AMQ: Foundational Math Architecture
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os7iovHTei1dwrT2dJUAYFWCqY6wwJsQT3l9gEksOAnCUvQsT8uqOPf9S7D0TxzeKIXi0Vu7F7uKQ_fHgo77b989DtVQg3T_slWHgV9alufSTVGxRi8tR94bmlgwG_Dk1-2FIjvOzZ27fcOrN81J0BXLyUltPgCKwxm5gtB-fxl6pHy8ZdI47SQ9iWiKP_S3m6KdJAlhvO3_u5XQqO8RVZvvlCH_ATkgGnM5dNS-AMEawcDGGLYBHUCEGumWV18Fvlu6keV2i6zIa788qrSjxaNvHB37H7CvgD4YjLDSs99qTJxB23melIxTaPuqxWKuBVWq7l61cERsIpIG8S538Umd4LulHmupgKrQR7E1iKpr16GEl94klsmAVeXXg2RxPuheKoX6061iZAZrS_a5Fk8IJJVOD-1viNUF41pJMx8mz9lv4GjKAI1r46PGpDW0_9qzrHIyuQHNxgL8zYayVPMN9Uu7EvT9aIlYlGRYT1AKzs4Xk151UbBS3GwmP7skg5uWniz8pEMoz-efCHnu4k0C13kSeyiYZbztcPQk7vGzS8iykg6HY8GsUuzAD70JQf_OehmQnlpmfe9C_PDP13sO_gaozrJVzwsZ55XMxACwkvU388ctXxYyt1vccAZ4LBvSkiVjJ8HPWZq8jAwW4iBWYBRzzMhoFJsEr2lGiNx7Ez_O3A7wiKbdt_rumPZk67FHHiEq0qOc6R6_kCxq8lncETRD-dRJRnVwx2kbd9jbwIhhmo_MTNBBguMG7iPbrX3e0h4fS8xZt-08I_6FcIJ1K3YshKAfBc6lRqRg2zGaT6cDAAVYH8dcsHbk3xvA12GGQ5JGW_lh_5wXt8kveldBkmZy58N7ZMsbQ20ElTlFJLatUXC5EITdCMK2dUqaTl8JR6uita-Rvf6vq7Ro3f_O7GYRwwVDB0Z1uQPD300SispTndbFgVlH9ZOUCWLb0MSf02Gl2-yDg61t2WJqVM2rkirj1pt362VYlDCXysABJ61sP4q8wbEe-EeGdQ0wcbI5niKZXO7XXXET_zQh5xa7_LgFEPdh-6w3wRZsd09ppKl3VgDLZLZC0GWnF3FzVs9ucxx-hl8uMmbdwT6cr-yvu8DRgknqH0ewING2HCDH4sbOwANFFepm_DGF3PQvj-SIQiZ5fta6v3wNtrxdaimd-w5dc6MubYp70aavpsYLdjsQYETmLEDOQLMm_OpmG3YcicJiqKHhRK-vieark-MZoK5G0YGqPWamfI1NlArh8ABmIVhW94mEUYUYxMWbx_LfwV-P6Bxd19_UrmRjvJic1oxaZZ7Qa2_qqg_H1DZ3GAJIVF17kUCb4OUenSFnqo62vNvwgjnFnF9USu4deyPsxE63dVKBE42bGXMTbyPMjZW8HllQqiFfsAWPRi6xFWvb6JbPnqGc-hijBSE7Yu5WjVv5GGjkkTh07borgNGm6pRnpiqh7H9K5clQOsC0yQRMDblbN4Yxcq1aa3f0q2IcWLuPYbmypMBiUgtebre2mC8p_W8xL8r8ZargLQbx0x-QFRSBvKiGM_74uC-69XT5D-sc4n4kiJqE3bbB3siLZheCBz5lIhLPkl3r73GzmUvxuox1CvoghmI7l5PMHP-OhmGisXJ0de8HPTjC9vE-8e2N8SRn8tqbDKgPbCOZGTbcbWtKf9XjKJ6WHj0kbx8y8gT-tAYdzgR9-QNyUKMLyt3qwE3Fa77gPviBMi7eSBImjrFxXN2nC6Cq5lLSf9nMQ59qJabjp_Ar3oCDMqhMUOdUq6fbVvwnoG7_B_OHkpI4VVx9TchrSAYQcwY_Q8ej9L-nfRUHFBIgqhvVDv8LiC1nWDrPf37vfiWYo2m64WqPNuKR5I7cjrJAXfi-uq8wBwyTwmq6opjv_9jvZZp5LrdsWJQ2-g1OuLHZZ4R7BL6YeUUw6cIW3GBOVskgxrcV8WK8szmrZnkKpkdMMHOJrPdDL0AKYEGeTTPNf6O1UgioPFqL9bgB_pfHMdJjzflKpL048voAFeUi2NSG4kRj5HDLc36iTumy81apjg7_ODPqCYkOz6DT0HKPYBtDQuza3ak9j1I2ih2KZ-rtgWzWv7o0MkMrh2KKi_oDFLDJUA8hgmQMkFPe1ShDqug9XOTepaBDyWLh2C2qxk11bC8w0cVBlAdGU1KVMPO8-1zLxPogc__BuTbIyAyDjS-KgjU7yubgfhDppEgiCVsNlKJnsy0jDdz5jZ_5GyHE1D56G8J3pf2txB8KxA4qleaOG6yDvqwJh3eo6DjNLisltDVxrxE7U4bkfY2aTp105fzNQjLVbt-iyykz8oL678eNgsBgd506sQmxBFdifl5Jl349gyiJ0tTEN5EycDVRdY7DWvliQhn2kIr33hcCTk7j6N7n-yJpkH1q3DIJKx29s6w3jS1CUjxOPfN6bhBXm0LXZMgpJjKpar5EwP-ygLOSXGQmGqLdN2_yLrAoFyVwGPvThupg60StwnJXL-c8O-piKtWa4hi2RtU6dRrRCP6tRjPwuNPxiR2MBPG1j5kwBAPDI8Cu3TKvP8R5vyEGwdEkM_65US6GuqnCGjR2wCZB0CNHWhEYzgcyILlTjIPrJwBVsKNV98rqQAmpyXbWLJYsOBkpKbiqa9-dqRzJw0EWS3prM3kXWbliRoJiL8_1DaS6r1vRyLCdPfRBAzsF-fpUxpDgBitwjaObAXwYD9ol80xGhymmvF4Z9o71S5H0iFKbDlTYoT-NCsN8xGc7sTBngOXVQzb0v7lnvkt1smDLQNPCBTllAYdxUXH6-M4c_za8c6gYKAbKiktQhlaU-FXQBkRySrZRfdr6nhJchKo04Hv-KTnt8-b_nniQAzJ_ImbBXFtcJwmHQhs2xsec_V1eckakZyMs-_LnQtJ4RoaluV3CVXzkt5uKswVAphM-ELPpsdnhCuAWHyGbZtFjw3BxzBX_t8XJYT_JbSxy13T-u3ETjoFqSG696DbvSK-4n01anWMJ3AYc-5nSts0kmOBJnyNk0J4MFTC2l2tzo7qctGFlSqfsxrAcIBhFiLZ-ffDnGjrID9X0XF_py1Qs8TYOqeEr0ZJhLlhKsOlI1zaRqqd7tGUOhTlmrOYjzBH3yCXMbmGkUXzSq6geiE22cJf52FRUu3z0oWecYcsldwFXQsL6QCcdhlAigaoKjy8dEsOgERsaFtUenuPC_Gk58BLf-xJf2t2riCWRr8ZPL1ZAdr-bcSy5dMaYOYTPnKL0zRX8Bzz6HrASna3vQ97qqQKvCbWQa-VjDkVYtly1b6MddS_-oAVtW6yWEeMBvYnV-v7h9CowyVQ4OCvN4VmPt7MV1NjCzPai_WdMk1uWl-WVrWQb06obhXEM8BWdctXX3ctzIoXB3fH1FQXHEH5Q-56OnlfB6OlIU65RXv54Lktw_aZGmr15MMs3usHuJfaCyiTwFlBJjmb7TlIBoEM3rqaZKY0PPAu98pJk3Gwu4odxpZsETsv06qv19V5cvUJvrewZpgK0flYMNF__zWOMcojfEDizTaWsaLjFYTeFn7huWOS9hcqyAvshNTKx27XAV12FUMkFBQa4kTFbskIiMqUjIn29EPaZ-wMXgLJOvJpAEHa042D9Uc8lW4a6ZPWofz7hhQcv_aqXCxdqBmOyE9OC2iLhS7fILqXm0hX6vy7YeBQhR35RA9GNgCIeatsk9D_u4xK8Xv5nvJ4RpEJdTAQ_dE6e-DqyM4xnI28l55YHJowl7EPJNwwsDK4urOFd00IujOupUVriqdARIjljAV4U1pRpERnCwvoFNRlHXUdkHA5PkVF2Dfmd2sTp4GyC7hcxAV5Rtz1ACotkK9gDes3AC6q81XkpYn5fhG2aPr0dgZd_rRB7---dp7wpch25HLg9cJnXTm9kNKoltffKsuUGEwVm0gd90nDvdnjhPI5Gq0m0rFELKoMB0K5y3Kmjl8RWXmgP4CnOQOHrPwnZzOy1DIcBU7gQi2cYcHx0nPfKpJq0ZezsQFj7RH67TVTe4cZz2vl1FFZfivywUxAj_BGwsJLEDpgZPUYyIWlAw-1pLNgQO5m8opapoLa3lb30g9xOunFOjOS_Ne77ikv2tSzEqyS-a77jlTypc7FnmI1WjeMdssi-OwbBzLq5ImHm9sb7CMzMGtZ9yVZ5VzELHBGk_o7GObj33JDAWONe52Yyx7zo849RTFaujkAIYiLhzdMUxQwvnWMQp4m4iUHkeh9cFcsFZIvpRHdfmy8TOTn9aSGPOHQmme5i0sHeRnPmE07r0uz9OtbChgfAH3dq78YLvpuc0nb-YPRJwJZSohyASdoL_KkKLHJypVYGUVakkvezL957ntDfmI4baHOiZUIMtXmMpsX6mINqP6GVXptc-MsN1-JEzKkJTgINOc-W9Lmw12REud3_txT-6gwix4sMi6B5MPdUUVhm9fXB3ld8qDaUssC6zCGm07pQrYChoNe6sq48wOiHSbQE7PfS3mhLLNzLkUhRtAiBDDQ5rj7Ir0ae-yMZpGM0H0GrUd-DSOZNKakSPShIvbVekBzUo4Z3Ig_59jPBo01WDRNW3OSzjI_8PUrC0YrpbhlNBrcrzm1h3WOQu19GhKUOjzlbVfEg5A5vDDRLL-WRAoPSgy1Z3_nKkk_5BX6RrrwQLnXZinlCoSG31VfYie-dEZbqeimkzu19lDAmSph41HQMIeS_1OwvzwC_aHtYITRmh5fC1Jg-aFlrTgGsk7mL7HJYPe3oKC8aRgsRIzQbRMk7zel-NckGMAtdsf12YVWDZybgP1QwnBzVP2ePoaCNGe6_rdw9lM5M0Fm90OAHOkL-xn0qsog5vdACWuoVYCQCes65cOdDm7GCNcCugfetYfzPhIoeZTN_A2SULsYT7jfKnvjhg9fMXyidSCUHfCHga_J3pK6Oq7sGTohhpjWyZDYEevWeDt6WPs3Sq4h0w1DQAx9raKff8fkm45FQmUXYVgVhyFWBVbkoKYY_Y7jt4ZqJiWnld0JJhnFy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