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| <title>AttnVQ — Attention-Aware KV Cache Quantization</title> |
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) 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) 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) 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) 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) 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) 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) 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) 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ZiEh1uJZoS82Ik+jO+wH/QjwmjZEGha3ic/NMgcKZR8r45o6xEVcvmmZEpLhQS7Qpz5hFQNHD+UWNKKECPpYyXbeLNbLKfubb4QCqXcj3uYA2okaXMqzZdftDzy7LxlmTjHOONnV2g0+FjimKtaXGM9RPKyHDW0IGeiWEWBeyyZBevOEaqDQG6tJjQegNabdE56rcTxcYrCVBhPOI88XfBDZ6vDcZzDBAGroBD0aMCtDHfIdlACh1B9N3GCrTAtQh4hCUYtUkRv94VAKMfFQdDqhJRif0IMTIqAyvAXyvzY0q51ycqhSb4d0EdOKpHgXu3BLwZglZbwMS0d5CSHG8jD5L21jG81zzGTxJggU5kYlHaYkGE446ULojc8HzgDYCnO6CRvqIVuiDMvMRbPOFQX7ZlnpxN/29Aj21ExfE8fTPtBkoI+gwHbS6C2A1nMRyA71H0w5W6AI8vZOmegN21bwDi2OFG9N6dwoqdIMP30urv55YO+84c6eKN5qjsC57XLye02R81m1eg06xwq1PZKJPqdCT3DQ6S7pGIEGrqiyGVtFL1K3IQh0toBdSV5bxNN2+UDGSub+cljpMhUlGygjO7K3hh3RCKNUGhaBYJYUCimdzCowni0ZAWrsgE4hIqUFLlAxlzEK8lu8shFTNdiT7C7Bwt1pJZUxI7gTMUpU2XH0SL4MZqTMfYaht/TscFZoZIRXydSSrzCbhJ7NbOGAP3tojN8+VRE0KbMkKkaS3ycP0BXuvViorvG5JLR6jrITNJVquGL79qAwQ/OxR8Wo+lXB9+xbA4+mK3+cDNtEI3BjDpcxNS0yiykmcHKdF1ngb6Zwkbu8UE3iJMgUJfpKOTsAkZZTh6vt4GUxI2yQ2vmzbM12tqiUezsjdYUkdmYoXEk0DWkcxXxJ5EUlrUow1YCV2TbGFuMlpqWmKJoSYEVw4X8MfsbMkOTQo/lIaJBoXY4uVuaqMj5bNCqIpSaRyIlP0VEs04Xp/XogUIth/ZsoF05gJLCNfvFxQLsMfKOBVBfDgMF/G9bFTDENrlFz0gydNIv4EXiDXIXKPVQS4XCJSIzIX6nfDTTwLRDgGNl2EoODwNKTfkbtlQcQALUiOl/EC0/wGgcxOGZmAmdpuvGrywPkMvwbxaAYYmITyCfyKrBKhIFYRAHWvCenusQClEpIbkUG+NkJo+0+Bxrliq2ikK4QeOBf/V7SbwMEs4iQwxgy3IAJNPArww5kb2GVCKycwk9L2kd9DFQm0LjSjERnN6Tx6JDvFeI0KoA7Hl8mIVOb5tDECGYQ/s/Xpc2yD9wKvaVfB2LN604DCHKykaSSTHhaYaSBmBTO4Zlpq6vxIW8ceqw0YuWmf5i/C+uf0pyEk+08RoCkksd6/Y/4Nv4XhiTz0qzhy+pvcfEA5puBqODwN6WfE69lVMUATEs8YrkFK8xNcDp+pRSbXmQrlRCIMP3ZxgAlnw1Uf525nAez7/V6UweyMWYB+RKzxzoAZg9PJ8ESHQ6eeo9X/pjAEEKfFHHJ4FwAYXV+hPnQ2zxHimOwNuBroKNZ7PoRgjuFpeTDOUYr1ylqMZCFodpRL3yPK9dTFfI9AJxTfmaPKeDUxQWF/RBtk3v4WhQPZbkrgbG3xnSJ6W2O/U7avsdXWKLhZbHkjMl/S2bZwtx7QR+ADOdmDd7MLhgQT+BahAbx+QtgTeCph9obr21SAx0FwLR+eTICJa6gwgpcyilHKXO3+APw1f4fvkl081jjl5uAxeiTBShgPleYR2CofToZiJjZDhREXdkYsBewazAEJ1uHMTHqIoNCbR8xDMIOYyrQefY42Tanp+l2P54HsarBQNplE0AMEbmACZ6zTgAT4ZbwxYwbAiKw4DScSJBzUxMlGLxKdg0LPdmpLgd1uLczT5EuZQ0FbGZ7klErqB88FLeckpyjQPeEaw7fwPRky031fw/BI+w5ADM7d9IFG8uHAoLYhOwkVhrPhBDHxIiy4xpOUQK3mk7aXgnrBpqDqnZ9D/xL2eMM1aGj+BTWWj/gqI5MaToWe68suxRx8+3mUQgVYoBJfafXRJBO4C6aE1Xaks+slysQNe2XfmLtQht9sFdCAlpReXYRaGdrSkUtPmxirxwcUnbOEdBt0yFsMcxtKbGWRHUunpVYcwlbvXqJNc3lgbcEEcdtQbDk8DekmqCrLGwxQt1CpjJfnzA3Io+yUkUnup0I515ujbr3xjsjo63cnT9/hzueDT/8VkQXwqtiCCUHdzrKtAtQBovbSpvkK0gJz6GYEpEmGJ/JQesrRVjsp+tThJiHVOC+GvgQ2ei/MfAkpW7yAtuv3Gm14LLg3jbf/nQpwSlJxXeV6JcpeVxRR5LboUdtQhHBAt8azzkEccfYQXQOmebvbXIPYLnZjo0MWa5XtcoNdsBBLvl2xUzzuWMOcW9hhlaiyw+gLoCqIUmcLqVlQQcM10GmaYZNEpL1sZIIbWpqIdcS7oBF4zs9hDQohyzGRJMCGK0jAIT69S/PUCETNsAt3AYAG9xcAHTysM/WABobnO/ZDAJXW7mkR45QOX2n4cNqAnZoK5Yy5hRh8NydDpgWoDn6WhxTzOSBUEOwlzOsQaxkYT+ShZeQI7lV57MuP8MAAOb+V/avhxB9D+xWrFRBxlvQZPNN3xFGAKn74+3pAxf7OfFWWiJ1vROlMqfgs1pelWKbVpixbcl0TdZ+qA7TwREZMJ+SuwUkQLLSShraidAVeJKQuZy5RtXiSMt6cNNUwh0QyvJzIZHZriUpax1mmjUcBo+6Q5JWpc9bRJbjDpZlapFKVuD0N2GhzCRJ+YcoRkcR1Lc0U5P7k+8lTYCqecRiCB0YWexSgCrihXmw15RCrGJ7W66CQKw664vnHcRHMEBXOKKIyOBPeyDZlENlixBudSkPdOX8bnXu8Ng352edpumEmRgVeKF7r2uwMR1/BLEffld5VuMAjOCeDPhEnoOEaYmk+gRMmUPSyswROtUQhy+tPIyfDfjGmhnLVFLEzZ9NGF0q7V426j1V0QezWMv5jgblQGpvLNpt0IpKxIOYjqm1iS4G+ZuR8C6NbtIU2oCLYoqyNK0DFYjNlvDZgimBoRevgO6QFgEpr9mox28SplqhmyChQCQz63diTj4gVDoPOJscoUCFgMwyS00K6j+vdsp9P4gE8TvqcFHro6BYG+hgjjrhfnuun9kB50loLTrhYr3LzZ/QRtt38vMd8hPVMmbe+M7e9YxMvPwkgTq/S0bzothvy29Nr6fLNCrduZBm16LLcRht9iK0iv1FtPkQXKRuFjf5Y0+ROtuOaUkUq/KAhE3qIQgs5C40dAJcHxA27KOXdrBoyaI9dqaJz2JzyRW/OoTVLyWxEbpU6uxzDfsBWvV8saNFu5kZ52Ez1M6LJQxNWUxN1YFpq5svmBVNT5xNto/RY/e70MZ4FUheR7GfUcQ5PQ/oAG/O5DjBAObIxJuNrhzmLWsNOGZlqERXKGTtvnQ4/HbmqLEBnsKHxVbaXXZUz9R6PkZjMpOqOAb58aQsoh8SyEsXMHE0GoJYYnobfRso0R2NHx/CsfScmGtuVFsrCeg9K5f2qPF3o/lEpiHViNS2Y17k6G2NMG+/Gvo0d7AbFP01IOTPp7hOCmI6OtW6NSFQdm7IZlIl1Mmqqywt0UtY2N1zDOM1JVDkfyQO2YToBFXrNuvOu45d0QPld67r7f0ayHsNRW9xdq+mMizJeZXVW76fvfZ35NKQTsqbacA1cmnSUmkV2ZkQqRVqiGZdVLG5/HE1xQFG4GY5SMZ/201WTisKW6QxtBhUTxfnKOTMXvDanA5kiXNYbjmFOvAuMZ9y0rEjRSTbfpJTjvhenXvDzuENnT2Mvhj6uYoVinFNN2XJEiZiZ85SKACXJbGEZPwWTiLFUJot8J9MJVJq7N4k2TueiJTp5nFXnJdr/KAUXQxhNLSYGNqDjmMVhksWH05ASZBZG+NbFaWoUv5gJLDiE0RzHSJ8nAkakUYa+NmfizlXXMo8M/q1lNcCId1diYOtBRzHtQrJ1oYSOyrROxgetOYrhynGcC/FEpKFRF6FxLKiCWFVNM4b1VT8eKMVhxUQ/4NxcHJ6TZbwv2MMq/riv8XFaaJVSfXpf5IN8byOCaGfF4MPTkN7DpCUPbRmgWJmUy/jBhjmEwRw7ZWQajFGhnBGrQQ/vPJc1Wl5WKB4W6gp9vd0JwD9QTlhD6ZcO0R9e5pLsd7ouoNSp89SNnmVXvhdr0cog6xSIkQ4kuG6u9/dOE+8zgAHWIacojA0egYna6I1XR7kfsRluVOpm1TUs6MudYQu1cvZasWqV/moZZezjeJ5GsmcP7lRrWr1z0bu/xSjeKRgKvYVRPUZKsc3OFpboyMCdIDanhkrFmYyywkb3+Gn/DQDphsCOSGiPtZvUden7mKHJWjIesFq91p5fAECXK5aRBqTECLLFKkARMlyU8RZmlOhkCxOi9e94WqLGyMi9ZNRKLsJTrWh2UKtO86TAMMdrfFB8+J4joBokBCh1/8u6+3TdOW9+Z7hnPRhV4oySls7CIfcDuwV/3MlWNk+fqQ1p9tZfajFsSpiNWqtp4KBx2IS4g8Ix6ECjORHpgAxqlvGsmwOoS8H5TCJTnaJGT4zgL3PLXBptSO2LqCVvQSEdHYViYAsyKlL4KVR6Uxmgdqhp/6KfAeORmlBU4Z3wsNHG7uj6PgYX1LTdL5pufHH6KAbXKukngpxPKuMgOfoYBL4rA7RP+tBlfOkw+xDwrOBrEpl8nQrdKEX4G3yKQGf4EIenIe1FN5W9iwGSSfdYxnudCYYb2ClbdlqqZM6YT47jYbFFJJw5LLtYAdqDTuWdbSRwGvMd61ag1Lg5bqMd2rqtmgKHh79J5XYrYH0OOYnRxj0CI96wmnGdzWAzXKp4FkiawLfXSAMcnoYkQkvNqYMBCpQWLeNTjQlAKmSnjEwpiyqZM+Kfphi2Fc+ooKTZnEQKkBB11ieW2YlEZXhar30sR7c/jeOsFFs8RtY0YhfL05D8UTNzrGOA+FLjDNdgoPFDzOYztcgU46mSOeNNLprX/HlmQOS6COSLsuTDkvFFxEuYeq8AwSThWSM0CPM+9O62n27i21gOj3nD2vxVzKX4m5ddCfeV8oXV0SHEuWAofLTCao1PGcQHmtQNJQuauRv5DlBq6lzWNpLma2zPZ/ZVbQT6Rv6p5TBytGrGx1HMfOndOypTEbvM9VpaSGmH5JIGLMewS9fu0dAG6TRi51hXnG7eL36H89mEDINYyG67TlIPyEsyfhmvFuMFW2VF5Yn+kA42w8nSVclGoNDzlD5Mil/XunKhDKt0EpAnUoEX3XjCMl4lW8QWmGFHLmPOFskNlrCNieC3VWZjTCcNyAPJtjM1ILrEjWW8Nsx2aI6dMjJpjArl3I9NTx+5XHyjnbdiTCeeUeOlqooq2lZGvdUbNyiTzyzDxgzFMjxthAMFr9v9fbeLyHPjMNzgHOdMckFEvVMe6XJ0fDTAcHvLxTcf+2oc1KCzPnJGqPLWbp1VvVhNWwxlOs3gU/TvNAT+HzyNyuXy0M+U0JijlmgIDI/B0KDOI7TdtVdUzRHHFuya1l9S2Ms6/VKA3TgRfQwmhWmGU9SM7VvdOYjopCMqPNor3VA3mEtEZlyrYF1r1ENUh5wosEWPwFDAcqCnI2PErP1H1k+qH3VAtude15DKiJvrZbCRo5XQdkvaFaKzW7VrCDPEzKs2g8ivMLnJL8WQ3cJ4r+8PY2e4BU9juORCjUkOPz7y6o7eSk/4hA2l8pk+akg2UCsUxeE0JFIzVL+OSGZT0paFcm+MF8cQISobGZkEVJgpx+eDLWYdGH5gONgNg/AQKdODAFnHv8DvGi0wOFDOTh9FJnQMAdFcut9AUvXBA4IS2AdH/4BjclWn2uk4+1oI7FwjYAqRZDiBTIHiFGFEH52sFiNls2hC2pw0fC0sTgCsRVsvVgC6XGlQDi7vQshjsCIDoAABAADQgUQAUgDAAwDhYwCgns3qAvPfagwA85+4dIC89y0DQG9CJwGgswJpVhiAugTMDq8/n5SFAMCtPqyC2AECVXKHoSIDYHTXlNBegJdF6A8AZC7GerBbN9ZKJdmA52npHcdPkHz/IYb4I29brw3ZpE05gsFiCBhPuoog8hBBAWrRgi6K7R4M/MOjgkEh2n8WSwNgAx2fWD32ZNVBgHEM/hAFmch5XA2af/LMAjgIAFiQCzpgXjB/Za4xXzEnrpIA5vEb5QAAxmljivEX4xmj3Bj+y4tfsn85Pf3b9CzyFwgAUgAxvgYAyNuAhxG8VxO5rkpe/s/2Dxd1qbYWHEKEGz5X57INn2hS4opSnwbAzAIVIQACkS3YYAeVIxonbrZxtx0dAweXLx4/fLsECCQi1qBGY7BwLScR2kdOCaWlU0nPooaNXa06Hl4+fkEhUZiYNuscjAPUB4Vl5f7yt1WmUBESkiEbOOvJYKA5tki2yAgChc4nU1bIFriUMwzI8RSDYhdUwoGCBY8V1hAg4YDMHoUrZ1u5sMUDiycmNi+bvAn5E9gpiI/3iUnssZeIjIyCRjm1CmbVDIxUHBrUc2ri8tBxEWEtWrVr1qFIQhKUxhlfadXmS9chIBcWdgAAsgQAMHMAtAG4dwDsQwCrfQDM2wAAXIKz9stgA2AW2jIk6gPi/Ciwb/EFf9jIfk+AMTxaABI12YL83dE85ad8pR3wLRrFH4Eux6N7WUjMEyMuiAtK8Db4FEritZdGLwa+9fcDohCGfQrNDdzdDcLmYlKyQSchhfPYKbi5o1EKnEb34CPHkFBPReT0rDRkd+ATrCkMfZikGGpAD3gDUutpRF/n0CxKBKqABVzjlhtidv/gIYK9YNXc0RB67t5IGZREC+WCMigrr6gWFqZF4VD4ghs5dR5pGwtb7SJP5VSp9blyrvUlG7ia95bd4kaTW958EiGPXGyzu1sWNn/SuCDRsZjKZEGXG6VJ+prSJ5hKWriCJgBkJbdSMLDW9CaD8IRlubGBCJMCAcUixqgiuLAB98yzmILPvJIpqb5KY1i1G0vF8i1tsgjRpAWnhjPwnUp8U9z7Ui7K1szB4UHOQ4Dt5pazFcSDdTosbwivBLNsLtgAzq5Nc+gbInCbFUUqoBDCRdXiDFRfkTWyzWkALPlj2PeT/qZMzH3EKq00wxfxB/8Sq17TLK/HQTSxFDzEaJbBifEbuzZzEow0oc2EfcQrRCczgZo6JDZsJMFQCFkx7fEsU+pLi3MLz77zzInVAJXHkghHLQ+KB6aMDH4ean//60Q/pYsVy1dSMzoM4kSfpmcEAbTWTUzdkSEoQ00Cl/FTgb+RnaiSA+9YvwkPaOs36HM06uyFDBmp/bZqXMCSa5ZE5RQjSBN3QtOK1vYbQPQsHY+liYzXKpON4FW7aIEDpShjmLAWDnmnmNJQvBSgkpAig9LCELOIbi+BFkjwzEDKxySNdPIS45LTISpIH+R0NYnEd2064Hp1own8INSmO1faXdLLsNS7hiunva97CKy8cOyrasHx9JosjammszM46xUHbUnYXS0Gs9lVE31EKIRjFciQeagVKaO1aEaFR6Qnwxvpq7kNzqC97gGuBEJ5+IAQsgwNaJxFCYkHZuuUVZAAZqGvdIDL07XMh58yEpbTi3CG0oDdISzZTR13ycQRNt2lzkjHITsPI25RuwuHHHenqAw7BTVo5YRDboV4SKcDptbdUkINF6xXE5IMGKiJVukUYdVEC05YwA2mokRYP738EwR/pcEEisUJVk2GKDc9OaLwASj2ykDUW2/foTRQHpGjCEjyfzWjqwhL7t5lojfbqWaJEHERJPEVFqtG5RYKEBkCSQvqtPwkXepAAOEL0pp375SGTs/6PJ36T/46N8c5A4+H20ghpZtmSw9ppkngiw33z7YpiVrRTg2yk1hZBOrNgwM4i7DX+AwwKU3ZT57rkpN178EkMhFsMAKIcorxCEKoK88WPCFNJ9mVFSYJOTbMN6FzfL+kbX/G4YhFQOiIEmAxx0EjABOUE6EF9ftD6G6asOPKA0lmBBgUG2qWhrJdlSp4TRaeo9M6W2KVj6EzjMysQDE0pS6V5CFm7gVtYSX3ShYKBpfCS44EWr/s5A8w1RNDz7mjv0BJHDiNhgZ4EUJ12LdJCgwPDQP6zgEQHnFYLxoDBQYcUSpYGBUGk6IYybPdrTEo9WhQyiZQQ/VMVzMGAnl+xy+Zcxi/pPrk6Sqn+pWXl4hkjZNx+qWxigK1oJqI+w0OyMbJqWf11ZI49Y3QXjDYfxEaylH4KO3BEPZ7NbDrJXUDojrCTQDJWJE3LFFTmoBQ//QCwwXthcRCUloSEM4/nCdrbudJVIRSFppYpRNASG2zWNHdY74DG30hXMVUA/IF39PjVrvkjH2LhtC7FfoQoXMCjLLamW+R1l/N2RLsNlaW3blJ4FT/eKI1QXfc6/8sa3rhCqdCXHVrDVLApdolgMSYG2M0b5AE1bOuAnSMqXGlQKJ1lM7RaatKSVsLgeMxmARhoAedriJhb0QOk5ec0mw3EexAschSXn4wS0qK41OVgpglnAJAJ+I3bmg/Ol7h8oVdcqoags7g2P/gHBi4cryjucBn+CcmcDVzGJiZQFX8hq8qSOBIzDfM6FIHdCeztAPGdeIge6CIx7A37kfi9hOvbCoCSngeZBt3o2u1ewRt+bjG6td5SnNr+w0dP9wsICRIrJwYO4CO8zXLJ4ufxZg+sJY75a7h5kCJwaonSAtcTyM5DQQltORmu3JMNT+i276ljGr4GT81MeTZXsbfznSHWG0fHgUlbZyt78NmLUUe9YhdSEqO3fwQC2ySGfKOaZ/LpwoIGrkVAgSAjM45N4NZsi6HlnWJgKiBNvAc9V1yTMhVBfGh0iTZXBwz1IpYmhwM64NZVUgArO9wF6EFBeJSpCCd0+PU4Qg9IPII436BsZFH26BsmruARVm9VJSwTLPtSL9X8v7izPeFStxGk5TM25WQ+w5Txd220w26yEQbekxotN1eYJiA7Vmvjf5qtZPCbK9zlPVyFphOLb17hKVGwpOslFnLZINY0I22Vq/jfIKzMGyHvL8bCdCHmtblqKhpmpr88hW0odb7aiuN08F3YF41+YF20AKTInl5XksMgVHUq6ANeXAXZPHECttIWxBgL2uU37KB0iNoG+0Z5Jw9WKrlPobtngSy8oNEYNNrgh5uDw67/GwjBNDNjl3lbrVbA78E6dFVb7RxZlWsmY64e1Mb4D7tZlo5slHoEaG5cjHYm4voKfkx6MB5g++AOqHobSAmVvaV1sllkrChxfmCNaIJ+rlKOGni2pMQtjkj+a5tkggzTNJ7WNpMBoxlgV5a3eH3XN8+O2hDZO/f2hDlL1WRLdAUYBEuDsaWMdUijEH8xB5ED5bIK+Bpu9yZqzLCopTHkWto5yhrw3ksg7/mryYw9aF6skgu/GqeVHrYQXVXK83tNTU/NMshGxJLcNDcfzQ7Sdi8D0m999GtrCiZrsV57ksECZ5NPxvhOaxdRiTgZ2OaDexbfhQ/HkNy3evkhwXSmvMYTjg/TCB8hiPivsmnhO3zT1hvbjYDROdM7XLed+1Dgv+eY8GpC4DsrVPMRBdoHO0GQasBMJCyypuvNJKesrK0PdEuBaf3G7wnbdLXCfuERFYiETv18H/TdmnoHDtR9X/bGTtFIESTQd2lOTNpDODMqJvN+QEr0ZTTksUtuu47vz7V1EjTusd/mB7ByPmCZuomF73fEkMf1JsJE306pP0A+Y2YUr8x53/jNEIDfxrc5zXEbDE5ucxUzCtskwJMLUFrSwgRuFNtzn1EjQEukAL7J7w7J13xkQvnHLRCdZwv2WWEeqqa+8XqSZZfNQjrlL3Y8TMcuJ3j/HL7cfT040wH7sDYCSJ7oHXcNgm3Ner+6KHvG63qWU3nhhND3s1BDd+XMrTMalo9ERd/RcEOlxlvpMY3lOG8LRYCcOQ61/0JK2IQ910ZAfzEKYF1t6gHrSahhh11XaU/VMd/WI23uZpl3o2C2nKOsq5BqU7qtdc+k+ETvwhXHRfTzi+dLL3/Q3viD+oofeB45i7HGEZoH07n5a4NpvP0qT6FL+tBXipHKRvyqShD4DJ61Rjy9ADp9iYGOcpKtDIm+bL53VMeA0CNTQJ7xCtwGcP2iPcPI8E1BHbtyZOn5TGMKeWn2BJgLH/6CV/ZbBdHXn47m7xOi2w8U4ijNByYa57VwKCpllFDpzoToqQVxq45VM7PCg0l60LSBC/medKVtKJIF7CnaFJmXsUy1IC78PEXwEKtIwHoGEtF1u6nJ1lRQPtwpUtYpreUzr55SJWwWAAKKdx8nHdnk1xZWPRexJH5OCOKZpU1JlSSgRRCGBtB6wtwGS9B9DOJp+36Sc0NZihDWDIXdMVGQVljmTpLcsBPsJcjgmV9POXIr4ghwtUrjqGIhcfCPTQUjnFXZnhQ8u2M9OWnHKANlkjtRI31CPz+43O2T62V5V0exeDhc/8ttnkkbyWRdUGpEvgqXqOsylyAfmgQ5p5ld2yT5pXDowGvQI1X4Un2c79exl/pposVDtIi4xoS7p+5+XpF0x98MxYrtoPechaYHGN5zGlxbbIDsduk2skxEl7ES69BAwaMmDopF7SF1aZjlljFGO3QYlgknjhPiXVLii6NYyoQ9A2loAxLFq1DsCmlS4cxwNAHjzbPDb6I1AAlNhdU6on2O8xJGJzGmTS+1Wt2l+6V3J179zxwtQKt1Szg4WF1r1abhTiAsjP1TIZ//y2H2ZrpnxIh+AViCpzktT1kv0PcOTRWO0o2XqYcpIWsr7LwQs5R7fxRqklAnGrsvt0sLn5MPdmAWs91hCbuz/J1HDp4zDtTb/HfRxYB4X9e5J93iwOSrZyMVa/06LDRqIjcWhtMGysI2dpqSEfG0bETLJuoPj2/2zJqV4T2rVt/5c57Muc3E58FzcrFqXXtD3JUk9ufcoktMNXwNe1qIX3nvb9z7upypulQ5aOlIj6uSdLLsVDy3MiP/SGbe0AacQuGjUaDu29Q11jkM+FyHC04fmxEhZ8E/tRZ+LLFJ273n1T5xEyZKUUclxgyZgSB8JOvSA9SsDUJPbwgBeOHL9793/bb/578d61csnn7/+myBGZ/9ng4+0ui78/mv/87rvf9J7AenDkzf/C7hvnao/3x9qznu+f+9ug3iJvszZmgrcDqYKCd+TJlQ5OFSVGpC5hzJapCRiVfzHd4WeWtzT7uDxB0l+tzN7H6abQ+VhOgE5RJMM8pEyG8ei+sVHlgfj2SgN0Q1AaJoXYI8kAJKd/lgcH5n2Qa3LtL17Sxc62ywrfersrOU8HCS0XRwR78OFoxMx0e5ArdypUKoSfIU9ujtZx/dq2E/wmoBSnouzjLx2jmVxrrzFRI+BouiPtYGAL6mXezKt5mxuh01kFHqWZIvTH415SM7/SIxYyTzpLioZz0rBTYwrv+rQgf29w7wNJFJ3TrvXHuDTb7OnfbqVjBHJ9uHdDMxAssQ+ShI45TG0a2SUxS0DwT93BigDc5qvz2yHRW1vRO5NvRmbabrHlt1m1EX6DLGm2yKlI8+JhVR8BNEDaz95yWPt+MsTFs0f28vK/NmleFMTHdgEJQamCOUyaScZweWKlymylSMXCPKQRxIBHMhiA2LIKUoDkrL9VLwz6TnR96gBu6rwsPmLLihVDzLGVNZXlmGY2Wf/3R1fP1ToETb20LbvvoRDDNOH/VletzfR51xU1F9URifVF3uwLamZ8PBLnCJjlS6g5wy9txm9rh2xD8I9wOdDPxLYPKRhanVupc1+odPJ3awTnOYB7jdIBHb4QmauYewoUmsvkNUgHCdzazlf54XTKBjNfAX3f2ZyfYCwngIRZrCBZAAv0r27cH/GyhU4aioY+3Q5sTxJrc7X72ixD8EtsPqISKNKagdlncV8Licd4sIf2v05BqWlsbqRJx7R6m0r8hCOxxSivEdBST+/3mNPNae6tBJKwLQOCO5vXYP7HXPYBCCGhj7kUJAhzEYpbDKQmi+0wMfHZ7ujf0We/yCBFvaeWp4Ezi+WlwSD0dpDwkE4irVzElK4QPk7kP6ZKqVckr6SuKH76vmx5mB7BQTtoIEnI3Zfkf3M5vfHO85NCtil+CdvxTEXur6FXnE22J5klFRiz+tyLxCbzo+/Gzj65sfrd1//j2u9c2C368EIB/EBEd+XfxsRMdpLvMGLhLMB2t0VQFLI2b6IWl1CKDbv1C7Vl7vTvWZG7rdK4RlNWoiA62jE1BHiF/ll+gAacIe8IrZRyxRY3ytMRDmelv4JsVmmoJGXc0Zz69YiErRGdQPvZxEH8lPfNiZrO0Ui8l4/ro8+kP0JXWjCv4IDfjcjYn8+LkHyd0OW9mpl/BA1uKPEKDvJLlWz8Tf2xOwbZXkEqN3NAYce12NkYSAYYFHoYtDLoVGoasgDa4AL9iGOGP0rvBn2zPKw4zWGPQCLSHxQgXx5PtmWbw3k+yCtMAYcAjWp4LpXMuYpb7J0UVH3HudjVGDHydPHtOb018Zr0vq3NagIFCwxDKWFy3gIJRn+CXNSsQqMHBKSNwKrel4LARQdr94npPkcKxRbZfVO8pFJvZ5fBmqbosGBaqfVwZwid9EibNGo9PJUEJQZnI5jmlw1KetuoKT+TW0mgoEKznFpcGNixV5hhXy/H8Wg4nzl/7dRL4TrsnsseA1psqD4cP4M6lVV2NXF0H9tzwHi1+lFyU5HE9hejUiLEh4go4J9kItnkqM9mbRzaEnM7VYgYKOZlv4sJOmGuD/lc8kZzEyJLrKhRVzoDdF69lsek0FWwFmugbyOORnIlTUVD1XGwXy8QcuRGzJTedwTxAPxPfbBn4ZPPxlFbXbQM3LbeALkBPoerZzz8doRbic/H/iwCY5VGvTaIFFpUwVGX63DdpXAokrJAeDR/ITKSlbsk6YDuQFU9LC2UdAG+S1/voRyh4pcag1gzJeFYG8Co2yXhakJVsaYjtZjHb2ENwO7jYHfCNxvHVZqnKsGOkUxA+wRpmnYC/NghuEEKURsV8pdIg096Kj3AF7n0f+0vgrqc0YyRKXVlBsGdOEy5Newu/bPR+RsYV/Hz86NTvJypDQ/OcanBqexrnbklJXRXEU5xBmtaq8FtCffLL9V/uOqj0UDVJpW+5cdp9BtERLrMhUi3X1RJn5n/lqI6Qm8gFdeR2X05lzfA3JF2NO+Qq7Mth+xjMcrYVpOLF7xXAypx4+j1yCe1qTnb3MSTFQbIcUGubjW5ybahqjjyPdDqPTAnjszJMyhSXTa2iQh+0+kH5Ymmgy82Wq7w0gVEIlVQYCoXL36ihsox8kaDOC6kEAYh9DmJ9wKa5ShheGmsvxDwFLQZJlVaLdsXuyO7xxPjVyNUVMDQWARSC70zMbY6b2DwGHWWb4mZ3Zwxc7yZ1e7VblgtC/sv1dV3PkYDXQPJS9aXzFTRyikIC6V0sfWmKkpW2UOnD0DeZSD30amGK3Iu0UH6QWQ3y72U+m/KJenDDRR7vRsA0uOXZlD7XrXVjG2+gvBsbnWPgixuaDy9Yb0rAtS+XCOXLJdn1uP6FPwNlBK9MDZ+IEJXUMPC+y52zmfI2LvWNbLlbUsLkShlFb++fyz1RUPAaVEOrWdO4etVkKrEuYzF1y7hFeo+vELNEkELE5ytEkIilEA9lLE+XZizNcFmaIU1fDnwIqkQ27+wjupYCFeqJdFYG4M9YAtZn8DIe+iBbgcdDnz+92MAYfu1h35b+x9eNBveGQWXnzVvLvrpiaB2D/QonDhSCpgAXVbghrkOKyBMV6J5RVgTkE1RJEN8hSTAHYbiDwWe2w9WRQ6PpgUcjF18pDMYjLr6E7/BBYPCiYhK3a3PJBPni8fgxwCG4zzbNM+exUTpsZqpYRpgwPbV+7o7PIqSkq9mf0lBYZAUNQZeqcX3LXUrl6aWl4XI4N/LV6dSRTwwGEZJTLDRx6Y2IqtQXFKh9XETJFxLF5VJC/l0ZjFsnLPjjn9/K/rcRUAhoMoNfUyord6CEFhZjU36RnkZzFeXtpYdZulxFnaQ24Q/64XepeQck7RwkR2kV8dimJrpC0UDnmHhihQXJ6eCK9+dR3wOtlKcKzGcJLfWGBOUVodLSkBoiRh+cTp3fUb3KZefnDBit1PSvWm+xudCwo1kD9lc6TrSX+lOJJkKOm2gEUoNOoTJoZSRquS+mu1IBMg0qk0ZmJGJEIpJLVBDwMqNuquJfY8RHkGhVZTKTFugi0+rINBBFDKgPJFalvZSW/hlOl1wuFfBVfCZx+tv9BYsOq1d6pYRRaewyqjzxphnleea69v46WsjnUcFRKpXLgnLPhGPvrl2Sk7XxE+bBqRW1Vdr/X0XIHltdKQPbylA+Xbvmmwzcp2vXfpqGF8k5Y8Kvhe7K1WwJl8ZQCYe24cT7ECgeFEru59iJYPfVSs6hHg6gnC+mkcjU4mIqmUQr2hG5CAoGeOx0W1wB6V5+/n9Mpa2xeyTwHSEdyZRlJqW7PXgPfFAdq9qYAA+/c/QMDw37oqV3cozZ2cYcPAHBYwIBfHtjx1pnrTd36O2EpsSMEtIJDXiRmwjgjQnkvUrWZAl1Atrdtk0dgIX1sjKWvYb9tE1xAx/mIBg70J4sD0CldeJSZo0NetrWkvyennWohHK4Kn6TntCExzcQhPjXS/mdr1Lx11cceDXKLh6e/eDBK8e1fac6ZGlknzStQ/zVw33GBa+6oK1oxqu/Z8kefhmcPiKS1nwKS1379+CTMUPNqG8NFVTPr/Ye+gUqCJPVZhfxzUZzNGfSfsCbNymPA7TFm89tNoPdaWtvnuklDVSv8CqC+zaYPbOn4Pi5nZNOzb6tYVf6hifM5dSQYhKhBs3oEyCzI/GqCaUGkUkFNWQqf3VDQ/qWsGafc3Ln8XPgQTrPSKHoyCl72D5aB9ZB8xWk7POiaI1FPAUG5fesSRkXa1XKBQolKkwZB70nFAO6cAzKG12RMr5bhypYSiW4Qqk9+RCm4BmLKFpSyj7vTmoH1kHtLEzZw6LojBQeeCHtDA4bf3ccA4Np2yK4M+CCXZYsBjQW9AVWZFn1doTFkS8jAL5ayTnYw2kCAVA8AmJow2Me4quMbPYl72fvPXfvkefvPP/gg307WFjQfW/y3tCLtxOY4I2CF+8NpXufv/vyfdjm/cLdV+4XHm0MJD6xpPWjRN/i1r1bDdaTkT+t7dq3+FPg2sWuxh4lDSxbm76J1QMQXjOxF2JgPGPXl+SvyDtPXM87udLOADE7AbCKIfCD2r0tts0fRzKLnbqRZ15tjVlyrVAqM2KxeZ2xjlXevLrA6Bfka/G47bDjQxb0a8Pj13MXA+7cidvPx56fvL1L1XNVfLVEA2hSeS7rnJunEsjPYCVlnduICzRlnu612NKV9ORs17jmwuc8JkouQkoU/tIskIVvntrrlyAizO/ko/GHsc78CKEjIgB5HJ2xfaA97wyIC53Zia19dy32VExRtF18+pmON0D71mVUfiZx5l1ilNjlNXc8YXvNJ+a/J1SBs3j7FHGgc+anPxWPONj2+pW4MWkt818vO2Hyu6TVO+Zks9G688nkR5XQ8WF91NG2reogLJjNtNustmG0lcMYGYOkjCJCYTGxqIhYXEgoLCyiH0AuyA3Sb925u3QB7sjuKmzc2HP/lKDxsXjjYzXYUUPP76dkzt3gINcw4LUekIduWjPlIad1rJF8o2Y9qJRbCbDnKxiI/JQ+BCv+xt7/9dQHGNv5W7LdmUaARjMqsotLrbMvnl28xrH/ZIeTSPKRYDv28LR6KCfxGC5i80lMjyqYQoz12OECWWDHr0/VYMQBXvDw4fWF4hsaLDUnrlZz12M5bH762YUblKajO+W4rpi/eizzzY5fYFZ1Gc9AKdGRU/axfTRbzEbzFqTsMSVlx5izT7rmHQ5VcFMO/Vp7fM5PF5qQ/pSGVuxfWNi+zzUOodOYflc1NO/nydg0lL7J7gncyblVW3sWjyfcdNSeJXw1l0R36vBDZeo0Im5oY+v1MbbYJRcz62vYb1pbkt8RlUnZEEvJkUgVbGZpCvF+izlRWnv/FUJjNr6JkH5ee9GNBHCPdOb1g/0pK7nA229OhfB1hzeZvd/7e/7rkH4+ayVgg/rLP5VXD5IZwC+sMjtzyVC2HHaTOdev+m/3q8/1L0AvPLJR5ngMK1NHGCIGq+cK73vg9Yx/d00xe3BstYx4KvZC7Pk/p+eaVD/V6RFpMU98svvo8fmXfj4pqBp7es6DMoaDCy3nsKuym7nXnJp9W8IN6RueNKO0kOKajBo0oU9G7YcJbVpyKVoQ/fiXU59gop4/RwZFg2As03IIZFYf+vUULQenmg7/6Sj41kLNueuTPMmeH793pY04gL70xptPRa9c+r0GtFyKxqOsy+WLqZjsmYWq2H71APYYhyPYgoQ1dhJkFkd4EbDqgkgsyu25BnLu7qRbzLWO7GxH0GSSyQyGb/5wx/82945ZhlgsQS6m7J+3DVKppj6evWK++SbKPFfjIfqImHtNRCTqbuUSZ3VgyYjetaA1FZjjpMuPXFtz1WxCJl/QtqBf2mdfEEgBxnh+SHlu4dNlYom2Ohf0/fnxZXLJdPU7V5ZZ6jzqORcQEVQpHGGjLBUxIFZCsyZs+BkTqvRCwrpkaX7OBIv9AZQ6bhi34m0mFXqRDU3kJJIlkvpmCFQ8Ek8nphd1ZgvcZD7P7GWqFG4m35bVldbPYEaLMq2zDyMYlCLp9PuZ2If53rAXCK0dRscX42YoWuCHsw4vDk08F3tuYuMmBlzP1Fd19bE9en13d2/vjmhiPV1VVd094PiqyPbItQv0Rjy+kZDxXE3EDRgGMqMtEVQNYxPYc7/49YIK7pnAt5gb0ItPAxs6DIB9dU9OPofRRerCTJ6oA0xzhKiyXFpkV70/Q11NXlPuryzTqWXxW8Eq9tpyMNYzUIVd+AMQw5mBdacG2uyzbcfT099pq5sF4c/NxK3wfEiQClvjVndrtJH2937pgqTPrwNyC8DM+dnWJjTMlUSiIqnIhSSSqh2CGLGWz5cKqIRAyv9aKa5WiaVAF1f5CDSRJkvfXClZ5/FS/HlgQSZZsqhu6IX9vtzf6L8mv7i/+rRiURY3dSHgEOIHvsxetEQi2kTTuVl/rAL5s7YeharHZrAhPXGFVR8tLQuiz9Sb8d8XHmGK5QZtVCs3iJmHi67ilyNEqieCkJmmWm+9wdHgrlHWz2Uz//QLF2fk5mYUR6lp4DuC7Xij1YHITNPnFuhVhSy62lQsKLVSGXpuDAfJ0nFMYhpuk2PTWxxvp/9cy744TaqosHqyczKHXlfB2Y7CM2DtuR9MXodGr/XWmhq26rY2bAWuNWInia/o6lpXT8KzvMTs/31qX61bbosSClB0dsHbX11l6CI2D96B6RYqzsmXkNxpv2zPGGx2rdGvrLGUCcrLf1ow+oArgSo7aoPznQ8nEkRiZP7tyf4QMU92DfikaaJCcQAdQ8WBqFCjjaxAZEvM0hoa08Qf4zONNfTSUkIz44kmJkFiFKpknHbO5BMKliLa9As43PX09vTr9s18IV3LUcpIvvtWj4jGy6Xj/TVl38q4NXXreDIBkynj8hibzjLSTqWmnkpjgJYI1SVcIIyndntNeLduU3Z2py7bXe0tm1oNK9cgP8hwRl6Gqfpb2UpD3uqXgM99pLpSKqUgIq+aEexQLiD9n1xwKZ/0WgH5dXBpZG6aYsqg304bqbZcvJ+b2BinT5sAq4ptPTrVsA2nIo9XYZk1ToGnBiOrHgjcU6FHbsIP/HNVvOFMj724CzF94Nw+jV92sjZcniwjjcj0i97EqzJ1+oN22uuWr2gO0sK3Audbax/PyjjYCeNH0NlrqsimZaScwsw5JRNMuZOW1dhnQ/M95WF0Z4pH5Q+E6iKBcCSTgbZ4t+zriAG/EUn4d8R2uAEiydPF7+i7ASMaevz6nOxd028HL0CSHuucyj5+ndiIfgxoj1+QNiUK7Tzz2qN8rypzIjbhLpmjCOB3mjTzNpFvkbiqKaGqHxm9r5D27mQKd/+KFr0/iU32Ev4RdSrUn8XxKnbulBL+hh3Yjl5UfqzHQuy0JdoANH+Jnca+qT4E9hVIdiDGXY2KourtALRGem9CwYU+58LIufOCLewLHrhZvja3iRJ/8UpbZj+P0rOjuPDer8PTJ8//cRnd2xyN1IM3Nv2p9N2byzRbHu2DCGCdu8QwCfslYJes9pnzLLGOILTk5hdZX9zMDQdlLDpPtSkwYAzM0/0r+Oi/6GHNoc/bwAxgpESVF3jPDodguFokLijdcwUmBSiYQJk0Y30kAjJ6Nm+ndb/7/oJxhiVqIgDMsUKkDQ4AsAwvcza74C+s82Wdddhf8L0zsMfkJ5IfNciLHsUy7Cf6GmhozTLsG6ZkCHyDiXb/zpOTe3STYx8o945z92bsY2MPBWubnp5kK/apsYeKdWj2DHnTjg9lyCy5shO3L2ddnrwN3liRdwpy4C87T1wfzVmj9JKtYNz8S21nt5AmlxJsbnid3RZzXe1yTbW6rrRivp2v878uHLVEa3RMtL0LnpztBSv1sCSAFZmrw8Ttr7O+nrz9eoRBFaCoIiDGvhchF/gek+zJJ/vRGIyElTEFb88HRBl5kBHsAETsK0BespxdGNd3J95/je7FJ2Pydl72W/kbwgHLG2WfNG+QbhSMomSD+e/dL/3LyvYjeblnjzx+ff7tWFKsNvZKzN5doDCb2Suyi4XW2Rev/T1DB65JdBA55sXf41lLPxQh6tKxt09CWnz2RTD92qPrn2XWjMH0r0SZL34GIiya/D8iX0lz55U76IexfvWtdFmtqk+omuLIxuHi3b/uZu7srSoFbiOSQOBUIiOfkhPnLWHctuun3a4jR1zFo78XKZsSgpUupTOhbNq+63cfD/Qf189pB9cn1oPfR/p63Gu2c37krHyA+/azt3VLH4wzjWsd5gfaJ9JnWxBIMcXzQ+Rz30WttbcYzRGDA08T70MWmH51VCN9EU9pgOqoK7OgP3jg5/BUpo+ShxdC8x/r6YeZ9mxmi1F+uuy4d0SmL8jqV492fFabvA3HoInbzDfuZHFinmdWzAWzntq3wRsWdXjW8SzYnla7jYpxyXWly3W17exm0tFlhJFjpLM7ao5iy5vTcv4SoMTPCpt5clZPAL2RDPBfBmfLutgOgT/4Ulu3ERPqiZTu6zZqlkibJ2ZjTkATykLmvTIyJHlkyeIV7krZsrs0ZPvJRaQvC0aNhWw3a4m1y4Hbt3fzzt8btpx3oZ22n7+49WRGOu1Q0f7i4rWZUgQqc01dzNTtzkjnlIAlwxDwpBazRFOwo3RI6sRStuRTvAG59O6LD6J/bXjlJyn9O/CytqoclOyr9Zo10+vvl/rXZYf9Oiu5kETcSJl4Jg/khErVxL1Mqn7fhl1cqNbqdMsMnJ9i4rE590zSvFKOdPA6mB3o1UqiaH+Z93cp9ZWfK1TFgBMdvAn2DmPNrW/RIv0/prq55S7jkbl8R+RiS/GJST3Xpc5bskNLmYRjMnEeI0OrKbc6a5oXg+U/Mr6KMtTPZHFj/+/llpW0/RozPg0Kv9zjuSZ8/YlM+fHr2qsP+H/9cD/yw6+xF9PL8Z27qVC+aBCs6n60aBMFx7TsNELz+q6c9tCzD/7Ycc++NkR6PoOXXPOAOe5Rvx4m2l7g0BJg21N+qH/zw0uAiKt8eKo2z9UN3CQpl9wd+25ZfN70t9o8122Y7fZ2WfefQj0hcXR8zM2ifvD930gDQgt1/s64/4Yj8BoK+XqP6tTmJE45CVbdy1nje7vGNPrLJDRV929fvBHHCZ6bDYI/OKYez2eMlp9P47ShcXaUar1q4kw8tX206sqlKFMacSPhJQe0d2UHnnr5t8vaUQ/sy7+09vL+9b8XAy9F6X+K1bYUqL44frVvQHY405rynpbWREwh65l4JhOPRZdMTXSmnLnui2sS5fxp7Dx8xphlBdKbdT7W65VpBcnRyB4g8vA+07F1iPtFGqQ1uufAZZDPcVHsuxqlKuPPdRti+Xe28JZGpDRPL5pH5xDFYaifidv3wiH1o0vvM56/d99F/kb5f8PFoG/Ln23YbOu11tNpqWe6sWvLf2m82GwGUZDYTtRy7oZcgnMTJqB8SJ5qyL5/isxRApoeGxn2j4D7et/IYGQEJPUPjcQOAusq0L0EQIkRojION1NCIcXlmE9mLs90IXu9fXCyO6dhb8OKpYDsoiUyN1OrvZb9S846vxtB16jT6gR/9Gd+uGT1Nr3GR7GRiTwtoBjJU8TczjA388FX6iiEB1oAGgEZDvaxx80cOgjBgKTa/lQy2moS5WwLcT8XbbdIecBQfn8r5KjHZU/Pax5Hz0oc+KytYecL4AVhNri4vtoATp6sbQj/XLL95Nn9nPb7zGLKNuXjYb9ar+1Bvtv3Bw0AAQA4Ice9nFUu8ANqdXZGeZD82ClHoA+o1I6z669T/xtPTzrRqel9mhEjgwwyyCCffPLJbwI8RLgleRYlWzFBib92ijbfR1AluSsZmDAT+6dq01CgJP5KThd/ULwjcXVZeRzq2qmwjnWsO+s+yPsdijHEEEPd5iXe22a7kmWGkgBSQQ659B8OAO2NaIKmPfAJBXZmec8SPzwF1mXa33aSAg31fjwIFf1VRUl9uTclG4DqrrOKoxUu7BuwhFBdFQXWA6vSoVfME1S5LDdsqlm4tJp0f+kG5nXLCm4NLyxtTk4r0+C6+RDoNrd8zGomWSc8WU231KqtPqK1UWDJiqufdiE/DV+ss2nqxaOCin+HhQmYVnpjVOPEiffGy50WOVJthXo45ZV7Tlo6DV+h80rs5XaJAqxTeZdIUf4y+nePHbRfnr0H5hbdG8jrjsPgPnJ4PbsBi3kN7MDR+F3p9wJCpQIXS4wdZHn9tcVSY9ncPMW9LVuqJQHzAGkYr3/vUf0HoF7NsYpjVe65npoAmUgmkclkCvk+mUqeILXkWTKH/IDMI/PBucs6eGZ5Oe6yNqJfe89q3h8AgN3ElwD3fvQdKBsiAcACpOtHMPcyYPF+mACAJ0Dvw9w6zXW3di64e4iWhrQSQUggZnBkRe9dSGEpMMb0kGrrDK3Iuov0PVEngB5TEmF9Nhh75KLUTqXbEUIlClPQS+GBCgA95CDAqlmtqKop9DPgm1xrx99WyUVhtSMcnFoqeilcwWoKEwAhcZgFWarnAoeWi5ZHWa+w6x9QEjLyTHqqmlOFXPZTRvTIreFinutDx5vfuijXVZeaH1nWJYav/7SCPwndSju0yn6qxiZXBsYKDjF7uoJQ/ua9xG/YKQHf6C1xdR3WUdNaILrVCotTu7nO3Gv5W3JreiRaSrxrVk2eL/87BtXD9hj09V+WcnPDSF/PUvBq9lM9j5tYaV4DSgBt3sqSmqvnUPmp+WhU7st04JtiS1x5QGCMdui/eHiFlBZWeVpNWmt+Sf8uUoZeQagU6HenQFP5WNVuDwNCF8n8UWu1H1SnK+kuH2rCHSGXfsjWGGxstUOV1mMjv/tdmnocpNpvMSB0kcwfa1vLujp9IaI9VvIeICn9tfp70fuxrDcCwuGRZA2PwcwDAP9+aBnGxo+RlT8llu12KPY8Ag4UAAAE+NvjJvqooWb7qb2DF03k2knClieTxxK0AaWCReNZ0TvqvcoG8GhohjdR1NPE91pGK5QujxI0ER6ekHFzp0TEREXu2f58KBCOF3o+YHnXVSCoiMQVYfbm0S0b26Q6DT/Ygzj2cWDaRzsi4w0V5kgWSq7zFXLeDrt9by8CkbiscIlyPxd1RsKRYar4ns/YGSbQeqzNl7jjUpegE8AywSJwjVMeAe5yPpTwJuCSPkhdKPzERXdkKOGcLKhZGF9NSaOaY+deb5QqkxlPxNJQf+m1HOAnj+KmVhKiOdvfHnIPiV0X6BbKcIYK6dXXJn1V32G+QLQpaFW63SemiQyIcfZV0bNzH+OrFJldMKMtG8TpxVfzYBsMaxEgK0D5foRNELbswwkluynhH8SfVz1GkbogilwORkt1YsIDH0SIgy92oQpp9iK+fiKb+up2NNvYpcIzrlsD5Lluls9t3JYc5wdtusCKi756Of96cvk5q7fxgfuyRNPRlsT+mTiKzr+v6x4s5bQZ72H5kmqoOS+9lOn8X75Uc7FuJqWNE3Rjz8vu2DPfR0tatY0JeV7a2hf7ZV9GM4NFw6dCW1sF70mZmvl/iIwYA5AGwCSAJgADAJIBaAWgy/7Mqg0yESJHeQsfJ7LunCUebHFlPgrI96ZsS9ZbdIL8J2TJRXi64d41PocBBYBEFQxIIABAb2ilH8HNRj8KnpV+DAF6V7CwYv1WuMjtx8EUbbbejFFH+mS0ewiuXULstED8W2QgAqDSIsQlrFyMS5BPIws3n2ZesZzvDW+FEfCzU5ZF96x1D/qOgqE5xSeI5oSoZnQRlDTU3GJkolx8wjBaLcJaUIVoEdTEzC0K49uLEgjwsuS/ZxP0EvYnE5K80u59dNJ7YUdeut9eQrC8VafoLcBODPNzkE49gO40JhiMFN1v9nNrjIb3arsl6duIdeVm36rhRD4z2KbhBB+/V3qid8iXvkS16HNMHVgSVq2wXtyCyBIApidB4ZFjnnDck8p4YYlX4DdsCd731Ld24PDB9cx3hn2/bsA596fBMuK5RFdd9E+ddnpBuKLASGN+lORjQcR7LSV+t4ecMDAxv7CQQ96g1ELlB2Fabw818mf9bTU+kaVdB5edpg12HYJrsso61TptsNF6h+V5xtvuUjMx2+RdVgndPnRuxYLm23q8t2KC12E9BG4tgX9duHKLFYJDrKHXqjXr7NmxjbsvYWnC0OiB82zAQREcPEKALZCI4yQisyJE6HJDiLMe6nbTLbdd16bPPVYQtQUhITbPgLEOiUyh0ugMJgtkc7g8PgQjKIYLhCKxRCqTK5QqtUar0xuMJrPFarM7ODohJYOQU4RxqaDpvWqB18fGgrLtnvtuBEQ5dnHRTKqK8D5tnlIaMmjEsM36QqvsMPNhValmYGRiZmFVw8aulkOdek4uDRo1cfNo5uXj3wnYHC3783TsSOyrscFG8d2J/dmDwxOIJDKFSqMzmCw2h8vjC4QisQRIZXKFUqXWaHVthfCJT90wbcbn6Q1Gkxm2WG12h9Pl9nh9ftcMe+2lt/WEqD6eOeO/n9fLzTRqtjsD2a15M3K2jU5mN7lVZ/XbI2eLhG6v//4f3PIgcK5Y7PUdCA/zEBT+hZq1fB4FVurYgG6TDnc77oNau2Nb8U0weyGTRHit9zcE7ldNLCA1+Y+1cqJoHY1dL7gF7DsK7+/imysf0fGfibd+3K5Ga0r6GwH3CC3M1a5lw4nfdHi3p2nlJOHEv0iEcIzQNhXEJ7QcblTcP9WGv4VzEpP/Q0c77TckEDracZosuoJYwUImqXSKWrgCmL3SuBHv2MqbREneE9773t4ZWxO+otrRQYI1mpCwG4g3EOQEU7DRnBx2kA9rMhcsP3p3277MfZ91BkNTM4TMq/GWwq4W6pD4/3FNrzo6NChpAM1MUC0OGxjqJSAgwJK9YnOLdKjq62IttBGutmnnbmKWMfLg7+Hd3+z8kc3VdE1+EQpZ6ZaoJ2UFJVnJtBXg1uNivGKwE2IqYpnn8aStNqZIx9X0YHOfNE+Qn+83D/cPD2d/WmP/+LzdbvXMeTfPrmXm6W4zF0B/d/Lp4k7x08Xt0v8VWOtyHzNrMj9fs5jM9/6tXbZPN5Co+XXtb4HpL2hcGQiDBS29hW1Vk2xvoYhSvmNhja8V6ABMgYlySoWu4ygiOB3Zp1v8V8rp7zN/5L/pNEUx6QwskEhFqr1MNE03c6Wup4Cr+i2GMjGO22lMr5B6OaUUVe0TLIRts5BJ4ltKRawOnwCUJILHYB0QKCybzWA+LB6ZjFFFnd2BA+KlAuoujwBWI3R3SrbCMptYyDxqECGPmI+TeljVVQCN33r6GD2nMFeVAT0v44QJMSXiBwfU0uovsQyELbfqUKk8eDKJYilOA0UUcYVRfZAs5iBI0lErbCJuHWdgHqdK95Sjhl7YzCtFHVLHsUvZFKS9VDihFnSavEQVNK5YKIGD6gVE0xp7J1z8ZpqBzeV0izb+842kgGiOc+Hm9n6nOdzOA+HZ59bWc2YTW7DEcb0P8Km9vHUtUADo913FO5sllj3Deiq7s/WfCyGer7QHchzOkrJKgaKhmgAmmRYsW/3qOqssALzqZsAMZ5UGR5Q4qLiR9w/D814U+aHvnhcCSZPaU3/s7eOj8Ddh+H0Uq/avszQpvrycTf91+vt1+88ygOETAAA=) format('woff2');} |
| :root{ |
| --bg:#0E0F0D; --bg2:#151713; --panel:#191C16; --line:#2A2E26; |
| --ink:#ECEDE4; --mut:#8C9082; --dim:#5E6357; |
| --lime:#C6F24E; --blue:#5BC8FF; --gray:#777C6E; --amber:#F2B33C; --violet:#B79CFF; |
| --serif:'Bricolage Grotesque'; --sans:'Hanken Grotesk'; --mono:'JetBrains Mono'; |
| } |
| *{margin:0;padding:0;box-sizing:border-box} |
| html,body{height:100%;background:#070806;overflow:hidden;font-family:var(--sans);color:var(--ink)} |
| #wrap{position:fixed;inset:0;display:flex;align-items:center;justify-content:center} |
| #stage{position:absolute;top:50%;left:50%;width:1280px;height:720px;transform:translate(-50%,-50%); |
| background:var(--bg);overflow:hidden; |
| background-image:linear-gradient(var(--line) 1px,transparent 1px),linear-gradient(90deg,var(--line) 1px,transparent 1px); |
| background-size:48px 48px;background-position:-1px -1px;} |
| #stage::before{content:"";position:absolute;inset:0;pointer-events:none; |
| background:radial-gradient(120% 90% at 78% 8%,rgba(198,242,78,.06),transparent 55%), |
| radial-gradient(80% 70% at 5% 100%,rgba(91,200,255,.05),transparent 60%);} |
| .slide{position:absolute;inset:0;padding:60px 72px;opacity:0;visibility:hidden;display:flex;flex-direction:column;overflow:hidden} |
| .slide.active{opacity:1;visibility:visible} |
| .eyebrow{font-family:var(--mono);font-size:12.5px;letter-spacing:.26em;text-transform:uppercase;color:var(--lime); |
| display:flex;align-items:center;gap:12px} |
| .eyebrow .tk{width:26px;height:1px;background:var(--lime);opacity:.6} |
| h1{font-family:var(--serif);font-weight:800;line-height:.98;letter-spacing:-.02em} |
| h2{font-family:var(--serif);font-weight:700;font-size:44px;line-height:1.02;letter-spacing:-.018em;margin-top:14px;max-width:20ch} |
| .lead{font-size:19px;line-height:1.5;color:var(--mut);max-width:64ch;margin-top:16px;font-weight:400} |
| .lead b{color:var(--ink);font-weight:600} |
| .mono{font-family:var(--mono)} |
| .lime{color:var(--lime)} .blue{color:var(--blue)} .amber{color:var(--amber)} .violet{color:var(--violet)} |
| .foot{position:absolute;left:72px;right:72px;bottom:28px;display:flex;justify-content:space-between;align-items:center; |
| font-family:var(--mono);font-size:11px;letter-spacing:.14em;text-transform:uppercase;color:var(--dim)} |
| .foot .bar{flex:1;height:1px;background:var(--line);margin:0 18px;position:relative} |
| .foot .bar i{position:absolute;left:0;top:0;height:1px;background:var(--lime)} |
| .pageno{position:absolute;top:58px;right:72px;font-family:var(--mono);font-size:12px;color:var(--dim);letter-spacing:.1em} |
| |
| #s1{justify-content:center} |
| .wordmark{font-family:var(--serif);font-weight:800;font-size:182px;line-height:.84;letter-spacing:-.04em;color:var(--ink)} |
| .wordmark .vq{color:var(--lime)} |
| .subt{font-family:var(--serif);font-weight:600;font-size:32px;letter-spacing:-.01em;margin-top:14px;color:var(--ink)} |
| .tag{font-size:18px;color:var(--mut);margin-top:14px;max-width:60ch} |
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| |
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| </style> |
| </head> |
| <body> |
| <div id="wrap"><div id="stage"> |
|
|
| |
| <section class="slide" id="s1"> |
| <div class="eyebrow"><span class="tk"></span>KV-Cache Quantization</div> |
| <div class="wordmark" style="margin-top:24px">Attn<span class="vq">VQ</span></div> |
| <div class="subt">Attention-aware vector quantization for the KV cache</div> |
| <div class="tag"><b>2-bit and 1-bit</b> caches that beat data-<i>oblivious</i> SOTA — a codebook that's <b>data-aware but not data-dependent</b>, calibrated in <b>15 seconds</b>.</div> |
| <div class="titrow"> |
| <div>Alara Dirik · PhD, Imperial College London</div> |
| <div style="display:flex;gap:10px"> |
| <span class="pill">Laguna-XS.2</span><span class="pill">model-agnostic</span> |
| </div> |
| </div> |
| </section> |
|
|
| |
| <section class="slide" id="s2"> |
| <div class="eyebrow"><span class="tk"></span>01 / The bottleneck</div> |
| <h2>Long context is a <span class="lime">memory</span> problem.</h2> |
| <div class="split"> |
| <div> |
| <p class="lead">The KV cache stores a key and value vector for <b>every past token</b>, and the model re-reads the whole thing on every step. On <b>Laguna-XS.2</b> only <b>10 of 40 layers</b> grow with context — but those full-attention layers still push cache size <b>linearly</b> with length, and at 131K it becomes a <b>memory and bandwidth</b> wall.</p> |
| <div class="statrow"> |
| <div class="memchip base"><div class="k">fp16 · 131K tokens</div><div class="v">5.4 GB</div><div class="s">YaRN max · 10 full-attn layers</div></div> |
| <div class="memchip hl"><div class="k">AttnVQ 2-bit</div><div class="v">0.73 GB</div><div class="s">7.4× smaller · attnvq-32×256</div></div> |
| <div class="memchip hl"><div class="k">AttnVQ 1-bit</div><div class="v">0.40 GB</div><div class="s">14× smaller · attnvq-16×256</div></div> |
| </div> |
| <div class="memnote">Only the 10 full-attention layers are compressed; 30 sliding-window layers stay fp16.</div> |
| </div> |
| <div class="figbox"><div id="kvfig"></div></div> |
| </div> |
| <div class="foot"><span>AttnVQ</span><span class="bar"><i style="width:12%"></i></span><span>The bottleneck</span></div> |
| </section> |
|
|
| |
| <section class="slide" id="s3"> |
| <div class="eyebrow"><span class="tk"></span>02 / Prior work</div> |
| <h2>Prior methods pick one:<br><span class="blue">deployability</span> or <span class="lime">fidelity</span>.</h2> |
| <div class="cards"> |
| <div class="card c2"><span class="edge"></span><div class="k">Data-oblivious · KIVI · TurboQuant ’26 · RaBitQ ’24</div><h3>Cheap, but coarse</h3> |
| <p>Fixed grids or random rotations + a data-independent codebook. No calibration, runs online on GPU — but fidelity drops sharply below ~2 bits.</p></div> |
| <div class="card c1"><span class="edge"></span><div class="k">Data-dependent · classic Product VQ · Hessian-based</div><h3>Accurate, but heavy</h3> |
| <p>Learn the codebook from data for higher fidelity. The cost: second-order preprocessing, poor GPU support, and re-tuning when the data shifts.</p></div> |
| <div class="card hl"><span class="edge"></span><div class="k">This work · AttnVQ</div><h3>Learned, at deploy cost</h3> |
| <p>A learned codebook without the heavy preprocessing — 10–15 traces, ~15 s, on GPU. The fidelity of data-dependent VQ with the deployability of data-oblivious methods.</p></div> |
| </div> |
| <div class="foot"><span>AttnVQ</span><span class="bar"><i style="width:28%"></i></span><span>Prior work</span></div> |
| </section> |
|
|
| |
| <section class="slide" id="s4"> |
| <div class="eyebrow"><span class="tk"></span>03 / Method</div> |
| <h2>Codebooks optimized for <span class="lime">attention</span>, not MSE.</h2> |
| <p class="lead" style="margin-top:12px">AttnVQ learns a small per-subspace codebook with the <b>Linde–Buzo–Gray</b> algorithm, but replaces the usual MSE objective with <b>attention-output error</b> — allocating resolution to the directions attention actually weights. Calibration is light: 10–15 traces, 15–30 s, on GPU.</p> |
| <div class="steps" style="margin-top:20px"> |
| <div class="step"><div class="n">01</div><h4>Split</h4><p>Each K/V vector → M subspaces.</p></div> |
| <div class="arrowdot">→</div> |
| <div class="step"><div class="n">02</div><h4>Learn <span class="tw">(attn-LBG)</span></h4><p>Codebook fit to minimize attention-output error.</p></div> |
| <div class="arrowdot">→</div> |
| <div class="step"><div class="n">03</div><h4>Encode</h4><p>Store the 8-bit nearest-centroid index.</p></div> |
| <div class="arrowdot">→</div> |
| <div class="step"><div class="n">04</div><h4>Attend</h4><p>Look up centroids at decode; near-full fidelity.</p></div> |
| </div> |
| <div class="callout"> |
| <div class="big">A codebook fit on SWE-agent traces quantizes political-debate caches as well as in-domain — and the reverse holds.</div> |
| <div class="sm">The K/V geometry is fixed by the model's frozen projections and RoPE, not the input text; calibration captures the <i>model</i>, not the corpus. Hence data-aware, not data-dependent.</div> |
| </div> |
| <div class="chip">RoPESplit — Laguna rotates only half its RoPE dims; this variant aligns subspaces to that split (strongest at 1-bit)</div> |
| <div class="foot"><span>AttnVQ</span><span class="bar"><i style="width:42%"></i></span><span>Method</span></div> |
| </section> |
|
|
| |
| <section class="slide" id="s5"> |
| <div class="eyebrow"><span class="tk"></span>04 / Results — accuracy vs budget</div> |
| <h2 style="font-size:38px">Best method at <span class="lime">every budget below 4 bits</span>.</h2> |
| <div class="chartwrap"> |
| <div id="frontier"></div> |
| <div> |
| <div class="legend"> |
| <div class="lg"><span class="sw" style="background:var(--lime)"></span><div><div class="nm lime">AttnVQ (ours)</div><div class="ds">attention-aware product VQ</div></div></div> |
| <div class="lg"><span class="sw" style="background:var(--violet)"></span><div><div class="nm violet">RoPESplit (ours)</div><div class="ds">Laguna variant · 1-bit</div></div></div> |
| <div class="lg"><span class="sw" style="background:var(--blue)"></span><div><div class="nm blue">TurboQuant</div><div class="ds">data-oblivious SOTA</div></div></div> |
| <div class="lg"><span class="sw" style="background:var(--gray)"></span><div><div class="nm" style="color:var(--gray)">Scalar · INT2/4 · sign</div><div class="ds">+ KIVI, ternary (points)</div></div></div> |
| </div> |
| <div class="callout" style="margin-top:18px"> |
| <div class="big"><span class="lime mono">96%</span> of fp16 at 2 bits</div> |
| <div class="sm">vs TurboQuant <span class="mono">83%</span>, INT2 <span class="mono">75%</span>. At 1 bit we take the top two spots; at <b style="color:var(--ink)">0.5 bit we're the only method that runs</b>.</div> |
| </div> |
| </div> |
| </div> |
| <div class="note">Mean LongBench F1 over 4 language+code tasks · Laguna-XS.2 · single 15-SWE-trace codebook · synthetic passage-retrieval shown separately →</div> |
| <div class="foot"><span>AttnVQ</span><span class="bar"><i style="width:55%"></i></span><span>Accuracy frontier</span></div> |
| </section> |
|
|
| |
| <section class="slide" id="s55"> |
| <div class="eyebrow"><span class="tk"></span>05 / Results — LongBench cheap metrics</div> |
| <div class="tabs" id="cheapTabs"> |
| <button data-metric="key_cos" class="on">Key cosine ↑</button> |
| <button data-metric="attn_cos">Attn-output cosine ↑</button> |
| <button data-metric="attn_err">Attn-output error ↓</button> |
| </div> |
| <h2 style="font-size:38px;padding-right:420px;margin-top:8px;line-height:1.06;max-width:0.8">SWE-fit codebooks on <span class="lime">LongBench</span>.</h2> |
| <div class="chartwrap"> |
| <div id="cheapFrontier"></div> |
| <div> |
| <div class="legend"> |
| <div class="lg"><span class="sw" style="background:var(--lime)"></span><div><div class="nm lime">AttnVQ (ours)</div><div class="ds">product VQ · 0.5–4 b</div></div></div> |
| <div class="lg"><span class="sw" style="background:var(--violet)"></span><div><div class="nm violet">RoPESplit</div><div class="ds">Laguna 1-bit variant</div></div></div> |
| <div class="lg"><span class="sw" style="background:var(--blue)"></span><div><div class="nm blue">TurboQuant</div><div class="ds">MSE rotation baseline</div></div></div> |
| <div class="lg"><span class="sw" style="background:var(--gray)"></span><div><div class="nm" style="color:var(--gray)">Scalar · KIVI · sign</div><div class="ds">+ ternary (points)</div></div></div> |
| </div> |
| <div class="callout"> |
| <div class="big"><span class="lime mono">0.960</span> key cosine @ 2 b</div> |
| <div class="sm">vs INT2 <span class="mono">0.866</span> at higher bpe · cross-domain calib → LongBench prompts</div> |
| </div> |
| </div> |
| </div> |
| <div class="note" id="cheapNote">Mean over 5 LongBench tasks · 50 prompts/task · no generation (cheap proxy)</div> |
| <div class="foot"><span>AttnVQ</span><span class="bar"><i style="width:63%"></i></span><span>Cheap metrics</span></div> |
| </section> |
|
|
| |
| <section class="slide" id="s6"> |
| <div class="eyebrow"><span class="tk"></span>06 / Results — LongBench, per task</div> |
| <div class="tabs" id="lbTabs"> |
| <button data-tab="1b" class="on">1-bit</button> |
| <button data-tab="2b">2-bit</button> |
| <button data-tab="4b">4-bit</button> |
| </div> |
| <h2 id="lbTitle" style="font-size:38px">At <span class="lime">1 bit</span>, both our variants beat every baseline.</h2> |
| <div style="flex:1;display:flex;flex-direction:column;justify-content:center;margin-top:2px"> |
| <div id="longbench"></div> |
| </div> |
| <div class="note" id="lbNote">LongBench v1 · F1×100 · iso ≈1 bpe · single 15-SWE-trace codebook · ✻ passage-retrieval is the lone synthetic task</div> |
| <div class="foot"><span>AttnVQ</span><span class="bar"><i style="width:71%"></i></span><span>Per-task</span></div> |
| </section> |
|
|
| |
| <section class="slide" id="s8"> |
| <div class="eyebrow"><span class="tk"></span>07 / Takeaway</div> |
| <h2>For a fixed model, <span class="lime">learning the codebook is nearly free</span>.</h2> |
| <div class="recap"> |
| <div class="it"><span class="b">▹</span><p><b>2-bit:</b> 96% of fp16 across LongBench — TurboQuant 83%, INT2 75%.</p></div> |
| <div class="it"><span class="b">▹</span><p><b>1-bit:</b> our two variants beat every iso-budget baseline on every task.</p></div> |
| <div class="it"><span class="b">▹</span><p><b>0.5-bit:</b> the only method that still runs at all.</p></div> |
| <div class="it"><span class="b">▹</span><p><b>Data-aware, not data-dependent:</b> 15 traces, ~15 s, on GPU; codebooks transfer across domains.</p></div> |
| </div> |
| <div class="limits"><b>Honest limits & next:</b> synthetic passage-retrieval is the one task we trail at 2 bits; the memory-efficient kernel is real but <b>not yet fused</b> — fusing only adds speed, not memory. Next: the fused decode path.</div> |
| <div class="refs">Builds on: Linde–Buzo–Gray (1980) · Product Quantization (Jégou et al., 2011) · vs. TurboQuant (Zandieh et al., ICLR ’26) · RaBitQ (Gao & Long, SIGMOD ’24) · KIVI (2024)</div> |
| </section> |
|
|
| <div class="pageno" id="pageno">01 / 09</div> |
| </div></div> |
|
|
| <script> |
| const C={lime:'#C6F24E',blue:'#5BC8FF',gray:'#777C6E',amber:'#F2B33C',violet:'#B79CFF',ink:'#ECEDE4',mut:'#8C9082',line:'#2A2E26',dim:'#5E6357'}; |
| |
| |
| const FR={ |
| fp16:0.307, |
| ours:[[0.5,0.136],[1.0,0.195],[2.0,0.295],[4.0,0.303]], |
| rope:[1.0,0.213], |
| turbo:[[1.125,0.172],[2.125,0.255],[4.125,0.311]], |
| scalar:[[1.125,0.145],[2.25,0.231],[4.25,0.311]], |
| kivi:[2.25,0.214], |
| ternary:[1.71,0.241], |
| }; |
| |
| const CHEAP=[ |
| {name:'AttnVQ-4b',fam:'ours',bpe:4.0,key_cos:0.996,attn_cos:0.9996,attn_err:0.0363}, |
| {name:'AttnVQ-2b',fam:'ours',bpe:2.0,key_cos:0.9595,attn_cos:0.9955,attn_err:0.1389}, |
| {name:'AttnVQ-1b',fam:'ours',bpe:1.0,key_cos:0.8611,attn_cos:0.9748,attn_err:0.3367}, |
| {name:'AttnVQ-0.5b',fam:'ours',bpe:0.5,key_cos:0.7341,attn_cos:0.9117,attn_err:0.5143}, |
| {name:'RoPESplit-1b',fam:'rope',bpe:1.0,key_cos:0.848,attn_cos:0.9749,attn_err:0.3379}, |
| {name:'INT4',fam:'scalar',bpe:4.25,key_cos:0.9925,attn_cos:0.9997,attn_err:0.0285}, |
| {name:'INT2',fam:'scalar',bpe:2.25,key_cos:0.866,attn_cos:0.9908,attn_err:0.152}, |
| {name:'KIVI',fam:'kivi',bpe:2.25,key_cos:0.8526,attn_cos:0.9907,attn_err:0.1523}, |
| {name:'TurboQuant-2b',fam:'turbo',bpe:2.125,key_cos:0.9407,attn_cos:0.9937,attn_err:0.1596}, |
| {name:'TurboQuant-1b',fam:'turbo',bpe:1.125,key_cos:0.7997,attn_cos:0.9704,attn_err:0.4015}, |
| {name:'TurboQuant-4b',fam:'turbo',bpe:4.125,key_cos:0.995,attn_cos:0.9996,attn_err:0.0342}, |
| {name:'ternary',fam:'tern',bpe:1.71,key_cos:0.9136,attn_cos:0.9875,attn_err:0.2373}, |
| {name:'sign-1b',fam:'sign',bpe:1.125,key_cos:0.8283,attn_cos:0.9704,attn_err:0.4025}, |
| ]; |
| const FAMCOL={ours:C.lime,rope:C.violet,scalar:C.gray,kivi:C.amber,turbo:C.blue,tern:C.amber,sign:C.gray}; |
| const CHEAP_META={ |
| key_cos:{label:'mean key cosine',ymin:0.72,ymax:1.002,better:'↑'}, |
| attn_cos:{label:'mean attn-output cosine',ymin:0.90,ymax:1.002,better:'↑'}, |
| attn_err:{label:'mean attn-output error',ymin:0,ymax:0.55,better:'↓'}, |
| }; |
| let cheapMetric='key_cos'; |
| |
| const LBTASKS=[["qasper","QA"],["2wikimqa","multi-hop"],["hotpotqa","multi-hop"],["repobench-p","code"],["passage_retrieval_en","synthetic ✻"]]; |
| const LBSETS={ |
| '1b':{title:'At <span class="lime">1 bit</span>, both our variants beat every baseline.', |
| note:'LongBench v1 · F1×100 · iso ≈1 bpe · single 15-SWE-trace codebook · ✻ passage-retrieval is the lone synthetic task', |
| series:[["fp16",C.ink,"rgba(236,237,228,.16)",[35.8,31.6,40.2,19.6,100]], |
| ["AttnVQ-1b",C.lime,C.lime,[20.5,23.1,17.6,16.9,26]], |
| ["RoPESplit-1b",C.violet,C.violet,[21.1,24.8,23.2,16.2,10]], |
| ["TurboQuant-1b",C.blue,C.blue,[16.5,21.1,15.3,15.8,6]], |
| ["sign-1b",C.gray,C.gray,[17.3,16.0,11.7,13.1,8]]]}, |
| '2b':{title:'At <span class="lime">2 bits</span>, AttnVQ leads — at lower bpe.', |
| note:'LongBench v1 · F1×100 · iso ≈2 bpe (AttnVQ 2.0 vs 2.125–2.25) · ✻ synthetic — our one soft spot here', |
| series:[["fp16",C.ink,"rgba(236,237,228,.16)",[35.8,31.6,40.2,19.6,100]], |
| ["AttnVQ-2b",C.lime,C.lime,[30.9,31.0,36.8,19.2,72]], |
| ["TurboQuant-2b",C.blue,C.blue,[26.1,27.4,29.9,18.7,84]], |
| ["INT2",C.gray,C.gray,[25.3,22.3,28.3,16.7,74]], |
| ["KIVI",C.amber,C.amber,[27.0,19.5,21.6,17.4,62]]]}, |
| '4b':{title:'At <span class="lime">4 bits</span>, every method is near-lossless.', |
| note:'LongBench v1 · F1×100 · iso ≈4 bpe · the low-bit regime is where methods separate · ✻ synthetic', |
| series:[["fp16",C.ink,"rgba(236,237,228,.16)",[35.8,31.6,40.2,19.6,100]], |
| ["AttnVQ-4b",C.lime,C.lime,[34.9,25.4,42.1,18.9,100]], |
| ["TurboQuant-4b",C.blue,C.blue,[35.8,30.1,40.0,18.5,100]], |
| ["INT4",C.gray,C.gray,[35.7,30.4,38.7,19.5,98]]]}, |
| }; |
| let lbTab='1b'; |
| |
| |
| function kvFig(){ |
| const W=470,H=300;let s=`<svg viewBox="0 0 ${W} ${H}" width="100%" xmlns="http://www.w3.org/2000/svg" font-family="JetBrains Mono">`; |
| const toks=['t₁','t₂','t₃','t₄','…','tₙ'];const x0=18,ty=26,bw=58,gap=6; |
| s+=`<text x="${x0}" y="16" fill="${C.mut}" font-size="11" letter-spacing="1.5">PAST TOKENS</text>`; |
| toks.forEach((t,i)=>{const x=x0+i*(bw+gap); |
| s+=`<rect x="${x}" y="${ty}" width="${bw}" height="30" rx="6" fill="#191C16" stroke="${C.line}"/> |
| <text x="${x+bw/2}" y="${ty+20}" fill="${C.ink}" font-size="13" text-anchor="middle">${t}</text>`;}); |
| const cy=104; |
| ['K','V'].forEach((kv,r)=>{const yy=cy+r*78; |
| s+=`<text x="${x0}" y="${yy-8}" fill="${kv==='K'?C.lime:C.blue}" font-size="11" letter-spacing="1.5">${kv} CACHE</text>`; |
| toks.forEach((t,i)=>{const x=x0+i*(bw+gap); |
| const last=i===toks.length-1; |
| const fill=last?(kv==='K'?'rgba(198,242,78,.18)':'rgba(91,200,255,.18)'):'#13150F'; |
| const stk=last?(kv==='K'?C.lime:C.blue):C.line; |
| s+=`<rect x="${x}" y="${yy}" width="${bw}" height="40" rx="6" fill="${fill}" stroke="${stk}"/>`; |
| for(let c=0;c<4;c++) s+=`<rect x="${x+8+c*11}" y="${yy+14}" width="7" height="12" rx="1.5" fill="${last?(kv==='K'?C.lime:C.blue):C.dim}" opacity="${last?.9:.45}"/>`;});}); |
| const lastx=x0+(toks.length-1)*(bw+gap)+bw/2; |
| s+=`<text x="${lastx}" y="${ty+50}" fill="${C.amber}" font-size="14" text-anchor="middle">↓ append</text>`; |
| s+=`<text x="${W-14}" y="${cy+58}" fill="${C.ink}" font-size="12" text-anchor="end">grows with</text> |
| <text x="${W-14}" y="${cy+74}" fill="${C.ink}" font-size="12" text-anchor="end">every token</text>`; |
| s+=`<rect x="${x0-6}" y="${cy-2}" width="${(bw+gap)*toks.length}" height="158" rx="10" fill="none" stroke="${C.amber}" stroke-dasharray="4 4" opacity=".7"/>`; |
| s+=`<text x="${x0-6}" y="${cy+176}" fill="${C.amber}" font-size="12">◂ we compress this</text></svg>`; |
| document.getElementById('kvfig').innerHTML=s; |
| } |
| |
| |
| function frontier(){ |
| const W=560,H=410,m={l:50,r:18,t:20,b:46}; |
| const xmin=0,xmax=4.6,ymin=0.10,ymax=0.33; |
| const px=v=>m.l+(v-xmin)/(xmax-xmin)*(W-m.l-m.r); |
| const py=v=>m.t+(1-(v-ymin)/(ymax-ymin))*(H-m.t-m.b); |
| let s=`<svg viewBox="0 0 ${W} ${H}" width="100%" xmlns="http://www.w3.org/2000/svg" font-family="JetBrains Mono">`; |
| [0.10,0.15,0.20,0.25,0.30].forEach(v=>{s+=`<line x1="${m.l}" y1="${py(v)}" x2="${W-m.r}" y2="${py(v)}" stroke="${C.line}"/> |
| <text x="${m.l-9}" y="${py(v)+4}" fill="${C.dim}" font-size="11" text-anchor="end">${v.toFixed(2)}</text>`;}); |
| [0,1,2,3,4].forEach(v=>{s+=`<text x="${px(v)}" y="${H-m.b+22}" fill="${C.dim}" font-size="11" text-anchor="middle">${v}</text>`;}); |
| s+=`<text x="${(m.l+W-m.r)/2}" y="${H-6}" fill="${C.mut}" font-size="12" text-anchor="middle">bits per element (bpe)</text>`; |
| s+=`<text transform="translate(13,${(m.t+H-m.b)/2}) rotate(-90)" fill="${C.mut}" font-size="12" text-anchor="middle">mean LongBench F1</text>`; |
| |
| [[0.85,1.2,"1-bit"],[1.85,2.3,"2-bit"]].forEach(b=>{ |
| s+=`<rect x="${px(b[0])}" y="${m.t}" width="${px(b[1])-px(b[0])}" height="${H-m.t-m.b}" fill="rgba(198,242,78,.05)"/>`;}); |
| |
| s+=`<line x1="${m.l}" y1="${py(FR.fp16)}" x2="${W-m.r}" y2="${py(FR.fp16)}" stroke="${C.ink}" stroke-dasharray="3 4" opacity=".55"/>`; |
| s+=`<text x="${W-m.r}" y="${py(FR.fp16)-6}" fill="${C.ink}" font-size="10" text-anchor="end" opacity=".7">fp16 ceiling</text>`; |
| const line=(pts,col,w)=>{let d=pts.map((p,i)=>(i?'L':'M')+px(p[0])+' '+py(p[1])).join(' '); |
| let o=`<path d="${d}" fill="none" stroke="${col}" stroke-width="${w}" stroke-linejoin="round" stroke-linecap="round"/>`; |
| pts.forEach(p=>o+=`<circle cx="${px(p[0])}" cy="${py(p[1])}" r="${w+1.3}" fill="${col}"/>`);return o;}; |
| s+=line(FR.scalar,C.gray,2); |
| s+=line(FR.turbo,C.blue,2.4); |
| s+=line(FR.ours,C.lime,3.4); |
| |
| s+=`<circle cx="${px(FR.rope[0])}" cy="${py(FR.rope[1])}" r="6" fill="${C.violet}" stroke="#0E0F0D" stroke-width="1.5"/>`; |
| s+=`<text x="${px(FR.rope[0])-9}" y="${py(FR.rope[1])+3}" fill="${C.violet}" font-size="10" text-anchor="end">RoPESplit</text>`; |
| s+=`<circle cx="${px(FR.kivi[0])}" cy="${py(FR.kivi[1])}" r="3.5" fill="${C.amber}"/>`; |
| s+=`<circle cx="${px(FR.ternary[0])}" cy="${py(FR.ternary[1])}" r="3.5" fill="${C.amber}"/>`; |
| s+=`<text x="${px(FR.ternary[0])}" y="${py(FR.ternary[1])-8}" fill="${C.amber}" font-size="9.5" text-anchor="middle">ternary 1.71b</text>`; |
| |
| s+=`<text x="${px(2.0)}" y="${py(0.295)-12}" fill="${C.lime}" font-size="11" text-anchor="middle" font-weight="700">96% fp16</text>`; |
| s+=`<text x="${px(0.5)+6}" y="${py(0.136)+4}" fill="${C.lime}" font-size="9.5">0.5b: only us</text>`; |
| s+=`<text x="${px(0.55)}" y="${py(0.32)}" fill="${C.mut}" font-size="11">better ↖</text>`; |
| s+=`</svg>`; |
| document.getElementById('frontier').innerHTML=s; |
| } |
| |
| |
| function longbench(){ |
| const S=LBSETS[lbTab].series, W=1030,H=300,m={l:18,r:18,t:16,b:46}; |
| const groups=LBTASKS.length, gw=(W-m.l-m.r)/groups, bw=18, gap=7; |
| let s=`<svg viewBox="0 0 ${W} ${H}" width="100%" xmlns="http://www.w3.org/2000/svg" font-family="JetBrains Mono">`; |
| LBTASKS.forEach((t,gi)=>{ |
| const gx=m.l+gi*gw, gmax=Math.max(...S.map(o=>o[3][gi])); |
| const inner=S.length*bw+(S.length-1)*gap, sx=gx+(gw-inner)/2, base=H-m.b; |
| S.forEach((o,oi)=>{ |
| const val=o[3][gi], h=Math.max(3,(val/gmax)*(H-m.t-m.b)), x=sx+oi*(bw+gap), y=base-h, ghost=o[0]==='fp16'; |
| s+=`<rect x="${x}" y="${y}" width="${bw}" height="${h}" rx="3" fill="${o[2]}" ${ghost?`stroke="${C.ink}" stroke-opacity=".45"`:''}/>`; |
| s+=`<text x="${x+bw/2}" y="${y-5}" fill="${o[1]}" font-size="9.5" text-anchor="middle">${val}</text>`;}); |
| s+=`<text x="${gx+gw/2}" y="${base+18}" fill="${C.ink}" font-size="12.5" text-anchor="middle">${t[0].replace('_en','').replace('passage_retrieval','passage-ret')}</text>`; |
| s+=`<text x="${gx+gw/2}" y="${base+33}" fill="${C.dim}" font-size="10" text-anchor="middle">${t[1]}</text>`; |
| if(gi<groups-1) s+=`<line x1="${gx+gw}" y1="${m.t}" x2="${gx+gw}" y2="${base}" stroke="${C.line}"/>`;}); |
| s+=`</svg>`; |
| let lg=`<div style="display:flex;gap:20px;justify-content:center;margin-top:4px;font-family:JetBrains Mono;font-size:12px">`; |
| S.forEach(o=>lg+=`<span style="display:inline-flex;align-items:center;gap:7px;color:${o[1]}"><span style="width:13px;height:13px;border-radius:3px;background:${o[2]};display:inline-block"></span>${o[0]}</span>`); |
| lg+=`</div>`; |
| document.getElementById('longbench').innerHTML=s+lg; |
| } |
| function setTab(t){lbTab=t; |
| document.querySelectorAll('#lbTabs button').forEach(b=>b.classList.toggle('on',b.dataset.tab===t)); |
| document.getElementById('lbTitle').innerHTML=LBSETS[t].title; |
| document.getElementById('lbNote').textContent=LBSETS[t].note; |
| longbench();} |
| |
| |
| function cheapFrontier(){ |
| const meta=CHEAP_META[cheapMetric]; |
| const W=560,H=380,m={l:50,r:18,t:18,b:44}; |
| const xmin=0,xmax=4.6,ymin=meta.ymin,ymax=meta.ymax; |
| const px=v=>m.l+(v-xmin)/(xmax-xmin)*(W-m.l-m.r); |
| const py=v=>m.t+(1-(v-ymin)/(ymax-ymin))*(H-m.t-m.b); |
| let s=`<svg viewBox="0 0 ${W} ${H}" width="100%" xmlns="http://www.w3.org/2000/svg" font-family="JetBrains Mono">`; |
| const yticks=cheapMetric==='attn_err'?[0,0.15,0.30,0.45]:cheapMetric==='attn_cos'?[0.90,0.93,0.96,0.99]:[0.75,0.82,0.89,0.96]; |
| yticks.forEach(v=>{s+=`<line x1="${m.l}" y1="${py(v)}" x2="${W-m.r}" y2="${py(v)}" stroke="${C.line}"/> |
| <text x="${m.l-9}" y="${py(v)+4}" fill="${C.dim}" font-size="11" text-anchor="end">${v.toFixed(2)}</text>`;}); |
| [0,1,2,3,4].forEach(v=>{s+=`<text x="${px(v)}" y="${H-m.b+22}" fill="${C.dim}" font-size="11" text-anchor="middle">${v}</text>`;}); |
| s+=`<text x="${(m.l+W-m.r)/2}" y="${H-6}" fill="${C.mut}" font-size="12" text-anchor="middle">bits per element (bpe)</text>`; |
| s+=`<text transform="translate(13,${(m.t+H-m.b)/2}) rotate(-90)" fill="${C.mut}" font-size="12" text-anchor="middle">${meta.label} ${meta.better}</text>`; |
| [[0.85,1.2,'1-bit'],[1.85,2.3,'2-bit']].forEach(b=>{ |
| s+=`<rect x="${px(b[0])}" y="${m.t}" width="${px(b[1])-px(b[0])}" height="${H-m.t-m.b}" fill="rgba(198,242,78,.05)"/>`;}); |
| CHEAP.forEach(p=>{ |
| const y=p[cheapMetric], col=FAMCOL[p.fam]||C.dim; |
| const hero=p.fam==='ours'||p.fam==='rope'; |
| const r=hero?6.5:4; |
| s+=`<circle cx="${px(p.bpe)}" cy="${py(y)}" r="${r}" fill="${col}" ${hero?`stroke="#0E0F0D" stroke-width="1.4"`:''}/>`; |
| if(hero&&p.name!=='AttnVQ-0.5b') s+=`<text x="${px(p.bpe)+8}" y="${py(y)+3}" fill="${col}" font-size="9">${p.name}</text>`; |
| }); |
| const ours=CHEAP.filter(p=>p.fam==='ours').sort((a,b)=>a.bpe-b.bpe); |
| let d=ours.map((p,i)=>(i?'L':'M')+px(p.bpe)+' '+py(p[cheapMetric])).join(' '); |
| s+=`<path d="${d}" fill="none" stroke="${C.lime}" stroke-width="2.4" opacity=".55"/>`; |
| s+=`<text x="${px(0.55)}" y="${py(cheapMetric==='attn_err'?0.48:0.74)}" fill="${C.mut}" font-size="11">${cheapMetric==='attn_err'?'lower ↓':'better ↖'}</text>`; |
| s+=`</svg>`; |
| document.getElementById('cheapFrontier').innerHTML=s; |
| } |
| function setCheapMetric(m){cheapMetric=m; |
| document.querySelectorAll('#cheapTabs button').forEach(b=>b.classList.toggle('on',b.dataset.metric===m)); |
| cheapFrontier();} |
| |
| |
| const slides=[...document.querySelectorAll('.slide')];let cur=0; |
| function show(i){cur=Math.max(0,Math.min(slides.length-1,i)); |
| slides.forEach((s,k)=>s.classList.toggle('active',k===cur)); |
| document.getElementById('pageno').textContent=String(cur+1).padStart(2,'0')+' / '+String(slides.length).padStart(2,'0');} |
| function fit(){const s=Math.min(innerWidth/1280,innerHeight/720); |
| document.getElementById('stage').style.transform=`translate(-50%,-50%) scale(${s})`;} |
| addEventListener('resize',fit);addEventListener('keydown',e=>{ |
| if(['ArrowRight','ArrowDown',' ','PageDown'].includes(e.key))show(cur+1); |
| if(['ArrowLeft','ArrowUp','PageUp'].includes(e.key))show(cur-1); |
| if(e.key==='Home')show(0);if(e.key==='End')show(slides.length-1);}); |
| addEventListener('click',e=>{if(e.clientX<innerWidth*0.28)show(cur-1);else show(cur+1);}); |
| document.querySelectorAll('#lbTabs button').forEach(b=>b.addEventListener('click',e=>{e.stopPropagation();setTab(b.dataset.tab);})); |
| document.querySelectorAll('#cheapTabs button').forEach(b=>b.addEventListener('click',e=>{e.stopPropagation();setCheapMetric(b.dataset.metric);})); |
| kvFig();frontier();cheapFrontier();fit(); |
| const q=new URLSearchParams(location.search); |
| setTab(q.get('tab')||'1b'); |
| show(q.get('slide')?parseInt(q.get('slide'))-1:0); |
| </script> |
| </body> |
| </html> |
|
|