhb8WIvAUAiAF5ayrkrRiRtwAAMSBvTYW8FSPyFgAgBuStqZC3YiR56yEAAEu7f/8+eWsS5K0YPX361PR0AAAWdXp6aiYn7IC8BQAAEBZ5CwAAICzyFgAAQFjkLQAAgLDIWwAAAGGRtwAAAMIibwEAAIRF3gIAAAiLvAUAABAWeQsAACAs8hYAAEBY5C0AAICwyFsAAABhkbcAAADCIm8BAACERd4CAAAIi7wFAAAQFnkLAAAgLPIWAABAWOQtAACAsMhbAAAgFS8eH+zVDh6/MMfHOjs6OjO72zg72tvb6kLyFgAAa/THv/M/fe8b75hCAN/8J7/9g+9+xxQmoUJOI2J5B7a1dWwqkbcAAEAvSVr/7MM//da9n/jTd75iDgXwpY9/4OJD733n069Ok7qKhS0v4hRHxycu8hYAAJhalbT0Fjpv6VeZJHWpYNWaq87OGrGnWPLSyuo6G9UnTE6yf2fSVJU6B48f64plmmppUOg2TWEI8hYAAPlzkpbe5slbetstdbWvbrmKbNQISqqgE5MJS80FMSc2FTWtVNXRoNm3LtyMvAUAQM5ak5be/vAffuxrp78SaPti24uOTV0q39hBqI23BGYual7bSG5ObHJepatBs0feAgAAxrtvvvHilUMn9+ht/rwl25c+/oH/7/f/b/PmhnKSUBt/CcwcaQlVPXmrLnY2KHvOhZuRtwAAyF9r6prz9xNlkyPfuvisOb0dP/t4WqroVNQTqnpO9TRo7wxF3gIAYC2c1DVb3tohaRkq/LQucKnkU0QfPx6ZIz2hqudUT4Oy51y4GXkLAIB1me37ICZJWoaffpTiqMlhar/tj1v1hKqeU6KrQbPnvZk+5C0AANZIUlfQ7zv92umvTJO0Kirk2AGoCFv2gaKCnaWKgpON7KLad65vpKiqDbfg1dyEvAUAAFJRhJ5KY/WpYJ0vTzrZqFE01U1Vp2ahpUHRVrMXeQsAACAs8hYAAEBY5C0AAICwyFsAAABhkbcAAADCIm8BAACERd4CAAAIi7wFAAAQFnkLAAAgLPIWAABAWOQtAACAsMhbAAAAYZG3AAAAwiJvAQAAhEXeAgAACIu8BQAAEBZ5CwAAICzyFgAAQFjkLQAAgLDIWwAAAGGRtwAAAMIibwEAAIRF3gIAAAiLvAUAABAWeQsAACAs8hYAAEBY5C0AAICwyFsAAABhkbcAAADCIm8BALBGp2+/dfWn3zaFAD5z+ftmD+QtAADWRpLW/uuf2Hv1w1/+kz82hwJ43288ec+vfezpi8+b8m7OjvZ8R2fm7AZnR0NrBkPeAgBgLaqkpbfQeUu/yiSpS+Wtg8cvTKnw4vHBoMylLiVvAQCA4Jykpbd58pbedkxdLXlLtB91kLcAAEBgrUlLbx/67GsPzz89cHv0e7/9mcvfH761vujo1NWRrIo1LitMqWoldVivgWnW5W618MhbAABk6/r735OcdOtTH3Vyj962ylv3P/fa+37jyfDt5id/wXk5vUkOe/5Hf2De32BdK1n2cbVfpqciaOkT9mGlo1pY5C0AADLXlbrm/P1E2SRpnb79ljm9pa68ZS1wSRWrRn3CyVtd1cIibwEAsAp+6potb+2StLQBecuiale/V+jkLUujWljkLQAAVsROXTPkrd2TltaVt+zjRfbSjs4617e6qoVF3gIAYHV06rr89jdNOYAHb55NkrS0jrxlxSUnOXXlrc5qYZG3AABA7Nrzln3UWcZSxba81VktLPIWAACIncpFTt4qlqbqY42VqiJGmbPNSzurhUXeAgAAsTPJqMlZlyqilKYSVHFJtVOnqq5qQZG3AAAAwiJvAQAAhEXeAgAACMvNW/fu3XsIAACA6dy/f7/OW5/5zGfMYQAAAEzn9PTU5C0AAACEQ94CAAAIi7wFAAAQFnkLAAAgLPIWAABAWOQtAACAsMhbAAAAIf3wh/8/TsKzLUrL87UAAAAASUVORK5CYII=)

Table : HTA 130 vs. HTA 230 hardware specifications

| Specification | HTA 130 | HTA 230 |
| --- | --- | --- |
| Number of cores | 1 | 2 |
| Deep learning bandwidth compression (DLBC) | No | Yes |
| Control processor cache | No | L2 cache (256 kB) |
| Core tightly coupled memory | 128 kB | 2 ´ 128 kB |
| Data compression (DLBC) | No | Yes |
| MACs | <ul class="ul"><li class="li">1024 – 8-bit fixed point</li><br><li class="li">512 – 16-bit fixed point</li><br></ul> | <ul class="ul"><li class="li">4096 – 8-bit fixed point </li><br><li class="li">1024 – 16-bit fixed point</li><br></ul> |
| TOPs | <ul class="ul"><li class="li">~1.8 TOPs (8 bit)</li><br><li class="li">~0.9 TOPs (16 bit)</li><br></ul> | <ul class="ul"><li class="li">~8 TOPs (8 bit)</li><br><li class="li">~2 TOPs (16 bit)</li><br></ul> |
| Maximum core clock | 908 MHz | 1000 MHz |

Table : HTA 130 vs. HTA 230 core hardware clock frequency plan

| Clock | HTA 130 | HTA 230 |
| --- | --- | --- |
| Low\_SVS | 300 MHz | 300 MHz |
| SVS | 400 MHz | 466 MHz |
| SVS\_L1 | 487 MHz | 533 MHz |
| Nominal | 652 MHz | 850 MHz |
| Turbo | 811 MHz | 1000 MHz |
| Turbo\_L1 | 908 MHz | – |

- **[HTA software](https://docs.qualcomm.com/doc/80-88500-4/topic/150_HTA_software.html)**  

The HTA neural network software uses Qualcomm^®^ Neural Processing SDK     environment. The HTA can honor execution requests from both the CPU and the DSP without     coordination.
- **[DLBC](https://docs.qualcomm.com/doc/80-88500-4/topic/149_DLBC.html)**  

The deep learning bandwidth compression (DLBC) is an internal compression for private       Qualcomm^®^ Hexagon™ Tensor Accelerator (HTA) data and is not visible to any SoC     cores outside the HTA.
- **[Inception v3 performance](https://docs.qualcomm.com/doc/80-88500-4/topic/151_Inception_v3_performance.html)**  

Inception v3 is a neural network model for image analysis and object     detection.
- **[HTA dual cores – batch processing](https://docs.qualcomm.com/doc/80-88500-4/topic/148_HTA_230_features.html)**  

The HTA dual cores can be used to perform batch processing for multiple images using     the Inception v3 neural network architecture.

**Parent Topic:** [Artificial intelligence/Machine learning](https://docs.qualcomm.com/doc/80-88500-4/topic/143_AI_ML.html)

Last Published: Aug 18, 2023

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