# qtimlvpose

Source: [https://docs.qualcomm.com/doc/80-70017-50SC/topic/qtimlvpose.html](https://docs.qualcomm.com/doc/80-70017-50SC/topic/qtimlvpose.html)

qtimlvpose 插件将来自 ML 推理插件（如 qtimltflite、qtimlsnpe 和 qtimlqnn）的姿态估计模型的输出张量处理为预测结果。

## 后处理

Figure : 姿态估计架构的后处理
                    
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9MgtwKY2XyS8pKNxPxW8qR/f0gK2+y897eSjVXZGE2ufJqOs7O7q67lUZWlsvld1pemE4ms9lEGH0rz58/bzodkVo5dsf8x6ilpKdKi6Bx2GGm2G9utLX2LPXCIy24P94cW/+ZZhhV4wNyDW6idN1ixcj+eqJaH6KIEQ2ETBNPb3mT/ehEGw8bzuu9Uc0w9kLEE1n8OJwZihh91Dom52nsHd89md38OtLJw5kkW2m1SqWSmclVOxPf95Wt/O9xJs2tPH+u6/pEkFmn08ln8t8tl8uGIK67uzsWZPrq1UYQeStVYez3bwQJtrL/twURu93uv7YVayu3n5gsq/IniVuGhOE5J9brj/f96X11VAtXWqfiTfrdxR1aulHDaw+HmvzDHardyYcdRz+uBEBExMaaeblp1WYlbxrl48LyyHK0vcBgneqfkIR86lbE2NiJduLCrtxKarKWX8mMnsxW8fypEB828/kcHi7s4aM+aJwcyVjkfKo7R0REEqZeD3Mco5KW4ChVMrPyPu5nqu7u94n5k8UUhWhA2CpG14dls+xxozRen6bcPx/FBXnpRbWrXoTDa0yjxK5Fq3CzmDDiFYXt2kjQODGNcRLprUi3tF7ktjn/ao9W3JNBwuHU9MbKSskYTQONW34U5yMF6YnvBxHl/jcagYVwvUcSiT5xkR4s+PD5qeiQP2EOJNhrQkUxCdBXQiSznbQoCakUzk0lhFaLkkwL0Vfq87AVztm1RtgyaUBhkhFshdSi0DfDZBInQ8sJlfacBhmjpE6JwChEX8kIohlKgyc4iLLuYCIESeiAEgJINIdHcUwnnBPlngtDEroSzemBpSl3jSoh0rYGD2r76bpZ9r1JJCGiJNhOsB4SooSSwCNHS8pSq9/0ZSBCEtx5KGVaQsf5vpZqCiJm7mCBDkko7JOEWXYP/030BMMBMuGZwr7k2vusnSikqWcQjLxvzQNVkmxXN4KhxSMbcxnVzVDgPjsxMZffIPsXCJRWbRRaE2HXhqwulExh7x5kvU/tGrmDOSNCBw8EY5c9igOBAsODnEU5mWGTwt18XRoMBBIMfyIwyLpzyJ3GkOMeFHgdCIwOBAYC94flABk9sWBhe0LSgCAo5H+3eh0zx1HBXF3Z34j7Jq4rPXAclcBRHVV1GGHGAh3VceakMmQ0kDDlphK9YSxjpDqO2rqcMOY47Pley8m4guOg4NHqCHYCcBxVt0xBN0h1VGc4yjjjAandlM0dB4ipgt45QKg6QOCo9GkNKR2Elt1GooHgK9fxL1maSEQEjLKPbUSM0YHQL1yaNMhhOTggxiCnoEQdH0nYgbywA4zl6lvOpysCAcHhw8+HRE8qOGMDgdAsiA5zHBbv9YKWVjl93T8Mmof3KQUri+XvXh+96R65LExX+9C27lanOguC+E1dgvgyZtBxVXdloRKkN51pf8iqN6l/ZSuidSPDsncTAxEFN7dXSKj3VrovK9PRjT1PrF7gli1HXlkJorkoxGZ5lQfZurHIT1cNMPdWM2iM0rr06QzBvubQUDMBQEIkQkQAiSQAUH4+5VXYynIjcNkiY0M4B5AOkJUWjYxElqVECECUUzDUqgwySkz50FABEN0xZBvOaUsOARABM25ICODImsmQnkgIDzfF606bYLIes3iihMNFoC33+pv9Y61nFxZpV9tZBMH9e36/X6z5J9HOovz8/uPO8RE7vkkmRMwdlpCYszwfc3G5Dqzr/Ffv43Ke3+VrO8eW7eWjjRgQwc5pRxMdrF/u269drfPiVNYmXaNxmFqiez5Jb+nPdGREStFqnEw03vAaq9G0bB6Ngqj5kefpU5vg2rmNSA0nz9FsUdhOWrpOc9J1DJdmyZ8p0DtvJbOYpIGEyszH5GrWJAz1mZcHapl6E+fhpIlQmjURkkmMGcF4UsJow5oJPp9g+3zHUWYtNHgIuk50pczaSFJYUiZhe1KahxM9gdasqU6j0IxJCkCwUquG2vqjjALE6K3cq3A5rPZN+9DStOHf7Hma7H2wvjaDtSkv3v9wedZd7BaqZyNtus4z2KLBTSRke6dnjcuxRk1P0WY0laPVjpb3fPIaw1U1RkJTtr1ThngUyc0O70QdiKrF3bPT0V2QavLNVwkyK1UKVnUtrmRn+CbQ5JmuPXOug2JwRoNPbfiUtxndRdfymzKblqda5AV/giC63De5PtQMLx8VxqOiVgVp3oiGmh98OPH+KShHxtcdcOxCUav+uBtpsnm0qi1pdRJNUcIpN4otvrEM5f15JPpRJ39e7E0+FJqypnWJR1yLAdqc85dpdPRHuI2icpIOPXfM81HwREKvZTm7RWCEyUV6dhYf2m27WAk2GdzDyljreV4guuK6LX5t2gvxeOdMXIwLtjNZ1LwE50Tgv+g4TkMsl8+W2jQKZ178oel6gbHKa/kPz1ovJqU3R1ELIfhpEKWMMAlGkc07PB9GctE9K/9DP9vCE0W5jmxvi/L+/sSQoRiotnUeRIrDg1XgfHojH/cjxtxaSffG1/XRZvrVVaxNtbbijaMZvz0z7KCse8+bDZSoMyOvKnJHvMlrYXyRBycoYD6SL8POpbxQmrGtoVszAY+OyDX5xerHsTdpeW+4+/KNw7vByFzEZm0nCpzI3uLF2DzeUbSJG069HW8S6+NCzXXoCeVmcMthZpXNWtb5vbxnLQuWez8W73Wt31ysbj9MuBz0favfDg53XvJfxxvp/UCtG5U7KMU0kKCrTZZadec837NcL+xcXGmyrcWG4daWi7i0qKb6VLsC2OOKNwQ0bxoTTYzy2jL8MLVWk/Vd2RpHcdAlcsTI50Hcm3Eb+GtLVrTpypryCRc/xakeb6I9Rz78yLk+qq6UqUFhNIrCkL9/OStW2ep9sIKqdr0BCRsR96rBqbp/9L6IobazhcF83uNqm0822su8VeD8soR4VYx6ZnRfdvIFzqMqH3uXXAvE0c6HUOVV/krlAYAfdfzoWRzNXnPumVPtete9L3TYEwoevvRTG4ZxEmBzNRyVzPRI7pnV16XbamgZq5KblnbT0jK9SoaGhX66BHW/0lGf74fSQMLAMGSGspFS0wqfjfDNUbu8evN+ZsXWVXKnTA0jDxIoq569X5dwaRTdWIzFOOzqeLuKbsdT9sYoxkDQXE2UIyPA/TwGjbhYtMHvGUsIXPgUb0RnzcV4p2a2qsmrdRmnteRZNNVMU5tGHeM9G74JUr/BXM+H+kcx9Oz9I1VcLbVEuFiwPK9qpGtuQ91ogRb6coJhQ5lH1rC6Gj/zZuEmf+1GgTqedLcWCnmNSGaRgB1fi+PIfnEl12YNaHjvuXwSIj2h1AZIUtYdrKoqI1RVFUlloBJjgpaqEghacxVRqAZSaCxamHVFk2VkiGWMGGHGF1XGGDJkRAxBVYEGJHAhQfcAM1Kk0ps8RrYDGXPMqGV1jCExwKxRAGJb35/iMCYv8qNrviKzL55Nv+Ln1R+L19f7bW1m2GwV5DV5WHy5T4j73qnXDXqqWIS9aFXI3Px2GG1+bEWRrfCb6yAZGtodIQZRz3jOp/75JIiMYee60zg/8v7Kbu15VYss2uJaQN6/3GLJjZ7mroo82PDQuiHpCef1+0RElHu7HAoDYSuXiYSjhQxEOc/gD+In1Nn2XTKzRQSWMNauV4Q0yK2U0z1LKMvp0/m6pKkQkW6G+Xyohqv8mczdCc3rnTyRkvgm+Waom+YyHyJh2JmZbbNNpo9hvqkk5ATXO88RwvwMwVx2CFrLPOGBhPpSAaUETRNnOy1SEmgun7FkYs47eUKlRIpJUqgkoRKGStje8ZWwtMzXEwWT5+GTCtl7MKhMhSwHieaOSsQefNYjSnI9myKWwzf3CZ2QPcD+uq0cYZgQ/uQRPfwYHnwqg0C/3ScBImNgju7IqZ6HKpHEGBHQHH8yR4GVoMQGGcwR8QDnhAyAyBEvgREhy7WeYPQlYECAmRZjKAERMCBkAo0soS05kkCSQJozBCljjEAITyw3I2Td/NHgDaBMELFh7BEERhUFp+Ptiz2IJCnrpCmhbRi7QLn86pQJPC+XBNIPct6lQQ47lHL4CvuU0zS3UXino9BMuF7ujvi19txyjTia9jNAZRlSlk7W+G/7BCWXy4DmcUMwzrnXI+GI55QeCK1y3p7V26xW9gMiy+lJhZJCmc1eFb78K5b2jDkOm4e3pl25V2BduclRI8dUB4gcQSWc6jhITFgjB1Y0WUabXDVyifGcMcdRZ0YpR43cwYAgI1sHxyFQCc+mZUSmD1uQ7YukOirVmZP11+d/QMxxBEZzAgd+fjcGItVhREzwCbR+Qo4DdZYRbvJH7Zo+2Ke6UIEeda0oAaMn5LmFLXVcJCRsLW4dxgivAmu3ziu3Yr9vx4f3KUxvq6pu269d25oA7t9Omfnl+9t9H8avlE1dAkWbOepYdma3NrTHohW7b08d9/ZbY5rT9sa2lky3LBMlnMnivsmeW/uUl5kfXBfygLeHMnNvZRbL4muFbW7l0HFvpyyuBhOUaHprh4osWgrE1vtaAzCs3o4Bx7djRgOJglud7ci3K8dSltl77dHw6lb1xE8IJsdTZpoh9hZ3i8bN/b54/NNTeX2R2t77ghzcW1r/LtLMU8++EJtfRPbbsrM2TLdOrFE0kZgzifYv7Z31Xc9w19azlX3e7dTyx+mtpvPgSESEciHQRDMS07uO5xZ7q9oEUCy4bmRzWV6LPO1E8snOLBK1sXwcxAhuUdbkzVrkN8T37tZLYCK3h4obBZoLBPsnVnQ1LNiv/rUJv0PssMdO2p+bcMvIfT9/cRxVESZrl1laYWp8I9JxKPdb9uFedM29nhdNtJ9212ZwaMqLLw/dd7cLd22/O9V21g3GiJhrmEjo3N2cjbNr5CbUmBmCGjmFvN2X1jJGCcqrM3H4vjYL1u3O4cr5lSoSsk5k9k7+Sk8Lrs+mkeuNx8nw7l0wtKM5I2yP897tq+hsGr26nFPNBTXwGvmWEbyzDEDTyztDu5e++8qPSoX9DP/+m/+u8djJw92DdMvIwcZIiNBcWw7TD6v+SKts5P6VfTg+rGy0nrco78mvv74S1Mh1jztOsHhVsJ2dhfaihEgEsfecMV1OR04+u0ZO73hlfrOFprRqulnmwwShfORYq6BQTsUk7ltngREia5y3bz6Uy5t97sjn0Ei9Nx/Fd/IqeBkige2VP1ivrh2Z2xzBc4GY3YtkQz4LOIBfmzjl4HTkHHmj/+EPae8xlDOQ7mQ2vqkjEQTrTpLe25asr0fj+0nwxcT7Qn+x6p2b6SZ427YO28Fxw+sll6vJYaCGvJJCaOZ43aI4jvy71PXCzsLXGkEUDo2Gt6zFpYVslTqeD3A6dG6NvNaeWM+4FbkyN5F1LuN9gzby/qVjX04D7Pb2je9xZFW1ECVc9eaLsqw5X2rND6577DIMZBjeiSuz2GVEQ8vX8qvU+aiPkoVQ722EeBdLTMG/t0P1nHt7YSPiK7/NjeDaF3vmSizdRJfKhpsyN8fc98/5KlH4GJhYWar661AiDMv8WkTcvy4mk17YXJFlxMZHy9rp6Td+snoeRNdTlDDoMttidhTtijfq9GhmbBDNm/1w9PJEH5eZm5o3nCswuk7DRhpKBLPL4m13WmbuKbrnR6sJoG7wUzMsvywTEbaN6wC6wV/wv3ZlKmzqzuJ2yCAJ9xwkBAmR5khAKGjNEYEAMdsDs649S9ArmCC8WIZANJekOWWUiUBCQhRKABEgEqE0yHIBoVD2XG1IKJTIvZ6EKOgPEgg85pKg+0S5zIRa86zO+KcVEQnvU4A5y1VxwYBIWCA4oHnO2gkixpCQZalImOu3EjIUyG5nlP1Q2f7yBQEC0vZKhBIx+knObhI9YdTIZf8WSZIkwXY0ECgIWgIPoUROK7xdB0ADKZdvRlUgIpAVegs0hKqDLPGsXlBmO4EM5TaRiAR9z9GfLAuSBJa5zLIksjrjlyAAEgxFl/Moj5TJHJXzDcB4GPAZElR5gtkX7sG/1mJoaD1TeEgMc5UJwFRrAiy1CdBWwhblqhAAa4NZ4jQQbEfQTGe3OlB4uoQcNoJ6qnYaz4UeA4LmjY+5SxlzbPcZvE7Vp78W+z5Jn3He70l5RoI/0rXJ/5TyOnMcxnTLrJ3XneLx1JiA825UKTHHgTqpjqrqlUrg9CqFtuM4yGTRQcdRCYDI6VbeA55WXJU5Kiw5Cowyc0M5Z9cWOMLZhRiR4zBUz/y7vDY7Y+Fe3lEdh4g5KiNiXcusNc9YVnnFPE7bjuow5rA6ZpuDwOmzOkTfFxCkwWcaSLVuGRJMjhsOUxl09tKlUugHVt+kRbEd+CRaxn9WV8rp5C+hfSrisy8OOWj3XmmW7oXj+4uGUi7LrOESOaI2hHYU7arVU5vdHE7JOg1IImzviVoAwelGNfdOG0CvT11fvrVd/aRXdpmsNILTUaJuTgM3gXZt4UZpeZeF4ukuELbl9m6Qupt0DHGaNiBJ9+QJC05llMicA4Tvz5fV65/wP9e5WPPEIxgrLfOnfM/To3Vj2Xc7fde9b1h9OXqrRHvWQrE+yHw16fNLd+FpYy8oFpfHUZwaR8eTWM8sVqs43xu6G+4a8v5Xk82ee7EDEq16dsEODJePb3ubYSIa02FQCGSt4a3eaPlLd7WYevLkssprLWjxSL8YBQu/azR4A1jHm2k335r1nRU9swJLS26NYB1soh2jimEiLyOHbZ2kx8Z7j/qh6z2t+dLusOdd7Lz4Rty6eOph6yIN+qF7PNZWZ7fHm/v9N/e3b/d/5PblvnUZaUfa0Vouf3O3rKVn43LUlx3Y4vWpJVr26tXKcDl3I1Q28kWVMd1Tzk6s695/rhUtPm6E3o5DrhbGUYPPzoZ3RuN0dDay7o7O3KiE7K5c8uL6ZcMru97KgcnlJGqE2qR02dHH1qKj6c4q4EWXR5/RccYGzb8/Z1PiSbyOJPFr3+2cyf3nE9Hr58te6AzXnsHc46l2emYdy/c3lujev3nX6NtffFms7N19uDncswJ/kSbHo8laZriFVV5qfLLarCLLcjfnuBd1PRnYTFPOjLuIW9ZOvVrWGlpHdXYi83nkftTPbvaMRmqpZXGUnu1wE6GcmlrTjBqeYVkNyMBdM9L9yOWn1ouO1lTTgEeWNSUSRwrjfT65+gxK4msP/lPh3nDqyB80071DdzWW+1PreKJOKxX5bHqf3/uhHt3ri6DB/VXUPOKzihxUNtaFfbEblKnG8z8U9yt2crXF3VFpzRM+DVamKHcWPhebFwHDkFudwv7otNSVX0/bfLNXVu72NFPXGhd7s6gRuTd7Tm/kRvqRlyCzePxCNz800r3kzs00Otqu6U18TfY69td67y7/lS0OE7GKFpG3qVj01lxGaUCU1ep1SxHhdfB7rcRKzqMNbrjxmibXKZicK3+BmdFsDY3ekPL85T6GZX5kmlFe5882py2ZX7tQ5XLAU2PqykSwCUC0SZzhLV/5iSHnefm1DATPjKN0maQ8Len8RITW6kTsWC3F0sUVt+Fu8l4G23YCwzBKCDof3yqtuzg5OjlNcB6PYmvSulPM2zjg4m1MxvDcZunJyv8szoDIGRczKxPigbBlpSxJKkx2uP9cakUYY0DAGCNkQKSqSMgQGTCWrcMYkoqoIjACoSYyBiqi4Co/EAMCJIGfUHlOA0IGDAXSGUlCBoCMiKGgpwwBCJyGrForkggZMsqSJjoQ1icIWpDRF5XWpcsyBkTkixG4aSgNBuS3qe1nWs84Yo0tXT22dDhMcnj+4jrH1XvBtfoHfuuewQOo5Hxdf1ZrG79BTjmBULbPNv4QRzyaQZbGYDvnQQ5bDLzzvVASSJH5iqgu+PQgJI9hI8PU/sDnPrg1snKs+2vfJ2URHH5kU2B4lTyKx4+EpknSZ/oauaySM0RBa26lEpYlTfUGgAwI8dEcwiXM+pPns36NHFF2y8MsASEDInpUek/unw8qsOgv4lNojEZT9l63lu7ebjjufmIT5Z7vIv4B3neOL7yHXnzzA9TBFxsi1D567VHp8ZPhUX/ARTFxmqRe/Isfi3/xL/+g5DTnEZRQ++hVfAxlxy5/QMbm+vEv/1s/+sEJyxApZ/n0xLDxaEkTuh9QP/JckqN+dG5Pk2SWiF8gBPpRCujHUMhMWZFx7o0SdHXwETK0TakwUS4Tom0rPh687IPoYXweRU3IozQjelpN1mt3sncuBnSADDImB8joN5/L5bdldyBYT6iRi4xNxueBdkp8sBk4EehhOUAmMNv+yEGM0dNmiIT7UzLe7IYgfDENo7yClMziiU+EV/mEsuxIqut5E5NOpyX8NYwGAoFMK8lPN2P6vYxJztM0Eelm7BNtc+omFa6adcrRb4GrsAOUdUQhNPW6RHSAKv6EsvUymUxDgeXTY4SnQUKTR2UvMhERCSaKpiWqezhaW4COXYkZokQkIUKrVuk6y8p9PqMioZuRQSIkYp2CkZ6PkCSBSPZ6iOzD/zy0VKQ/cZHDZSCRfCW/DBn9rayXCkgo8JUICSVCwVA4spYAIprVEqJQjxARYu0oEVo+Lcb6E8qLIQ0kMiI4M2UTTT9kcmEnuG+ejfrP3CYkraASq6YSIoRKm4UvKudMrPQ7qu8jni5MMJUSJuYW+cg8C6MpCxUT5yWlhZgxSEyz0S7etls4DxVzjiWlhITmoiqfNE1C9H2SfkJhy09I8SkJBa2ECFumrYWktCG/zrOSYqI0ICgpoWNHIRKS0iZ6OkyTdeYWVUYYH8sOO3vnyNpLbeJVim5fJo23o6rv8ZN7f0eLeJgMIy1IaotaXDw8ntneB7HT739rprWh90wPEtwiBtY9oiMePVeKnPvhEY/yxkvRcI9qnMe0uuYTZfgx8pGN3xqBx2tVCLTLAAlczciL55poi6xnQdEF8E+4xv0e18bd/sjnH70JEPg8GpaitwFhmEZawOhpMFZq1R6/OB0jdNYuvE9v9agwFWO7r5BnNA9l/2vxdB2K34hZTQwLVurRsr/xVtqtZ1zsFxrNw/zHmuoGaf8OkEjA/E36PlKrRlcL3Vg02HKqvXcu5ZXB7soiZ1VuXdNuE7F+7k4XVOV5Lza9PAP5RZJsws2HXcNcnSiGD7h385duo6bMyidtz9cbzss9kGA4mnNxqSWIpo2ihtLTYd7qVapVdZpvLdRO9766OVxzpdqPz9J1963SvnhtFJ3NvXusGd7e4si5KtzVyr233v5X6fr65CvXqEHAbwsp0EAIdK3R4iS6DIdRL05Fx2Ha2InklX02NnpfGZERn0YrBTG8dDcGusZmzU8WGSIk8SP34qG93xW7hCF//24ctU8//pT7nhIPjZqFUNKm7/52OtZaiK3RybkWSk+LG2MDGEnINfYu3w92mo378qbfPtvt9zkqhf2jmmNXdta3pqzzyIkP7Vr6ZWW1WVvHG0VuFTUspFRIGcu+2dt5HSXPp7o+7w1HvbOrhjZVtzg9C9LRdfh8OmnSUdEhutyZcto13MXMlNsI8iVMLhT5hRloU/mrqUp4k74LIvHyxzf8ykvSXsJHiMTFH/Xu3C3gVa1lafR0mF4L43GdBJu9TNcX+q2X1nYn/WFC68r+WbwO9MNiVFHsWvFiEmvD87S0Po0rf9vtL1PvZdQS+0FxPeyvYjkk1lkb5fM9plyn2v44uuMbhfeifW3qaPKq0NM6ZnTKrXE0il4BseIq4DSOzD1jxU2EqoZt7ebIU3b6zfHaBwL9cnXJ3dqIa8mLru3tnR8hQf78KPqfXG8L/UW6qplIpu+KPP8ATyyZyq7CqLHpIM2mrflkac6TmQ/PN518iPlXMTBl49axE9OOWcon4Xh6BSW3Y7rurNmehRImO6/kKf2Zy8DfjInN5DyyeLNE3UTdjGebCWa8M0JLJEJlqTTJ1Ckcb9pAdKUTxptms5V0wpZO0oAg3kxiysuKHk7yoevGMf32c8Qmm5iZk1CScLJRJgk9Xa4NGBCqqgpETGVEjGUE8IAYElOFFkAEasYDiCEyRFWdE6qAKmOAIA0OiKlqRhZUNcsfVJY1g222hlAos6OyORAyQqbOafATFGgBI2KUdTQClQGxjAtjyBhARpepIPQSGj2NrlNFpOwamgHNswVyVdVsMyPtg8yCO6DtHAeDbM8HENquD1lHIKGcwCanGdFgu64Ncoo/dWZAZJaIsiXCdj3rSTIxPPic7PUaJNHvIbcYSsJ3q4eZZwocCJOlwIAkSeBEElFG40/cJknS50wQUojozuYYEhKGxDo1k1GIRND0dliWTogShYSYrUGfK0FoHvFhW9xseFFz1SBa9TZe0rmObEAU36bJXXRidrihybTHeRNuo6I5u16NUfpcCRZEZM+MbuCZt8OJp9gXstaMxq3LBoCudWz+4789fHXxzI6mWkvOV7l5ejou6PR500LhRjkZ/u1g6LzhgeG0o2rUWBi9r22AOJrs1Xo8CiLH1fwVP22vRu9coxol+PkSA7pqKsPT4X5gOIEhR2dNTY7yXvW5rOAW8d113NipnrNdTYmVcrHXeydz+bL1ORMEr7ht2LwrckeMTF5e1ao1czQUuQ5oRt1O9K0ZilVPnXouD4b7f+WlxTe7tdLnTguYdquUbzZ35nGDYvuNp7sU2uIMJImWMs5EO1Rc9HexIQaJ0xGn4Luh9LnTdUnVUYkBMAJnVpykBlMJHSerGo2YoxKyTIs5DtazND5/mlMxZ9lb3V4dKUiDbd6JnQbZrYf4cPLZlg8/ByLRJ4Cn4HMqElMdFeiAHnBORRDOqUgPMqciMqTffC67oo4omy0VoNwHCHiomjuiR3lwIHp6DGXt76E7bhAIy7UZzXykRFeabSI0Z2HOORWbMxPDyeQB5lQkbHVMIpq1kYgOUM0yGlCYz2P2Pp3xUdqYcw/PWSsuOLII3Q4oY/IA6+UQJaJsvafKcyqeRL8YNW4iokTwXNHOQ9U9HH1tATrVnHMqzlu1iujs/Mxkz6m4JAkRSUIitqx056xTER1CRFNOCBFpQOq0JgKiJJg3MeNzYzlIAostMtrS38qaTpGY7pKE5iZBRCSBk8BesJ7QlLKNsCS3EAUdoqe+r9/v7Ic0kLB4Dmdt+wpL7TrbXOSFcyrGuzqEyZtKrJbahEhtkyU/nyqRcE5F8wrn5YUJrXaCobmFe8FD1j3sOtQ2VXets5bfQiI4KjO8MpFC0yTmruPT21YLJWqbQAMKE9+kP/EatU1sJYjhKEoQ3IsJS/wEw+TKJEz8FmLYDjMaCRFkG7HOeoKJXyIKQ3rqO6eikXtOxY12renCORVRe9m+ltsaN+79jnZuhOEq0uyw9lUtHh4ez2TvQzDrfyHuekNN0YME2a5hPEcjEiGNIv2u31Veci2eQ7z+Oi9H2iYZvrQIev2/nWpce0Z3kTYDcizt44ud+SjiOzKnN5p3PAYa9a2Evxyasmd4srk6ifxkdW20ppqxA5jwl8X2JmNk9S2Rf9QmMNoAPcWF0Lzli7IrnFPRHnX1qDDtNu2+UveK8WHVX4vpcdIVzqnYTb2w8XbqDTXLMy6Cgqsf5vmC7Ypp/xaIiI2L1v5kdCNuIpCjzt+86jRU7TWQU0517VnHy3+QVWIzr726AcNyz8nVWuj0NCcty5foau0R1+I3RSKYaWb5xhml+y8o4MEl7Sq3N3Bj2Z6JBOnKuT0NXtAb3vT8XtGxLLpU8OkuLfn0w/uJcE7FHeu+KvfXhl/tx87pWuznnlNxWCtnz6l4dOjtL9I1Nwpjo8ZsY/R1CjTI0BimQbm7f7HifKyZ8dBYiBlGm3NKuGw0mIBT0Ulvg4LBNR+dNHWstLsucq10dS+e7RdJ2sI3POM87RqOHF2dRkc+D5xNLzBClChjdNo1nE2ke/7ozumspj2SnvY2dg3GSMJrTf1Rpx90mm5FMKfiuH/4EpWLb83Kc+y/urO+M2X9ZXQmmFOx+o0YbtbWsRwL51Q8pYtUZbSF0eaF5l73fVTS3fwHWqVmJKC8o4WmNubuFh2tdGqpp7ey1m5OQ3LSnnNbDrR2PIVgwenNCghml8lqFeY7It+iGYfpKh29656+5wlKYKzCfP5vZ4x0zdzbc0or7xVKT3tXaW7qNKC5H/HRujAZaXuL6ay/SsJ1RTyLj4PJ21VUUYLa6mLW/HAT9cx1L66Ibr/R83hkvu6/MQqr/irehKROeXhaC3vW7/KU35pfvd/XLK28xemKyoZh+doWoHjBynKOyonR42mdnN7KGd2YRs8od7XfTXvjWgPQ9Pb/inYbVf/2tWNfTrnF5fjlKNLt6wQJJtptZO9Hjqz5WtArMybeK0BPi+dUbMnVaczIlfNYz8sl6LhX8ySvwETeaYTYkHVgsTwNMR+Te2Uuk3Aj+2COd66m47zud0IJTZ18neJnoMjTcL6TT6bjuEmEcRMSeRPSxESSKN9pKhjH0JY3IWakMl6+vEk6E2YuTbeJRPmGOqs20J9ge4Kz6i4yvTphvl6XBpTLiGb5ZkzO2EiQni7PqYjCORXV7DkV58RUoQUjAlVFYkAqIkMUaKpsLpxTkQRHkTkjgCw/hioDoAFBxk9FYeUOMYB5ttxPMlLZEowRMmSCP2mZoKPICIUGAg3hUSq3EQOgeFVVafAUlwcpVBVsJzwe0EPPqfhoP+FnDuNBLvltZQWu25nmchoMcnlvZyShG4T49BeiT/tPoMBUOhg87eUA2af+Fz39rVMl1OU6PQ4+k8lT4euSn+tB2LJvvKBD0ud7mJaxGDVQ2v6l+USfrzVcQ2WUdX2wDqyOjIStg8/PPqMX4SwIafDfUn4CnTx0lqCMqb0bmrsl/DS98enwD9pi2YGdJeRdUF6RPw3Nqfl5Gm6fOK1IkC4h8/Lq3SyveiN4tyLDkXwxS+7pwHRlYKO1Ss5hn7hK747JhhHb1lzF7vytURmHYiU6VX3gNB31gY9qydFYT2zUs7HxfmGiEgJErM14lnU+e/bIqru/6oy+xa5sg/AcSC2i82GeEgIoyoj2NlnuC7Goa0W8bZDJhQIQMlMJheRu0sHJCo4+EHQtFQuhbVtGZW/+gcAhSKX44FDW95Z3R2bvM4dRP6u28J8t/GcL/9kvDgAFT34cFwhBPAAXYVX8ktXxqjxCMI/a/bWsvcmO+8sLCmYeaJ+irYqL5WDYO0pyMtbUFJKMDEegedXjei7Aj+YWYNPg1Y9c39WP6gP6VXPvPvI9NTU9pxCUBNlHrVunTQMo8oksF0jBb+YWILve+h0P2bLjcdR/AQKKOpVSrQ3IBmrSklwnP/b9oyYPld4jQrG2/r6XPEPHQJWg8Gk5WkDFKX6rMV1Yu+1/80/+h4/6O8N1anNGYwPQ5lOsX+98JkD2/Qd/7SY8mjtO42p1Xg2aqxvTm1CFHbtU48X/T/4/rzyiyZeWGichQH7fKZpOzxIfvAAV8CwHvo4enQXbNmvvyf69OtczCXIOOGE5ce4n1+26fW/i+JEp0+cTyfYBpSKrapmM50mfhqFKH6T2n3jwusiJc2vupTVlxlzCEZSLmQtMolqq2EMLenWeK22V7MP7PGvqRTll1jmEI2hvJbVFCJEhJ20veH5eesqmDsfa5ie2E6DKP3zx6prHeva4UN6atwdusDyjvpt7aTnWMTfhqEZe2R011az4Hz30WHnBErJsxvvcoEdfck6iwQMF0PkgRE5a76WmjpK9uQCaETZTKI+3nOQ4XGlsNlJw5/rIjf1CzRwbHGt3QjNMcV7ZtW2DnD10ELxhr7Po0A2O9Z4TtHigAIQIkue9vjZxuIHseuOtSj1Hy1SMnUNhZEOtcUHBA828tKQgGxhvVWyf8sBGs1gEr7is7tQqoRAJ85z394S33SR0lajR8OTG9xlR6vssqCMnHlHm311g0FuIKmsiEnQR9GoQPHuP9xnxud94gTyaOxAB5f0JQNmg4Xxte8LnRoe8JQGSck3Ci4eARNCLGkTblTSQV6tH/9PcgbDUuUov0ZYqQbh57mvUM3tBEIAazT3aLV8bTngLvaCePY+oXFNMXElAhqjiQ9FyNUoaxHtELJ87Zv5wquv0NvzfvHbAK6nfXuVwY/+U2HcFzmwJF8Sria9QT1Ts24iqPpCj1xBumscLw3XLcjckdJbT9JazeoMzZ0HCP+XesldTA5UjQbAeufXMHqh8KKDyfCSgwJkLWmwQNfPKeTBHUwhTfCegnXPxV+/AhkM+AlfEEBhPjYNyfUBut5SbaAd/QvQouWkd01c+YGUGEEvbmbdmvfXOlQSzU6OCHztSwFtESMrzCSsgoYSnwnepD0RkWZblTV6F1i7Q0ymk3prURWBZQwESnF7bcPX6sCTTWN69krpnzzQYfmLBO801hN/skDGVEUWjESsVtVIRKxGNJlzTmVdgj5S5aZ69I6E4l2JkniWE4cBbek7XjdGZBR4iTdsBeZ67w1MgeHGkRQDtaJoHeJrmUlIPCBiLJlanotGElYi4UpGoiqCqLPxGrJynVBjzdcnpvTErn3QFybaDpZFj8wX9PNnrR5nlPqO/54bDGAM1ArrKL+UJ4NOu+cZIZZ1Xx97nDRbWx7vSAx+v+1FkX730HjHrkom5y3rWmnVcBdc17j97J6tEc9651+5r5nBoFrtWu3RNdsoKOQbWuHR7s3NJlobdtqu1OZcgTupB3Nl9lO6E9cA1I5ETzy/DI/809mFvVm3H1U2J3qZPrVBGI+3AvlKFA495RqGHoPaDZ+4yTo1Jluo3jQNUfwh2fyZWvGD+sm7yla/+3F+7CTzmo3z2c3/uS6144AWOdMkp2oLoUS5kU3ncKtrV2UvhGrljdI7bGcMta52tjDAHl46tMVghrnQMzMdZ2n5sljNYw1X6CKwvLkA1I+Ht2/JNLrCorPigjR/UvfE+b/U69+l+4mNbY+3I69UPtyB6zKCxClvkxsx22sPBpVU5HyLiEQFSnlog850rKxSlry76c7cxuN+MZfxWXnzUqvsc6VHepbK+x7ucePQ+0dSj/Ld27F97juPM6dEhOSO9Y2pmdXyb7Vpj1eioojUcDtes6oF8w/jlK6xL7DBlTDaVmQZEisG59EylLlhr87ZfOq8e++CV9f9veZGbvNXBv7T7ic9w1vqyvKj5x+mZo+LBYwWgVFsVtsiNxe66ZC9jJRpHjzEGEIfotRTx1KwjjoGF6+efa9oM5coawuHO8/6bxQd97uiaNe/SfaX7nHj0iSM/ep+DB4Xv6loz3wdNoEdIZ43dJN0pM0aSJAIojLs7xGMzity+K+UceRTtzCNrxFhuKqIDLI/WmWVeFM3d+rAw1zzxA499tdHRK93yJmMrb9I9DWPOtCDvef5x+VlgXyE9RnAVbNRSHbQMBVJDVNid206ZnpHq+ngHZUa3cjZl1rMAzeye4WKt0mPwJmlI4Zvxben3cjQkqyO/1a0vmsaxGhzGaV+JPN+6mz06OobqSduOJ6XemlWnygchIlfgMFNVLI7X3JVoQGA4xiY7LsksQj7TrAmHoRoZPLN3luO6hFCIan0K63ZwuFxYyV1srf3hsf+14aQFk/9c8vupfmf5jxew+er7y2rFFYPNhMbVJHY8eA7BdeGqykJZeGXMvuIArkYJXM5ll1dVY1jWOvHFMvYi71miXa60uKxBW9N4bbLijuPAo2solgPdirySLPCutIfDbhohgWy5O6bNvEHmrFk7TLNWNXQfnMdWAURh9xfaBf4gAwor7pjdbhgdD7rD9iFXaR0ILk3Za39bNS363e9qERlR+zJ19NrlS+25ZzmO83hpuHaWz/2wN9CGHza9dnAkMgSyzhICCLygckHyGN/latmmkc8licJMC0IzRAzNsE5hSBmBTOgRrnJZEo5djwteAkDMKxHxakLseTGSskj539tFwjfiCRH4LvWpqB5mWpCYhIIhyjFW9ayxetzwhbtHtOHut+ywiQUAxWXFeTsRv6aKfJYyEXguFbtdI/NzJJQklAhRIpIQpa0MSEKBgWAvIqIHArwop5okvKz2ck0CR6MkqRxf1qKyEM+Or1BFNCFK6pcbIEkDCQWjRIQoSRmRjIBgrIRHNGUAgJ/lHu2WNmz/9MsRC0Ap+KDOFEVa1aTPBjIgYYso1z4j1DhABw8GB8jw4AEAZ8rrOlO1HY0EdXhmVSXqmSOXPVbbDNWWC4FDBwOaM0sJgEX0v8jkuAM0INjmn51JxYf/vOMkA1AhkPoAQPhD1DBy1scBEA2ErSwZbNttJDRdE2l7UBRRo/UWN4iCvMIHGKvYbiGh0hgOy+Kx1Y1FKmz06whRlTXcFKirDMIBTmx9ThhvTMxxD0j1cRuJ6MEKCD8DoEozLJUQZ83CY93hhmyQQKMKEgBjRHPGiOkdlvUJ8gUeBMxZVlwH1LHnw/ZgV5dgRVQNog3M3kgIgAERMCBwFQYEjBBIIMPYWVCJHXBu+Wp5PCnKcX+Xq/2jvbpBAFVZw02A2nqGAAgds/LaASfozxhjcyJkjFAvPHMIGQkLCBEZQ4Ssh9FjH0AVFMn1x4nzTGP779OuFlMdQJRHCpV45zmCuZyw2WKlx9jSKdGxvZwAxXrzVSWf6GgNUdq2gayzJzvIbIXUsMMQAKonl5SBkmfxTgwQNxQm/1BstrEdo9mEuBGzsKnHQcU3m2SIEUsG5B69enqKjp8BXohHnSCiyKVqa7ixvOl1uQ8ccEeipo+hbk5jpnTEta7OliYwc9lBZhttHc1ZKEl1pbnTMpedsB2T+ZxaekiPeQCZrVy+62Ss6TnOgnC9dAMQv2/RRnoYbaCfEZTtlQ4I2tBGKE+45G+s8wzh97S4NP6zmRkZC9u+14xDU6wor4433NCCxCuMgvuNdhIevXZoG7q4zbc95CTqkDNhnUqvYQnNVZDwZ6fQQPVhXsKFkINAPz6J1u3ZYuU10m+koqaF131MtalW1MbKF57Y/cK92DO565nw8BnqBiTWuTxO29HTNT9yPXAi8ox6qvV4yQsAIwNJ5cqH7Tuo2AKqbAuCEjVS+js2Dcmc6ibHv9ADEQd53TkMmgvO17FcMK7N5rlRs8DqNvpvIi9EbGnr3jha1az9tVmuXL0pmHN6rAMobt96DsXur2eKnqdwkqudsNLzX16q7jIQ6FuERLCHEVVIJEISWKpUPL7f1QrP6pucY2/TQ/bITrM9XyjHuoeFrrUm63CyeHNVkKPK+97Lxepst7/jfTybVY61JImm25zLIrG+7JGzrbdLpxsPeZqyNlWOn4/gXIrO+HsGXwQL/5B3qKKaKV17WbJif/vLOvQN5OgH5qHNX0J0mT9suoXdw/tdLV1b7/bXy/vgR3Ll2ICJFidkKMPqu+Rc3sVlMnv09GM9NfymE5aqbHC1BzKcheDKt6cOAxH4UWlAJLxh1MgMUpdU3bo+d4jJh3G0Su4Do+a8XrsX3fC4PNScSX96YrO9+8KEMSf0uGPa3VqhU3jlVWS+QmnwuCe7a8PVldpwy3Qh3fNzJ6WgqmctzbUXLpaeU3MVF+pioQGxvbBdkKMsHAKpC9UDnMXCQ7xDnqYt7DjBDmeoxdX/HGudnTRMOG3Ifq0M7Z9Lt7S4TfucG/lFlxla7fy8EBxb75oVWVs5+Z/Z9RdJ7CmQm8TQQDlOXL3ukIXHWnvkClA6IgAMXCbtmPF3GAJjYKDdGCgrUM2DWcm6hobBc1xJdiSbh93ogvO0cbj8DWlRTYsW8r38brcy/cJ+V618EYHNKSy3WJ4Jl9JG6zrT6TL8lXNAjcssgaaomusY6xJ3qTKCq2nKqapwFi43UJ0I8BxXcxeL5WqAZy8WERAtFg6way8UDVRbYZ/BF4nfu4c78D0Vhms3vA+u+ZlckAuaEVnakWoeH0W6k69ELGy4M+2GLbX9m8OERzUtWk/Vx31j8+eObeWovLk/npyMPbvmF4eTtmoFQmQYo9K1dctKh+pbI3vT/K8rknI8af+XZUZzaZQeBMdjKzW7kWx9Rbf9gvGsTrXCL8lScwTHmuiG6YJkE+VE8ufLJ9qFERXK4rqVt9u17tmbirZbOWxeGmeb41mt6OxUqoW7aYTSYNsG4w1T8Xb/3cCaFU4m2KfnJmcFcaBwEPdtLFUeZkXheB1Xm6tZ4IBqZR7hjPHqB8owObTNvmhEKDc6xzvOsFIOKpFfuDvrLjp/NXhn38tv7dvUsWQR0j5Ku2TlMF6Xr3WShGRzdGXaK2aSkpkY+b2ROU5X6ab3mGiX1HdjlkmyaKYl2ppVi7vmfw3a3rU1db3RTH7G+B5Z6chUQU08Cbut1MisBL0FWD8739bFCO2m4bH8emSY4WXhUDbTla0NnfSbAau+2q3waaXgw2cAJgQqtn7XhWCzRfCBDTAbMazSu7aftxy/aDF9jarsqa34Qf3BTaAQczFnbkczUhYXO6qvFVOlNRe1nsWYfsChyiyEV4tbWqQJv15bfwKj5vrfjB6uOegvubahFysnfz+ZHp+MGA22X0WsW1mOjCleEbHh9kQ2s7idYbrJlirbo6gbyqPtQJ0Wxfbk5rP3DpZnA9V9NgJ9/aV5HHxXC752SzUt3u3L7XvLaWhc6/j39pl9b4rrSGZWr5IVnSJuixorIuyIeeuSNUQ4YSmHFEGyLnmzueNri6l7bGaOnzGY447otGClY9GFqijiAgjXrDGoaSsipq/vHLMfmF4UFZ5N19yLfc4XclCEv30Y9w59x6lnFuvow0V70r+jvsFo8FkAqrgf2IuBMUTv6DAWmPZMYfmBC1YYmbkDYOF3h8NJ1x6H0v3XjjdD01ygjLHDFCkwCyAvD9RZkVRvl6htQkuPcV5qttEvYdtEMCfxnNomhUpIsZLQYHsozSBDVIHJuoRatqhaGYycedZYEbUWmYFjdApRbbn+vAEMpNBv1f0Sa098wLbeIj+k76pFkPGoKy1qKRTGfki9ysoGCKRP1IpiOGCjYWz12NjEJGSxmbVcM1N9zTNzxd9xRAUYWcMQxAJzUaIN/Py++d5gOPzQaAfUvLkBRO2E6koLriZ+O4R4YgK0Jk0omdRWWBInRNQ2Cdu6f5WQ30LfxM8KKM3KIlLwkoKxbF1ii3NWGA6HlBsuoOR+B3ALj7H+ZE9pMXvkyzxc1jcCM6grAwmQAAkBpN/sEJCELYEHAR4QSBLM8YGQFHEBNQgB159XEKZB2wMsHoYGV+w0goEEKBguACIAEg7dAc1hnnE4wIzKXHrIOlVX4aKasUWVCTGyEJtjxsNpBeZgAlXsA8NVur5mJZTNWHzLXdtWZ+oCigJq5vwcCfA3XycB0hzmIBFkP0oQCYEQtvxojiQBzHPcJYPPCKhQfMBLjEGkmoE97SCS9PuuWSPHz+9T/Hxk7kQTszirUXnG+Fb8YlR8nyZ21D1N9jU29+eZ5GpWHdmmtiXLIXftWZbDgyCpCq4KFpgq2hyi3PKsO+eiy+K2EPUbKMmrwbZjlaXy0LXiEFKOZ/Yi25jE1v3HusR6bcRG2nKNzN5TmSNuKy3VP3vHSDEKR8zvUw15M3XjnuUYaRRJk6Ym51ATDbZ/wBDlMMt5N3xWQIXs3CCSNRnkcAY2sNIRDgc9F51wGKaIht3hwD4ecxLFpcIaDjaZE7pK14U6UC+l3V6vVrwo7/mweYjXa6iDX/TN4JKhs+5gZUe2lz7eHvQzMedGy1OHnaq6/Q7WEAYDevix+gS8XoPgdLtZd4jiE/N8hEBH3JNZ1CucgQaMJx43GAzDPMZhOByMy5bDd2qYh8PuxGtOfHkfboTHrGBAQqh4mgDwa0oEnoZVzMfzoEobBozMqI6QBNkljZTjsJ5LhIi+v4zMLJVBuYJonMpFH26WdtpZtOk4eQQvcNAYCB9+rB4higYQm3QF1jYJrH8iXic2u1xAkghvC5VuF6r+GmTGVOY9UU+oypuEkwqJivmI/17hsk1ZjzZHrmOMkVxVi4M5iSEylRGqoAIJFGiuqkjAGICqzun7uwiFH0gCux57wPEPwQBWduE+jYDgu7IBmQqEqnA7FYiYypAYY8jUT8g8NpQQG96PJBHoC8bfBsprNEk49joQ2CSqbBh0Aeu3+DodxIX3TgXUgETIaPKhwThOrtYLwuTki1fYkSfM/LZmGwXDhjwhZspyC+Lv8KrZ3myugL6fdE2qkphzbV0SrJwo0cJjCCT+NShXPK4tOuDKMfO/rc70Cszp1oCxpuwiTpav2k15HH5C5tAgBBmSDTuV2yYb3yyakE3Lm72Hch94pad9oPLY3uy3LsfJiqsbvZgiqlFEIEWufsBV7T6Qfy71vJlbudMKyfvFzfrbutIMIzJH90fTiJ9rCdL3D8wLSqqIqONxJtxOaxD5w/U0WPQ0f78iLn76R3SkGYWrzouelrbOf3Zu5ULvIkXpUaJ0rpqcQOfNe2wqpU0Nq2M91SoEd8kuQcmK8kXXxra4pNbNk39NXD8GdLZ3jJcffwPtfFyJZ5XJ0f3rqZIuIDwWbwvUvv9qPH7U1LxUUP0NyA0qaAYV9n533Qv+amh/0awdytO2VzzLfzPGET+bVnhjhz4hXCWq8Rr5AvM+t/qcaj2SIB5qj4QclZIqIvbGej7UFae89rWaUQymW/TzirF4K59wFmqnI89ktraOlIdG5YOHnyHeaCTUTvyCVjTk4L7+Zd9vRIUX7vr2rHn85nqIdcs7XIVIhtuuKbt9NVepZy6kQ316PpRklgfi71M8kVgcM97+1ECs45Cfk53fWuTvp1XXXxvW2owPp6NFyS+bdmXMHhz91t93oohqR/X9WKyEdr8hNhv3r41oXl3Pzg3YuaVVxQcy2va9pajSLyKigyq66JRoa1SPVdyf54u4Ht8oaRjs2yqkEy/6qb48VCbr/PinPPoOPy5rmgXWeemPMNT4KsFPH9h+IcgvoqhtH4fyRbPrccMvnUTamD725v+TxjULpcft+1y4UOkIJDoI2mJRzD2UaKFna4CmEtSiUDSoLtnqvFjpQFJHZG1dYdhO5vWE6glBq93C38P2FWKYEGK7TUjbRZdErbBniVolSK7qUE+IEgTzKkSot0uAYUhAbRNR2iapYZOIdHuV/jXrkl40DN1ZxphuYi5l6QcnmGUQjUyfKUjq9X9w756QlTFgjAFktVj2elkC7EHeg3ud7nhgZLWMIRHViSgU/KR6RkHoEmYJULidqPWMMZMIyWupvjIJdw4CxsbhNSlv4bNHMDPMUkbtUd14scr63D738X5Ld6NkqQ6N+tzxWKZoBqGvWQHX2OwN+AyUmQv8Ag9DZl44oPrAJvrO4Xtb9xfXF4CZ+EKI+9ymRejc+GYQ6xKwvxU7vYErbbZYOrDFBUOXT143JD9x2VoQnTmpJ6AotCBCyAxi7MuPDC23u2b1rliP9EXrUtp+RBZHmN2JacC8dlgXtHMJPYCQjpDklhaEkEkCqKZAamQ93UUe0M6oF5xZSwCMe+P2COM5pQp2g5xqiw1SQhq6hqyO+uilmdwKecemn58+++j1OQENjpn3OqIip3//88+wut3u++99P1fqdrnSvXu/73N+2dL/csXiTLniUei0sx1BU9tHkP7p3/OImrZk79fV8F61X2wus6ad4dhdj06Z+fcCGIq1d+4vm6bI0pnmWWthFa8PPMNa2bbPTu88s1PtLOudn18tHdbVbW0ihkqnPb+mdbTmg63hvQpwgVSQikSPVsAiceZkgEIIaOYWGUXeIuP/djWP850vc76iM1jVRI3ucjSjdVHLOxVQplPF8sCFEKjQ8c+Npf6iehYLoNV3kqhxVc8t/9iRbgqhwIWQCt9mnIdfYl6d3NJJ1+t1l2fNvyyJHXPBLfxnizkAFHZHNRcIQTwAa5tqB9oy8VoK+kWfpbdMRYCK/JF3bJmG6/uaBAV/AgBqXQBzcWQnJ2FNuvGWrqQfASg2a12kYCZCRb5nMqZbqphfSQAVTdOt6a1lWvbZzrBQBAXTC3X7jGHXpSfjLGFFdeuN6AC2gEy7fdPPV9s+XCVhaHYBUFRVkd+xRKtsVDdUAB3guP0s2tZxuvkFUBQZNf2zJS9+77CHP19GVQVS0AHabjDPBAOoiJ+hrE3VD2XLdixtc86npjuWWZdgFIIf3LjkLnup7AuoHeZ3XZthEISFxHGXs2hbxxkVIUiC1o+cLfzH1EINg2CoY5CLBQlnqmjbl7xeMItHLscJlWwNZo1K7pgRbplVyUv2B7NGlcFWrycSFELBKxiqWUUzyLcicP0rOABRRU1CAk2RG6BezgUJIDDi1QSAiOcBelUbhHkO7hvBk5IXMvfFXwla7oFe5Ya8twAlsXklNSMOxv0SG4EvNF9xYVxpUDkfJ1IRwoJkhDZ6oEA0ENGFuZDQwQQJCl9hoASspXA/V4nxvlN5RU28C2TGAEKFDhH/pz8wVJrwtEgIoNro1Bq5wNsd6AI9WhY1sFX6mvXSQl56Tsz1O0fnXCIvSNOxh3JNWcQtzSSWdT33mK2naQd2ToiC5W5ano+1RZqmC2jj1BnW3mchH5ajNnrvQ4FUSIAoc0AXZiK/YJqRM/2FpidLh/32wXK3saWcWrVXYn8pNfr9BydxkpDeXszNwpllvxsYSuDH0PYW/e3R73ZmWX9iOO+c/OljZN5/7+8iHgDzg+s0YD8SCMSLOLp0TexDqIVWaSDUYrtazWcjEudtRUk8sSCLERubUUk2YqwjqdKo3x9PM6lgTPVVJNST+nbkZZLHEOqHEsfMVkSnlUnEdv9LNw77r3sd18dXwgGQ50r1HEM+N/ZbeQTSgMAYV9JmGvhPFQQaZ5WtNoDxxpeNqvhUl6Pz9rkk64t2OAHGptPOwRRJNYZfkwXFYfk7+GpTBYTdvLfd7U8GMTDoHUoEd2b3RQeTAQGtYpplP/5Lf91JQrQ9sD3hayNWLE4cEBQ9zYJHRtsTN3AO5RjOWHXHup4Dua6PNchyrhdepnfgZLKuK6BCT3WHeTknF5e19QJOnus26HzNz6G4257ZZTyrx5gsOcbhAw84E9vIWcsWHW7A3R1amhmameG1YKW5QS1VVPviSgfLjLjlDfWZ/cCWf/+CjSRE9QOjlq9dPA6TB4SOETxs7amdaaF9UCn2tFbmq4MHFUXMc0NRBmFkTW/ee+GHSjbT5tvhw0H5vBWc2jUzr6VttWO+wzHzRxZSZ76tP+yexyDfDo8BbnTHyApJXO6Wi8GPWUNkM1k2U0qSuBd+XX6QX5P0H0sl2zFGRbhtz/dU9oih/1j3wNUP5F96xR93TiYjPN6DhZS9XW6Xh/7fARIICXohmCNqrq9F/mJXLDwzcHyVIU/NjDFNVAaTlmeMmWsUfdFm1B4P38mY107fKXUU7/hQlDsdo1sYi3Lh/GW52qEDgtqJoQT5ohNTJwjyGHGRBfx8Ae8wCObEtCAIFsAiCOx37Cx3KyJADYJNB54cfMSnfefeZyEsiJAoa7ttXD5rQYgtHdBETfOdyO+z1FLEHUfUQMw15sCO2BmMWq6xCU3K++JjoMH97ZSBwqEnj7a7D+d+sBkcKrKxwHk4idAfrxFM4DeLeTVVey5Z4SFYExjKslTtuSRBYVkDwlY0QoJf12LJiCjjQoTJ6S4jgcaAckSgaVkkM7LQUjimy908v99SJbMHZ7posfQsR0tnLUdchCPmGgHHYV9ctHYPgl6IlneQuWi5Zrfw4wdaetGfnY9sIK1B6Pbw1Q3l51S12pggQWFFIoROeFdFdqZ/I145qsqImOoAxLXJGYCDv/m6ATFHBYGLQ+BQKprKkwMgA0GRRvL9XGFvrHxwzhBuz9nxX0j56bOJnfksf/OD7/TMXsv1M+aIuTIdvHn44DV7NvqxnnVtaMmbkvx425KDmdLZU0AX/ncqEhRh62u/Fr6r3vNgivbKqriUDvcBpsXhRB1Hv66e/h1uFCR4f7NyN6ubzjKl5cp8vI3dKYsUAAqyi6n5mxXDwTy3O9wjBKfjAV4RBHNgHgRyhL6N3Y4Dr3NtLgabuQss8jx3mScHmwqg5XmwgNbZuUONlfjKYyf7x88Xq/HbYL+y2+P6Wt4s5Nc1PViRt6hFCZITVdzOyvr9o335zZgMK8uL3GcVMQAokMr/LtnSRBVg/HYZQNVabTyRck2sIzpCPlXlylPf/kAeeiJSUd9F1kbkpWUPmxV5ze1jI9LOwv7rnug0749NxtQzvlDD/ZW2js9Tr59eYOPBwh4SRr/1avu5wKr5OXhsT0Vlu2wDjTm+QVmv2LNRpe1WReLq7Q8koqfJic/94eGvQS/SvWyCzvkWb0d8x3G/ONTDPUMuLlj1fmKvzbu+d3v42fNqxPKA0bsI+9qa2FGVPFWCN69LTz8up2Ue0e3nOzTOxgnFnPssb1DxoPWz6WZ5uG9Vpul550NjupAtzX5RUt4a0Vr5dX1HZnTM7P5Gu1c6Fa5U7rMqIWVsVHCjlzn0qUp05Recw+Mknars1ajhU1Xv9pMv3Ue4S45IPE0ZXsltRcOjDSSWjNVh9yYOy8M7gvFwFesBLnumftRRmRNYSHsraxTTzYZZt7XC0rIDqy9wyZzRO0umYbpmMob/871Utx6L1fVuPweHrfs4IvH3xt3otRxGpDJiDnOQVEclYo6DyAgcBAeJiKlEjqM6SA7LKPa6cYac0W/TuuRPpWvSb/ifBr7P7SMJCm6lA7Iu+Wdf+KccDkQkNMuhJZDodUsgASQKz568Z/0R18mbkTvSk/hQcphlf7km9kdN+l7TO8IVaQgwduliOAUTOG1W7jDnBvhaIigbQF1lA24vaOogGtpTvjZh9ZFBGTmDYNrtr6TxvuqRS/39ezxjt88duQARlBU3BkQ89vbTbVr27e/cLyiRwAYuMKSBdmzOUVs0/jpThkAIKLJmbcvQ9SCRQQj0vYI5NykxY0h9eCaCXRY3f+6+F53TCIETn0XTbnCccW2Nods7AiSUAbQROikwtXPp76Ntp95FcyNTWsD8aQ47M2jZw/5cXNDgB8uRa11cDqHgAuftnZQgA+frnRSNEaRxC//Zwg2CbnpHEE55ctwOxsn3J0PsPPXBOK/X45lLZP87KGf2sBkeFHQL/9kPRzg=)

插件输出上协商的 [GstCaps](https://gstreamer.freedesktop.org/documentation/gstreamer/gstcaps.html) 决定了处理后的输出，可以是以下任一：

- 可以使用 qtivcomposer 在原始图像上应用的图像掩码（GstCaps：video/x-raw）。
    - 该组件使用基于 CPU 的 [Cairo](https://www.cairographics.org) 2D 图形库在 ION/DMA 缓存中绘制预测结果。
    - GstImageBufferPool 自定义缓存池类通过 IOCTL 命令将 ION/DMA 缓存分配给内核。
- 包含预测结果的 GStreamer 格式文本（GstCaps：text/x-raw）。
    预测结果被解析为使用常规系统内存分配的缓存内的 GStreamer 格式的字符串。

插件的模块和标签属性决定了后处理操作的方法。

- 模块属性指定后处理模块，并在 runtime 使用包含前缀“`ml-vpose`-”的可用 `/usr/lib/gstreamer-1.0/ml/modules/` 库动态填充。
- labels 属性是一个自定义文本文件，对于必须为预测标签提供的每个机器学习检测模型都不同。

可选属性可用于调整预测结果。

- 使用 results 属性控制显示的结果数
- 使用阈值属性设置预测的置信度阈值。不显示置信度低的结果。

Figure : 使用 qtimlvpose 的 GstBuffer 工作流程
                
                ![](data:image/png;base64,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)

## 继承链

[GObject](https://docs.gtk.org/gobject/) → [GstObject](https://gstreamer.freedesktop.org/documentation/gstreamer/gstobject.html?gi-language=c) → [GstElement](https://gstreamer.freedesktop.org/documentation/gstreamer/gstelement.html?gi-language=c) → [GstBaseTransform](https://gstreamer.freedesktop.org/documentation/base/gstbasetransform.html?gi-language=c) → GstMLVideoPose

下表提供了有关 qtimlvpose 的端模板和组件属性的信息。有关用例信息，请参见 [LiteRT 用例](https://docs.qualcomm.com/doc/80-70017-50SC/topic/tensorflow-lite-use-cases.html) 中的姿态估计用例。

## 端口配置

| 端口名称 | 功能 | 功能 | 功能 |
| --- | --- | --- | --- |
| SINK 模板：'sink'<br><br><br>                                <br>*可用性：* 按需<br><br><br>                                <br>*方向：* 接收端 | neural-network/tensors | – | – |
| SRC 模板：'src'<br><br><br>                                <br>*可用性：* 始终可用<br><br><br>                                <br>*方向：* 发送 | video/x-raw | format： | { (string)BGRA, (string)BGRx, (string)BGR16 } |
| SRC 模板：'src'<br><br><br>                                <br>*可用性：* 始终可用<br><br><br>                                <br>*方向：* 发送 | text/x-raw | format： | { (string)utf8 } |
|  |  |  |  |

## 组件配置

Table : qtimlvpose 的组件属性

| 属性 | 说明 |
| --- | --- |
| name | 对象名称<ul class="ul" id="qtimlvpose__ul_dv2_nn3_nyb"><br>                                    <li class="li">标志：可读、可写</li><br><br>                                    <li class="li">字符串。默认：“mlvideopose0”</li><br><br>                                </ul> |
| parent | 对象的父级<ul class="ul" id="qtimlvpose__ul_ev2_nn3_nyb"><br>                                    <li class="li">标志：可读、可写</li><br><br>                                    <li class="li">"GstObject" 类型的对象</li><br><br>                                </ul> |
| qos | 处理服务质量事件<ul class="ul" id="qtimlvpose__ul_fv2_nn3_nyb"><br>                                    <li class="li">标志：可读、可写</li><br><br>                                    <li class="li">Boolean。默认值：false</li><br><br>                                </ul> |
| module | 将用于处理张量的模块名称<ul class="ul" id="qtimlvpose__ul_gv2_nn3_nyb"><br>                                    <li class="li">标志：可读、可写</li><br><br>                                    <li class="li">枚举 “GstMLVideoPoseModules” 默认：0，“none”<ul class="ul" id="qtimlvpose__ul_vrm_nn3_nyb"><br>                                            <li class="li"> (0): none - 无模块，默认无效模式</li><br><br>                                            <li class="li"> (1): posenet - ml-vpose-posenet</li><br><br>                                        </ul><br></li><br><br>                                </ul> |
| labels | 标签的文件名。<ul class="ul" id="qtimlvpose__ul_hv2_nn3_nyb"><br>                                    <li class="li">标志：可读、可写</li><br><br>                                    <li class="li">字符串。默认值：null</li><br><br>                                </ul> |
| results | 要显示的结果数<ul class="ul" id="qtimlvpose__ul_iv2_nn3_nyb"><br>                                    <li class="li">标志：可读、可写</li><br><br>                                    <li class="li">无符号整型。范围： 0~10 默认： 5</li><br><br>                                </ul> |
| threshold | 置信度阈值 (%)<ul class="ul" id="qtimlvpose__ul_jv2_nn3_nyb"><br>                                    <li class="li">标志：可读、可写</li><br><br>                                    <li class="li">双精度浮点型。范围：10.0 - 100.0 默认：50.0</li><br><br>                                </ul> |

**上一级主题：** [ML 插件](https://docs.qualcomm.com/doc/80-70017-50SC/topic/inferencing-plugins.html)

Last Published: Nov 11, 2025

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