llvm / llvm/llvm-project

[DAG] `1 << (x & 63)` could be `rotate-left(1, x)`

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#173,972 7 comments 0 reactions 1 assignee Claimed by @VachanVY View on GitHub
backend:X86 llvm:SelectionDAG missed-optimization
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Description

[Zig Godbolt](https://zig.godbo.lt/#z:OYLghAFBqd5QCxAYwPYBMCmBRdBLAF1QCcAaPECAMzwBtMA7AQwFtMQByARg9KtQYEAysib0QXLnwEEAqgGdMABQAenAAy8AVhNK0mDUAC88wUovrICeAZUboAwqloBXFgxABmUvYAyeBkwAOTcAI0xiCS4ANgAOUgAHVHlCGwYnV3cvROTUgX9AkJZwyMk480xLawEhAiZiAgy3D28LTCs02vqCAuCwiKjy%2BTqGpqzWkZ6AvuKBstiASnNUF2Jkdg40BmGAamH0HYBSTwARHYABPBYkhohDgCZ7/Yf7heOAIUP1AEEt3dCXHRrAwjqcLlcbgQ7o8AUCAi83p5Pj8vt9MCpITsqCD%2BKgIABPEAXABq7SIxAg8R2LmiABYFgsSWSSJTSNS6YzDgB2ZHfHb8nbETAEVYg85MeQQc6kqwsqk0%2Bls87yBL6KFcBmghzHBwXAjEFwMUQETAExG87knVGo9GY7E7UL1AlE6XMinyjmM12y91shWcnmogWC4WivZXdAAOmIqAItClEqlMvJrPZiouKrVEA1Sx2%2BPN1q5VpRJd%2BAl2LmstHkoLOwwNViOgZ%2B9uwDDc7yYyAA1gFgABJQSYYARCAAFSJBHxCUwjKnM6bvODQpFxBB8gA7oRkAgdlL55hB/xx5ruUvgwLI%2BcXow3C9a8dsE2HIxubrGJG6sAAPoH0hBi9%2BUqRQH08J9zjQa46BwYgYwpF4ggEABaW8WB2A89hnZA8BoTADgldD6hHAgEX/H5g0tD5C2Lb5UQAejonZGHkVZMBrAgECYAgdg3TAdlEBgGFjHYZ2IfhiDQph%2BIlbiiD2FgxHoYgHS7XtDB2AITRHYh5HoxiCPOVCADEYxYQduK3WhaB2LiTWuWTUGk3Z0FQDd1yuOh6nQxzLkEBwZNRBIXFCLEQVQ78qFM79NPHSdp0wNkADcxBcdgdjbDtVL7czh1HMdNTHRcAP5Fcw0M9sWBM1AzMECBktcWcqJRItqKa2ifj%2BbiUhYA5jjrfUXEbM9AuC/jy24sdvgAJQAcWwMdvwACW%2BIRv2%2BYkAA1vwAVi4e4jNrB1AVoYFPyI4VI2QILI3qHdQLOSMVFiaJvzpGyGAOWEToCSMTB/R0e3sHYwDAPqdkjYYmBHe5vyel63oMA59kjMdzoIR7nsjKhMC41ihGFRbEy%2B06RmIy7rux3GhXkNkbsSlRdvuKgCx%2BIKQs6nZJtm%2BalpWtbNp2vbiV8Q6ubmhbltW9atsZg7Eb2Ago1R4gybhrGcdXTB8YIQnJWJn7SYuq6XHVqm2Npph6cZxLaBZ742bG7YJum8XealgXGeJd4AFl%2B1Fl2ecl/mZb2uWPoVpW0Yx6JTc17XdYgfWGHJk3Kc1mnwcthm9sS0IWDwO2HY5sXA756XBfuL3ffuf3uYlsuPdD96kcVlGo7VtO8YJonjtO43Y9YjO6ez%2B5c/z142qL8bOYD%2Bv3ZD%2B53gAdVr12g/L2Xm4jtuVYujuNa7nWe7hZPDfR/vO%2Bpi2rb20IN0L0bi9nt3g4r79%2ByM72%2BTBku59fzf5bI2VqrTGl8tbdz1r3A2UcL4HyvpnG%2B9wcIKQfuzaev8X7SxrmDJOZ1d7n2urdXcfUwbR1erSLeQD26gLgeAo%2BkCT54LJrAs2Q8s4TyRCNNBTsZ510wY3SuSgADySgHBBDHCcAAiodKh%2BDo4DyFPHY%2B31T4wIprQthiDEpJASMgQQ6AACOqDHa7AwUHH2/ZsFglwWfFON01jENOKQuG5Ct64L%2Bt%2BAG3YgYg1IZDaGsNnquMAa3YBe8aFmyUQwlRTCjbqNYbTPOeAOG8injwjB/YpbexON%2BAAWtgIIMjW5sBYBDSY8gl6EAQBAFwVJcH9xYBgSokZmBsDZC8IwDBEoRARG1VEHMg5GRWgtJQJxsBKDWkEHJShsAbUKjg2g3YiTDXIgKDmxtvytL4jgqBycGlNNoJGKyiUWCbNYHxEgwE%2BL1Ouo0rAhytltWDKEIUTBuw7BAKERZe4bkmyIZGPA8glCuQiKIiAjIQmRzkUkXixBdEKLoQnX5CKh6AqYN%2BRKnguDRSdg2ao2xNQkGKheZF/zAUbWeuC5uxLAL8lkSAmOYComJ12XYsBQ8kmvGpas2lAoGIiSwAkDSNZ87IBjGgLABwIDyFoK5RkAgdjfGyTZBxhAySDwdJgcSfFcmMB2J4SMNLaUg2RiUsp3QKlVJqVSDZWz2kwnQN04gCJuV8l5QKCAJrimYFKZDBolqOLWrZLa859r7idKdS6kgwNIAhrYIcbanxHgRp6Y8I5r5tpnB1MDDgngwAcC3nGzACak3hq6am%2B46bk6GszVW%2B6Owcx9Japw0s9odx0HQBASCCRrBsE5nFGcc54pFR5XsLcBA7r7nikePE%2BUAznkApGJImkIigSfG%2BBIb4R1uvdWO7cu4p0zhnRABIl0EAdtPM2Hdu7LyaTXSGVcIJT3ttoOgMi16b2Z1gkwfE963xMC3aVNcNkz0dvfZ%2B4MkZuk%2Bj/VyfygHQzAaYKB194GINAWrNspxYFnwAbgxcbt0FsCwRZMjKgLBz7VR7VcZQxAYoIWEviYUGlrj0DYEOA44kiotUeLTM8eGTgMjQ7uyio6KJFmExeexxAf2wfg/hoDIJkMvrfUa/kUG3Rybw7qRTIGVOSeDFcrTW6IJUaIyRikZGKOXSo722j9HHiIW4kx7iEI2OMBNJx6Nw0eP3D4zyATQniWidoi1VtIJ6CGEDd2uz/b0LxUZDFmjOLuIrOvZufde5zgHmPXO7dvKl2oBXcpEhOGN1brS5%2BjLE6D3ZenQwY8z7z2vsvQuiD0nZOlfXXB7TD6wzIciwZm9GmYNddwwhx9IHBtqfdUZsb/6TOEfoMRuC0rW7kco/ZGjSg6O1QY855jbmfUebwlibzgZfP%2Bc7JaILYnaUhd5ZaIb6n6gyd/fNnrE3%2BtVue%2BDaD5JjMKcQ0pn7M25vYe6/J3UpmoLLYs2tqMG2bNbbYDthz9wnN5kO6x47HGzslYu1aXj4N%2BM3aWMFsLoWaJ6UYnyGVeB1hIUBbuDCHEuLCp2KgJ1SFFKoGNKdlid02euYIDWQ40R1CRfF%2BoDnUkWAuG%2BqqC5VAbI7AYAzviFUSiGp%2BAxRiY4EB8WXUOZSgKbK0FMIEA4RBUA6%2B%2BHrzm56axm/V%2BsfHOxDeWzoL%2B7qqocL4j7DsEcgQZOeZ2P96NErMCRkVTsWV3FUAq7sxnDchuQQcT4kt1dig2Kq9lagIVhAeIGFF95cPbo8BGASjTjS3EuwikUr%2Byy1kAiKAaHsTATqxAOhk0aQ3NZ5boBcH7/nNZE/oUN3H1ABe2TyyL83nvBg7pdjQMQfA6k5Kp/ZykKv0ktIkF/RnuPjBgAcQ5/CXX/KIBS9OOoNkN%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%2B0i2/DuIYAeOpBeMOnuG2miF%2B2vEeE6heCJFCGn2sjBgGiyOvSe1RCHQXEqwFF0wSFUgFwGiGhuMAjSV2G%2BOgMOgLx2JulkJ%2BI8yeVpXxO4k%2BMJI82JLOPkCrS%2BPJOgKpLxMfmnlBPuHBMeEZNJJ5L5PuD6Tu35AdntCEnSHGjHHiipQwlRN3V02wJIG2LSElDHEILFPdTJNUMEEOnpMEF%2BwKzpLZIZLBlNL1IIGNNpSvBeGFMOioDEEUBtP5CIJbQ/QFBCxmx7UiA0hVylHtPGhdRLQACoE0ThviIBDSCBEt0Fv8QIwyIyoyYzGRNSZtItHid94SfS4ClN5BvxOppVKgqAXQHDJRNQVTiA1T8DNSSdcSdSYyDSzSjSZtINLT7jzSwQOyKTWztTIMhTgz%2BTYSDR4THsix502y0TMDzhQhCB/JhhizaBmYOSLxvTtSJT1wLd1glzSyLhyzwVGQcIssgynYQzE1kzyToyWzYyTEJoEztkLzM0Uyby0z8sb1dMLAqAl19QS11BIwIYSyq0IzVzxMSDPTxS8zzdZUGDvxyDTQvyyyndDz/STywShyuUS1LzLdryrS4z0kHyjgnzIyrzUzOZ3ylTMCvyfznVE1/yykowzVvijISANxTCalsy2RqLBsLh8BEpsAVB68ZiGBWSrSlRsyhEqATwGQQKPTxzwLeVNzoK%2Bc/D0A4LtzMAviCyAjJREL9zkLcxiQB1ZxULAz0KzzHhORiKXy8K7ydhiRCKsLnzSLXz7KKL3VdNzhfSFyoRqL6DVL1KNdDzQKvTKdcyNiQQsAAhCBdykLAVwU2RgAMSLjvVSlvgrIVLyRGREoiteoGzeUkrkNIpMAEKgL/LPNAqdyZK5L7swrtT%2BV0rLc2DJdXxODxI2K18t4SlFBS8j8udyiYLVLuCfURi5Iq8Yw2I7deUGqrJOcM9lISkRizdhg2jDQsAaArcprqSoLoqoRyqSAUrGKfVIx0rBryQliszMjGQQZzgDzJz%2By1lp4AQVcRzf19rRDvi8JTq%2BcCCVDOyjTt4mLySWLiAOrO0XBOLj8GAljRL/rYy7ZP1zhurhQWUqAS1IsAKIyuLUrfoIhUA2JpKQrAJdNDUeRwZfTDpnqaLaZItDpabKIarAJ1yIKRIoLIpqoIpoJryzqDrAbjrvrjQSA2QaBxBt4qBmSjJoJrqwBbqDL3LeUOYOI%2BwCyiBWSzq0oFRDp9QfdikuIEBIw%2BKBKhKFQ2RtasRoJIxiI2x0BgUKzxLMjJLCaPSpz%2BQOZ%2BqZNyS8I4LBiwZTVjrmLWL2KTaJ9lbfxUA1bMqEoxoUc%2BJzhDbBKrBcK4b7aq9Ha50Eab0OZnrsYSswQzb3rdS5CvqMrkBfqYy2R3bPq1LsyM7d0Ig18tVV0C7irTRs6Ig7YXbw8vJkBVhlliLalDovL9QfLUac6/yAKlbDAVbw7yri1M0O6Hr%2BRU9oI9w4T7qWaFbVhDoe7aL3gzaRbo9XlO0d6FhMbM0ib3Vjyu1Vg61Sszh1BGQXkcZuwL6wLrRF6LhkaoQ27d7J7gBp6I7%2Bcz6ThsajrSlxr8aNTqqLQP6SbFT2sKadkqAc7qbO72y9VYTz0p6w7AG/DXSmwrRGa1zKc37na6r7d9chETghEiQghoJ5AkIhAxATRlJ7h1BASkJ1BogkJPAZcth9Q8AAR/8laawvEy8j9clTAFZEZTC49BGZNiA3rw5fBfBiRvY9JOZpwGd8iv8SAsBlJx8FI5DCAXAsAsQZJV02cQRpc/bSk0BDQoQ3gJc7clL7Hao1AiLPhM0OZalg1OI/TalGQIafaGzkpAit6wYVBVywnOie6eCuISB5AXRkw5Q/QORB7MwuIIAH7RTr1l6%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%2BIFJ5BvEDhZV4XOcQRpYkJGZuCuwsHc8IAyiQQ9CsAARei7k2I1iKHGIhEQRYxDdlIiFzYeI%2BJ1qmAFcHJhqWArp8R81A8j90AuIpI5IpIf6wi3pQgDCEjw4M8QRFNZ2WCXGoKoWYWS2EWBAkWUW0Wu1bMaMdgghvxHiYguKNKiQDADD4o2QMSZW%2BwXQcsGs8Rbr4pHb4KGRCtisUN0AvQ/XTU9bLpMA6BgVYVJKxwNw8QXBH3b3vxEsuI7pDRXlFm0WlRf3jwAOZwgONKQPjcWHwP17gwOZCkwYTjAaYP1h4OQVqyqBkPUP0O72sOatqQGA8POI0XVyOZ10wQ6sj0/2pRZTSOpLgPT7KOIhwPcnaPp4HKwZKWWQgg2RsBa67LEG/nnXfSRPp5imzgkaAhpVnWeKggF7r0r6zEG4F4jIaPaV1kEBDRuxvwC33kcEjBz0IAAA/cZm165nYB%2BpYuzhW6eaDbziUXzv51uC1yMdEfUISkLzTqZsLqE5wXMWc%2BcmSCAK%2B4p7AUp%2BkHYYLxMYOslozHcTzuLwtoTcLtkWzlT2lT88dSdWz%2BW2lWIe9arSdXTnr3dAesbS4nEtrdDICFQFhnEMUF4Y5UpHzvCI5OFqMWIPAWIJdc5x4aTwDqS303MPAF/JUP17Th0aEvLs7nTzUTLiAc73T1%2B2qk4O0x4RbyMZbqME9yMDbrbhIHb%2B4E9fUH18kx23TpKdoBr7sH1yUYkWlrJz9nohkcnD%2B4MND6Ifr7E64ybqb1LiIObi4Bb2gE5D7%2BLlb77xKDbmIbbl4Pb2ToH4gI7k7pkRA87nL22U7t0e7m7yDrnh7vTz9S0V7%2B4d7z71b%2BFqDKnmOf72n30kHy3MH3MWLnzmHiAOHjMeZqERHvsZH/BtHl/THvFYbiDPH4De0Hk0Xsnr7tbyX47ytGX3bkjzAR2w7rF5nu7tny7zn1nnnlnlMfnp7pmosYXy3wt8nm3ynu3mn3buXi4b4xXiH5AKH1X9X5UTXk9eFpHhlqbzWsbrH43z9U3gni34npbq38XqMSP55h3wHp3l3/UJnvzP3rTtkdnq7vn33j3m7wP4hl7kvknsXinjb6vgHhn%2BXuQhP8vJPlXuP2H%2BHrXzPnX7P9DcHQh8CLPFbUjdbazE4tHPbR4WQbYYfSEU7DCW0MkU7LjZLo9zSk95ZQnF4K7Lv9KN4CclHlZt0iTTumIfrzrg9Ib8pjelG4Q4FYRvQASvxm749QohPN7qX1J5h9reEvRKDEE27R9a%2BMnZ3gdwb5u8m%2Bz/Nvt7396d9ruL/HvmBRD5wDB%2BEfFAX91H6x9xQoPKSuDyn7J9Z%2Bavefhny/aGBdeaDAUOj0N5XEC%2BN6IvtAP75l8EBFfKDCgOp4186emAhno3wIEt8LuuXRQRSH5688feJAohoL2D6iD4BRbCQcgOiB4BpBtA4HnHwYEQAmByveLin3YHa8uBy/CDC4AN558wB%2BVXHpALN7zdYBA/cvhTxQEv40Bsg%2BvozxwGqDueygjns3zUFECO%2BWgnHiJl0FE8/B4ggIcYKCEyC6B8fRgUr0h4z8QuqfR1hwKz7v8pujlEATDgSDmZVsVmTbNRlRy7YoQLwQ/ixASAn9rcw6c/lYEv7Rpr%2BebWFvC3v6fBLs9Zd4M/0e5v98GiJD%2Bq4JAEDd/%2BrndDMALX6gCBB4Ak3l4OL4pCxBBgini/lQEyC6%2BWAsIRpHd7ED8BMQyIbpw0GECEhPAz/n3x2H6Dw%2BSAg4TQNl7mD6BCvXIYnxYGFD7Bi/RwWUJz4/83B6wjwRANm4iDnhlAt4UglMG09jh8g8IVcM94qC0RcQzQY920E3oheeguEZXwOGIiY%2BXwnIVYLyHT9bBrAooenwcHABuBqPAUKv0fAEZYiMEWodv3qF2Y9%2BzQg/kf3aEkAw8Z/DEBfy8zKR%2Bhx7NbsMMojE5Sa4w4gZMMEwgikhIDTum9DG5/89wAAyEe6hWGsjxu2PB4ReGEHm9YR/giPnSEOGj9kRrvM4bgIuFe9MRL/W4UoJxGJD3U%2BI80WkMtG0hrRnwsgBYJ%2BEUi/hBQxMLSKzD0jGRH/E0ZhnvRVCahW/RHDv2vaND0crQ4/kKNP5dDRRPQ8UR4SjA39Bh6AGUaMPlETDX%2Byo6YV/w/osicMCYuHJyOTHcjtsTQ6EPcAzGCiGg2YhcN0LDxX8IwEMAYXf24xE4m%2B5YxUZWKcGkM2sFzObLqJibPVDo3LTNKVx5D0i2WozIIBfSRo%2Bop2qNAZlLkzQfsG%2BF9XTM9VeZhVyGSlIscMEuQM8X2DAN9jODZDzs6gj458SZRyp4A8qbWUTtvWaydpbRDfPThzGFgFJt6qYviNBw4iwdWOiHDjihxqTocJOh4KTsiLfFMAQOARF1nvhw4CccY%2BHegCZx4TqdxOfrcCQH2dqjoHOz8deAIhc7G8fG2wAYT50pr%2Bc8AQXELtV1zBjFA0wExnsKxZocwixbEsGMVxPz8SMBoQ08DhnSaVdJQPEwioaFEnxcL6howQdN2hFmjfBuwlbneKFC09U%2B0kk4QoKuGUTW%2Bl3bKrlQvpejdJLwwseSGLQx94W34IAk0w%2Bhappg6AOfjsEwm5hshlgpgcjGS6pcZMidDLn62maXD8ujQQrqpMa65g789lXwAUiElgVCKvpEZkUkLGDiwpQlTCWyGSl8TqkAk5HsQXfoUMkI1UmqbVLqn1SGpjUpqc1JamtSkIGjIQNVD4it4seaQD3JUFEjMlKp4hN5LngCBBRuIOlI4BLgAwS52kEuUINLlnzhxpcyAaXFvCkiMd6wgeW0NTBSAKpx8CAVyGXkghzlAg0RNCBxUDwYkhQggfvGbnlgZ4QIBeXwuSCSaeMHg0QN8AmlK7bQHAgXCMqfRrxTRgcA%2BcPD2nx6ypgA0ZVvsGjZD9hvY3sRYDxD7Z8QEZSMjnEfiYDtCYwCQOjH4XQgGgz8dQNFu7iPzAA8A3SdcAI3Ui7S2I%2B05ODXmwCW0Y8s3CACoDZD4g2QRgMNIFykifSfkz4fiG8EsofAdg/KaXLNOSnS5Fpc0reKtPWn1A%2BIR%2BG6echYY1heITEXMa5nTyT5tp6kISNWzAKrp%2BiHODEhYV0L5kVUyLaAkNPWLQC2ZTAD8X%2BAdBll9u0ZXMMgDdn08sJwaKCVrLxl90vGJwHxsjORFYT3KV9G6gECcAx0qU8sKUBJSkrhzZJeLDlhQnliOd54FcA6NGizn/whYvgCFOHAWFZY5ywgB2snJMkezWsM2PaFSEBLAkdgVbMbHCV%2Bx1inwTpTDJJhuxMT/ZMTK4CwFiCPE%2BuYMc5riNdr%2ByNhwYLjNkwArIy3weACrLqN5QxMd6QciMqHMOi7SfmDwd4HUxFJ/SVA6gAHqQMeo8IDAYuMEFnneCEBvYBgPAAkEWgDTRw0s%2B4NEExbUgpAQbQ0PziK6ghSuOGV4IR2DZ/y8AAC1kRqBAW/zQ24Cx8KyIfoC8b0yMZti4GAA3QLZtwLgPWh3p1p5Y/TOihGXrQ5MJ5l9FgEPOfAacquVIS%2BZyHtbZol5pCt%2BlyxIbtcZy5ckeqXKlDlyhAlckIVJSwm1yP69c/gRN2NGmifBIvOAWrCziMwfykM1AOgoMSRh65SIv1k339ARCNFHILRWk3TB29XRFIbRfSB752SpFJPGRYgnkVrgoZkYZRaosd4cLCuvsi4E4sXKhA8ubiqEMgCO7kLZmndRuaIqNFMitJUAnSeYtKSWKR41ihgLYuUWNy1FXPMLpoquHJKdFqSvRY30MUQA0lJiphaFSeH2SolciiGTYsUV2LIwCSxxQV0XIuLYpI9DxUqC8VdpfFQ8lUe6hbnzD8%2B082lBIpgERL5EsivaDEriWRhGYiSxAh6HTB3cpl7fSZZkpwHZLZlpi5IUUsxhDL7es3UZeMuqVxTalnimpd/QOV7LvFrS/xbWLjFjYGxHIpMVjBTEx1eR7Y5LtCJdzCQjs0BXoQThGFjin%2B1crCWTl%2BzulZx5DYMPyn7Aq5NZLkBgPmm4icRukHuUwh1UwB0QvEQMNoZCDZBaAIa3ELPI0TpkWE%2BpBEISBJDEAGtR0jHNeb3Q%2BneNp4KwgOSVnqaLwD5CaBwMfNPlENdMN8u%2BQ/KfkvyKQb8j%2BasCVB/LcwTAWGcLIqmlgHcfIYEL%2BnLlIQFI6uIVPioZnR1qhSkO3AEAtznS207I2%2BQQHvlKrn5tAUSCeiFDrBPJRoDWtM12lEhwyxFUOX7JjpxYXZTszmK3yJB1kvZnMN8vAy1XTAUZK9ethiFEL2r3g5zTNPWnzQ5pGQu07KWDDjVhquALzIhhzHoBUACAhZBALi3pUjM/yslGBtekTXbyQ1eatZimrawxN01qWP5lqJmIZqs1jPY3vmkC7RqxsXKg1TyuNWmqwuu0tkHWTFUOhg07S4MPmiYBtqQBYqmbPmlCATrVhoQX7PmmQBzrWRyARdRwE9QFp21eq7lUar5XZM2Qfa91TZHFU%2BL25lyyoRv3hwvBBw9UH8fSvpl9TzZiga3I5A7WGrH53aitO0oZqFrgwXC6tY2qWEXgW1K6nDNWsOiBdq166zdfekY49L%2BQV9RNfmsjW%2BIwQ%2BaBYBhrZGw4bl8ER4LesgIHAVVT6iUC%2BpOk7rO1e6k1d%2Bp77FqE1papNRWpmwzCWaHc0cT3JBUCh/V50/JnxAgBr1je3GviLxr3DIbCFkau%2BjmhjW5rRm9GvGWWveDJqa0hDD0W7SFRybQ1KGlTZVOi48IC834PGe0DwiMA3cVCxSdMy4UF5gNvKGXGNjvyd0MNYGp8PZo/r5pPpTm/VPgzc3bRsAHmvzA5o4BvgPNUgTumxuuWb88N9wAjRbiI0hrH1CqZ9afzfUUaP1vK6jc6ksqAqJybXQCFfUM0WqsAVqiBWCH035bjNVqx%2Bq8hfrUTWNDGktfJsY3KaL6HMOjMAAQA1q6wdaqzZpJzTuat1IA99V2v3XeB6V/a2fKepHXGpAtPmjzYNqo2mqm%2BR6gdRNq82Ba4Ms2lLUNvS3ZhD1IasbSeqHXCz8GYWq9athvVdJCND6glQltI1Ja1V0EfValq/UZbgFzG5tH%2BtpQQbfaXWhINZqm19b70X29%2BYKFMDtbVtP0jzV9p80g62t1pALUFv62rCvtCmUHXDouWJlL17IiLe2Oi33riNN2i2a%2Bvu30BHtW20SKRDe3abR0bzacpNmrWSr2oFDTmFQyES3t6GjDZhqujYYcN1AXIThlyCJD%2BQn0MYR0F8l/RChGk8KzSLtjVbSRZqqePVDQBUB4QiQ7WggAkCSYMQKZHEYKMjjoiLd9dpfJCHjNQBaAyQdEQFCxDYh0QuAL%2BLkFwFpAaMnMysxyL2wiDvSfCHtWgL%2BgEDQSjpCuA4GxRyJYhMAG4bgjIAQAD4M12eLqX/Q5wvAldeEe8HoSPwZsy8OeFGcKD7Y7A/Y3afQHoVRYrBZIk%2BEkh5CMBcQ%2BpQkbiOEEDz8A1qNkEwj9A0bgq8wKwYvPqTkjhAQw%2BRE3fXkplR1zV7IgohxCL2NEepMuhnJQhKqoUj8MsjietPH1XE%2BpZubNtbj1nnI1cIhMIsng0i6zNcoeh0AEHqBvV2IJe19GW2jxcJoBoQDidKjWDOz321bQtt7LkHyA1gt3auW/p8XuUtprcVBegtu23BkRX%2BuhWnM1rRpgD7%2B%2BtC4JSTEoo5MtGOVBPjnhx85FiTCrqI5jS7W8DOK%2Bf1HcEejDMWwmEWspjhJJIwN%2B89IM0d27dg6/oNMLRqIPhL3uasMgxQbwCRgX8tPGA36FWLUhODpC39TprYWTYuFkBnxX9sAi58QBWB7YDgfIEWLMYrBjiVQdp5f62QPnSbZIbmGrCZDarZknoJYP5xyDyhzg7tzUNP7uwmh2MRjtWHhbr1%2BGi7TFqoJX81gu%2Bh0PPsy2U7LxZwecapungsAR5g9AaCGxNAQANDZ4qiq4YFmBcr6aEeBeJx4V8KxDyPVgckaKmxq4xXEilp/vf3pGtQ2aXyCcrCPpSClrUKVWCqUzpz9C/%2BAImyE1l/Afxq6UeW9wMBsR7w4%2BPruu0MJMQa2dhfXE7ixC/z8UfWNcGDICKZ6NChE3cEC0xl6y3A2%2ByfJ0Y3bO499Y0WCGxCSAfRA840ysHHlaMHsIqewRpoC1aOSg3Vd3ANrdz9azLI5AZfORvD2jLwJDIx6mfgdC2MHJFzB9ZVYo10S874YyvaBMqpbJLA2FxkE1ca57LKBDqygZcUuGW/Gow/xnZYD0HVp8swiC7w0If5AxMV8yTSE36BiCgGNe6JvTkJvdwI4IYg4qKibn0A7kaFl6BwIlC3Qr5d5YIJkxyswIr4GdqIe0GwYxSQ8DwV7Z1YcRdmMcggxlZEmgTazfhDo24pEOLP0iVhE8eAKJuSqnkYHp4QgDJnwvygX1%2BUS8BAL%2Bnziw6h27e8dtmy/nRB80Kx4YDjAODj4FQ1p44EZBmz8p3g7QUdiBE1lwqc2ScXNquAr2GAkILEUIGl0bCL6OgCqLjOj2tNlsdgcMJCNMwV2vIaw0ZukLGchWOQq9W1QCBzCEDYAV4YMdHmLP5RX1YpvC1OlJW646gwYP/TOXRKc4Vxl4W8CAFqck1vQ85DZ7OZ7CLlBMf%2BRmBUM1rU6pT6O4neOkJSEAp05B%2BZpeCUeJozkKJI5tkDOb07elrxUFPk7Fwl1MBoqhgIUw0L4ginH9YpiU%2B4fPT8mk%2BgpustWYbLwaNTpE9ieedi5XmWuSCyeaRJHNBH6sx4YkKfRwk34/DPCGc1%2Bck4/m/zboZTqQo5g8FrASuAsongxRmdzWg4q1kwFbMFm2QlExkKMwBHEmsm5ZvhSubnMXhdMMFx%2BeYW/AIWbYsxYFdTnXOHHNz7QOqO0Af0vi1crFkysiOgzAboLY7ci2xEotUBELGDa%2Bf7MYtJ9tzu56GVxfaB5dq5DAYi2BMHrVyyLcFwS8JYUs5aXjU/OphjwUn8LmLZ61xYcrqga7jkYLXlPpYjFZNEFIJcMewIUuMh2p%2BGVSxRaovTZR05UshuBXEJ0Zc8ckQ3Caov2c4e0TOdPI5GCbqRuwCq%2BLrvsNHqk%2BjOwD/CJBF2otvdfkgQDCs6IN4NWZpsvBaZEZ55hI4%2BI/LFhSBFb5AXUmvCVcnxecC8cV3qeWBVR8Rz%2Bsh%2BFQqhyjWQhQaofveI0nye6xAxu1YEkEUBRttWlMsQGoRjzMz0FOwbsJnw5wUJkA%2BIZAOYTqOoyCIghEgApGsgLWzc2C5a6tejxYEN9wASBu7nkDnoM1NMGvMw391taJ8yQP3SsHP1d6AgOVItuHjwD8yJcIUwcZdZwgEBsA7mQQPIF8BaoSInBbzL9autA2QbouKaKjulx257QdVhIBZYFBurX2f4PYv7ILxEhUIi4fpXvMf7E335pNnkp9IBnE5KbcGCmy8B%2Bn03HgP06m7gIZuMrS0BDSTKEBf2O1fZSJUyvVck3C8SbjKrlHd1QnHoU54Fn0HWlGZN82%2BhFFOT/uHMQSNORHf9iKplvkhgKRDeA75FjkHnkDBwe4wIieN9yeEuEV9Gcj7RgxnhcJytC/WHIc290fHCAN1oQ3gxKbYtv9I8Ez6P9O6It8m8ORAEvBEYAdj%2BkHeiCs3fb9wRGFMV4yB3ab2oEO6sJeBEpE7kdymz5vvDzZHgKgDO/5qzsM2fNMdvO/cBUDEqI7MYoO0mk5vl3DQuiJ20XZZoXNRb%2B8l4Iamdt13Xbk6LCz1o1Gh3HgBiau5%2Bm0OsiXg6AUezejBFD37gG4ae7ulHlz3FpmdmMSdqx32Gotjh%2B9eMZKkiRbtROtGxTpYVZoXbRXAMkLewwPRvbddl1Fwv7ue3x7ZWYe4vfdSz207jwKe2vc/TL3P789t%2B7yg3s4bsd52u9QcD3uSTdwiWo%2B5Rc3SeHT7jlZm6LJq26bdgL1cTlbc7QaTPbfSgw98eiXzWZWdioEyyGilOiwTlk3LlhyshbBEoEAeUeDBcR0gLz5IdVjCTBDyi27E5K4eQ9y4MHtJnx6RQQ7kVEOow392vn62Z4xSpHCtqyXLtoB0OGHZ4Jh0EhYcBF2Hh0Lhzs17l3dpHl3AR2EqEcKGY4GyyMGI8jAL3HefrdDjI6562P5H7DpR4w7ITqO3Qmj0hD5izQ8O7uDj/h/ktCXeD%2BlXx0x1Yoser3JH%2BJqIXMpTB1JHHikZxyo9ce0hWHJADx5w68cEMllVD22FpemqUNqGtDdnUwxOirpJayLDQqPtTy/oVGajDK7nir0IqpdggCfcgFTPRopSSEFDmvl0ieAXTfTrE%2B6gYh4P7bIj4ZfNY%2BgkOaD1LdJoOYCcKmRnJB4eKI8RgG0uDzPGA0E34MEHmRHx4J8I9CeEPVnVjwHujwJPRA%2BzX0%2BZ8M72f4PDnKzyZxE6DQzMgmLLVBzehueCP9nJj5Z%2BM/jtTPTnMz8rnM52f8hPnRj755ErGeO3/nEjmpBs94MwHDHQTu5785hcfRk4Jz5CU3PR6XOe%2B4LlF6M/ud/OMX5Brg/KGRmbN3nu6Al9sKWdmPuwJAAF6F0yX0HrndERZ7CehfmOmXcL7g3wa5RIv5nnLkJ2i55eiEsXZzy03i/ZciuDnYrxl6ISedmtAmMzPJ7SlpfEGuXxLx2wXdEIj3pnuSoJkM1le3OiXCrvV2s5oMIvBX2z94189RcMvLXkr9Dri8tP4uOXZr%2Bl2E8tfKuKXrz9V4BE1dMH5XTr4lcy9oOzOTXoLhZ16%2B1cWvw3fLm11s5FLCu43orsN0y5dc4vCT7r01w6/NeZulX5Lv0JS7ecfa666b0N2E8bs9hyD2b85zK5jdyufnDL2t92EsdJuNFiLu17WKretua3DAJuwbQNeAujXbLj0U9nNqVA1KWyKLsIbKjNLLNv2nrbXdFtWJVhycxMH7TqCRhzIDDlSZbjwiYWRzxykeoItV47vkM%2B7yMIe6LqyssLTSkyx4unEavGIINPYF1O72VXVjcMPyWxCPe1NDNOdMvO9ZKKNEaAOkOvCrDcAMkepdphY9BPaACAp7xd5B9HdzsgDk5zSxpcZaKMXvQtF6zd9wpMt1KcPr7x4auc43vmKwd6X2t6l3c3u73VuE92lJIm7BvVgIfUhp2aX/LU108EsdSDo8JHn387kqFRR%2B3PG13qd1dT8z8m/Yo7mH1YcgF0vyeZsUdsuwNtU%2BBdVM2pEW3TZk84YVPW6XTyzRFs53DPT4Yz9DtM8FZs72ATT8p6IpPgdPCn2%2B%2Bu/vRdp8j9rfVOgd1C2fSj3lyqUpQSCCpoyHFj1e9E/FHkAyBFyswZcEXFbzOiR%2BL8iJfdegRVSt6uR4pVsEVxJsXlL3IOltJe8PFZor9l5SPK2jMaXsT6ZQNtIH5UykEGKgerjPGYmX%2Bg0hfRiZiTrEXXryNTDHaerDo48itxeBE38bRyzx0FYxGTXCpnABMo/LKl4i7Aeqh%2BhPCrh859NTOIKYYEN7BgQB2pgJMScDvCPUvL6AZJb2xA61jzKtz9QNxeH5SVoRIBeapv/l8BCB957NNCF/q288J3v7wPbyJ6KMhcr3e72qJSfvdPuK58XudFD84VRH6FPnkj9D7kH5QdgSEBtCkfiNPhkfZXtOk5cx%2B1f8n%2BqGPGgASByqi8X3iw53QG8nRKFYIf76p8u/DB7v03nYLSFJ/0AvIzP6vYQE7rHernZwKDTt5Ihnfif20GPIZpul8QuMgQGbrXlelpBO6HX7H7WdsnUeSLmBWn6L9ouDOyzhX/HwAvTkdteUdhpsXcpbFpj9%2B9wIXY09C%2BYAhUi7YdPoF3iZtOIIINdoQGZI7AZosYUsT8rGFjgycWl6C1nowC4G1hYi7Ui26hekGjD9v09KYdOfJuBXF9GP/IjIMJ%2BVDhr1lyC7Bz9vSk7Q5AEukFR8ugXxrx3UQ0EMitadYYLhaSgcRSeYUEQXRNM0KywpW/tIPgmNjYAj6fJ8hwv/CgT9wvB1jS9T3DFpjMOKEmozLCeB60wH70vfo6f39ReZ/BUHBkUrt1H9WHDMRH1kUv/D8D%2BM/8f9f0My3%2Bt8rDLGoB3v5wy4cpjaVscoF4tD0XoBM4GbuF6i8uyebn/hLHV4N9Vz3ZRL3iNkvQgDx8AA%2BnnS99yQAIyMQIGr1y9TEQ6H19QApIy1sSvOL3K93ZSAKq84xGry0skAlH0N9WRDkBmwzfW5SRxd%2BNsReBbfYSDf868Kghd9tIAAg98KEcuW99ffAgH99SbeUSD83%2BPANi9EDOOUa8Y0QZGGRvwUZHGRJkaZFmQ0fDYTBUccaAgr0FUOoG8QcQUyA9wwCDXRAAGIDcB0Cz0emRN1gAGTHIU%2BwSMBIBgAOiDQMHgTwBmQ5kV036MIgCAg0JwgY2WUgkgb3RFpqwTnF2N5qPjQ2MtCfIjV1NArXSqRddSCDogjAXiCLpiAcIISAuQXMD8DsIfIiAI1VOzCQhuwISDcgLDG63qpGIIRg9wXpKgAVx0rQqzNwBAdK1X13cE4jogsARKCQhYsQwmBB0FQZ1U4eEeqE69SFbr1iscEe7xiZqYR4kHt76Pr2UhQgb/ykMzgdZjF8BQcbzYk0NfFg%2BQfkEKBJtrEHL09sr6OqG7wBZAX3R8HgbaA0MY0G72NFqYenzOARgnvgF8wYNiUO9toBtHV8FKBd2AxqYTExr8aPbiAP8fJIpDeNo/Av2P92DWgI391nbt1tdU3D0XT9DDX4NS5s/Md1z9o3fPwLd7JIvyXRUuMv3Hc8/anXe1BnDrln8G/HcCb82OTv1phm/OFGQA6QbvxAE3g/Q2eEEQ2gJH8L/BTwn9VHeGGn95hOtRkCV5XgWfsnwckKP8wQxEJm5/g8/wdAd/ZkRv9OQsPxX9zXTPwhCz/FE1pDKdX7HsIWdIkCEBiQJ8HRUhRGsFoCFCMHBFDsNdVVw12xb2Et1rpVLl30aZWXS4xNecSBYAT7BEnRDmoHy0YhAgzXTohtdDzlCA9dA3UW5jdGMDN0rAC3QsJUoeQBt11AZ4liAwwq/XtBtEGVGJ4P/bG0f1v/Yr2Vt4GDmGotrGcTg1sEvbCQgsALXG1aCVMECzQliOLWxGwdbFTD4C9wRji9RGKGDkBQEOCICQ4kJVMKEVhJNTkHooOXWlgkWOWgDrD2OTjmxckoSLF458JQTgf8koFTDfNtLP6x6gUuGbnCkoQKMPMtP2NySqQPJdam8lfJFxSXD3JNai8krcXyRfcipAcMYAqPO4JeC9gD4IhEQQ74Idsl0aMMShLHFRXuAWWaxyidcXCIXlBCTbJ2lc0/a8O5czLYngfCqlSJ0QJXXQkwiFQIi52yUIIicNBC/wu8IfDkTJMC54NnMCKuEUIyCLQiNFQk3u9YIw53t54IuFzu5klVYgiFiI14GyUyImCN/C8I28OOQDaSpSBJSHX0AFcYnVJhYivwzZx/C4Q%2BNzMd/w%2B8KjBEI3xxxcSIq4VddViKCOEjYDZ4JNFqI4eHwi6I0dyQjECYxVYijFTJWyUVIriIhdHXemHkiAI%2BJUYiXwxAiNdSI9SIyU0wKiO4iM3H43gjlFQSOuMFlK4VmUOI4gKr87QxnX/U61bEIQApPKf1/5Z/Yr09sZlRt3vRaJPhHokF4YWEZBPybkLgi6IjcEfDnwmUMFD8GISJCixsMKLXhGzHs2iiqKWKJ1daIgCISigImGRSjO6PRywiLnUKLuMuzAuUrgi5ScPyixXPiIQjATAULH9pI03z9ZKI6qL3BTbDaC5QYonSJUA9I/iNp5t/VKIciWI3qPHBaorBFyiRDJqPYRCo/iIYivpdqKFD%2BQNKOmiMomqPCjso0OAWi6/JaJsi6IgSLajkojqI8ib0O7hUiZo/qMGi8o4aNGjmXCaPKjuo1l12i%2BouaM2hHoxaOeiVoipRKi3oj%2BmCiLI%2B6J%2BjnOI6OAwKQ712iUWouyIujSoq6ML4dQ0gMi1cdToQXA5IBcOJ5R3S/xrFrowCDY0vHDjVPDtLE1kToZsRKH0wZsRYJ88MuEVXYF0Ax2hpjAJaMV5R%2BZRH2hxgjP%2BRRjaURmOgD2BWy2JQlWcCiUoow4gBjCsbJ8S/9ebARQ/1oA%2BAK6gLwqP1q0rI6t3hi39IqMSimI1MDfCnIxtw4jsI0hVwjmo7WPvDiowyOAiUwaCPAic3DCO2jcXLSMJc4YkpQtjWozfxtiWQdCNUiIAX2OyVfYnCNkjlojXSlixooyJTBKI0yPYjzIziNNiQ43SNvDw4%2BiJKiwYzZ3fCeDciMNiWIl2LpceImyJTjzor2KUjbYySL9ixI7OKdjViYOI1iB3EaOTj9IvWJUjdFCyI0jMlPOK1drIhuLDj9ItaL1iTIuOM9Ah4vJSvC642P3NiU4xGJLj049JVnj6QFyNHiKcKnSJje7A9G8jfItRyZDVhUQ1QCgoqaLdcvo2aP2juzQuWhj1wE6K1iU4hKIcVLozaNEiHY0A1ZFMo0uFPj6o8%2BL2BL492Ovj%2B4jaMmjkIyqKficMF%2BL/gHjd%2BMajho7%2BJ1jEIkGNXiuopJSzigEp8BAT%2BEAaI/jYYguJ7iPYmkLKjQYg%2BN4Mj4h6PQTL4/CKLjf4u%2BP/iQI8uIhiT4uqMYkhowt0LiAI4uPGjZQzqIFj1FT6OkM9orKPng/o46IBje4%2B8MUjYExGg%2BjwYwhMhj%2BEmGJITG44RPITkY%2B%2BPnikE0yn6ic5YhMgT4TD2OnjWE3BPXs0Y07RZAwHS7VZx0iIRPxistNUXYSMMGwwntCcMmMGcfGYT3M4Mw6WxLCmXMsI5MxWNoCpjtSLjzR0WaemOhxsjIWLwsoQFmKkp/EjmNuJitcCF5jQ2fmMAhBYn2Ty5ihEWM8tuTFsDCgMQRGELIqMPaQxtJ5Z1XxsmICqCJtbQRGCdVDNCwi5tcbZ1SMojiYlC7laALxCJA4eYlDPg2kyTB85DqD7mFBr3cH2Y9j3PUG/M8QX83cSimY8PfRGQdTgbIyzJOTV46FJ8GIDtSdGIpNyAqCUeUGbQnExlp8PY13h3cX3Qas8UNIC7txxM8GJBg/M7zLMBAo2yEDmvSGIrgq4SxDa9%2BvNiEG83KMGGaSvEIYI0hekhSFglfARRW3twklS3i5U5cLl%2BSdAJjkBTgU/d2RENDIkxG9mgqYOaw%2BNATVWCAyMIy6CSmYBM5BgdbBUk0NQHrU8jZ/D2zZDd0GcIxIVpEAW18S0JeQk086NGBLQtALGmNFIMbtD2l70OlMTRWUxlLOAz4elLZSQlAhmNEtAXeUBI1feZxp1d0OBUZVtoKVJjcr6OBWvtwuW7zeRbglFPE9JsOlLcjyYjmEKCjQCPxwddRflA/dKrPtBTMBANkFqdvYep3kBoVDgBxUlZaglNNNHWfRhAN2e8ENTIzHEGjQ3dZSHGNDAgwGqY6MawDaMvg8eMGUrFHzipTVnJ53V5jJd2URSFHZx1HYiAGZM7iQ3euLkVY0zlPpkyXXbkTThVZNPBSaHRRwEB6HG6CVNM0vVK0tMQt23JSPRONJpTN3X%2BQwTu43NPi4W0xE1p4z4YWkUgvEdQ3BSFPfNJqSxsH1I7TNYrtMLZkcapOZInnftPMYrIIdIsMf1dyOZolKCpI%2BhCk5dJaTVICL2JRt0%2BdjRZD00dB6S%2BaRj0GTZDSHxGTQLTW3dlvk1SCzDZbQcOmSoA%2BnifSewYDV0xj0vJOuACkntJLTP0wdOfSB0ldNUhdtalJPT6AYdMa5Mk%2B2Cgox03YlHQv0pZB/8XxOpPnTBGUWjjDMM89Pi5/k/pLB8oQW9xvSWPO9MLCH0kDIgzv07WyZc30gW2RE0Mn9MwI/05DIYdkM4DLkEWM8DP3SewKpL2kcMqOlO9n/B0M5gfUG4GP0dgLFV2Al2b8QOAZoIvERZtyUXBjwJCECAEhNUEMEl1TsAQDdw/YNgAOSd6W6TjAfdGcBBBunDtwjDsk6DNCBqAUDJ7A8TRAkuNBMx9VPTeHcEzgz0Mug0ocXndyl/SckndLQy3MglQI410hDKUoFIGVm2h7gapA8ZlEzmWczYnMyOUTbjLLFuS7MKlGjQHk2hLAT34T%2BG%2BBnjDmBUAdoe4GSy2IlwFiyiTbLFAVQ2FQAnCOYfEDKyKs5iKqzMKdMLqzQjfMCHMeEHgiaZ2hAYBzj2smrPiTQjBMAmZXwrgHUB0wUrOqzdmPMDKylk1kTRMsmarInDSLBXAGzydOtOkiDU9tNVjgldWO0jGE6JW0Ros9AFiz9aFwHsUnw5uMcjboh7M4S241NMrSGHdNNQB24iyKzTjHCeLMdzszPiuzb3AyPWjvYikEHiiIp7IQSXspxzezq0jNJHjLIk7LdjhlAHJiy4s4HIBMZ4g%2BLnicc6ZTxzNQWHK6R3smtOGzXI3XzO9dMSdK/jUchIAuygcm7KxykRNJNzAOZPMDFjgvQ9g84qAcuQMRigfjQf8IvXfXwB1gd6T8zAmbJT4dbYALKopulXUTNj/sjXW5zec4oCZzI4shy8zPM0t0JyEnOHI%2BzJc7LgMc9UmnMrQow5XMIA%2Bc90MEjmlEmXoAjuLY1FyOc8ox2AnAAPWrZvET9yX9A8RpA0J4WbGVtyICcOAGsLccvVJkl2WagHYM4PIMKs28bpF0hL8LwNcDhrJ6zHxy2TaErZHjFeAcAlAWQFjNKrWvFjMzrDAFKSVgNrQONoBBAC%2BIZWFplaN2ZDi2yU46SmSNoIpBZOREGs3MEDY6DZMP9kUFTABbYMFNvHCTXE6uXbyJk8DmgNFgVcngM1ExmHNsVHflFdzz9BSA9zCrH3L4h9AVUxbCeEG6VLx6PXKWnDqTFhlpNTQKkAazfklcFaypQccxbyUA92Xby2QTvNzcNOFnIvoyTWeR3zFWZ8B3zl5GNxXBWTM4G/zoTGiF5RdMFcCeDV4jmHWpjUuXLHjkczBPdi/jBKPsiueVzK1yXnReKRzXYzBPwjECvWI2dQTWR21yKIjuITio0tWAtkcCxEyxcnYggvsccXRYC%2Bz/QTE0pyJPAKJHzmw%2BBJczwTe9CgKTc28MQK1cwHjZzVsqEHSSWaCqO1yeCrVCnT64ygvrdaeYQpZyrDGgpUTeC1FwoL%2BCqgoULhYij2GyF5LpX3yowfKUTo1C81w0KETeQrMMkuQcS0ApCdmVV5040EyULUk9PlstmuTH3PVbE%2BsUMTItQ/neUTsQPR/EOIG0JnEyjRnTNS0nfy3TZ2RTNgisQIWfRmkMXBfVxQl9A6XXAv3M%2BDtkmdAAGkAgedn45xIEUD/xrkXY1tSZM7FXtTHU14NGkg8afAOAsAbCAZkawYwlMJA8AvCQhCg1VWFxuCJgjsJ1A9XWdDXQ0IOqhDdE5FGKWAb0NN1zdS3UDDgwsMNpBzmBPKdCtAl0JCD3QsIM9CjdE3V9CCAf0Kt0gw2IG2hDirkA0Zli4IJ111ikYs2KTkSYp2K9i2Yvt1PAWIGeIbM5uAYA79b1TwyRMwjI/TX9d/Qy93ZEA3cp%2BUbtnStxIUzUSL0AKYk4IFdHtlEhAzXogVQZoJQCmgnTGiVi8cjb/Uk1wDZSGSNoDAhN1F6/VlH7giEKb0vA/Io%2BPpRwkRlFoRmUZFHZREkceA4KpuXTAlBLpMOwxc6mBVMTQfvY8S5KS0Tbz5KdgktDALz6ZmxFTgwIOVFKz7VNxOAXtPcHal6xTEt0LP0IOV5KZS%2BUo%2BL74kTETRBSjUvvBsUxrj15aUIkBccuiLWlHIsnFZSsS4E20iYAiENv3tKHEFhy70PsGN1FZ%2BseQHZKYQSfWFLE0aUvtRuS94HVLAygUrUkxSkUglKBQKUuFAiFBm1OBNSxUvAhlS7UpNLPGdUoPlNSkA2NLGWd4D1LMyg0o0McynYAnCwKd9EI8vC7rG%2BVLE5eIxDIjYz2B1AuTbyC9ncgG2utppSXFch1pVgNNDHIaXHPQ2tRWS6I9GWdkcgoSMAmqh2QNwxsZYbL4goxpcV4sutX0a/FcghcgcqQBfix2iW9XWWctYAOAzcqkptygEvp5ty9LKlBMsmjBQoNhMs2rlTy2YPBi1kuoTnSeRSgPw0/JH8SqKeIMNJzZg81mjhQnrFIJvZ/CwQEUC/Ur5VlFzknkGRFtyq5I9FPKMbNNAoACbOQknwtkHXK6FbUB88ymfDFPKazBmKq4m5WrJgVQjNsszU9yrH1xTlkpeLRDyYss2Hz3ZI8vrQJk4rOngWIYABHBbTNSlTDIJZ1SnDCxNBQ4qCASZnBsosBABBoHAIKC7RAJAyyPLW%2BVlFsRjYRryMwJgj0QklRKmSrlQlko43YqrvL2ibCetXoOFAg5EqQ0r74N4G8ZpK6Cs0rDoHcI2ok9eZzfzo0OeUjBhKcYlMrTwJlTYrBKvStpoMfYlMYgvK3Sq4rBw58CXl8MT2xaDdgJCws53iwKs4qNLJYjcqrKsyvR9WBE4hSwsWbC20rvK4KuPCz5bVPpSFsuKoqpuKl5jooAKI8Re5ZNP5gQBly9lIFA%2BKmcLDMoQJbyxYiqgSqCqEqqGlTLAIRquMKoQdcrarRmYqp8rGASLmLL/1awunD%2Bq6VF3KKMIauyrOq1MPGrjRUstKNYGLX1jKgC2stHRPyGAthC4C97nFpaqpEWrl0K7jK3K5UC6rk45q%2BGgPKVy%2B%2BG8Mj/Y6toBaeQaqnwNwLiluqnc8IoCrYbZqnXLuyr317KOypbyHLuiUcou4JytCBpBpymG0Bs5yyG0WLEMw40us18B6rXLQdeWIeqdyhGr3LsaxiuSrgNG5OlJBA54xvKGKuVH2CwQXzJ8L1k%2B5QPMtkt8vwAoSrKw3Bvy1XF/Kgof8s0z/ZYCrqBhjLjC8cuAs8CJrYKmbHgqusxCuQq0OVCo9xQdDCuzRsK3UFwrKK1gRpBoFEIwQpvq4ixlS6veipPLrK4WwCIWKnhBGrcqtMLOBf9QwohgOq4YGEqoHcSskqVMdytzAbENRBcAlKuMRUqZsNSqSrbyo2pwxzajSzJLsTN5P3L0aKB1drN5SyoDqUqos08k7KqewcrYlANVnl6KVyqklKa%2BOs8q7akqt8rMfcWUWr4q/SsXkf840TTURLczl/xpUPOtGroaKGn9rs6zUAx8QudKs0hMq9qp0qS6wcPyqH0QquGq66i2vBgmtcquAovWGRGzVO0eqrpQpqowtnChKVqo0gu6nKq6rGMqMtnqbamaverwFQeu7r86sau6qJqhqrnqmqucNmq8a%2BauXq961euWqj61autKafTap18vDGirrKRDfasjTDquAWOqXtdyuuqcagBsJq46k8Oeq0at6tB178VyC%2BrL62MgQyHcKaFjB6iVXFYCaZXomg09gWG22Md2JBrDxR9Hsrkg%2BqeanDAsAV4pjA4wROC98dCd6S%2BK2Qchr8JEa7GtYDqGxWIgCqG9thlyRDWqs7RmGwdl4ajCXBs0pyK%2BBv5REGgWoSI1vfWV6JWtMHUwbAbbBsFBBG%2B012MCGxyCIbs9FIFIb7Ze0HIaKQfhqFz6Gk0EYb7q/htYa5BUxs4a6/KesobRcahtb52GgRvEbEan6v6Rp4YFGKxvYPiz9xV0BNQqgakcrngYeSdZlTsG0STB5IvYgEjCaXgagw3d2fKJseAkow6HiBiUJSi%2B99zWLA8YXAcrncaTcTxt4IdCcCu1JdMSsDoBmScKC%2B8UsCAByaWGPJtgsLcCIDZAz83bKpw2oDmFVZlAKQhYYxwRRWABSQnwzKSVHbNk8QJQTSlj4hIYZsUADNfUFFSate0BMJ5qOCmNAWGbzkCBGkV3DgoXAZBhVNd0xjhKTCbFR3ma%2B2LiiWafGwmNU5nVZ9Q4gYwNBUryDwYymOJ/ZIZt9IiQdpuqaIgbpvYrYMrDNixE8cWmFAVaeKHubvmm9h85fwQFsaSfgKymDkt5P1Vi8Mw0FoPBpaUhHGMIDeFvi4wWwdDHz8w%2B8rb4SAumqfKKA9HG0QzwXSB2Y2JS6xetPoHNhRaVcdnkSo/fUcRFqyaEpurAzoH8C2RvwdEE4hsVfvXdtftbzIxa0CZURD9p4PIo1wAWmcC%2BIRg4gESgZEOtQiTD0KjPdtkGHqglbZwLFvZjnjDkNMonm6ZuFshmx0EmbDuQ5i/sGbaP0wxyo/Fq5Fny1sXRxqA7HlJazgF/CQhy5YXPFbh9f3ToDDWyQjA4dgRaGOkXUzWT7E7tfRkbpbpN3GdbXWxTh0hnTJlveAWW5ki/AbbTSi5bPTawG6Q%2BWqcXf4ZsAYIntX7H%2B16UDEze3N8Nkh5VfLt7cByoIYHMvGJaeQR1rjaE2tluTbOWlQG5aVqDNqs0AVWsrO8Wtd5JOhBWqVpeRZW77QCj//RVuPRLm7NVLzbmhLA1aL0LVo3c82%2B4AkdfsXNpft7gUd08KsMWwytbmxG1qt8%2BRCtpMTh0atpxjN0OtogqrsRtqTaOW1Np5aO237S7a36nttM5GAQlPTDRk5Vr%2BbRcQVvozJk5Yj/FX2hgFibJbKTgRbZ2/8xos4DC7zfbqas4EixX8cQt3aLffdvsxrfSZmapfm1VvWlSY%2BWQlxNvTgkydAgO7UUgmnZWXX0%2B0EqTjb%2BCb9rVaBWhUl4CWCybDFbRcgdtRYh2iVP3ltfNjulb2TMTOGl9TCAkLYyZSfGjabIMGWlxgmKvG7KPTC001kXUxp3kB1WQPG9b7TVYwwgarH1pNxErU6ho7VW5qzcMujSaleKowk5vghR0TCTPTr0Z5upBOKYlCw7/mqzuDAL02huBa%2B0dKtL1ywFKk%2BDwWI1v1AXmkZrebiAD5t6bH/QCAc79yu3l%2BweCIkCC7am8iwKayY99IUzlY2ztGa9W0Sxjo4HUkl1bnUfjx4QPOlVuYwGOKCWy6ErCLvY8cVUrp4IeKg8zK7ywD7gVxKu7glWaBABnA2atmlQFq7YsQ5oiBFm2yD673AEanWaWITroYclOgbsDEMJBdlzBcugBoi7FWABsRTmujBEoluum9hgl9aLsJ7CGwrjkIqDauQURSx8kKuNBhw%2B/2E4zvToMLZvOSsAf9DoLcJXCIGYFj9ZVupc2idvM2r31sLytgGNteEXhLoSTfW4i9K9wAls2Ty20zsm6SWtu0lTE0TCSxpRxO4AvaJMfksTQFu%2BHq8dJyQMBh68y8MqtAWoMsQiqBQIbrWb2u0bqV1iywru/biyq%2Bly6mKg1pGapmptXZsgy4zgjKkHL2OLLCjKqBYAMoFgHSbksHgnviiCD%2BnsIBjAIAEgBavqTYBL5A%2BS2sGANIJlxorNiWMJAUFhldT5OjQiPpa9NQPlh2a1IA3xUAM1pjEg5fMvZsvGbAAABNZuz3BQW%2BXADz74oOTR6JNR4CZN%2BSDgWXCOIVcN3C8ISbMQJXugpEI5P25EQW6X00sPZiK6IrtFwVStckTRWe/Urd7XeHgRLQ4e53tHgDSh7s97bK9cNLiWQf3vO5QOosPdl/JP9uo5XxGbod6xhcGEWpFGC0tSgrS0dCMxHK5SGcqC%2B6jLkFi%2B47uPDQq8uu1JYjcMtvlAZHrTBUrCRwjBkDeV1pXRtILiktwUISAXDg%2BfD%2BhElLcFtpNBPJNSgi6iQPAAGDWBUHxvcUgW9IVbg%2ByPt0hE0BlOVEz3Qrid6B%2B%2BejWqzw7tErAvaGztDJW%2Bgyw76cJfMI05fSbnvhSquSGnqVCuY0RC5AUTIjh9CuQ7nxSk0a4P36RKPHjX7BLb9t2Ydg8EEEBue3nv562AG7ulzRba4Mp6eqfBi8tRvaLmuAH%2BtSiylqqs4BT7r%2BlePkodq1eP5RQCrav47yjd/CE73kLjBVlOmpugk6JcKTuLROCcIFEA5OxwM1xhICbu1VeiVTrjNSrYdE07nvMDhrxdOhboM69CIzqyKJYhIF67zO6ztI0rm6dqc6BQGzt4HJMBbv0H%2BQFztlj32NzpiIsuzzvOJI/I7N5RcugLsUAgukLq%2BbtSDfvtFouhXFi7OB4gHi7vGsgB9JnAfEA8DvwNSEE99msmilIviIgFFRZ8OId9KzmgpXfTbRHQanabmni2nhcB4rsy66u2weZIKu/Lo49quhXHW6MBgoca7Xq4oe4haekrpsGmSW9z868uwDu3yQhsIYiHyhzSkqG3A0IcKJwhvIpFa%2Bs1rpG7NmpXS6Gg8PWj66JulwJWbhu0nrGHtmy2imGpu6uUnbrmtrVm7mh%2BbuP65LUtMSkVu5%2BDW76hg8xhStuuDm7C2OXbv7DKMqWzWH0hjYZ8iS%2Bk7uw5dwO/xrYH/ZrtkB8zNaCEA7UsGGjlSau5K3gZ80OHLCIAb4ewBfh72FeTlIP/LBgM%2ByvKz69wnPopA8%2BwPvvSDLdYenbQ%2BjxPD6D7Cwl0HMh35Nt7bu0mQRHXJdySe7felMHRH3uiLMmD%2BQNkpB7rWwlut9tETQah6dHQnER7gyqdz9L3gJ3pAZRxXMAFHpS7jEgGwywthAp8egPy4cRU4nra6k%2BMnpVMKe0roi7qegMjqHVUpoc0pvWxnvxTN/Fnt/I2eubGQcW7coS57TINAfSrBe6sUExO6UXsmIJe0CuGoZel4G%2BAwoeoG90kIVa1QARghwIgdNMboo16%2BILXvUgqfXXrDTRys5MdHGIF4GwBvR/EF9HZUAMYlZ7waXu2AD5cshCtfCefuaKEPcIG1Qx9FIt9SOcDamZxTsSK16Ij8HYxgIYxflBele8fv0dwHA7VFNoBjJsflgFIX9Ead6mtwykgVe20zd92cM3CPp9CEsfisDpftnjyGxxiB3ywiV9gnYRiTPj2kzknYB2x/RtKybxKWtXDKJlITiEGzG2YXT711gOStcwVcC1MwAjkgRju0CrQ3DjG3W0XKn4AcAiCPw0Ml8aFp1e3ccEH4i0TvFR6ZaNEIap2sPX5l7gTwFkAzgJ0jHYczIZ0YghALCC8J1IBcvJtOCVGXQhKgTwNT0YisvBN0TQRsAhosQNQMFxdwaCZOgsi1Us8ZxRs3s%2BlXemuAgAVwVMqdGVjF0eGNMxsXD9s1cZCG7BFemK2E6hxtXpDHhB7vR6IiJycqjH9emscN7xSmMTdJdS3HuZV6mHzSt7Cy9Frt6H/CvpLQhRg%2BTom9wREa96k6mkdz6jht7pf6j%2B2jtxHRCccIj6LJ1MpLQ4%2BgsoT7sBTulNKknavvew86S0qBUtUycNPqZqlcEPDbh9CXuHCRjIc2HnhvKr1THKBcXDr7uh4enbX81Op1UnK%2BijMmQp4YDCmnhzvoUtu%2B8KopTTKQUqoHQ6h70YgW9EoLH6a4CfqHAp%2B8MDkJZ%2B1foOAF%2B2SfPkVvZftgHJUeAZ6pN%2B7fpB8GPAZNIzoB4ZMP7q5K/rP7dePDxHpRpwGVv6LwFrSYANwKvPQAc1biT/7mlGetYFgBqvFAHFycAYlSoBtqbn6OpiLsQHASZAYIBUBvxttGFcCAaQGchgJPKFiLT9HWQqMEgcZ67VNKfdlsRzIZL6P%2B8Ti/7TIfdxkwFp1caJ8PyWMtP64y2tVn9ehjobyLipgrBiGEmUVDg0XpiqjIHj6l7ESHjPSoSRmGcIFPhYDLe/rRn9QEZk9lUZx/vMEboZAHGshQHqpmaY3B7Ge4Ja5%2BvALmaB3GwB84XqknxpcDkZWGZWdaQVQ/IzIo9bFUdPLkUa8ZK1it2B0Tr8HxO1XEk7syGTt/HhNYScU7lO9SEkGlA6whkGrCLTqo4FB2aiUGXUlQeWNy8%2B0Fxmk%2BLsBpnNKXmfmoZWXdMMG7O0dBMGH4xZUkwvptrUvzK49pQvTto/ASsHAKiocj7N%2Bk7gDmrp2gF8GPGrxvqaghyFtdmdohsl0xbZvtgz5Qpx4ZPFAxBbu8ytSMz21GHoenu2H1PY6ZOG7MTqeFAFPGrpLmBehXAU8YZ/oc6HSEC2bJiXG7RqfRKRlcORGfepAhdl6oVKHry6vVvOrle52cC0rlQHUzMbWYlKBMojMeZFvNp4ekRaYq6oKePB8obKdSqPp%2BnmHnLJ3WzaxdMPLSBEfwYpkwq5g4ecIpGq2wss5h5hwr9YF5nihf7V59/vxGRCmpETrvJAgbCLXi/SepHu5x/WHn%2B5%2BZNvzN5qedklwIBZLywuLYBcIpZ51od2Bb5pefvmIpkEFbqDuyeYaht5nMN2rMCfec4FD5kS2Pm1Urugagz50%2Bovn3iq%2BdSMb5g%2BcXmG6hBbnaWsdgVsZcaCanaYMwh%2BYgtxw9%2BftDOcw4zItSK6VBWA1gNKFoanxtiGxrKrVYHWAJ5uTgEXJF1LsnTDs43gVyfjXhdhs7Fd0NvjUR7MHoKK47RYkjtcn7Mhdo0%2BGJUXAbNRYUSJCl5wiF8CiE0QJrFgxc0T7eExYzUzF5Aq4LtciIUuMDc/RbrSzvUQzHbgDGRZHnnjNduQSAyQEcNsss4uRNtHknKN8mt6hesTpqchxaXQnF9GAMR1Fu7N25lfEhbsKWOwdmSS5BPJcW6wk7JmiTd0c%2BbsLxFwRYcLP9QJZcKSTXQqSkMRpVoCWJFkeeymrDERSPjwlhrxBGYls%2BO0skl07JKVUlsxY0WilrijqXfsQJW6WEDIEciW%2BlvLIEQoowZfbS%2BCunL4tSKsxZKiJlz9zaWrDTpR0MwluZYiXLyqJb%2B7X4uqJWWqctZeSWNl76C2X0lwQqK4HcwdiqXJFrdvjE6a4xKcMDwA4GrbNIRyFSWQi9aogLp4IIFkBvYb8F8BvgIIGwA2zIHzACDLd5ZHmi6mENHRDKliBOgg5CFahWYVuFaEAIyRwqJNO55OtG9Z5ZjXfltfOy12JE0XFehXYV%2BFY2Zpmf/sXIUV3QpC4S0elfxWmVzNGJXtpqECKWnBAMAcBQyIvS4osWb6Q8HKweNU6ziK00E7pkKxLJKXw2WJJ/ktaorgZNjRJVYJyGF2SUwqeYqWoO8dgguCsNavTymaVtfFuZaakQDgCWAI5jgG2heADwA4BNAUgFQBOASRl6IUVupixReADgNdW7VpYCWRtof8iBIuGUMIWLogGIEeAuQa5gdXaQZ1Y0BeAD1Y4BeAJJjvwA1zQCWA4AWACQAM2cgEoAM2EACMBgjaHhFp1ZSgB5tA10gDOlj9TgB4Ba1o/UUYhEUIB2KG13gEghoCUEsJAa1//X8grIJJm4BeALAEVVQu5NdIB8Ac1XTbRFmtfRB2gB/o7XyAIcAdW3Vi3EqJFGJwCwAJ1gRgCNh10gCdQoSRQBOAfUAwF6bv2QNaWAqAfQH/piQHQg3BcCRgCXX%2BAQQBEBJrCQGuYX1uQBcG1AGtZ0A/MVpmMBTAPQEEYkmSACWAChzgDqC0YeMy3ikIbVRcAuuhVWNg%2BoFNGIBrgjouqhCADoqMDMAY3VlmkIVnRBkufRQCMgZIFNadQ6MLADA2EqHxPxQ7AD6DGAPAKQD8BpgIoBKBdAEazyBpSTIGY2cgFIHxRegdjbmAKgKoE6BJgJjd0A6N8Te6AhNkQik2JN5wGaAFN2TbY35NqBRRWJAe1c4AnV0gBdW3V1NZ2A/oQmU85tRfAABwrAjUH9Xk1oTCWRaQZ4kjBaQTwGeJeGLgG2gXN2IE8AuQONb0BOARNdIAAjabLvx9NlNc4B01kAEzWbN7TY4B7gJNZrXU16zcvWlgJ1AZkQAWkCAA%3D%3D%3D)
[LLVM Godbolt](https://llvm.godbo.lt/#g:!((g:!((g:!((h:codeEditor,i:(filename:'1',fontScale:14,fontUsePx:'0',j:1,lang:llvm,selection:(endColumn:1,endLineNumber:15,positionColumn:1,positionLineNumber:15,selectionStartColumn:1,selectionStartLineNumber:15,startColumn:1,startLineNumber:15),source:'define+dso_local+range(i64+1,+-9223372036854775807)+%3C8+x+i64%3E+@foo(%3C8+x+i64%3E+%250)+local_unnamed_addr+%7B%0AEntry:%0A++%251+%3D+and+%3C8+x+i64%3E+%250,+splat+(i64+63)%0A++%252+%3D+shl+nuw+%3C8+x+i64%3E+splat+(i64+1),+%251%0A++ret+%3C8+x+i64%3E+%252%0A%7D%0A%0Adefine+dso_local+%3C8+x+i64%3E+@bar(%3C8+x+i64%3E+%250)+local_unnamed_addr+%7B%0AEntry:%0A++%251+%3D+tail+call+%3C8+x+i64%3E+@llvm.fshl.v8i64(%3C8+x+i64%3E+splat+(i64+1),+%3C8+x+i64%3E+splat+(i64+1),+%3C8+x+i64%3E+%250)%0A++ret+%3C8+x+i64%3E+%251%0A%7D%0A%0Adeclare+%3C8+x+i64%3E+@llvm.fshl.v8i64(%3C8+x+i64%3E,+%3C8+x+i64%3E,+%3C8+x+i64%3E)+%231%0A'),l:'5',n:'0',o:'LLVM+IR+source+%231',t:'0')),k:50.76820307281229,l:'4',n:'0',o:'',s:0,t:'0'),(g:!((h:compiler,i:(compiler:llctrunk,filters:(b:'0',binary:'1',binaryObject:'1',commentOnly:'0',debugCalls:'1',demangle:'0',directives:'0',execute:'1',intel:'0',libraryCode:'0',trim:'1',verboseDemangling:'0'),flagsViewOpen:'1',fontScale:14,fontUsePx:'0',j:1,lang:llvm,libs:!(),options:'-O3+-mcpu%3Dznver5',overrides:!(),selection:(endColumn:14,endLineNumber:14,positionColumn:14,positionLineNumber:14,selectionStartColumn:14,selectionStartLineNumber:14,startColumn:14,startLineNumber:14),source:1),l:'5',n:'0',o:'+llc+(trunk)+(Editor+%231)',t:'0')),k:49.23179692718771,l:'4',m:100,n:'0',o:'',s:0,t:'0')),l:'2',n:'0',o:'',t:'0')),version:4)

```llvm
define dso_local range(i64 1, -9223372036854775807) <8 x i64> @foo(<8 x i64> %0) local_unnamed_addr {
Entry:
%1 = and <8 x i64> %0, splat (i64 63)
%2 = shl nuw <8 x i64> splat (i64 1), %1
ret <8 x i64> %2
}

define dso_local <8 x i64> @bar(<8 x i64> %0) local_unnamed_addr {
Entry:
%1 = tail call <8 x i64> @llvm.fshl.v8i64(<8 x i64> splat (i64 1), <8 x i64> splat (i64 1), <8 x i64> %0)
ret <8 x i64> %1
}

declare <8 x i64> @llvm.fshl.v8i64(<8 x i64>, <8 x i64>, <8 x i64>) #1
```

```asm
.LCPI0_0:
.quad 63
.LCPI0_1:
.quad 1
foo:
vpandq zmm0, zmm0, qword ptr [rip + .LCPI0_0]{1to8}
vpbroadcastq zmm1, qword ptr [rip + .LCPI0_1]
vpsllvq zmm0, zmm1, zmm0
ret
```

Could be:

```asm
.LCPI1_0:
.quad 1
bar:
vpbroadcastq zmm1, qword ptr [rip + .LCPI1_0]
vprolvq zmm0, zmm1, zmm0
ret
```

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