---
title: "Logistic Regression"  
description: "Logistic Regression"  
author: "Prakash nidhi Verma"  
published: 2018-06-28  
updated: 2020-09-20  
canonical: https://www.mindstick.com/interview/23449/logistic-regression  
category: "artificial intelligence"  
tags: ["artificial intelligence"]  
reading_time: 1 minute  

---

# Logistic Regression

Logistic regression is basically a supervised classification algorithm. In python all problems are classified Based on the number of categories, Logistic regression can be classified as:

- binomial

- multinomial a

- ordinal

![Logistic Regression](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxISEhMTExQWFhUXGSIaGBgYGBoYHhoeGyEaHSEhHhscIiggIh4lHyAdIjEhJSkrLi4uHSAzODMtNygtLisBCgoKDg0OGxAQGy0mICUuLS8tMC8tLS0tNS0tLy8tLS0tLS0tLS0rLi8tLS0tLS0tLS0vLS8tLS0tLS0tLy0tLf/AABEIAMsA+QMBEQACEQEDEQH/xAAbAAACAwEBAQAAAAAAAAAAAAAABAIDBQEGB//EADgQAAICAQMEAQMDBAAEBgMBAAECAxESAAQhBRMiMUEyUWEGI3EUQoGRFVKhsSQzQ3LB8WKC4fD/xAAaAQEAAwEBAQAAAAAAAAAAAAAAAQIDBAUG/8QAMREAAQMDAwIFAwQCAwEAAAAAAQACEQMhMRJBUWFxBBMigZEyofCxwdHhI0IUUvEF/9oADAMBAAIRAxEAPwD7joiNERoiNERoiNERoiNERoiX6hue1E8hFhFLV96F6Jsl9x1iJGZWJ8TieDWWIfG/+bEg/wCdQipg69EzBebb6RRs8A8ggC+fQJ45+DUojp/XUlKgBgWAYLRLBSqNbVwKzX0T7/miKo/qJBJIjriENZX85KoFED6i3BBI8WsrxZN1MfqPbmqLMGxohGN5mMD8+5E9+rN+jRFNP1Bt2bAPbZBAPuTmP+6P+ePyLIhOvRMUx5Dg41eRIKigK/PNkEUbHBoilt+twyGkJPFg4kA+KPVke8XU1/P2NQTAQXVez68jLEXBRpVzRaY2AAx9qPQPP8j3epNjCIT9RQMaUsx//FSfbSIBY4+qNx9uPsRqEVe4/UsQAKW1vGvIKipHhUkMRzisqtXz6vg1KJ/pvUo51LRtYBo/5AYf9GB/z97GiJzREaIjREaIjREaIjREaIjREaIjREaIjREaIjREaIjREaIjRFXuYFkVkYWrCiPVg/xoiQ3XQ4XDAg23s5EmxQvysFqAWyCcePWoRSg6NEqgEFqINsx5KkFbApTiQKFUKFetSilB0iBCpVKK8AgtdeIq7+mlXx9eK/YahFKTpcLHIpzZNgkEFipNEGxyinj/AJRoiXi6HGsjSeRyIJUkVYKlT6slSoqyas/fUomT0yIisTRORXJqu7+m6q+a9fjRFA9Hgsth5E2WybK/HnK7ulUXfoV61CKcPTYkrFAK9VxXiqev/aqj/GpN0VL9C25UK0eQC4AMzNSkFSBZNAg0QPY96g3RWRdJhU2E593ZJNF25JPPk7n/APY6IqYegwLfhYJUgEkhce3QA+ADGh/OIvUon9tt1jXFbAHoEk1/snj8aIrdEXL0Rd0RGiI0RGiI0RGiI0RGiI0RGiJeBGDyE/SSCvkT8AHg+vXoaIrASSfXB+38fnUIqtmZsf3cA1n6LYY2ceTRvGr/ADerv0z6Z90S/VuoGARsVLK0iozAfRnwGIuyMsV49ZWeATq9Kl5hIBuBPeNvi/8AagmFLa9TSSWWFW/cirNSrDhhYIv2p5FjiwR8ah1JzWNccHCSmZHbElaY1YA4v7Cya5++qAXgqVi/pvrO43DTCXbiDtNgbfMlqyoUAKCleQfeQ+LPT4nw9OkGlj9U3xH5efaFVpJyt039x/r/APuuRWSkW+ykxH0lQUk8Srk5WFprJUCzx860NMhs/I4USo7+eZXgEaB1d6kPrBcWOXvnyCivzoxrC12owQLdTIt8JdV9Q30qOiqor65He1RUHBAbkdyyKU0Ks3xq1Om0gknsBmf46/ZCVxepSkX2JF/ZMnkYwAw/9MnM0/5+mvnTymz9QzG/zjH36JK70TePJt0mkaPzXO0vEKbK85G6WrI4JBI40rMDapY0G1r5lAZCt23UlkMfbt0kTuLIq2leNDK/ZBsD7A6h1ItB1WIMRv8ACSnOfuP9f/3WSlUbR5Tl3FVachaJa1B8WPqiR/bzX3OrvDRGkzj53RVT9SVGcSeCIqsZXGMfkSKDk1YrkfGS/fVm0y4DTcnbf4USl4+ps26MS8ooIYiJ/CQBW8nJxxKMtVfIbnitXNEClrOe4uMYzkfok3Tm4lfGTtFGkUEAMSBlVgMRZA9fBNH1rJoEjVj9uinsoQ9QQxLIZYsT7YMCljg0180wI/xo9ulxBt3VXPa0SSsre/rDaoGxcylQSREjPwAT9Q8fj76yNRo3WVLxNKpUbTaZJt0+cJfb/qPdyxLJFsm5XLzkReaJoc8/g/8AbUvME6PUNjyql9c1PLFOLwS4wB15+yf6BvNzKXMpgCr4lIyzMj0pKsTxYB5A+/vRjpC1FPxLHf5Yg4ibjm63NWWiNERoiNERoiNERoiNERoiDoizMMdwGCSt3AVZg/7aBBkLQt7Yki1UnjnjWgvTIkW+TPWNup7KF1pRtkC3LKzOaFh3Ob81ZHgmX/6qPmtSAaxmwt2Fh+pj3KYSu4il7vfmCduDuPGI+60h8QASBQJx7gwxazgQb1Zpbp0MmXQDMR+YvITqU3Jvg8UbosjCbEKVTlQ44ZlaiFHzY4+2qCmWvLXHHXMbCE2SQ/S8RhXbyMzwrGidtf2ltDeY7eLAk+wDjx61t/y3B5qNABkmcm+15/lRpW3GgUAD0BQ/xrlJkyrJTfwTElopQpCMAjIGQuaxZiKaloigReX4GrscwWcN+bxwNvsoKzZunxzQBIYUTtsY1yV4MBeEhiKjJbTLErQNjmjrdtVzKhc9xM35ncTsbxMqIsqmMUE0Mcc6qsMZT+naRrdpa7XLty37bgXZ5OreqoxznNu4zMYj6rDuEwpbjasce5mw3AYPtpFE0SuUUgM4U4xrgRxwS5PsjUNeB9Men/YWMTsNyZ72RXbu4mh3E24MV4JJGDlEzHIALkMgS7DyFEhVB41VvrBpsbOSDv7+ylaPS4Io4kSGu2BS0xYVz/cSSf8AesKrnOcS/O6DCydrtd2rS9uPbQhxmaycmXOmLVjYaEJ+Q33A10vfRIGouJFuPTHv/tPsoutTf70p4pGzyFGZAAQpKV4mQ+KkkirP3+2sKdMOuTAkTz8bqxKh0fbOq5ym5ZAplxZigYKB4KxIVf49+9TWc0nS36RMcxO/KgBG9aY90LFG6hAUyes38vFhicV4Xy59njjUMDLEuIveOPlLrOl/VkQtBHI0wYr2lUM3iauwaCH2CaNG6HrWdQBhiZ7Llq+NpsOkXdwMpHp8e73OUqNBtopSGuELJI/AFs48SaAAI5AAHxqmt9SL22VqtKu5oBBpu/23PTa3XKl0/wDSkImbuI0iqKBmp82NNktNQUcqVKck3f3iCXXUj/53hm0wXep3JJMdIiOtlrznbbX1Hj3mC1HGWyNULCj0FHs8UNSdLLxld9Gk+oNLbBg5AgdFPbdPVYohIkVxHIdtMVUjLlF5rgn/AGdA0RfZH1nF5LSfVa5knuVLo24jYMEeR/TnMMCBJ5ADIDgD4+PR0YRsldj2kagBtaNrfnK0tXWCNERoiNERoiNERoiNESe+2zOVo1Rv5+4Nivniv8nREbPasruxP1Vxd88km6B+armgo5+ARUJ0iHuGTHyEvdBs/WUEd+6+jivX+daGu+NM2iPaZ/VRCs6n0xZlokq4BCSLw6XV4sORdC6IsailVLD03G3uFJEpfcx5RxQbkGQy8OY0cJkoyJJBJRbHFn3Q1ZphxfTtHMT/AGo6FV9M2zQR5yyFFRCpRpe4ihWYhzI6hyxWrs0PXxerVXCq7SwSSZmIOMQDEILKadayTbukU5Ez4UYijRgZW0itRVfH/NrV3oaEFwLhYTmZ6CMlJS+y6N2HlX+oZYpgEhhvHt0GLFGZiS5JZrFcAf8ALervr+Y1vou25PPfpgf+qNN07t+obdZF2o3CNMqjwZ1MhAA5I+okjkn/ADrJ1GoWmrpIad4spnZMzzlWjXF2zJBZQMUoE2xJsA1QoHkjWYaC0mcfJ7KVWkqyPImL3GRyyEAkiwUYimq6tfR41YgtAdOev6hQsjpGxlijlKplOlxR916ziVmMdsGkNUx8iMjXIHodFao17hJ9JuYG8X4+MDZQLK/qXUvKRVlAVYXLYgZBgQoxmY9pWBsYvzZB9XqtKlYEjcfGcZjqEKQj284MUaSnaRRRqFDRRfuTOrAAlWCMFJGSIFtvTUeNi6nBc5usknc2A9pk7Ek2yEWz0ncSSZ5MpVTgrBHRiyeMhKsKAyHjjYI+dctZjWxGc7EXxftlSEt1Lr23jLR7gmMHIDNbEiKgd2GN/tgGizVzx8i70/DVHgPp3xjYzAHdNQ3VW+3Mm3/pzH2E2KrUhNhlUKcBGBQr6RXJ/GqFzNLjUnXPSOs7qHOYxhe90AfdZXVd1u91DJIsi7TbhbVpDi0n2yI+hD6v/vrkcXFpIsuXwranjarQ4OFM7D6z2XouibCKFMI1RGFCQKQxDUDTN7P+fitaMAAgLpZ4anQEUxA26jlUdTijiASNxBLO4wKoPORVsBgB6KrR9ccWDqrxFhYld1BznnU8amtF5OAbW9zb9F3bGR1h3HYCykYyZ0rpHZLVjldkKQl/PJsaC4Bi6h4a1zqWuW7RifePlZ28O8m2uQkOLhSezGY5cDlkFDkgObUC6qmN+tUOtzZn4z911Uf+PSr6S24n6jLZtEwMC/M2Wls94TGkYWWCRlZUEq9wrgALZgSCOQeWBbWjXWiIXLUpAPLpDgIJi2dhYR8WWht5wGETSK0oQMRwCR6yx9gEg6sDssHMMawLTH9JrUqiNERoiNERoiNERoiNEXCdEReoKLHbprNPK4/bDdsmRH83MZJwZSpXCjVg2cj6963FWKYabxNjgTuOqiLqvqfTNzPIUeVV2pNlYwySkALSFwfpJyYsuLcKPvq9KrSptkNl/W47xz3kZUEEpzb7tzuJoiBiqoyEK392VgsfEmxdD0CL96ycweW1w3mVIys2SCaOaXvuj7DtOzmXEkMWyIawB2lSwPwOb41vqpupjQCKkgWxEbdSc/ZReeilt9/GrtLLMbUiMFVkSIiZlaKgbV2rFe4Ca5HHOoNNxGljeuxNs9R2RK9X25mmaRd8scUC5PXZJgfA01upAVo3Zjkfha4u9KL/AC6YaacudjN79CLgi3vKHOVp7tYopDuJBt0hC5GVgA4c0l5njHClu7+PWudmt7fLbqJ42jspjdNdO6isxfAEopoSAqUc8hgpBJtSCpsCjqr6RZE543HfvsgMrK/Um8dZ9pEFlIZwwMJYElStiQ44drEljbAnEAA66PD02mm9xIsN+vF5mehjdQ43C7OYh1BKhuTAEyRyAMARIP3o7BMYqlY5eTcAe9Vbq/4x9VuCO2Dze4tYbp/smlghi/ZlZX/qJXKq0aUxNyFaVaNAE5Nya5JOsy57/W22kDc9pU2ChsNkrMW3CZzRAL33RVVwP3AyLkQArH2aIIOrVHkACmYB2BmNoP5hAOVGJ5ZtyksO5iO2RaZEOZcuuQyINChgy/cM33B1JDGUi17DrJybQBb+Z9lG6s/UvUjtou6O1YNfuuUuwTSkKxLGh41z/jXHUfpFltTFP1OqzpAJMCcdLLA26SbrcpLuoX7Qp4kJQJGDnTyW2TOaArHjIf4y+p/qFln4Zpq0fOPpNwBcki0SIgfK9o6g8EXf+ddHdASMLB6wZ1yEUWIklVGaPl2V1Ve5kAQhQ/LBrCD1fGT9Ww3Xf4cUnfW7AJAOJF9PWekXK0GaUoGYJHg5Jy/cuNbFgisWZefmrI51a8LnHlh0CTIttf7yAflObadXVXQ2rAMp+4IsHnV5lYuaWktOQonbKHaQWXKhfqNULI4ugbJ5q9RG6trJaGbSlNnL/URQSh8fTkRurq3BBUtXkt/IrkDVR6gCtHtFF7mRO1xB7xsU1BJbuMGGNAOQKa+fE3fHzdc6tusyIaDOduO6Z1KojREaIjREaIjREaIjREpvtn3CpsDE3yL+QeOeDx7/ACdEXNlsijyMWBL1dCvV/k/f/wCySdES/V95JDG0iRtKQwtE+rHxDFRRLMBZx+arjWtGm2o7S50Zv12+edlBKZ30zRxs6q8hA4RMMm/AyIH+yNZsbqcATHVSVlbPbJtdwkUcVJJH/wCbZZy0V0sjsCSAreJLE/UKAGuh7jWpl7nXBxtB3Hvm3CgWVM770mKTPBJGRXgaBZmjuruSNwAKDWxBAyGrt8gAtiSJg6on2I+1lF1duOq7eRMjM6pGR3YjH5Mrl4lV42QuFZrIoC6v1qjaNRroi5wZ7GQZiR+XSQmQgba/+HiSmjASKVTEuNABWXAlQF4rH8apJFX/ACOObkXPcXv8qdrK3ZduPHbGYySBMqcqXK3WRAA4vi6+NVqanTVDYExbEp0S8h7Em4kEUhtVIKyKe6wyGCIzAKwFf8obL5I1cDzGtaXDfbA5J/ITC0d0JDG3bI7mJwz+nKuMq5q/dayZp1DXjeMx0TZYfSNxL2HdYzLa5CpbMkjM/cRTMqlUVuFLGiPgVrprNbrAJj2wLQbZJ3UCYW5stmkUaRxjFEUKqiqAHAGuZ7y9xc7JVkvt4tz3JO40Rh/sCqc/j6r8TxfofbVnGlpGmdW+I9lF1ldH/T0kDbuRHCSTt4rSvGgS1QgBUP0YgpdCuDrbxXiTWYymP9RneTcze91NINa6XCQsDb7yDd7opPJjFFLkkbyZd2QsUVl+O2DVIOASPzrzNTXOhxXRSd4l7jVoQaWnSSB0vPbBO69Q36cRpnleR3EgKvG4jZGWyQvKXipJoXrXyxqmVoPGuFIUw0CLgiQZ3Od+y5H00PuGaV5nMTiSOwVjXJcaWuHIokk+i350DASZQ1y2iAwASIO5MGb8f0odX3BV2kUbgtAo8RYjlEhquFbIr74Fjj4Ooebzeyt4dmpmglsO3/2EX5ET91pdQneMKVAa3AOThKU+yCQbIH9vzq7jC5qVNriZmwOBN/zdLb7pDyRhf6iVXVy6uCBXJIBVaDKAao+651UsJGVrS8Q1j50AgiCP3kzB6hPdp88u54Y1hiPqu8svfritXvMrDU3REXnPTiP3S0m67TN3njji8RGxcKWJBLAggAeuKJvn7aqTpN8K4pGoB5cl15ttt/cpvYz5or065C8XXFh/I+DqwMhZubocWzPZMalVRoiNERoiNERoiNERoig8irVkCzQs1Z+w/OiISVSSAwJHsAix/OiKibdJH9TKpd8UBIGTEWFF+yQDx+DqzWF2NrntyiwdnueoTSTRyKu2Tto0ThRIys/tSSTGzJRBoc5Kf57Hs8MxjXMJcZMjAgYPN/2VQXTdafUI4ZZYlMqrNE6yKB2y9HIVTAkB1DKStEgGjrmpl7WkxY23j8FlJUE3G1h3TRgBJ9wMycSBIUBFZ1iWVVvG7A5+b1Ysqvpajdrbdp6cTuokArUmjVlYH0wxPNcHj2OfnWIJFwrLGh6tFFI+2VHK7eOIWMpD+4WRQRy5oKCWN8Ekng66HUHPaKpIlxdwMXPTewVZiyuTra9t3eGdGjUF0MTO3kTQUpkrniyEJqxdaqfDkuDWuBB3mB7zj3U6knuegQbgruxEU3BCuncLgB1U9vuxq2JKE/yK98a1Z4qpSHkkyy4tGDmCRN/wKCJutfpscixIssgkkCgO+IUM3ycRwOfjXNULS8logcf2pCUn/ZjXcbiRmaGMhzGHCteNnsgmzwK9kWdXaPMd5dMQCbTH6lMXKq61BatIXcROqiW5mgEUa5sZFIGQfkA8jj7Vzai6+mBIxaZNhB6eyFaO4lcqjQ9tgWWyzEDA/UVKg21eh6P3GsQ0AkPkZ+VK851/rEoVdqtf1E7sidolgsYPLEkCnCclfj2LrWdZ7QQ1s3/Cpd4WtVpEtIHJOw7ZvieSpQ9DJXbrC1xQMAElRo3yR/KRZAA1kZcVi34s6y0TEYH5K7qNWnQa5mkNLh/rBEEY04z7hb0CSrK9ktG3kCSLQ+IwVQo8atsiSb41qJlcjiwsBwR9+sqPV92qI69yJHKMV7jUOKFkAg4gkAkH5GjjsrUKZc4HSSJEx+ZS8Gxkg5jJcYxosTOQqKvDEMcmLUSeeTQF6qAW4V3VWVbPEZMxck44ASf6k20UwVtxFIEhmUhskVaoEu2RrAcqbF+6Gq1A113DC38HUqUpFJwlzSIgk9sZ3WhuN27gttmjk7ZZXQ8ZMBwuYvCjyeDq5J/1XO2m1tqoImIPTmN/kK3/AIZFeWFHud00SLesbNEXxxR44HHGp0hU8+pETaI9sx0SzSV3P6swhO6ezlX0hQReX93Dnj4GoxOr2WmmY8jVMervP6Y91qxOCAQQQRYI5BB1dc5BBgqeihGiI0RGiI0RGiI0RGiJbd7QPjyRX2rn0a5/gaIpww0WNkk1ZNegKrj4uz/LHUIsffQvCZJlUOmReRXdrB/bGSMxxRVQOxUDn4966WEPAYbHAj3seZMKDZR3kYfadxpYHr9+OaRSIlAOaMRn/ateWQsi+PWpZ6a2kNI2IGeCMbqNrqMXUttLMySLEJ0kIhUyRtJJggcMguwcZDwaIBJ4DasaNVjAWk6SL2MCTEH3CAiUpvzErJKIqlQf1c0ChmnJMbRKVCOFLe15yBr+Dq9MPILNVj6QcNzJyJA32UHlWdW6bHvJ3iIoxxxN3MnJBMncC4EYf+mPIEsLPr5ijVd4emHjcm1uIznfspNytXq2wmk7XZnMGLhnpQ5kUA+HkaAJI5q+NYUarGTqbqkWvEHlCJwsiHpom324dnZ4HihZQpkCl43cg5jxJBUcK3o0yng66HVfL8O1oEOBdOJggbfOR2KRdbSbzFwk2KM7ssIDljIqrlfoU1BrXnge9cppyNTLwL9FMpHa9PMBlmj2q92aT9wJMQGUFsZDlQyIqwBfPs1rZ1XzA1jn+lotbfcdlEQrOk7XcqyZtUPa5V3MkolZixtx4lFHiK9/iua1XUiDA9U7WGntycqRKVl6QszXFOrxJMWdGzmqQMRIuXcoDEsnbIIUm64rWgrmmPU2CRmwtttzed1ESmdj0BYty86tSmFIY4lBRY1Qk+gaNk8UBQFao/xJfRFMi4JJOSSUgAysn9OdLSeafdkti0p7NHDhTyfCsgzD012BzfGuFrATPVZ+H8U6u81osG6BvIBzeYvxGF6CHqcTSNHbqymvNXQHmhizUGsg1ROrB4mF2O8M8MDsg8QfmLhVPvHjmWOQWkhbB1yASglK5JIyYlqPA4Aq9NRDoKuKTX0y9huIkczMkdBZaEm2RvqUHiueeP8APxwP9atAOVzhxGClOozsjRBTwS2Vq7CgjEWwNILHs3foc6hxIiFrSY1wcTm0XA3439kpBE0+1R5Vjmb/AM1BEzKjHkoAWPIo1bCj7rVRLmybrZxbSrFtMlowZieuP2XYJIozupTKzMoDSI0gqIBMgo9KOCTZ93yaGoENJMqHB7xTYGiDMGM3ieSmNtP/AFW3WSJniMi2pItl/lTwSOR8jVgdbZCzfT8isWvEwfYpnebWN0YSKGSjYbkUQQff4JGrEA5WdNz2ulhg9FV03cxtgsSkx9sMjj6MfQAN+6F1XqtQ0jbCvVpvaSan1TBG/daGrLFGiI0RGiI0RGiI0RGiKuWdVrI1Zofzoi6koJIHx70RZe963HB3jKrqqFcWoVKzg0kYByZ+KxrmxV62p0HVI0EEmfYcnYBQTCR3jCXebdow2OLLM+KshWiOyxLWr5kNWN8UT8a2YNNFwdm0C8z/ANha4i2d1BNwmn3kgEZ/pLnZSxUMlIRitNJ92W6IHOJHGs9DTPr9Pvf2/MqZUutbKSRZLRZVAR4ogzRMZI2LeUl1iSF+Pg3eoova0i8G4JzY2x8oUrvdgu2SNNs0O1MrrGzNyzeDKoQteUq0MQ1ghSNaU6pqkuqS6BI4zeeAd4hQRGFdudo+5j2zNlDIkqvi7EE4HkEQuFJZQSBZHPI9jVWvbSc4D1AiLDnuNvY8KSJTB6HEHjdM4+2KVI3ZIyOTRiU4Hk3dX61T/kP0uaYM7kSfk3SFKHqLf1MkDqqgIrxNmC0g9P4exgcRfIOQ5+NQaQ8oVAd4NscX6/sk3haOYH+dZBSsmXqEZknjkmi7YwiKcqyvIPpZiaJcMuIAB/nW/lu0tc0Gbmeg3HaLqO6TRYNrIX3DQRiNHG2ClgwhVYzJkCfIgqCSAaAHPOtSalZsU5Mxq41EmO3T3UYSv6t6nltVkiE+bs0caAMjOTkhtOCRVsp/9p1w+Iaadjcji6E6x5AIaalpO289E/0b9OxwyCZDKrGNVMZbxAVQOVHBPs3Z5Jr3qraYB1LpFYs8M3woA0twYv8AKtXpme3aJolsMxjEpM4ByYo5JN/N1fANXpplsH+Vfz9NUPDjeJj07XH975Se/gR3bAxzbqJlftSMSAQq2I1JpCRRDc4lgdVcATbK2pPexg1S1jgRI3ucne+262zuGzRcCQQcmBWoyACAebN3xQPrmtaSVxaBBM9uqhtopiyvI4FBgY0Fqbbxa2GVhRVerJ0gzdWc6mAQ0cXOeo4yl9x0uECJcmiCSWmMrJbMciDz5Am/E37NaqWiwlaM8RUJcYDpF5E2xPSOVzpU4Z9zCSXET0WYg33BnjQUClDY1zxV6NMkhTXplrWVMahgdDE+8K4789wKsZeOwuaMrYt5ZBl9qFoWfuwFatqM4WflDRJMHMGfsd5Vm83bgskSZSY5LlkkZ5qjIFIB+aonQk4CimxpAc82mLXPxwrtptkjXFFCrZNAULJJP+ySdSABhUe9zzLjJV+pVUaIjREaIjREaIjREaIqNztQ9XfH2+fRo/iwP9aIobXYrGzMLtvfr8n4/JJ/z9uNEWX1qJicv/DUpBiM98TkhUr49EgV5WRWuigQJA1XzH/XJ/nhQVbvf0ztZpIZWiGcTmRCvj5EgkkDg2wDc/Kg6U/GVqbHMabOEHsELQVHqH9JDOJnUDcNE4VgrF2RKdlAXlq4OPv7aUxWfTLB9MieJNgendDAK502aOfBWnDzwYvIsRaLl1NB4iSQCDeLfI/GlRppyQ2GukCb4Ox/cIDK0P6L9wyF3IxACEjAEEnICryN1d+gONY6/Tpj33/8SLrA/UUDSS4ISZosJoMENxmzG7O7sI2BV77dqSFPv46/DODGScGQZOdwABcXGVV116SVVqm9Nxyfd/GuITMjZXKzZemJGdsIturCEMqHPExDAgBRzeXC/gG/jW4rEh+p31fcz+FRCjD0OOSOFpEZJEbu8Ss7RuxydVkPOJ5UgUCvFVxqx8Q5rnBpkERiJG1ud+6jSFPqfT5Nwk8TYxjxMMiszEMtMGZRj9Mg+kNTAc+yNVpVG0nNeL8j9h7b7KSJXId0E3DxzTwFiE7UdYSCwQSbY5ZMpqgKo+9HMmmHMad5OR02tHUpvBSIBm37MBce1TED5MslHg3XC8f51yXLp4XO3yqtY6gZbEHa+bc4ut/aksisyFCQCVJBKk/BINcfjWgMhdTwGuIBkKvfdwAdtVY3yGcr483RAPPrg8agzsrUwwmHz7CUg2ynkjR2McO4WyCo7gAN+BLckfSWKlbK8apDiJwV0eZSY8tEuYfbG9rcxMwrenyRkgiJ1aUZuxjZLKYp536YiqB5ofjUtIyBlUqMfEFwIbYCZze3Tld6j08tNDMJGVYcyyrlb5AcEA0RxdUT6ojmzmyQZwpo1Q2m6npkuiDxdUxNDOYZ1gaTkqHdShjAs5YyUfqAFgXz/OokOggKxFSkHUi+OgMz7iyu3McG2E+5IxsBpCMj9Aq8R817IF0B9hqXBrJcqMNSuWURfYe/VcVJUhVlWIyGnkCAhWvl8ObLH4LH3V6CQLZQ6HVCHExgTtxPbolOoRdyWApccwjZ0Lv4r9IIeEOC/DexwCBz61U3IWtI6Kbw67ZAMC+8QYtjueFvRVVjkH5u9ariiFPREaIjREaIjREaIjRFCWZVALMFBIAJNcsQAOfkkgAfJOiKlt9GKOQIJKgrbcg4n1dUeCT6OiKcO5ViwB5U03B4OoRZ25EzS4kQdvuIVztmagxaloAOCFKmzxlwKGtmlgbN5g9v/OVC02ZT43yR6B5r1f3/AM6yuLqV5brW2waErMGG0EbiJleeQli0Zd8SZGuMtiQB5AkkgEa76L5a6W/XInA5gbZielhGVQi61NpH3C8kM78z+eSgj9vwaNbAIUlby55JINHXO86Ya9oxb3uCrBXxbbcBiTMrKZS2JiAIjK0EUgjkN5Zm75FaqX0yPp2535/pLqOx2kay7llgMTOwzlpR3fHgggk0tkcgUb1L3uLGAukCYHF/36IAkei7NJ1hlkBk7DMNvI7OWYABDI6lVUuSGpgCKNqfI60rPNMuY22oeoDHMDNvw4UASrtt0kyHdmZQonOGKMQcEtQTItNbLzX9vqz71V1bSGBh+nnk3x3+VMJ5t+KmWJTJJEOYx4kkrkqhmpbI+bofOsxT+kuMA7/rbKSlOp9SdJNsLREZqmzK2uQIRR5A20hABAb0dXp0mua/c7R9z7BCcKnqqRvC+4eNoZIg+MhSJpUCn2hIZRliCPwRqG1TStMtsSJMHvhUqvaxhe7ZJ/pLpDRwibcMM2kbccFlCmVfINzTcf8AMOP8XrjpsIEu5ldtTxLaoHlg3aAZAkxg9CtXfboJPCTIoDAqytKqCiVCsEItmzxQUR9fzY1cuAIulOmX0nQL2vBPMidrX9kxM8vfjAH7ZVsziDRGOPllY+eMTf3GpJMhZtDPLcTmRH3m39qG8USP2WMZjeNs4zebAkAEC/o9g8eyNHXMbKacsb5gBkEQRjn54XY9uJoVEsWPo9tiGxKm15U0aIB0jULqC406hNN05v3F1ndPnWGcxrtpk7zO7SnyUsp5LHI4gisbrggACuKNOkxGV01WGrS1mo06QBG8HiwmDn5XoBrVcKQ2yOxmSUZJl4EhKZWA4oWaHItuTqokyCtnlgDXMMGL5z/ebJhNmgcyC8ioX2apbIpboezyBqYEqhqOLdPv89UtsmMjSiWIKyMUDUSGRqIpiBdisgOLBHNaqL5WlQBgbodYgH3H5bondvAqKqIAqqKVQKAA9AD7asABYLFzi4lzjJKs1KhRLj7jRF3RFzMXVi/t/P8A9H/WiLt6Iu6IjREj1raNLBLGlB2Q4Emqf2hujVNRuj69HRF2DpkaxxxmyIwADZBNV7o82RZB0RXxbdVJIuzQJLFvV17J+5/3oi8/1qZmn26wiOQpuAJT2xK0IKXd5L27SxkbNOKB12eHa0MeXyJFrxN44M32thVObKW46ZHtQXhwRmCQwhoskjyY+I7YEmLMbNtQIB451VtV1b0uki5N8/NrdkiLq3qqwSRPPRiaFiRKYCzIYsgSqlbYUWAIBsMSNRS1teKYvq2m1/0Sxuu7gypOjybiJNuXwSMR00jOoCqzsTzlkQFAvj86AMNMtawl25mwjNu3KXWl1HdRQRPLLSoilmOJNAezQBP+tYU6bqjwxmThWKXi6nA/HiFYqsbtiEmzXMdo35grfr7HWjqL29xnpBi/F1AIWD+m+qQuu6MEUhiEqxx9pXKFKWINFkAgVSGyEfAC3889fiqD2lge4TBJmJBzBi8naeYVWkXXoultFgY0k7phPadmIZslAsOa+qiCf51w1Q7VLhE3Hbordkiskm4heGRH207REkp5BCSygrKBiTxlXsAiwNalrKVQPaQ5oO+/tnp+iZsodG6VKzx7ncYrL2FR41VR5e2zYFsqblQDS23u9WrVmBppU8SSD024i2ebKADkqj9Ykv2drGttM1tx6SPyN8g0TiOPzrheYsFlVptrOFFzgAbnMkCJAsfv1VvV8ZdondbsiQxrLcfPmVBTHnEsTjZur51D7svbC9Xw7fL8QdA1Rqi/AN5tMZ6p3d9OB7n7gVnAWLJI27ZA/sBHPIyok+vjVi3qsmVja1hm5v3/AETe62aOoDiwCG4JBtSGH08+x69H1qxAOVix5aZb2+Vm9VkEm3V4s0aXFFdYiXRXYWaNFaHyfXujWs3GWyN100G+XWLXwdMkgmxIH3/fCb38M2MYgMdh1z7gJtP7qr+75GrODoELGiaUu8wHBiOdvZKx9LJ723mymgkBIZyoIDcGMY09D2G+AQL41Gg3BuFqawGmrThrhxO297e3um2Idu3GShjZcrj4ZSLxDMKP5K8jVp2GyxjS3U4TM778mP3S024yl2zRMGjcurYjJCAPeSqQGDCgCwHLezqpdLgRhatpAU3ioIIiJz8Tgi9gdtk0+1lp8ZFsuCuUYIRfG1oEXdNyT/d+NWg8rJr6ciW7XvvymiFAJocfYX6/jVpWQBNlzZyq6K6ggMAQCpU888g8g/g6gGRKs9pa4tKuI1KoVj7/AKH3O1+64MYIDHljZja7sDK0HJB9+rA1G6gNgQoHoTEUZmqjwARRYg8eXAFUB+TzqVZRm6C7OzCdlyPNLz7Yjyv4yK8VxxqET/Ttk0bSEtakjAWfFQBY5+S5c/wVHxqVCf0Uo0RGiKjc7pUq75+3x6Fn8cj/AHoiIdyrMyi7Wr+3N+j8+iP51CJLbrBDLKqlFlmYyFS3LlVRSaJJoDEcChrZzqj2An6W27ZP8qLBT7sxjjNxRyWpkUkuoFjNVPjz8BiPfwdRDA4i5F42+c/CXWX07bNt23k0ucrkZdwMWzUZsI44QThgPHjliSfmtdFSo2r5bGwBiP3J3nPQWUARMrnRumxmHZlGaOSBRas4kdQ4Vnie+LPj5VYrir0rVXCo8GCHHYQLYI/hAAtzaxYqVaQyWzG3x9MSceABQBofga5XOkyBHb9VZINvSkuEscawllWBlJclipJtAlRgUQGuvXq61qGBzJaTMHVt8GbqO6t2G2VZJZCiITSKVckNGtlSV4VTkz8AH45PxWo/U0NmRnG569kCb2u8ikRZI3V0YWGVgQR9wR71m9jmnS4QVM7pTc7uGR4UErAn91O2Ti4SrDMAVxOQ8Sefj1rVrHsa4lvQztP7qFbvZEzhubtnM0oZR3Ti3ibBJoW3jR8dUYCWuhs2+Li/7IsXYwpu591LJzGP2E5I4U25BBB5aufxrGNWVyeEqF3iHVxtYfuqHeeM7mVmiiZVWVgintyV/wA0rpd0uJxuhR9nWZkEk/0voP8AC8Ma0EgyL5HYA9ZvkpmHp0e6x/qGMj7dioqUUxIUh2WOqajwD6H86nQHn1XhUPiH+HB8qweOLxJsCdrXWjvOpIsgUyIqggSB1bnuWsYVvpst79/4vVy+DC5mUCWF0TOI6ZkZV8GwhQxlVC9tSiAEgBTVjG6+BqwYBhZur1HAhxmTJ7qnpjqJdyO6jtmCVViSgKgKCpY4k0TwAD9tVbk3WlYHQw6SBGSM3vFv5UlhKqJGwl3CRsAwAjyvnEWTiCQPk6RvuoLw46RLWEjrHXrCV6rKksUgm7sSJi0mPIcVZUFbYj4ONGxxqH3EFaUAWPBpw4mQOnUzYdJWhDAFbIOQuIAj8QoNk5Di7N0efjV4vKwdUJEEXnO/ZQgaRnyY4KuS4WrBxYxexyOAfH886i5MqXaA2Bc2ve3I/tUrKIG7aQnt2KMZU+UjNkStggD6i3/5fjT6bAWVz/lGpz73zwBa/wBgOiY6TtjGrra45sUC5cKxvyLE22RY3wOQK41LRCpVqB5B3gT+dk4x1KyWVNu9xUTdqv22aRAcyGGGKgjhvbfa696gFWe1ocQ0yOcSlk6rucSTA1lVYLifG8bB+9E/Fng3Vcyqq/e9TmRmVYGeqogGjY/5vuD9gRQ92eAQKpuqbgOEMQyOVVl6Vwl+vsc+fih7N6FFd03qE7siyRMoJYE0eMRwT8Ufv9yBXs6IVsaIjRFVNArVkLo2NERDtkUkqoBNAkCia9Wfn2dEXIwpZjwSDV/IsKa/7f8ATQyEXn/1LK8rx7T+mmZXkjbvApgBGyyMSSGqiAMSAWvxPBI7fCtDGmrrAIBEXm9vw7b7KjuITvVuobqJm7W07yBbsTKjE+VqEI98LXPOX41lRpUXga6mk9pG2/5hWJPCq3LwNINu+3kH9QBIWEdKzrzi7oeJFCL9VA0oBPrUta8N8wOHptm8HgHa+yi2FdtOpiVsw/aWJLnhkUB0LBXXJg1LitkgWDl7Faq+loGmJJwQbGLWG6mU5/5vZkjl/b+vxxZZVZTXJHrkMCv2HxrP6NTXNv12M/gRKSzf05nYrMyYmYuWzAIAHbRBbjgZUFrk/J1cN80NAIBxx7k4+6YUti87JtyyxREgmWIW/FGgjeNUxFkqfkfnSpoBdEng4+c/ql1h9Hl2Y3uUExzeMxDbCJVESxEkXUYeNLDEBzixexdrrrrMr/8AH9bbAzqnM+8HaYuIuqgiVd+oIQsI3UqVugoSNUkdlWRg6jAcC/NvLEGv4GuN9csY6mw+k9ACcfwsvEVvJZri+w67KfTNk6KNgRjGITcis+bk42ysBipyL8E5eiONcgB+g4jK9CjTZSotqj6pxA0g3Jtv+myv/TPUI90rT4hWBMIbPLJFbxI5/u98gH/FHSm4OE+y38bQf4dwpTIMOxgxce3RNbyAQQAhpiIyGYqQzuAaIYt7Fe/RocHVzZqxpuNSrBAvYTgTxGOmyp/R0eO1T3iSxQ3YKFmKFbZiFwK0Cb/jVaQ9Kv8A/QINc9gD3Ag8bytWLdIzOisC0ZAcfYkAj/ob1pqGFymm5oDiM4WR0zZLJEactDKoOWLRTM1m2Z1xPrEDgGh83rNrQRbBXXXqup1MQ5pxlscAGf1Ku2yMuMssbPKXZARgxSN348hj4ABSfn+TqRyQqPLXSxjobAO4kge989OyZ3pHchB7o8iQUyx4VuJCOMa9XxdfOrGJCypg6XRHvnO39bKvqW4tZV/dRRHn3owD9+E+olwBdYngj3qHG0fdWpM9TTYmYg/vi3uhtzMdxEqKOwY2Z3IIOVqFA/PskEetRLtQGynRSFFznH1SAB8ynGhPcD5tQUjDjE3XJ4uxVDn5OrxeVjrGktjfO6U6DGypJmGBMshGV+i5qrZuK9cgfgaqy33W3iXNLhp4H6dh+crSOrrnScvU4gqPkCjiw60VoAteQ4rEE3+NSQQYKKX/ABCKwMxZ9D55JX18eQrn5496hFyXqcSgFnABNA88m6ofck8AfPNaIq26xAApzByqq+bJX/uD/hT9tETG23kcn0MGr3Xx7H/weNETGiI0RLbvdhCoom/t8CwL/wCo0RSi3GTulEFaP8g36/0f/wDXRFj7t9sjyY5dxJUlkSC8yXARTIqcspHJy4pb+NdLBVIE4IIBOLXMTv25VZCNs8m4bcJID/TvkqnJUYVSEKY2JKty4ewRdUK0fpphpb9Q9+u+IxCnKe3/AFNIO2GWRg7BAURpMSfRcqCQPjI6yp0nVZgi17kD45QmFfNt43eNyTlGSVpyB5AqbUGm4P8AcDXsc6qHuDS3YqUptWaa2ktYnQp2JFSwQzAsWDEEMtUv2/JoXdFOA25BmQfzCjKb2UEcMaRRgKiAKqg+gPQ1m97nuLnGSblTC8+v6dhZf6dxI/aBeCeQq3bMjFgqMSSzRlVPmD/bZOuw+LeD5jYE2IFpjnib464VdOyntZtptpyJZnad3CLJMKsyKp7cT4hcSUBwU0GNeyBo5taqyWNhoEkDoTcj3zwlhlci3UKFhjJtp93yzgCXCWljClxlGHAAIX0cSfvo5tRwFw5rNsWzixjqosoyXuN6iZ3HtVtjx5TMAF/HiLPHydeefU/osA+nVqlhbOggzO97Rv32XodqMUVWkzYAAsaBY/cgUL/jVmiy7HkOdIEJGDbbd1ErQpGzFWIdUDBkJCXVjIE8c/OqgNyRC2fUqg6GvJAnBMQcx33UUeSZndJSkTRlFBTFlkDMC9Ov2qr4NXXOoEkkjEKx0U2hrmy4Gc20wLWP9q/ZbcrJI7MDkEVTk1kKDZZbwByJ+kDir9asBBkrOpUa5jWjr9+DnHKJRE062hLiNqejiFYra5erNA17oaGCUDnimYNiRbeRgqMG4UQf+HjFJ4pGbhHica8hwODRrnQG3pUuaTU/yuzcnOVdLNJ3UChDEVbNr8g3GND0Qef+mkmVQCn5ZJJ1WjiN1DYSI0ZjMndxuORmAGRHuwAB8/ArRtxBKmqC1+oDTNxH5+qt2c0IuKNkHaAUopHgKBUUPXjVD7akRgbKtQP+t++/KS6nH23/AKmNWeQKEaNMLkF+IJeqCks3BHs3equsdQW1Fwe3yXkAZkzbnHMAJnf7mUFFiVTZ8nYjFQCtggHIlhdVwCOdS4nZZ0m0yCXnGwyf2tv9kxBKxdwVAUViwa8rHNj4o8fN6kSqENDQQb79FeRqVVLN0+IoI8FCKCAoGIAIKkACqFEj/OpJJMm6KH/Coc+5h5g2DZ4Nk/f1ZJr1fOoRQbo0BYOUtgcgbb3d37+51CLh6LBYJWwAAFJOIosbr7+R9/H8m5SVftOnxxUUWqXEck8WTXJ+50RNaIjRFCSJWqwDRsWLo/cfnRFyOFVvFQL90ANQiR3nSIJhMJI1PdXtuw4YqOQMhzwSSOeDranXqUy0tODI4nsoIBU9nsV2+3EO3RQI0xjUkgWBxkQCeT7aieSedQ+qatQvqEyTdSBCV2e9gknUFwdyiMrKjOyqR2y6n0tglKyGVHj51d7KjGY9JIN4neOvPRQubuKWORxtkhUzBmZ5GPMoCqtoOWGI5II4GpYWOaPMJtFhxvfZQZ2TmYaYATcxr5xAqfr+lmFZD6WrkA8+61lhklucHtkcd1O6VHU+7M0Uc0a+EigFW7gkjZVLANQKLY+OSRzWtPK0t1OacjtB27lJWnt1YKoZsmAALUBkfk0OBfutYOgkwFKqj21O7l2bOqViCq4j+wVxfs8nnU65aABj8ukLzPUJt1tJ5pQkC7VwcEQfuSzsVALcDyPN8twg+ddNSpQPhxJcagMdI4C5fEVjRaXfA5OyZ6akuzhxftGSQgrlJiZZnyLKTjQqgARd0fWuGS33XT4DwjRTAcTNy8xMdeq2jEkSyuq45W7lQSSaAuubNACq+Bq0AArXU6oWtJmLCeEtsY42iSKWTvtQk/dVQ5GVqxShVGgOBRH31UREEytahcHl7G6Ri0xi4B/tMdT/AKjEHb9otfIlyAIo+ivo3R9H5+96s/VHp+6pQ8mf8sx0jPus7ebqeN4A8igORlgnAwRmkJZj9JONfI/POqEuBC3p06T2uLQbYk8kAY3+ye3MY3EcZjlIBKSKyN9QBDAH7o3z9wdXPqFisWE0XHU3kX22+RskoJt3MkTRtEgMZLs0cll+RxGxUqoNHk2ar86oNZAhaub4em5wcCTNriI6kTJ7J/dNKSsa5KSAxlCqV8WW1om7YXX2551czhYMDAC519ovN9/ZUdS3EipIWKwqHUB+ZCVOIJxABVrJUe64OoMwr0mMLmgeowbYvf5G/wBln7PbLFHuNum57m6fK2eQK+ZQY+gcaQKeAfvWs2t0ggG66atV1Woyq6nDBFgJET3vecnotDpMvruMVlk/9JpEfEoACFx98Ux/93x61o3F1z12/wDQekbwRMm0/oEbiWUbpLYrAImJ4Wncn0b8vFQTQHyeT61EnX0hS1rDQNpfqHsP0ubXU+i755u45FRlv2TVFkxU5Hk+yTVgHjkalji66r4ik2lpaDePV0Mm3x3Wnq650aIjREaIjREaIjREaIlN9vO2V4vI1ya+QOOOTz6/B0RS227Ds6iiFrkNfvnn7GqPz7GiLK3u+nZz/ShHEbssyOHSz2wyYviR9RWyARRP210sp0w3/LImIiDveR2nhVM7Lu66hLKFG2IJVmEjAqVV4quJsgT5m0LAWvvRtNjCfM3x2O/tnqpmcLu16SW8p5ZXJZZBGSAsTqSwCtGiMygnHzuwosah9cC1MAZE8jrJMeygBI/8Jh75hZiyvluI+Je5G5cZlJhwiGwMAQSGccqaGprv0awLj0nEERaRuevbdRAla216ttnMrIwLJxIApDgKXHK1lVq1GqNGr1zvo1GwCM44/je6tIU4eqRyxs8BVyBwOVolQwVuLQkFSQRYBHGodScxwa+35E9UkbKPUOrrt9sZ51IwUFlQFzkaGKkgZEsaHq+PWppUDVqinT3xNrcni2UJgSsTrkci4zNuFqASTEttw8satddsDjhbjJKmxfN66aT2QW6cwPqhpI5/XKjSXEAZ+6s6ZJ/Wzjcm/wCniJEAo+bei5H49D/4I15w9RnZcTWPrVy+oCAywBtfkj9Fq7jcwd9clPcWkVjG/wD6lmg1Vzhz9uL96Etm69drKvlek2N4kbcj3srO5DEJpua+qQjN+UAH0i6IA9KP+upkCSqRUqFtP4wM9f3KQ/U26VI1b+n76uQjLRDEE2oAxN+VGiQB71So6BMSujwdMveWl+kiT06z7cStPedRjjDBnVWCM/l8KvtiPeI4s60LgFzU6TnkQCRIHudu6x99c+zy3Eh29K2bofBlorl8+DA5BSbHHyNZG7JcYXZSIp+Jii3VcQDmcx3G5wVPp2xCh9yqpLMynsti0Z7RoxoxIJ4FAki9S1serJ27KtavJFEktaPqGfVu4fstLa9TVpHiKsroATamiGHtW+QDY+OR61cOBOlcz6JawVJBBnvbkLnTRIO4ZSSTIxUfVScBQCFX4F0bIJPJ0bO6ViyRo4E999yrtpmFAkYM/PIQqCLNeNn0KF3qRMXVXlpMtED5+6V3W/jDwV2yZGKgk0eFJOHByPFEWNVLhqGFoyk8tfM2HFs78JOPayh3DBR3SxEsMQUxGqyZnJLOy4CwtWhvitV0me62NWmWgtn0xZxmeggCAL77qe8nkNSLGkvacYkU7spUqxW8VR8iR7qg33rUknKim1g9JJGoX2EzInJIj7o/TnQP6WwkrMpLM+SKC7MQQzMBdgAjihz69aU6egK3jPGnxJlzYIgC5sAIgd8re1ouFGiI0RGiI0RGiI0RGiII0RcrUIsafPuSSdmRu2QkeEoHcWTt5NgWCgofvzQNe9bs06Q3UL5kYImBPX/1QVJemptowsLrCO4pdn8zJ9KkMzMCXYALkSTdcHUmq6q71gmxiLR2gYHCRGE3udyQyoihySO4MwDGhDU5U8kWKr8n7aza0QXOMcWyeFJWHB0zabOFdgIpjDLYLebAsxC4llOSk/gBQAeR89T69bxD/PLhqHYY6YP6qsAWSnQ55OpQ71JU7cMnjDMuKuUIIxOJYZRNak5GzfA1t4hrPCPpuYZcLuBuJ+1iL491Al0ymOpkmFttMucmCSOESJv6vEr3AsTMWr6QxNVkKP2ypRr81mJIuT6eLj7dkOIT+62rbmHbM4hkZZEkcB37Vr9RUgeePJUMKsAmq4xa8UnvAkAgjF788TvGyk3ErEkn/wCJS4wxmOPELuJ2QB2UG+yGHxZs8kck/wA8Re+o3RfTnoqENqOcA4FoJEtcQZsQRbAXq2iMMQTbxp40FQnBQLAPIBqhZ9cn/ermQLLpaQ981HHqclZe63Cqf6iCSBI2kCzuyMS7KyxgBgRRFFeQea1mTHqaQuqmzUPKqtcXRLQCABaZj7oll2scUxt4BJJchGSPkz9sMB7AZh9QFEWfudTqYAdka2vUqNH1QLYIgCY6wNlftnWMzzzSOtsVAlIUBY7PgoNEfU2X1Ee/WpECSVRwLw2nTAxte55+wjCnsNxtlWNYfNQe0CgMmHGdM3JUVX1H5H30a5toVajKxJNS297TeLc+3Vd3v6fgljMUgdlLM3Mj3b5Xzd1TEV6A0dTaRBSl4urSfrZAPYbJfZ7qaXiFoFWKRo5UppCMGFAEYgNh7FGiR7rUAk4i2VepTp071A6XAEGwz0vaeyamUvJkiBXjYL3JEvKNsWcRkG/sLPoj0dWIk2WYIYyHGQbwDg4E/mFCWUwp2lSeWlFPeRJZseXJux9RNcLzz60mLKWtFR2slovjtfH5dZ+128jvC5dUXbxtHIzW8mZUBqkkUWg8WzH1Ec8aoJJBnC6HvY1rmgEl5BGzYngHO0bJrpW1YbfbsrIe2C37QQiUENVEhQC9hiVqzfxqzQdIWNZ7TVeCDe15kfe8YvsmJemrPhJIZkNI3bErKFK2eQhq/Ig8kGh9hppDrmVUVzSljdJzeAZnuOltwob3p21jR3MCkeOQSOySHyHiosnMlv5JOjmtAulOrWe4ND/k9I/Sye6dGixosbFkA8WLlyR/7iST/vV2gAWWNQuLiXCD2j7JrUqiNERoiNERoiNERoiNESm+3RQpQBs18/jgfnkn/B0RS225zZxx4kVX2IB51CLG62yLNGxMzupyXbxyBbClcpMbDPgGrGyDf0k1XXQksLbAHcifbpPP3iVU8qHW96WjQtGwhdoSrCMO6sXDHuRSLSKoC2xNrzwCBqaDAHEAiRqm8DGxGT0wUJVvQd1sgIzA/cM2ZSQku0gR2LDM8lUZyACaF8ajxDK9/MEaYkYAkWtyYujYiydXcLt4iZ5rxPlJJglZt4g1QHsKPvx7OsSDUfDG52EnGf5U4WGk0u2iffzpMH7QWTaRVImavQaMCyLsn36a25HHZpZVePD0yImzzYxGD+dlXAla/Vd9tYgm53GClATG7imXIDILflZFWBrgNQ02ls23/ZWmSALk4G57DKxU2028CoqHa7If2KoV5R79DhE/Hz+b4ycX1HSTb7lcrSPFUXNewgEiDMW3kdVv9GghjjqA5RliRTZKPghfgCx6+96swAfSu1zNADNOmBERHuVhdT63uEYw7jbuI3OPf27OaUhjdBcgRQvn7n41i6o4GHAxyF6tDwdF7RUo1BqH+rwBe3WD0V8G+Eis8BeLc7mESoJSzrihChsQSosEHEc8ixqQQcZN1k+iWGKkOYx2kxAMm8TnbJWnE+23CFsUcSRgtkoDNGbK5A+WN3V/nWktcJXK7zqLokjSTEc7xG6W6tu4IWSWQswHikYVWClbJccWCqEkm/pBofeHODbrWhTqVQWNtyTb27E/dWySyGNpVU+BMkaRMP31x8Q+S8FifQ+y8/GkmJH/AKqNDA8MJzAJP+pm8Qdk+25ft59ti+OXbBF3V42SBd8WeNXJssNI16ZtOf3WN1hNtuljMksiKkuBVGK/unwCsV5sEkcGudZPDX5K7fDureHc4MaCSJuJ9OZE2Wgeo/txvAhnRiBaOlBeQWyY8gV8WdX1W9Ilcwo+pzah0kcg54tynhJd/j/pq8rCEpHvXYgGFgCzKxyQhQt0SA3puKA5F8gaqCTstjTa0Tq2B3vO3suIksaIAwam82kAXw5PAQAWOAPihoJAUEse4mI4A590nuJpJB/TyR28mRYxs6BYsiFYScef02gIPJrgaoST6T+Bbtaxh81hsMTEl0XEcZuu9W6U00CKe3JPHTI8ieGYq2wBPxdDmtS5hLRyooeJFKoSJDTYgG8cStfbRKoCqoVR6AAAH8Aca0AXK5xcSSZV2ihGiI0RGiI0RGiI0RGiIrRFzQos+Tc4yNklRqhdpiVCrWNqReXryuq8fvq4bLbG8xH7qJuqthIkpO5xYeJVD3M1kivJXVUYr5iiDWVGvxq7wW/45+2Dxzb4QcrG3KRyIzybjcbeBSsocyrCCkyFMMRToqmiMwCGPB+3SwuYQGta5xtETcGZ4J7WjKqY3Kt6r1LYxtYkqVnQuIAHeUoKVZKU2K45o+uRriPiS0Q6+QOk8cLMVqZJDXCQJIm9v17ZWNvP1RNNKuDHZ0TFUvmSzmOiYwppha0SQKdv8c/n+gtAAJOdwf7ldjPCeLfVDqbJpgaiSYkReAbiCCLjZav6a6DE5XdPP/VvbASEeJAIAIU3ypBoqa5P40ptBGomVHiPC0qNU/4yHWPqMkW2OwviJWn1dpUlWSFFlfEo0ZlKGibUgE4gA3ZotXr7as+xst/DhjmltQ6RmYn257XhMbbYNHAIonxYDhyqsfdmwAqm+R6Hu9SGwICzfWD6ut4npf8AeSjfwwbnPbuWJWmZVZ0NNkB5KRd0eL/+NSQHWKmk6pQiq2L8gHHQqifoiAoyRq5VkKiRmqNVAQ9vg14/2+ifeqlgGFdvi3mQ50SDMC53vzffZS6pt1h27mKKKlUKVKEgxA+S0gs+Jal9WdS4aRYf+KKLzUqjW485/wBtje2YkrJ/pk/pt0m2VkCz24Ul2au2zBQhyBwpQhoigOBWsoGk6eV1io416bqxmW2mwGQJm2bk791pyFgV3G4KosYNKhkNMxKgkisgVKjErw1m/nWl/qcuQaSDTpCSdzGAJ9rzebhSSZ4jMv7k7lu4q4hQqOwXFXNKcaJq7r49aAls7o5ramk2aIjO4GSM3+En03rURM8hjYTVbRokhkKLWOSlRTgPyour9nVWvBkxdbVvC1AGsB9PJIiTmDxbK71jrUkb9iKFlZiFjkcL22YlCQPIWcSxxsE4NV6PqEHSAnh/Cse3zXvkDIE6ov05gTfIlNGUnJtvELaYLK58LGIBkU0RJQoD4NEfGrTaWj85WQaLCs7awF7zg8dVLoroqoqxyBpF7ju8XbLN4qTJQAEjcGvx+NS2FHiA4kuJEAwADNs26Ktt1KVljn2xkHCkpiUkDmqVWayFU+V16avjUSYIIUimwEOpvj5kR2G5xCv3GynzZopVRe0EjQpkqtdliARfjQABFc6ktM2Oyo2rT0APbJmSZvHH7pze7kRRs7BiFFkKMj/rViYErKmwvcGj7pXpYDSTyZhmz7fAdQoXkKQSQWGRtlAux9tVbckrWtZjGxFp2yd+1sFaerrnRoiNERoiNERoiNERoiNESe1mdncMKA9cEfLD2eDYCnj1dahFjzzb8TzduFWiNYZuigV7PjbnK/RqsfzqznWADb7mfzC5KlTxGqGMtyT+FZknRd3vFZtwsUOSmIqsauxjDE1bORRIDCvx61p5lWkQGv6259/hZ+V4p49Tg3sP3TO5/SkdvLIs26lIAIaRUyAJocEcCyaJr/espcGxJWlP/wCfTe6Krye5t8BbK9OESFdtGkTcUcFI9i7AYE2LHv5vVYtay6aFKjSP026W+67tIG7kjshWzQUMrKwU8ORQpyODyeFGoDbkldNSoNLWtM/Y3yOybLYIQkR8R4qMV9egOaH21bGFlOp3qPv+6Xj2qM6ztABNjWRCFlB9rkD6Fn1qABMxdXdUcGmkHEtnrHeEpvdi7vJgvayMTGUN5P22sqQCKGIq7N5HjjVS0k2thbU6zWtGq8ahGwkZ+bpuHamNh2wUS2LIAvkzkHK7sc3wPd6sGxhYuq6wddzaD0Gynup5g0YSLJSfMlwpUfcDnL+ONDOwUMawglxg7WyevCns4yiBT3Hr+5ypY83ybGpiAqvdqMxHZJ7jaPLKCwZY42DqFcDuNwbcCiMSOBkQ1mxqpbJutm1QynDbkiLjA6d+1tlLqsEhDPEHEuBRbfFRkR5FbILL7BI/HF6PG4UUHtBDX/TMm17be6tG3ftxoHktcbfwLPjV3djyrn+dTFolVNRusu0iDNr2n+FfudwyozCN2IBIVcbavgWas6k2CoxocQCY6qSvYBKH70ceP+vvU5UYNio7aJY1CJHiq8BVCgD+ADWgEKXvc86nGSs/d9OdpHZHeMOAWxosWQrjWTFQtAgqF8r96oW3sVuyu0NAc0GOcQe15nBmy7uOmd0wGb9wReVFEGUgqnFHxI54HHl+NQWTE7KGeINMP8sRqtnbjqndt3FyyJe2JHCrSn0vB5r7/OrgcrFxafpEKe4QSKyPHkrCmVsSCD8EE+tTEqGuLSHNMEK2M/FVX8f/AAdFEyp6IjREaIjREaIjREaIjREaIjREpsZXYvmKAPHiR8n7++K5HBvRE3oiNERoiyhu5cGJUhrAA7bEfFg/gG/L5A40Rag0Rd0RGiLPfcSCRxgSoBxoHk0pHkeOTkPxQ+/JExsHdo1Mgp68hVc/xZ/76ImNERoiT307qyYrYP1eJb5W/XrxLH80BoiNjM7F81xpiF98iyB7H2AP25/nRE5oiNEVG8dghKizx8E8WLNDk0LNfNaIlIdzKXjBQgFfM4kU1H5PxYH+x75IItLREaIjREuZW7oWvEqTeJ4IIry9ci+PxoiY0RGiI0RGiI0RGiI0RGiI0RGiI0RGiI0RGiI0RGiI0RGiI0RGiKrcblIxbsFF1ZND5Pv/AAdEU0cEAjkHkaIpaIjREaIjREaIjREaIjREaIjREaIjREaIjREaIjREaIjREaIjREaIjREaIjREaIjREaIjREaIjREj1jpabmIxSXgxGQBq65HPvg0ePkD4sahE5GpAAJs17NWfya4/1qUUtERoiNERoiNERoiNERoiNERoiNERoiNERoiNERoiNERoiNERoiNERoiNERoiNERoiNERoiNERoiNERoiNERoiNERoiNERoiNERoiNERoiNERoiNERoiNERoiNEX/2Q==)\

## Answers

### Answer by Prakash nidhi Verma

Logistic regression is basically a supervised classification algorithm. In python all problems are classified Based on the number of categories, Logistic regression can be classified as:

- binomial

- multinomial a

- ordinal

![Logistic Regression](data:image/jpeg;base64,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)\


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Original Source: https://www.mindstick.com/interview/23449/logistic-regression

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