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Research notes on every problem, and a library of the papers behind them. Built from the open erdos repository.
formal_source.json
json
{
"title": "Aristotle autoformalization of the Infinite r-Powerful Sums construction",
"public_comment": "https://www.erdosproblems.com/forum/thread/939#post-6640",
"accessed": "2026-09-27",
"project": "mathlib-v4.28.0",
"source_bytes": 31444,
"decoding": "lzstring decompressFromBase64 (Python port of lz-string 1.4) after URL query decoding of the codez fragment parameter; exactness checked by byte identity of the decoded lines 2-677 with lines 1-676 of the Conjectures.io Main.lean",
"scope": "Record of the decoded public linked source (source not held); not built or mathematically reviewed here.",
"main_theorems": [
"infinite_rpowerful_sums",
"infinite_rpowerful_sum_tuples"
],
"original_playground_url": "https://live.lean-lang.org/#project=mathlib-v4.28.0&codez=JYWwDg9gTgLgBAWQIYwBYBtgCMBQOD0AtAIQ4DEcAkgHYBmw1wMApnFIQAoQDuzUtAV3RwAygJABnPADFocZgDc%2BATzgMWAcz5s4gUyI4ANgA0cXnADGEahJhQB5%2BA3qMW6VSCTVVwACbNqMEzAzBJq1KaowOaocEhwEuJwELRsgEhEAEw4AFYQ6m4WEGBQoKzskLz8QnCQEkFKYZp8ocChSBpIDGyE5XyC6AB0OIT4eIX%2BcNIMEszwAHIocABCwBoA8mB8KNBSBISEcACC1RC1gfXqzFpQcAAG1DdqoTdQN908vVXAKYoq1cUgrB8wAULTkNzAD2St3uODgcPiKBa9BCtzAcAAejpAMREcHu%2FTgwxwfhSlAkXAqfTgAAprgAuOCAVEIAJTU8L05lwekcKCFTkAXlhcEAAETVTmMkxgfrckpwQBJhKKceF5WjMddFXh0MwQB5HuSPugAPrlal0xksqlss1i0l6yrCa4WjFsFm0vlwLDKQXqHmisBonxgADc7uUBvMSGmoRi9PCboADHAADyBgB88VAYANSHQwgA1H5zL5WABteYwKX%2FZj9HwKHwGr60A3UCAwMOFSsAXUFAHaLBGUddk2mkCFCj35AAPJAOY7cA01uvlA3Jee16l%2B6u15eNhdGnjryW7htNlttoolfrga4Bpksg0arU6lq2vrL6isGlijn0m3vO06ABGfkQy9AIfTRVAIKBBRg1QJB6ldOAy36TVt1XHxqQ9OACyLFlUGg4MLigBRszDftQjRIc4FsYFgGzB9tTiZ8%2F1fEAqgAb2uOIsC%2FABfak4OtMkWKqLjzVQHif2EilRPdF1BThX8ZPtak4gAKjk4CPVA2wIFFSC4FQYMoHDSN5AAR2XKAm1YOIEyokzyIsqybPdOB7NTdNwCzHM4HzZhCz8OBi0Mw8tzY4QOzgQNBUcsyYm4JgYipQy4AAH1SlkqJC5gpxnXcIrQ3dNVoeAUsEiCILgO9g1y6d4AKoQiq3YoNFQMrDJ4yrMrgA04C7HBNUYqgAn6DRzDrBIsANQrmEsqxWHYgANOAAE0xUAEkJ%2BKpaMRvLcaMJW9a3QA%2BT4T2saJupFb9lW80Vo0u64BOrTPThWpvOzPMcKC4saH2iaDTmpsUAOLAJBMf7%2BmoUHwZmoQTGQyxzwBeHDWPVr2q7OFLGsWx7BgOQHOYZxmAAciQlB%2BmRytmp8Cn7zhXtvT0gBrQz2dQVnAECCDnACCCWD4NYRDkN3A7%2BepCRUH3dmcShmGYDB0IqSe2geRAOAAH4DSZYMRwkMdzqgbhgsABMILoVgBhCNWwXKKFjU4MPszL6%2FJ%2Bktdymg1MZgbG4GZsC2Y5jnea5gXDKF4DRa3cWqSlmW4Dl0aFaVuAVrViANe1vDWfD52fO%2BgKiwUtgTeLc35ZQa2bHQ%2B34EdryXd8%2FzAo9rcvZK328CIfYABVUFYaZ4ChCAfAwhggXMFFOhudiAJMfpF5MKBeIeXLzHQAQgWoDQ4AAZnxQliSSMeaEnkJZggPeTS%2FF0JimGZGX5QUqSpSZrBmfpKHMcw4CAqAmT9HoOgFgDpBDhCyM9NMqwx5wEgYAciI4FwEAAZE%2B9bzdz2HAfug9H5QldqPce1Bz7NHCLPOMC8l5sFXofEYx8CFnyiCiT87I77vyHk%2FV0L834P3LFATwWgb65j%2FreIBwAQHaCpOApBfJoGwKyOg3YfcB64nEFgbQUIJBgEwPAUBkgaFEhJvELRTBLYQAEAEG%2BLCvzAWuPgOA6QCT2IYjqBIIBvb8OYAaBIP8DSYBsKyW%2BnIS6vwADItF4R43EgCPBokkeYtQUCElCNOoA1xz1cRwA0o6ZJLI7EOMQtpOESA%2FT5GQsDaCaFZqWR9phVQ7sxQONQXGJkoEfAE2AFYDJiU0CCgygALz4HpGRjdenxHsL%2FcIwAYgyJLnCY2wUwk2H6HwnenjvHmBMIs8sMSsx%2Bn8D4TZ4T%2BiuN2RsIhftzrOySNQfIxYtmXmKV4hgGhNSE2oIcpZJzag71eVYC58J5nFkKkgMeJgpn%2FLmc85xcRogQBOJ4mA3AIAGi0F48ZASrE7UtAAFjgIAEyIolinCMk%2FFuJqbS3hfY16sUSYMFYMhVCE92mdM1lgfsWsbDMDROEVA1BxzNigG46giRSxU1hfCv2AddIZN5WoVAJdAXxxNtk4R5K4XTCpW6agarKVASEdq8VGqHGFPOo3OIAhvm7yRhS6YaKfHrIyQBf5gLrXqs8Qtb2KwsYl0zpcJA0L4jmQEEgKAniQEGkRciw1CLUCho%2FJaDkWKxQGFJdQO%2B4QNLhETFSzNOqNXXwKW9NgtL3yU3LIyohzLwisvZZrTl3LDJ8qZriaAQqRWuoleOFmMrJnyqNmXJVAScl5tYNfLVI6qX6ondfE1lyMzmstWWkddrzAroyekf5cF6jtSRcBaNEakUorWei8IVIsK%2BvaC086NyGAhqSgG%2BhRDGESCBpZUAbQPymm%2FD60%2BT6p6hGuG6bhH8ImrOpJ%2BHJcA8kiPfQIuJ4R2bDIcRpdmkHC2ClyvALIgorlWFuY%2B4hJg2GfwBG44BoCiM8MvFqdxqzKMgeo242DzA%2Fa4xsHYBw0BxzFEDnAQAF%2BSoCyCAkwfHWbL1oOgQAl%2BSSZLnVGcomTDnoBO0RTqgL1IBk82nj0qFMc3E1J2TeV4B8aU36kTYmQxsGedJh9v7iFkSgBhZhVp6RUgI8%2B501MQ0YSA9cSDeTqVzLLu5%2F9r76weC0H7QFxHyzhkc%2BFj9aEGBZACmcFj45nZdt49xQyJdoiROQ7EPyf90mFZ4iShYfb4TqYDZYcxrZXEeCIcrL94lTQpoJQAoJ509XUhCxfK%2Bnm4sYSEZo7Rpj6s6DdNcfY%2BS3Qmq3awdqsbmCeNI2Ka%2BgAIIhPj4Bh%2F6dDobneAa5%2BG7PPvo0PRjBpyN8AuyRmjKzIuGfqvx0zKnLMCrbSATTEdt3Nj3q%2BsU%2FWJCX2voBvrZ39sAP6JsfNgX4SYbgSXXDNzVDFmB6DkwwO7vbJozdqAOOrvfw2bM%2B%2BDHSNAz4dMQnFPHvpfOmx%2FGnGoAl17Npn0fGBNZBqCYQTmpJO85yKCwyWR3w%2FfOnJ4zgn3yIypuG9Z9ZaC0EvEUEXmpBcEPF%2F7KzvGucy7VzADXY8tdwkl%2FxvjMCfD9BqCLghsvy0NfGYr5Xx2%2BcwAF7b4X0vmA%2FcW4ZYbJ4C0Q923%2BgbYPAHDfSRB4RUGqX7CAodgFZdeVX1fYTgPsP3WNnW8tuNM0tRY8hyEBzPg%2FbmNoBAdAGExsmLMQEWKyeA%2F%2Fb9n71AcF0CNjSa5vzMeAtCNsZqg782i1zNMiiMpShqAuQITobpMRdP8Ck%2BlfjFnF%2BSaTJ5GrcIauDUfExaS%2Bo2wk0bEUUecBOIWCKzxRYcANbsl4sEiSYogIEqwOJGmMp6TIVMSjVgGtFhXrwg7S%2Fz0gihojsgSgVgyjKiJyX4wE4gAHdbwhKT6g6BUi%2FwaQayYifgaRIAsgaQ37YHXAaRv4ujD46TgShSCgehkTxRgAgEKgWDjhm5SJ9TDKNSGgri7g1JUi7i2CeDKxLi7hLhcFrjAH6SVTmB3iAHnRUhCFbjGh9RnqqA3owzFBoC3h3jjg0Fj5RhgB36MEgCs4hi0EoiCT0hxDxgb5pj5yuwtxFjBTAoSAGwbJLrSgAibh1gRQQra7dpGS%2FbCxujRx1jiyQQaw7RhR1iiGLj7ioC6yxCjhgCk69gsHxJsFpgcF0yeptRlSZHRG%2BIky5Fbj8HWCk6yHyExFzjRGhQaw6zrg8DoR7gmyMymqtFUgMprZNQrg1DZHtS9TUjIQ9ErjvgGgDI%2BhwSaHSG9TGF%2BGCwIRuiQSeFowq6GROwZgFxuxFy%2FTITuFVgcE%2BFm55E7gtRepFF1glGCENHCENHRFlECSRFZHGg7TLKjjoBKAFGlTUggDwCLG7j5HGhhGaG9QyGmpyFXEKH7hKGDrXCdaZJuRYSqF3oaG3jTG77DS0D1TQDAB9KIhWBGi0wSDhiajnF8AazsTmSX435cRuT36P4Un0jmRQEAjv5ii%2FxNLiTmQMEAA1cAFJOIUhAkN%2B9IN%2B7JAk5kQpcAPJfJSwZ0QBGB1IFJqoLImI6k1IhBzoTob%2BQCmJxQOJgQnSFJ02cJcQieLqVMGJzO2JuJU%2B3h3GZcyEFphMup1paM%2FybO9p5pOpVp%2BpU%2B5Q9u2plpepHSvpPAPhre5g9JFgAZTp3pwZvJ6SCYierRZp5YjpWJQZeJwMYxyKDYPhpuRmcAqwUA%2FQDADoRZJZNyhknJIJcIreiwkZiw0Z6Z1p8ZVhSZpqKZTZzpPpYW2ZzueZk4L25ZpZ1Iw5lZqA4pNZjcwUqAEZvO9ZvOjJaZ3ZwZXizAHe%2FphUlg2obpg5M4s5xhZuS4Ix2Z%2FRYJc4J5gy%2FRE50Mni2ZgBKRBZhUl54xv855NkoxV5Shx5d5X5VZt5n5PI6CzaR5DRL5ek35YFv5PofUqAABAaWADAmcdEnBY89YfgAQTAqgVIE4cAqg9IG05oCaspcIOFxWygypGS%2BwZF%2BwFFTosYJchWgAiERILbbAaXZ05DrCKAL47UhSKQLDKW5wJMhGCk6ACJhBaBOvInCbhdgeEPsNJRpKoJiJAonq3kDBOGAJ4BhK5rhUInRZiLGHACxZAttjFsspEiqqdKJW0R2hqhAptPgXALJQEgpU5cpUgvAsErhbRZRUZSZXAGZVRpxVZSJaTu0WKjaqwA5QRU5S5Y6G5XCVSIQAZUgu2WbiZqoICiCnWNuSACYDlU0R2HrKuovqpqXMFF7MDIVe%2BBoAVWhXlfVZUcVbEKVRJr7pHKgG2CAIhaWq5gFUFQxiFcSsIv6dGhkpAhpPFfJcJXCR5dJYQOFQNWThxZZSNdZUuuNQ5VNU6AlbNVkilZRdJQKK0cteZbxfBtIrIhhNJexZ%2FMNcVikjZa0ZtVFRNTJbtTNYpXhU6JNVSu2YCubOZV8gINNECOxtgITicvjs6mXEDVRicrjBoNcIvi1SzBIE7MYq2F8KEFRLYc3PUsWJbreRoEVcZFCu9OsXYYTVuZnPlStSRk1Gkn1CzQNEQMQHAGQBQNgk%2FEoFALUJ0lCGgKwL1chdmGoBhYEDAKoISLsDgDQOKBEOMCtPoKtK5ktLmHdOiODlSEtIQFrT3sxQaOxJAgQvxJbDSEYN9UtOiDSIQN9atOiNhoSENDqKLSAChcuGhQrNdGtIEs5omqgEtOtPSOtASktCRb7UIk9KqFHjdGtJRYbXCctcDmwM9UbFJXCStEQY4g7b9fDupaZPAK5rrcVk9LFU6DNuBvHeXXAIRZXaVsnaxdSOZSFT3ikqIuImAvEgJddcJSYBFbFm9dcKpXXU5dnTfIlY9Pne2bjHzfAO7Z7QQuhf4FLdhWnJtNVH7dcBas8n%2FDFJTZ9ATVsSWGMtNMDMeNVcLqncVYKJ9rQfAJVg%2FQfRVSFF1UXU1d1RrGzSQJzRQCIFjYEDvNRMolkHyNfLogSCMIolgsos4OLZYMflEMEBYp0MLdUMUnwGTKEDXsPCkOgzcAJfvA8LovosfOgDbKYsfpYi5hwidTmmwNOo4q%2FLgxNhYlXadHCaw3XvAAPukC0jAzzVpRsFANg9hOEgwDOIg0rsg6vU8AoNzBQv0CYAoBGg8Lg0A7vDcIVjSNOkyDcGQ4Ytw8fi1oEvSFsnQy%2FPciFdw5NhwyIjEnxfEsAIki45BrmEIsWBQzYFQ0rmwD%2FTgDzd4%2FANI%2FQIWKvY8McKcMCKwBXijXoIYIMC7XvnAME74yficDQ4He1qSl1vSPZKk5QxANQ3SOQXCOXpXhhGk8U0roKK3q2JqGKLY%2Bw7k%2FDuU3QJU0YuNjwz6spv6rWZ1TAB0IaKhBIJGXHFjWw7w44pwxpM09MwFrCRpKUyBBLgWYPdWMCAUWuR3v0TrP0BceFchIVKhBFOBshB3KwCzYAhcYZA08wHhPc4AWbhc6DXuC%2BiuCAgJEM2Its2Mwcysi%2Bl83HEGiGmGq2JGmGFFRGitqUIZAAgI67XEPM74g00U9QwHW1smrk5HfMzoNmtUyU%2FDhU1XoUz4zU7QIKK8tRMBHiyzgM9ujADbvk0mDS%2B2VcsWIbl07XvVv8lvgEXcwUWKPALCeyxmMFFy%2FM3y303U4M8M1mGhaM%2BM1SPAPHk5fANBsViKzoMs20wK%2B1PK4065qqzHhpBq1SgSiqzM%2Bq1HFTBUqM%2BuSkCzXltmOYOFSa7MzS33jS5ax6za0IsXUEVTIVahIVTUga7840zAKTmwTS2a3q%2BdK3g6vSB649ekoG0ul7IVeGNQFPMIO1DUHcYieoVVudH1Es0Pkuic50fm%2Fc4K5qLK9uicl88a9a3Ceaw4gG6y4VsWeNQWvQ7WT84aCG2soyRcai5LKC6GqiwelGtC2gHGjoLGoAYqtLCbHS%2Bm5ZqjQ3sFNm3TXXIZM29G%2FmS9gyo7tNCuCGz8UewGsY0rkC%2F4BoGgFk1i%2FSB1hqbSMEne7QABoApqDvM%2B26Bu2pYM8y%2B5Ky8B2U%2FCCS9XpMz0%2BdPyxy9%2BxIH7C81TFmw1Z4Hm3c4W2iS4nByY2iuEa1gJDk51pHRM90yY55mkm6D20w4njB9yzAOk6EIS7U0FgskcicsUmcgcnAPcl8s8r8u8mMm4nTiur4uEi3qB5kyy9mpB6s9Bx06S%2FM7036ju6KuWBh7lVh%2BuThycDJ9uka5LHB3Y223M2Zy04sww7229f20pwy0tnW%2FSBu6K1B%2BdEx2p60fyyezOK%2FKLFsw67s9cwCwIUc1TNW2jOc%2Bh28406F7c%2B1AUY88lzc4C%2BFahJ82VGM8GtO%2BGpC%2Fugu6tkuwi5p8hIVV7J80tpqANEi8x6x%2B8y%2B6R9i%2BR0gXCCKL%2FNtsh2neB9miAVB92r%2FAeYfWiMWMhwe8N2wLof7qYElPxsALzgt2wO1cvhgDbOOPy72M7HEMWGtzYFFLvcA%2BxxkwBvC7ewR%2FeyeG0rEiRztGRx%2B1%2Bxdz%2B55pfNd8Syp7B1R%2Fe4KLx%2FkPcq9wIJKLx%2Fsswes%2Fcs2Nd7RloNEsUrUqTt2jlqW%2FCPlmBnECSvNmm5VqTupg%2BSMs2t2rhagITyPtOZViT1NP4hOMjuK5VlT0bNN0T7N8%2B3xkt5ELzsE1rq3sAEK%2FSG4yVgS%2Bi34ys7OvCK3i20kiVgShu%2FHq9EkDK60a3h4J0IhCi%2BGsdyV9j%2FL9VjK3LTzbg2J0kPg6A%2BA9RKSZ%2B7IdL6a3AH0sVur8Qdb43cs0wxpH0kMCMHV7gwaFkNfJi812%2Bzi9SDb1Yub0AZR7XtR9Do45db%2FMMvKX0iIrR7Z87w76aWXIJ%2BIDNI8oVD7H7Nt3AId7vEjVAAcFALvJdbGGmBmtb%2BaMh0RyVwI%2BzX%2FXAAACIBSZw1BBCC0pCp2y1EA4Cp3g4Y6DbXCABUROfnvPxNwAPOENcPoAYG73h3EMDvOG38dr73dy1w9wh0Xqd26EP2DnAGP%2BxBP%2FDojthiNydmjtjjtntmHjTnjmIhRgzbjuJx4vf24sTunc%2F1duYsGe%2F08j8hmB%2FJBQjODjE6SyzSpBMCqBnpAjnz8Y%2Bcx6H%2BEbh8Cc9OqQmYWEgnc5Lp5cTuBsCsQQEroS4OhJyKgCDxEM94h5AsmOWuCkDKBQ5YsgwGECc4qQxNG3IJgIQiU1cPuZAbzj3g%2FYpU4xc%2FgChgFM8YgKea%2BBlEXx0D5MZ7STngKvCNor4%2FQACP0HSC85%2Fsqg5QVrkfIvZMqcvMzB9lbRNhxAMmOWtfBaAtpHA4QffmwAX51ciuniZsNjSnw2Dfe9Ia%2BIAEgiG%2FqHhBzD93uFeUlvvz1iJEYouwDmlzVgZ%2F4Og4QAsO3xOCd9wgdXXvotR5qsxmAdSVfh3x9L0g4mYyJgEgCwCNN6aN%2BOAbP0MAmB0GwqHqhIhADa1isiwbWkyG1outwgaibCJkPhSEJCYXQBxDkDyCqAP8AILoD0H%2FBZCYmYnJrD4AkBJN3eKTKACMNfCxDwA8Qn0k1w37%2B9WuVIf%2FLfEfwGECmIAcSBKQKaIEdoIACUt%2FnbAyh%2F84kEAE%2BwlI35s0Bw3Yb%2FjFAgAmSDzQUk%2BwTz88ZSj%2BUJqEFALN0bBBOYUKKAgKMEqQ9HcatJXgK%2FDZCqAfXoCM671cKWAGEwGAS%2FAShYCv8WEYgRD5whAAwERwAUg9Id%2BJPXsQsh5QDIL%2FqRRFBLcCmKQYACyC8ptE6RkMA%2FP%2BDARqAUSLI01CxSW6Mio8WBHQEInVJdZY6vI2QhiPBGShdicoOAESKW48k5CsBRkTyNJzSBzEDgYMl%2FGoApZtR9QEkVB0wQiBH4K0N0LUJBHHQlg2tfEKYjxhgCQGrAPxPABCSG8ehuIFAAID4TCAqhaifmiH3YQrREIwo%2BlvEEfgh03QYonDI%2FDdHmNwkdDYKKXVuiJ0ooHjcDMCNSTQAyovYAlN2Acaw9LqvdJPtCKzq7Uq6edFSiyHTFh8WOqIzzFHykQx80w8pCep%2BH2B7wnK60TEJ2Jfqt4QkjXQEbhW2whITABTXCmK2Oy5gBkQzVviAjiAOxgwVIBVCWnJj8ZZwjXFKK82mhDFGwwLJdEuHDSHjCihkW4TABvwpQsImANQnNxZB3jeoJgPqOvnJrZZqQ64rIILn0xwB18GUPjBYF5yuFF834renjSprH1W4L9ECgWTsqeIbcl41QNeKRIxAQo5lCnMThWIpRUJD%2FLuvgMgRpQUwygrelFF1jSD4AtfG3DQOuBDcpCjbJbAOIWFVAhxgVATuyJfCyQJxHnactOJmBIA5xQzWIPXCXErjSYFMP8cxGUhNEdABoR8d%2BJLgI8I40AkgXEDgFUg%2BMH4kXPph%2FH8ZXCs5TSSRPOi9g56fARwByNfChN8SZ%2BFKIOhfxIIM4GsQYicDQjgU3xWEdnHpEXy1QCyBQhII5jfFYSyMj%2FPgLhPSgET0ghE80IYMFTGCNY94vCGcLfFSI0QsFMANBESSzl6xkCQTBIVSksgC%2B%2B9UnICjgDmwlwEUEwMVIaJnNb6BkgoNQHnq6gRIhocyaficzxA12kvfeJFK%2Bxb0Wa%2BfRdABEgnI8rAyNDmv1NJxF8RpA0nGFYDqlAS8po01okZNgAbizmPUvqHNMmlsAWwKAMNIUQ2mS5QgIURYLzjOEmBEp15FKcCDSn69qJ2U4EOVR4y7wOwgBfsXX3MbHJEgQGFaNHUTp6tMEiwDIc4ASHuiAAJCEmBkmAzAObScFpSIRqAYAODcQIMETadUBxJyXKDDJ0oCd3pGsT6Y4hjoijjKQInfqDh65Qi3qf1NsRWK7H50hELDJ7r%2BweSxImxiSVseWMcSdi4S3YtBKkkSDtkL%2B3E2ceuX4mLjqQpOdSiIwML3IOApJYPLf18Hh4DmEACxq%2FEzHHJsx1IXMf7BRJ8yEcBZKWaSWOTKBtQksbMUaFJIRolZCYtzMTOH4sgpEuFVQMMlwoEoKKpOLQO%2BB9HYlYJPIZIK0EEmizWiyNCeH5HMiYA8CIJd2ZsEwADILJvsgSZkiEnnQ%2FpqgReqRGXoKwIZS2SOKXW%2Bl1DcZKYuoUIiNom1mJA%2Fc2pbWtq212ADtJ2kjNF6dUDQ7tL2nWB9rq0y6P0%2FOQnQbpFym6plbwcQh652c3USCDSJTNzrUyVKCbWICUhTlIUPaac72igE8mnsqYx4poh8R%2BJnjGyjTKAANNbzg1R6zfFoH0IsTWyQ8xCEmV1ipDH9%2BIpInhC5k4mcdiw5lA%2BbkACAACXkQAqfDn1Jxm4HBJ4Zwc3LlmXyS4SbDPjPnxGgkU6O%2FQeZnVHlsyp6ftKsXcThBAZoF5859JfOXhwKN6OdRBVzPkQoL4Q%2FeZPmPI7ETyOpOswFMvyWFohKJUNDPr%2F06T4Rj5PhTLOdGpYiBAAAQTAR0FwC4ftgtLHwK8F%2B1JBUjg4WPwRAvMRCHwp8FYKSx5MssSIsrHiL4Q1LIPm6DIVoJOZToCgcjKbYZ9CS2YYWHcUKzcL0kUiqeSjluTcKTAUinwtFioyFRXEPhX7qoGBoZ8i%2By3dAPD14yZShBRsCmsj1dak4Qk2MuOnjJ%2BlCJLFtM2saxwbGFjmZsfOEvHx5l35H5SeGcqjIz7oztKA5axWjikUmA%2BkA5LxQBDuJm4i%2BJfXeOn3CL3IdkRfDedSGEAq96ZGpZQkQsG7%2B4iFD04CqaljbJiu5sdaJbzB7lO8%2B2KSqeU%2FM97e8Su1vHwgMprpRKGGVIcxSQomUu8yCjnDsnDUPaGKiS9OF6g9JjYRLvpDdHWU%2FK6pNz05KAXnCcgIT5LxWeGQpVwuKUDkHp0UZ6SjLPCVgxQYBf0nKLRDygiRw4liZKTRA4gOJ2y7tJVCIGhgGemYCpMHTFAQqN6t0Aab2EwSUAUg%2FoWiH4FCA10Kh0%2FUUDmycHiMQQQUTwGpmFrXBIGnQMJWLM6qZgnB84LZi2AHimgRQfc4ESYC5IqicQZM4eRTIQWiKCFWykXudG7T%2BK7ireZlaeAqQGE%2BVqKg4VMvhB%2BF9CRC2VaytUYSlUVQpDJQryZXaqDQuq2AmKNVULTppxkpdJ7FBpvjriJsMIi5IQm3oS2Yoa4E0i3p4REVWzZFXNOiiv1M2bzL2NMF2ZWS2p5qglKGOJHqwDxDRVCMeM%2BKoAt5KEK5kRKIVwhI5nsmOafjjkizlxL1U1Gbl%2BJbh%2FisRH1TqqnLnQs12YL2bHOe75qiFaHcsLsWhjyrS1paAyOVDOGXQ6wwMBaHAEAAdpDapjhXQnVkEY1Tfj6WGrt0cq22FswlJKqzV4qknq0VmICsRYdrUdS1MHTKqY1mcLWH1DwhrEj6hcVuMFCXQ%2F5Kw%2FpK9ReAOhhYB1UUDafoqWwVqZoKK2AtGouWmpFpcwLdXWByqhRjVyK8qNbn3Dhr9wHq8DleNdW3it6%2Fq4yGXCDXTRs2enYQBBpNiRrb8DdOyXGrnAJr41J45NXcNTX9EWQA5TNf4Cjl1rc1Da%2F2QWsLV7kfiDxMtY6rfVPDC1Na6Od7LhR0aE5Acl6vjTPUOEQoOxSsEsUqnPqmN64v8X%2BKkTTI0wE6llRUgeEZR0p1HfxaKETAZQjijRTuKlGknEj4kCmoDcpoXVJg1N%2FwpBFlMog6bwoXRY4nWHDb9EPc3xN8SWqiKObJJWUDKG5vKgsavNxob1QAuNUaxXNHUDzY8X3A%2Bbb8EWgLY0SC2mb5V5myTFOS400afZfGhuAxpfVJb51qjdldoHpBEjuVNssHLyv5UKKhVSi8kSoukrfqMqf8cqmbn8nXZApxZBQX%2BNa3oTOtlmRCSW3Kr9a5uHuLCO7HKr1IPcSm5LQVppX88MoWEFrU4uwmgIVc1wLrUto%2F4%2FxVt64mDTeLQCDbYNz7EbRkNbjjaT6wEk3HAHS05rMtfs%2FjTluqxYAfm4QP8epMEyKMRcfMYCYhCm35blwNK4MBalYCCrKUwq7AjoAUpb1p6KlE9U3GE1%2BA9peso5BTmB5EImlShATsjpoyo6nNpxM8pjqWQU4Yk2217f%2FwNhLSUogARuBgIDILeilE1m9gWQ%2BE1QSLg%2B1AT1894wMLeAxXSa%2Fxhm%2Bpdjr2Ro79NGOgXW4hx3o63xYu05Pskl0pRpdlqETjsydZerqoJgPzaFCWKsat6E6pFetA6rboBxEPQHmKDCUA9wCnE6lvQH5owBe4MsxCIMvxlhi4Q1Ld2nbsFQAiCd8AWnZwjaJnz%2BFCs8nTmNJT5iYeSRQtUWMSQg6NUYO2rRQsIUSKyJWNd3ZIFN0JifdA7IAt10j6JL4kzYy%2FMIvJEczodaCUBZ1SFTtq6wi67DQgVtblhlNpak7mhC%2BZwVTxdwsvdumXKNy551IUeoHVHqlaMF%2F6S%2BZHVkLR7WAse9saKt%2Bo8UvSGZcIDjJ1Zx6p54ZMDgU3H1pUDV0mwqDbkhaFtGNAxSKm6k3G7akJwUbrVtrX6tb8cuEwBE6mnX1zt0G8YulVtB2st0l2ytZi9nDRVdm9ZUDonTEMgXj1N97azZAj6jcEJMKJYjeeLGlWqlpy5WMniV%2FxeIDlJJQVAqWAgqr0CwEDfbdX1VwjGNzCabOaBNJGlEqZ6YCNJWTW%2F4iFGzEYiuCfb%2B4ag5oZCA3s83vM%2F9zBzJrORARVqgCbBrPCih%2BKIFk1IW3cDfjmkd6lsXe%2FXjgcxSzlWSzE7PaPrlI1ap9xesRZ2K7JIGF96Se3hoZXWMqn9a%2B1lv1xRGEcKJ8LS%2FJN1y28GX9v8R4aqrNw%2F69xQh4FgAeqKt6do10mbhAZahQG4p7ey1bVOtWIH59%2BJEoKgeMXoHwi9JC0eaHMMCkqQBB%2BCgfuIPtKyDEO7RZQcQgcyaDlYOg4IbQhMHZyLBw%2FfXsr1oRdxE7Mozwef38HSKxRxgyIbiniGtwkhvqdIc6hzyruJu%2BkG7tJLTDzdVip5ajmCiDGPdrimeS3QRqmzjdsSTMRrJD0FjMwVgXxdKk02cxOYc0Yw0tiyDrZ6Qg%2BgPZWzuov8vE6sqkNTsQiJoGdIiICFAJnVLZWYhxuAOzG2zAjgIZxq7EHupDXG3QtxlY3fo5h7HDIFpPdENOL6l8nG4QCvmSnCMtkVVA8cyGNLghgZIRcJIeW%2FsL1T66ts%2BwMoieeh3EMT4yt6uzBxNV1WYFCqkzofn3YbKsFpAqcni73u0wDpGXnCyZ73bHSME3Rk08a4FihIEWA742hMv2xJr97W3CaRjv2AJMg%2FJrmCZ3ZjCmL95gDCRKZwmu4XjWoGU6oNBMIjQac0d1bnX0OOJ2Ym67ZE1E7hkRc2%2BnZQvoPaBigCmXWVAHydNS%2Bd9WnvBY002T1DH%2BgIxnWQUsqo%2BmpjpONxaZy%2B4%2Fs%2BjdC%2BFmHrfAbGfQN0jCPhEMi7H5TfSUw9mi0WaGuZDnCVbrJew77Mm75OCUuDYG1EpixZos6WZ4M346iOsPU3NApj0h5SpdERdmd0Usg3QGELJFmYoUczv1efIFE1AjAuEDui6ZE7%2FOgmRcmoPsa09h1QDpmeDjZ7oxJF6Oe9X56gMUJMb0RHyJAJ8pPdohT0AiMlBPQyMT1JyBniw25iGF7quwxIJudPU1JedwZHmPk5x%2B8%2FHNQCrqpuJA3CnALUmfjvFl2uKGYVUD%2FmdJOkuaJdtbwHGtQgp0uWVtOOtbfjVxmneaDuPAnHjpqVvOCcQhVLoT5fRJNqgROrCkTc0Q2dqFROWU8D6hqmToqrG0nCTme2QqzLbN9n8TMZOkxrAZPTgmTM5Tk82A1j%2BL2TYJnUl4ixo2HzAvJ3i%2FKdFwYDIEqCBziKeW1BTXcsFg4ZoLlPYW0BJnIU0hY20Gget4pgyzfrUvSnlBspvU1NENP0gKxJpjsXXsvCWnCic52029hNK9cNSLpmS26a15Od4WIQVsF6dczXm%2FIo2YM5IEAT%2BnmLPRwS1Gf6A47D2WNKM7FczjiXtErKvc2%2FOPaP6lsq0L4c%2FlZaRjP90m1wzOyq5AGCrHSwtZedWgDlm1qa5XZJLtPqYjTopNI7lbBPAAbdPyqIyHUvWXChh1umwCnr9o6zW8yKr%2FFTFvVDCjoqqy80tBMB1W7iefPKcmsbLGgUaepkzmHQ3oDmxjtyRa2tHqtTnywa8xNZvJI07zJzL2ALmKkGvHppooatw0ms1CynDIwdQBBddsF2HhrrYUNDXA3MWJ6QxYP6yno7D9Bdz%2B5zCHPKPNhXmOR5ow2ut4yE9zzrRS8wruE5fyHzF50GpTz1OrQFwYodaDiDBv26t9IF0INLpx34CwLc3Vc%2BEDU24MyYdxLbgdbRzXm3zd54pBN16o9KGevVUQfxje1va%2Frr6S7f2jNhdWerc0Cjfq3UvwWPjiFlZspbcQoX%2FjVoKkBhcIlYXC1MFjM5vsLJjwwNysdUytrMvanNB5Sg%2FYcXs2cEvNPBB1crr9r0GhDpR7nCcBRItFWibN47M8qDOHmhjXNonTzc%2FPM3%2BbJA5m0Lb4wQWOT3VmuFBZ6W7KXT8d1sLLabUFldN3BPHbwQhJzhnrLt0bedvcEoJ3IXtgm3NG%2BHWiE8QbcsP2oYNebBhZhMW03YNDrRUAhNtcJAZ8U%2Bc%2FLFgNE3BlBup3wb8N0K%2BmJfNDGoro8QHs9n87g9p7mYRXV%2FOJHD3SSgCRKythrhemU7PVgG%2FOqyvqBBQ12njXmvo20TDIA4%2F9k%2B12hhKr7gHbI3Nm2VXIBZvEoWQuLPuS2xu9MgogBxiCUSqpg00I0tLqzvzGs2lU7rGl6l70gIL4jQMQEAJW6xQZIqffw3lEZ6jNkyRJGEq0DGYlup%2Bt1c%2FIYAlkgWjgDsD9lDQiT%2BMtAEwNrBoeGbaHh6uh%2FwIaA%2BhgA1PP2%2BMdBv%2FJi19EzJkoXuQ4P88GsN0SzwO17bkJ78YhxO2ABkPce3aNh0djRD%2B2uHs9n4rw%2BUhnkBHMwIRwJ3m5iOz9hD7VC0GkeyOMs7N4KLQH%2BS%2FqL7dfKQ9Wqo3ZqT7WW4SXSgpiNKQ0u8fh0ckwxHp4A1zawlxMJqoBL7j7NAJKhYd6RYVCHJ7dEP4wThecE4D7UTz5jr4ftA4puxIR9QxPOgojwyMAFSduhpdx4HB%2FgMSclwgdejyzEHKIRa59YhsXwrxhcaZTgAAS6cso8sefmWnJcalsABcZ3zwgt90J9GDdC5P8Hc3Qx1I6%2BYyOtc1LLIKPTJGDPf7wEAC31sO0SOiHxjr5lkDIcrmcHpusaI%2FF6fpJsHj8OZ8BEiCtOuefTtQC4zdBnOHd%2F3Bewc%2BcFZBncNjhY9Eggg4OVzJEFpTc%2F6C%2FP0kczgF%2BLTwuQnqlMJ5ykg%2FpWpqlnTskF%2BgDwi9PVHZOGHBODKhYRBzvTkwHM7HN71UAvzhRI3wiE35co4SUILkOYDTg%2F7UDDBPsCOAJB8hhQ1gDfl%2BcCBYmcgKl9EDYD0hmpBMd0a7FDSagSIFiUJrIwCDTDaXzYXNu3wEBDNmX7QlIKEwvEkd2Qz8UiqrOamQvixeBpynEvrHQ5mptWClosE3G3dIHGwj9p5eVeVsTUFDulLfiahwTzKzUxrvxRFyJJs4h60HgWadeZM99RZ16sfrgmrPxHF6lUxhO%2F4U5TLEEPCQRKAjkavVPrmcA5JfTHhwK22qkPcldfOTqrpqPwtmRuspuqYDd4Q%2BGfD6XcrDkDhMAucGQshF8CiOrsq6PygG3BJcLlQhaH1h4eu0oxWqipJOMNoRlIxgja%2BF5FpUiDlGzdhDRDsFiigLad%2FarttZF9NmEqjMIR5AcH1ssFSBHeGqjGvj8pr7rm2%2FOgddlDbSkEb2%2BpEjv5RqK0d6fwLLMzFD3UWd%2BcXnddqs7JxHItSHuTruz8s5aQhgnCHc1lESvcIMLWgBwXZa4H0NBrCcAMAmAnieYQ1KI6mMFD93PJiXFNHlgaAgMlgOflmDWIMoBTAj4ghQKcikIcASUfCCJEkiyc5I1B1SJpFAE2RnltUZR%2BJMseyPlILkUyOZF3F%2BRp0hJEEXY8R7L3kBOUcCrUAVbUVaovj4Ws1G5sfSuo%2FUWlmJG3yoO9r0tFh4rK4fPEl9CcOS%2BEPbbtYL9btAgBfqYJLYb1YGYsGBnUQ9IbQuIBFECBaJWAeCXyEK8UCeAQmFLcV%2FDLrkQBsnL2o6UAdScKilgmIzyzfkQRUgO3Strt%2FLJ7dgi%2B3sBAd1iZj3Du9VzI6kKe667nv0RyXq97e5vfLq9WjW0dyYGbdVuQRzbqzTV5NfpWK3z3a4JJj7GdVFgBV%2BkEBGzQEGReivOC1187cnGx3Rb%2BAGbdUuq4%2BMEbzre5fKrqZjt7Q07ZZndioCn9NTYQ98O6%2Bv6NUNdkq52X3Qeof5vdjTl%2FpnBlXzvS2aRht4qONWvDjZICDtEbJhSgIDxrd9hACOIvACgX57fxnMiLktAi5X%2FAU6XRkubAabugPB5YCRGAQysDwLhRSOPVzQCARH18u3SLAQEDZVlvEe2V%2B5EIqEW5hs1OZIAJwTShH5BipDI%2BckeEcyFoHU7tBz7qABABj7FDI%2Fs02Pvr5HDx8Ip53hPtbMT96JlQb85Pyn9xSrK0%2BEOWvVvJyUKDnDprD1%2BMr15J5m4do5kX%2FNTAevO52jPgd6%2FQaqPdFHJWXIAzrfR8wBzIqPpbLMCfbI%2F6QrPzA8Moi9KlzlnE1vFAD6o6BPVhae0%2F006sTltm5kU0BSQJSKlK2AB565JNjSloUTdh%2F33815nxlY6Qf7uQ75D9y5PEYbPHc6zsPNtYJ%2B4Bkkn6w1Uhg%2FPeMUT9N92mpQ%2FjrcP674%2FBF%2F6hldEEsWqZ%2Bm%2Bwu1gIVir79%2FFkCfE5ayKM0RmJds%2FTRPpZp7XF8ZDNo%2Fx8Y%2BMm2W%2BYACAZh2MJBDS1k3JktiYaE2vTEoJL2JDxJNoUrC4ylEhX1WTV9sD7vVZZGDfjgrM%2BJyLwuCgVbgpW2jfYUzIDAyOAwBAejTPmgLWsFG9WAuMDeLvSsD4ghwBg7ainSDcDIOVdAx6MgNwDgD%2BAlgPipOi1EG%2F6sANwFSBIAH2oABkBAVTG07AOkC8Q%2BjIYwpAAAOJwoPgL3BIBawr3BigwGPR7DuHIAADrtDNyC8gZfrF5Senlr3CESTIiJ45ebAVx6yQVIBwFAQvHtwFUgAnlgicBnZuIEOIvIgUwcB0gYKB8BKkHIEiBYntUDvC8ooqK8qqKoIHci3AQp4gB2qDQAqe4woIF0uEwB0BoAlIHEweAfiC2RQgNwAACiAAJx7wTgQaAcAIaIEDZgBzLlA3AOQpy580qgM8AJMBgDcBEqfALZChoOAHB4uA65O4BUqiAa55PAqARgFYBnEIQC4BiMPozui8%2FtFReiPogjLcuaAAsDC0OAGA7NYsQLDI3AswA8BgstwC8BvAykOEETC4DrECwI3QtUFhBlQRhDNgfwDKDQQRYFICuw5QVML6I0HnBYxBCHt7AMShoCciv%2BSQWsIWuhgAHyQK2njh6Q%2Bi0JQGuY4AY4iQB9AU%2FAZQxAaPBkBrnjoC9w6nkpwbwI5lED0QLupIpigWHomLsQBHmq5EerLCR5UApkrJAkeJcDR7Qup6BAG0BTHqwH0irLGx5UetIrwFfBKkJIjcicnnyJsBgosJ4QhPAeAR9u6gZJ5KiMnroEoh%2BgUp5GBqWOMK0AD%2BP5aoAIgA8G6iunsBCTBUPlv6H4riBA5hii2JQDWgEPrEGiA5ziICKyaKE9rKAGwFSyPw0aCcEmc5IfKA7Bs2LQHAQUiAR7DIlsN4y1ARJBOizA1uDyAiM0tJpYChOiBADChGAqKGzGAIbsG0BLIAwHoO0oYkjoEUVDqFIQiMBZYM%2ByWEg5ai%2BIXqKEh9QITBWh7ZN2hHA5%2FgcCLAKLmIC8hGwGi5lQ%2BFrvBMBVuBICwyqAD6Hm%2BhkAABKkSPSBrBbIQh7Ug2npxRuhSAVsraeNIYh4eISWM6EGiS2Mlg0opMHGEeIl4FYB6Q2sBQR6QlAagC9wsUAzyUB%2F5rMCaSjYU5DKhp%2BGqF02zPKgCzAPOIZD9hPALzgOBBnmD4G6S2AAwBQwEHKHXBiofuiaI04agCjh5Lu2HxQU4b%2FD%2FmkECcC84fpHsr006UmACLceoj9gZU24Tebbh3AHcriAvOEOEXhQ4VeH%2B4hQMeFZApgmQDngFiMT4dIqejmHTByHnMFIBEgEAA",
"verification_scope": "Exact decoding and identity with the kernel-checked Conjectures.io file only. No local Lean build or complete code review."
}
Graph