Mathematical Coincidence: Fine-Structure Constant
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UBs8p6to1tKQYNCggObN40E8YuhuLUkZKMpjWnbpH3GCuniS1JtuL8MOE9lnUWGyoNClARxCcMscfU-oYuJV9mKNelVJFvq5npvqPSVCejbzWsFYDgLmoWf7_THhtORsnNQPLQeLnKW0aGljYAvoVWOAOL_tu9aWCTjUaoIrrZce0ToS7M1BLTgKEZV3H39_pccGh4iaVOEISjxtgfIS0WAa7hNr1I0dNbNynqxwJSCpUK9ZVxBapwazrydFrBMCbNNXPo1qS6Yn85XHdyxEiUmN4iOQgJC2AFg4KetGz9tV_ZhN9wTHwrqWEJrvVxJUIP21Rgv9PJ5B4tAAN-X5PrBDnInuyQCZbqaR4PF5S39utymTjF3jH6E_cUa_Pgg4J-yU203Hs17sVtal_3m0ePFA7hgqiRBEJW7x2YXp1t7FugvYnGZhDOmqBaJDlHAen84fgsP01OIdMzjMG2hAVIOxLDnZ9jRCMKPDH8oZsbwdXJHlR57XSidztZIpqNnp5YShgPWnHPHkQ6GeJ0DwzrxiF3P2UBjzYBGjwVABqbCYeRBKdqC9d5d7gH-jpHU45PmIuQVqAwxxlwEAG_PJcAzGrzfvunj1bs1_FTllwqHPAGGNBFiKI77NOkGC318d4XEFI3iANR97-ltW0S7EI4ibu2elKL2OVgAT0DKu_5QUq9mKebQpDolM4TBl9sALUVD5eToY0fPZNKOkvlMbsSCyoZKO6AnmrnBEC1QpIgc0ktwHhAV5-fgQ3YXwm0LxjH9i7GorjIntkCahbYGU0AJIXhwbXn4G0unD2K1P6VyU3PVHl2dhkxbpcRh-87u4rHhQu28uavHmTXBwae43y6nP42tfO0nQ6YRDq7LBw3fhiKypov0UDLSbeaJC4BEzDxG7ZXXsy5wMC9YZ2BZZiqRr2j-Pq7mi2Z0MJtVVi-6BNvU40bcUQkTEWvXPGc4Zupqce0x5B_WESejL2PelVFVasS0OaHKfZ_krC_kJ0l_nEn6DN59z5J8FbZeJUPh5FC7MXiUbxbbBimU2cZnRHo_l_gBEywpOx2iNFE0j1eODx-Sm6XEowzIa5SJhQJ_p7J4Li1sfHoBLj5-5Ojl56biKTtD7JALZqm8uBRQee8cFrKqp8PDULnL0mMZHdmjhnGs6xC7Ni9P0x-FLk_fSEigKkBFRP5P_oUqj59TYZ8QUvPp5o2uD1j0KSp22FVZqdz5ZCiFmZXduRJFDo3I_wdS5U5o8CXZAGNh1qyPHwGM4dLk8Mc6aCm3S5NfzZvcHTC3xbe4JPc9H6dJo7HG8VFjRSyw5lcld7fiNgnJ2agcJ7lKTDyV9zQfWMMP_JuViw4OW8UGq76RBI0bQOJu1UNEVUO7kyKxgqBUfhcj6i1uw5Tbb7nRfBBU6QvnLacFsjItG0L7-twphuuYMiidnlrRtm45hOttBbJ4ORxUnXUFHDdesCRLglPAt4yj9oHMVRl6OOErL9r05fLCNGMIqFEO_hGSkP634PZZ0r7-hEtt6WtuGM1k1r_Djq0B_nJuzmGOlKIWBqK_fy3DtILCyo_zHJ7NKad8PdfSvytKsTJ2LH_tTOictgkkHbXcXFlkVdi8R6CTc81X6ZVBZzryhyj2uElt0XoEkRbagAL1P6pntLKhARt6qbktR1zyq6UKE8JfnMIro2WZljZZ9WNRA9zbHE47MOCRiTTD9pGCecW6QCF05dm1gicrWJTOv0l6dx6beWbCpgzx1xNlo4zQjFeSaxdLOkHWwnB28dwiWA_bfKmD26v02We_-jbqYcZJ3KchkuHF8z73TzzRhiK4qy4bVQ0oUXj5CX0rUf1Nuosh2Czp5Hq5w2wWNaYSvlmRFlMtAy70p-m3faeORX8Yq7Ul7hgVeWw_d6NRQnsO0WW3YQoMhxi4JAHPwGG0MakES2pXNaB7wfydM5CMLtiyC7Giru_Xs-PypQsC1G4Hb6_EK5fzhL5VKZiGpbN4-7zgpoJlwXeYbexaAM8bGDpdNOyG10m8MaqnT_8Ug32RIYjXga3n-Mkg-9pvxP24jqlHrT-1v7hhlYD97gnT8jfXs5t6SJQ6FgtCdVDf2Fd81y5i4gDWgmWNjiMDqiWbd1wKVR59ZlYCDNon4UAsLfLqZ1eW2lcAv1nAHxvI1q28gm8t15i8mmGzU7BijtXZcQL4OIjaiSPa3oAcW69GCG_aHA8uJdHgCK78vnHMpQcl1CvhASUHdXI17VFutXsSlFNrrvu9qfJTRJxm2EQqne_IpliGj1hGaLbn169hrpR6f4SZFkoptmRj5qnHwNAuFKuhv5y7S8yU6NgWUKSDyQ6f-_fhiIFx-Tk-2jC-9Kw3FNua_ksSxdeZBqZREuZV1U0D-4qd0CWtvNlOpiQyac762I6zo700CtnZVvSLhFCag2jrB43ilP1i0avfByM5RsKsno8xwnYEAgSlIXqCgIXwqp0M-Hc6JOnafmyOuSkuQsbjauTU8pEc9ub261pRRZ_d-NmIR7UADoO_kUN1BDqaroum_r_BAN-yPt6ZlLoRr06l3juPi9Nm_orrwFOEVoBiGTNk6Ch1N-3DeXtQFZYA4PbeyHMmxzGDKkCMHAxSHArZcyaYodWIi_MnfL4uaGOOfFnC4vZEkewpu3EuBt3xJp_yMEEv63xD6QzyxDYFivusmAg63F-XcOzQz2ULO-KJeTMal695NI81M8gG4eitv-Gru-fD8XKg7ooKUIGPbCVBE6HR_5j18x7awOSwdHw7ftbCt8l_aY2Xmo1PRcAkgGc-c2MFSdkUpnsKpBUtZD_lnziB96nrYKNaGSs1rK3iORPjm1JxhLXPX9041Frc4qXL2EWiysXiNiGMxWnP9_iAYxkRG095Oog_7_AE-IROjw7MEAAIeDHc6GBO3JvOwDtLtJHDxUL6U8sf4jtbU2_mh3khiquEPiXo4wcRw9CH9sjBZGsap2rxHbS_sb82xC0nrdyLvPmXT692uZ2Vkx44H1FKLqy3wydfmoqOwNewpEgk1yIuEI5BG5VD7TmYL_RzA9w_54XmIfjUE1Jd_IGbtmQbB0AUBKR2opteE7V7MU3KPOZHrkR2EgXIQz3RRT-iuCwcpaJ5x7oB4L7yAl-v64Smf3wc_NfORUPEkHGgXlIx-kRvJ0hSt2QbFppuASbbBiu0UJyhq6bZm9cDaldPyS-hb-nvQiurhUcai2PnW0slUX_XwL9__DCsMyx-qz4twKkwfoYzG7ZVTG5DllQ18fkpx-SkctP9vOfiSthz5Usyu-MgoJ3kWkgoknxxDrsOfDgFLLYkdZQiGVmHOs2X-7FlovsvKMVtaisRNLh4wqm8ujXY99FUmP-tLP41r2WgsN3GGiqyUsSMZ9fO9YGXOaT59o05EHEdC3q6zUM4IQkoYg-zV-bkNScJNe3oz50k9KbkzqnLnELajXb-fdNmFaqe_dRhA7dxjcXGh5GXSxzleOgI8OFlPX6MHg_dR0vL09h9eEopcYlm4D9JuerpKJ3dIL9lNBU_l6n87vYk537dSBniem9AYGxYVaSuokHcr9H0yDFzGw4rZpmX-IVgw60w9IX4jIE6A1KQ9W9V-_SldCI0-MtaK85PBeerwWu-V6IoHdkTr0I8V4oLyDGJaawXfrqwqVr4K-ztsXcqY102AAmJu1xWet-l_HKUgOZfa4FgZbgHk-g-zkr4xnGaOoHpU2X2uablYUnE35PRs0n1fKY4UUXgzCSEUy326jHMitEVaVETIOtqTpkQYJXKEjtpx5L5Adb0Lm49JT--91ClGPrumRvrIU7rRdSp09jBTxCx9GI4o3l5fWVEM46Cod2N_yKGELF819u1k-lBmSZiw8jQp99W-XQ1UTzTczs7tEbrkIjKVlR0PBvhtdFTc82J7YjvKdeiMO0L790HoRGKRg512h308l84c-oX9SUuLO9ZV9Yf023e73dxQ_YVun7-hUxY-1AClNarW37jgbpLqyZGDcvILRCC6vW5Jk6l6GKx522YHaKp4_3-XQfJJUBfoSt5S82tG3YWkKjfI4YVaqXmdwbn6s-X01DVllE9vbnXevhTCan_ZHiTSrbtpRaK6joymhB5ByIt6MLdZo2qdRVmJ-Hx1WApXeUnMLTrmXJi9pTDN2RT3vTKEK7nH_fpRRPR67LIeO6ht3CsrfswXeSn5y0mfbRLuFyJWnOb98tYH-A3UwCCxGP44iUqh7Oxg7oqYNYKnOm7lcBlk2Ur0pLcvvMY4MZOW_FZJ-b49cDc5vX-6CdHqqfIhd6nQvsyfGloU0Fd4_bGaVBIXu4QujUjMe9E3SH4gF8x2LjNaUXBSqYw2nKW65XuUzmE9cmn6F_AEZt3hpT2vluNnGylgedLN8rprA_-MsKJ5AF-C0Nr7dpR30nVry84TfbHfbYw8h0Oq98Ps6P4IRsvu9NhhVl1FknIKJPkIppvEd9_GYz820mc4DcZ78zeYlI9sp6LyKAKiAsaaXpwNTgTk73cCBz1u1GakFYzAb_uwh9aL3jlsWqAgdxrcue9mg2H3fOjcwP7v27_F6ulmY0mWrlsd4KrKEAeUogRbtL9_JCjjiHo5gnSJd6TEb3Cj5kNvqGWUPq4r19WMq2TxxkbTMqQV7Igu2CVAlzhHtzR1GD9tCINEDGbhBGwdJ2MHQwn3aG62uAMlphbDIN7pnhKz_PmilBVNuDcYieYHcN2KZ2QpbRbt3ouhK1ANN-SrfgfYpFpAP5PiFhzKq2jcdwNIhTmQrTDkPGSHe8wFNuklSbGgXYaXUjzBiEHjz--fo7saRUsqpeCSsvdQxVm58mTbKpWjOm_2LyvlznT4QtrqdbjzdcylZNrZv33XNycxhjXjP2NKwgFOoZuAhj5N6VaUIAXW_4w9yG6wlvEwIOpPVayXlNfT-eY7VHd5HNyXvzR_Yyw5mq9WDOKG3cq3Q0JV03guErcpUbVhYwdoET2gYA3J-_j2oMBSsEbU2VBSKNwZ1RhZVgnOQR4tCNclTN7HdPyIBlpa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