{"id":27046,"date":"2021-08-19T07:56:55","date_gmt":"2021-08-19T06:56:55","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27046"},"modified":"2021-08-19T07:56:55","modified_gmt":"2021-08-19T06:56:55","slug":"el-dia-inte5rnacional-de-las-matematicas","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/08\/19\/el-dia-inte5rnacional-de-las-matematicas\/","title":{"rendered":"El d\u00eda Inte5rnacional de las matem\u00e1ticas"},"content":{"rendered":"<p style=\"text-align: justify;\">MATEM\u00c1TICAS<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/idm314.es\/wp-content\/uploads\/2020\/11\/LogoIdm.jpg\" alt=\"IDM \u2013 D\u00eda Internacional de las Matem\u00e1ticas\" \/><\/p>\n<p style=\"text-align: justify;\">D\u00eda Internacional de las Matem\u00e1ticas 2021: 5 curiosidades que desconoc\u00edas sobre las matem\u00e1ticas<\/p>\n<p style=\"text-align: justify;\">En el D\u00eda Internacional de las Matem\u00e1ticas 2021 te revelamos algunos datos curiosos sobre las matem\u00e1ticas a lo largo de la historia. Descubre algunos datos curiosos sobre las Matem\u00e1ticas<\/p>\n<div style=\"text-align: justify;\"><strong>El d\u00eda de la celebraci\u00f3n se dec\u00eda:<\/strong><\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.fecyt.es\/sites\/default\/files\/styles\/2_1___678x339\/public\/news\/img\/2021\/03\/matesmuncyt_0.jpg?itok=QcEAdo1x\" alt=\"El MUNCYT celebra el D\u00eda Internacional de las Matem\u00e1ticas | FECYT\" \/><\/div>\n<p style=\"text-align: justify;\">Hoy 14 de marzo, se celebra el D\u00eda Internacional de las Matem\u00e1ticas, una jornada que celebra la importancia de las matem\u00e1ticas en nuestra sociedad y de las que tal vez desconoces algunos de sus datos m\u00e1s curiosos.<\/p>\n<p style=\"text-align: justify;\">D\u00eda Internacional de las Matem\u00e1ticas 2021<\/p>\n<p style=\"text-align: justify;\">El<strong>\u00a0D\u00eda Internacional de las Matem\u00e1ticas<\/strong>\u00a0es una celebraci\u00f3n mundial. Cada a\u00f1o\u00a0<strong>el 14 de marzo<\/strong>\u00a0todos los pa\u00edses son invitados a participar a trav\u00e9s de actividades tanto para estudiantes como para el p\u00fablico en general en escuelas, museos, bibliotecas y otros espacios.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Se acerca el D\u00eda Internacional de las Matem\u00e1ticas | Pontificia Universidad  Javeriana, Cali\" \/><\/p>\n<p style=\"text-align: justify;\">El d\u00eda escogido coincide con 3-14 el n\u00famero \u03a0<\/p>\n<p style=\"text-align: justify;\">Fue el\u00a0<strong>26 de noviembre de 2019, durante la 40a reuni\u00f3n de la Conferencia General, cuando la UNESCO proclam\u00f3 el 14 de marzo como el D\u00eda Internacional de las Matem\u00e1ticas.<\/strong>\u00a0La primera celebraci\u00f3n oficial fue la del 14 de marzo de 2020, pero debido a la pandemia los actos que se hab\u00edan planeado se realizaron de forma online.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSrPMTR7mnD6izSX5nEZt_3AyJ-2_VbOqhI5w&amp;usqp=CAU\" alt=\"Todo lo que debes saber de Pi, el n\u00famero que fascina a los matem\u00e1ticos\" \/><\/p>\n<p style=\"text-align: justify;\">Por otro lado, es posible que este d\u00eda provoque algo de confusi\u00f3n a muchos dado que<strong>\u00a0el 14 de marzo ya se celebra desde hace tiempo<\/strong>\u00a0en muchos pa\u00edses, el\u00a0<strong>D\u00eda de Pi<\/strong>\u00a0porque esa fecha est\u00e1 escrita como 3\/14 en algunos pa\u00edses y la constante matem\u00e1tica Pi es aproximadamente 3,14. Sin embargo la UNESCO decidi\u00f3 proclamar el d\u00eda dedicado a las matem\u00e1ticas y unirlo as\u00ed al d\u00eda dedicado al n\u00famero Pi.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Creado el Comit\u00e9 de la Diversidad en la Uni\u00f3n Matem\u00e1tica Internacional |  Matem\u00e1ticas y sus fronteras\" \/><img decoding=\"async\" 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/iEr8dPqaxZo1mJ4iSQuMwiseTAZHHmCOfnpSrbwrkdXcNtwoVRdGw12cc9Ykn3VTwP2lW2GXEWx55Y+jaH3GilnF8MxMFXVG5T2fk2hoaK74HEWwWVA6kd5CCCZ8eQjn6Vm34PcvO18KGkrCTDqyBZENoe8BvWyfgFxTnwt4CfDT\/p0qN8Tibf8A6i0Lg\/EFg\/3J+lY+NJ2i5N6Z5hj0cXXNxHViztBEGM2YfJhTHw7wGligmco0VgRAY+npXp5xOFuDK5K\/w3AGXYDcbbAaih2L6K2zmuWRuGk22zK2hAkTI9KsZSTMuKrQTwL4i1hrVyy\/Z6m0RbdZQxbtgwRDKdW58tqvpx61cRP2q01sMiHMRmQZraswzL2kgPEkAaVS4bxm5YsWluWsyJatA5TFwHJbzDK8K0F47wPlRFcZg8TChwrOoZVbsMQ6A6BtGOVhtPLwroZCWCt21totmCgUZCDIy8oPMVPFBlx1nBomH7bZFA7o25SSQKMWrisJVgQdZHgdq7J6ObRDaIGwpjxnGg7r\/wDbSZaZ7a\/y3P8Asrcl6Zi\/BCtJlqWK7LW7MUR5a7LUqpNJdAUFmIgCSfIVMhQzLXn\/ANpjOWs2wTkKs2XlmmJ+Br0a5byqXaAoEkkiABXkfT3jXX3UCaIoIn2jJ1Pp4Cuc+RNaOkINMzSLPZT+pv0\/z\/yTwuFg5QAWG891PNvE+C\/Hy7AIMoZNFmC3MeIXxPi3npV05VUCMiHuqBLN6Ddj51yjH1nRy8Q1EA0SWY6s53Pn5DX0qIXJOW1DtIBY\/u1Jn+86GprlksPvOwm4tg6n+dufptSJbJPYEAADTQAAkz5d6t\/pn8IbCKBnYlnYGWPw08FkbVKUJlo01195YgEnXfaq9\/FImi9tvLug+BJ3PlUWKFy4w61pkIco0ABYiDG+gGm1YlJ1o3GKOvY5RogzHbTYT4nYVoeC9K8Xh7P7tHtpJiXDASZ11G\/lWat4UwAdBC6Dy1r0voxwS0+Cggjrrbo5DcizbToD6Vjb7NPXQGufaMLiQbdy3BHbtlCeekNEj3cqfhunMbYhf\/mslZE\/itkirN77NrWUi3iHEkHtIrbT+EjxoVd+za+ro1u9aYIFGudSYYk7g+O01TJpsJ0yDnu2nHjburP9rwR8aJJ0ltERcS4k8mQkf7cwrzz\/AIHxa5c9pX7S5irKQFzidz4eVV+KcHv4e64tpfVFmGQXAh3OhGlKFno961w3FRnFhyug1CsuswCCCPSslxT7P7vbOHa2ys2YBmZSBmYgSQQYBiZ1rL4niF+3kDXJzgdm4iNvG8rPPxqbD8fupmyqoymJtvcTx2AJHKlEs9GOFexwgW7gAdLLhgIInK53G41rzpwvUkkCJ10I9vx2r0VcYbnCVvNJZrLMcxkzlfc8685xIz2W2lj\/ABDUv4bGgYX6N9KreDZwVlXy67d2fdzrUp0o4bf0uZQT4gfVTWJ4Lwo4i6LbIpESZMQNOfj+lHsf9maNrbuAeG45zzmoaCt7oxw3FCbbJr+Fh+oNBsV9mpX\/ANPeI8p8\/n7zQrE9A8bb1tXCff8ApP0qvbvcWwxgF9PeN9N\/0oaJv9E4rgzNslgPwkj5DT5mrWG6e42zpibRYeJWP9y\/pXYT7RMXb0xFqfMrB8d9KLWPtAwV3S\/ZKk7mAR+RoCTCdMMDitLtkqeZAkfFdflVHiaWkuo2CutlZSWhjKsDoPEaToaKW8Lwm+c1q4qMY9rLPqDv8edC+I8GTD381u4GW4obTYZSV01O\/rRdmWaax0gwXZw+IcBwiTnUw2YBhDDzI8NauX+C2bqRbZcmWANGSDbyr8spHoKGHo1gsUqM2l3ImYpc7Y7IglZ00jlXXejd+25excRwVRctzOrDIoUZblshlJiTy3q2QgxXAL1tFVe2ERUkTJyrGx1rS8KKNaQe0iKraGVYKJHjI8N6y2J4nxPDFAbPWocgcwWg6BjmQA7kmTO3KiGO4OzX+ssX3tO7OCAZQlSqhiv9WuusCjbYVB8Co2\/eJ\/Lc\/wCypLbhgGGoPwpj\/vE\/lufRa7yejlFbJa6KdFKK1ZKGUI6ScRt27DqzgM6sqAakkjfyAmST4VJ0suZcJcIYoTlWRv2mAIHmRI99ea43ENiXZ7hJMaWxPZXKxUSNtRt56+Fc5y0bjE0HTTilx7\/7PbJgIgyZjlOgfMw98RzisJxnBotxO0GMdsnmZPy8hWge5cuEAW8jxDlgQRAgEk6sSoX8zWY4tgk62M+YyvaJ0iO18+QrnVRNXbDOBtrl+7Agbs3cQ+ntt8qsJ3j1YLuR2nbf9FHwFVkw\/VqAFLKv4T2fOWGk+k1cvBQIdgR+BNE9\/NvefdWovWiSRAIJIE3G1nKewP5n\/IU+9YJH3riBtbXRe6T6nXLXIXYnq1yggDSAogRvsKYUQGGcueapqdPE8tJq2KZHiMpMKAFAgctJO0bbj4U4WWMEggEGC0wQADE89D86musykZLa25BILHM3ZBP9PMaHwqxaw1sEG8+fK698jLlF51bsjTuhZkHauUpM2kqA\/XrMLLER3dYkwJjQa6akVruC9MRh7C27li5CAywyFYJme8Dz+XOs2LyrlCiQEQEAc1uF\/pWt6P8AR5b2Ecs2t626AlJyGSAw11IjyqbfY\/BcR0\/s3E+7Z7bSJY284jwIB\/PlUdrpvA\/fWG\/mW4n6iqJ+za4qlVxKGSDLW2G0+Z8agfoHiVKw1psoAPaI9onmvnVBpbHTFSe7abzS8k\/BhpV610ot87d1Z8AGH+xqxF3oZipX7pW7SkkMh7OYE7nwmq+P6L3rd1urtOUB0KK31XblQlnob8ZwVwfeFf8A5LZH\/UtZvHdE8FfZ2s4tELmco6sgHXkGB51kuIYbFWimTr1mM3fgbfimKq\/6je7Wa5mgxDIhnU76Tyq2D1S\/gBZ4Z+ztcDZLTJnAgHstqBPrpNeb3QeqK22\/lJJ5NIlfdW8s3C3BkYxmNhtFEa5X2HKsGSRa1nQ+Wnb8N6gZFhsJibmY4cvmWCSPAjyHrU\/+ocVs7O5jkRPOKvcG6TDBM7G2XVoUxGkSR8c1Hk+0jBt37bj1WR9DUNgC10\/x1v8AeWw38ykE6x4Vewv2kqTN2wddOyZ+vvoq\/SfhV0drICR7Sx6yRUeHs8LvM3atiYAhhyGu\/mY9xoB1rphwu6IuIF\/mWPmKe3DeEYnuXLcnwYTz8dedNboNgbgm3cjWdCDtp47VQvfZkv8Ay7vpuPHw9flQFtOgltTmw14AHcaEH6xvQzFcJu4a83WMGDqrKFJ0gkHQ7a601OhGNsnNbuswGwVyPzP0qjxLE37FyMZnJYDIGIYhR3tTEyfGqjLNJf6HnEBb9u8quyqRK7QqAQymdl386mxeD4rZYGxcZ1CqIzKwJVAp7NwcyJ08TQ97HFFCPhnfIbdsqoKEAdWnsuCBqDtVvFdIuI2XIbDh0AXXIw1yDNqpI72blzoCf\/ivF2mRb+GnMEDEB0IZlGbcEGGJ0o82IdbqxazrnuQVcAyGSQVYRM5Y7XjWPxXS3Es4VnS0pyHL1akw6hiJuHUrMbDWNtq0uHxltblsXLnaU3ZZkZQe0pMFRl0iDrQBXh7g5gplZlTHsn6azpUHG7j2zZKc3KkaagwOY23p64Lqrkicpns6QJ5\/y6Hwg1HxfV7Q5S5meYTSPOYop3Gi41It2MMy3LjG4xU5YUkwNNfTblVuqzXcgZnbRVUknnofqaxXSXj1y5aRVLot7NI2JRWykAzIk\/Iiujkkc1GyTplxMXMq27gCIZZ57JnSf4iI09Say+ozaZEM5W9tzkaWPPw+Botx20FuZLaKFRUy5mm2vYDZjJMt2tvIaUCcpmeCzt7THu9xtF5x+tc5StG4qmW7QuOgAuZ0gzcYmCMx0hzrHdltOztWZ4xhl62EaR2ZYsYiNfnRzOxRIRbXLKdSO13u346nu86z+Pwv3xyEkFkAaW1IAzb68\/nVctES2aRhcS2tsv2UHcU5iBJ72WY9DHKprdggSEVf4nOY\/wBo7I95qNLd1U6rKqLAmYkxBk76mBUS2wRNy4xJJEKM238ROUVIyoslfRLeZP8AmOXOuk9mf5V0+NRPjNwqqBEDTbsZT9flUhw6RCISTsWuLOnkm2\/OhuIVyOz2BBMiNdAdz6jlWpSZFFF26r3IY6wTA10kSd+RH0rkwpIDErBBO8nadYmJmNajTCWygFy6zzJMktHZt6SNoobwlEUB7iuWVkIBJ1GftROndrDlZpUi9nUe0Pcc2+g0SdzW16O9KMPasLbuSrJOYlHAEkn8HgaxyYtch+6hgLWUE6HJcZjJG0gjatVwLhBv2Lly4ifeo6oATCMcwB20ipbfZS\/iunGFK\/c3UDSNXD5Y9wBmof8AjTQQ+HJjUG4y+hEg6Gs2v2e4oKyh7RkqZzHlPl50t3oRiyUIVCEVFP3g3VjMTVM2apOmIJ7ls+a3kn4Fakw\/SMTJtsZO4a2dvQjlpWSXobigVzWlIDAk5kOgYE85mKjx\/RrEm4RbsEqJHeXcrppm85qOwmb5Ok1vnbuj+mf+ljQPE4ThdxnZ7dxWY5mMXRJMmdiNzWXx3RjGLk6uzd7vby8jPkddNaDK9xS46y4pRojO4jVhHe8q0Q9Yxq27fDYsElEttkJJnLkeNwDOvOvOD2rQk6k75de\/vNbrCkNwhOsZiDY7TTJ7raydzWCuuBa7JMSY1172kioVhjo7wK1imdLpMCCNOZMbe4UavfZtYPduMPcfGfGsTw3HtbM9ZBJYSGI8PDfnU\/FOO4lBnt3CJiHBJPnvpBqpWrFpaD2I+zMAdm9AHjQuz0GuXMyKyyhK6xqR7\/OheG6Y42YN8n1AP0FXsJ0oxVtS6FSSzbjQEnXfU+6Kw2aJT0ExtvuE7+yxGkeRpE4Pxa33XvD0djy89N6kT7SMYO8lowY7rD86s4f7T7x72HQjyZvGPCqCsOMcXtf+44EbqpnTxoJxrjWIxTqcSmR1UqBlI0J\/Wtha+0cKBnw3MCQ8gTtOnrWc6U9I7eNuI1u2y5FKkeOszp7qqYD\/AA3pxctoqGyrgIglbhBgINNjrv8AOj6dOLe1y06nyysNp8qq8N6RcOWzbt3QuZbaAhrJbXIp3ymd6snFcHbQiwp\/\/myH5KIq2DL3ekKvl\/aLfWlLjstxgk5CHVRBGmWQdzW24ezNcTQwpvaxMksvP0APv8qxvEm4d2QpUx1rPDtEfedWNeZOWB5edHOFm27WnzEBxeJuC4VzHOANQw1A0n9ajBrcVj1tlFurEzrmJAENtGsSR6aeFD+M3DcuWDaIKtn7o3BTfX3\/AAod04wb3HS9buOwt72UzAtmIEyu0RsRzqHgTh7iZrToALhXrF12XUEyefOuUFO3dUaemXOlWPGVQrADrFViARmItlo1M6Zh8qxvSC6rW8OyyOzcBBnk+mnhM\/KifF3Z8OpuMdbzycq5jCKF25ZSY8iPfmuIJ2UCT2Q0EsgDEnWRPIgxryrsk2c7Xob4qilndkLBbaEA6JJtpocu52184oU5uNcZVyhDORQV\/CRyjmRvVXEXbjFzcuMwKqDlbQKnIcmH50Kw+NLsJKLzEmZB011+tHB1QyXaNFjuGXP2W0xuA3TdZXY3MxyFCUXUmAAD8qDLZtpcRrkkfcsf6sOW8R7Uc\/0pLzXGtgrlgMDmkQdNsp05z8Kp4vDXHBRnBy5Ado+7XKN4kxpWcGXJB3\/WnTRWVByA0ifrVe7xJmkM8mTyJOpnl60TfF3sU3Vi2Hy5WYg65baESHOkAeFVMTgrjKrW+xOpZbi6gnbtHU\/CmL\/gyRTF07gP4SEfn6DyqHEMwUHq3I21BHh4iinDsLi3z27edwcpCi4TkGu8GOfOiLcPxFtM1zCvl5sQ0CSM3MxpM7b+VP8AS8FpgEcb6u0HCBJYpGU7ols8juZqziuG37RRXtGXti4uoHZy5j3o1A3FBOkGJ6yyCFyr1x+P7PZU\/HJPjrRHBcdKiwbmdzbSTmuMc2ZVAGswAAdBS34XQuEuFztA8dDodtBJ+Vazh3TFMJaW09t9DoSO8GJM6kab\/Csbm6y4Mltsw3VZJaG2gDw+lXcfda4BktOhQFWBQltAdDpIj5TS36R0bVPtDsH\/AJbQBJJmNSAPE6zUqdPcKFgq5eZAA0OYyN\/XnXmQdygVHgkqcwjmQNTvHlUuKuOpUAwZURJEMFE6ct6Jlpnoj\/aHhRoUfnOlQ2Om2FBLsGgkZZAmAAJ\/zwrzTEXnZn21bll3MxEbelXv2S8cgtlidQQBquu8Dbc\/Clko9ITp\/hDrDkSdQvPw9f1FU7\/S\/hYM3LJBaZJsb\/Aa71iMLw26bb5g2ZAWIYRA11k8tN6hw3DGuF5GYoGJ7Mxy3nUydqkpUFs9C4px2xcwRt2LbKj22FsZCFAIMaAaD9ax2FsF7IaVyqwDAsAxGbkNyNYkVRv4U9YhJKhVQSCI7Kx3fUfKpsNw7OujIW2ALKCZzD6GtU2SxTwW6TkAQx2v3iRlchV1JgmfhV7F8PxtzDDDdVblMmou29YB8W8CDvUWL4JiGy\/duwWdQqyRBjY+dCn4XdAyMjoXIjMCBozHU7DfnFaSlWg6suYDoriu31iBeycmW5aILzoD29BE0x+CYtlGSyratPbtzIYgwS2g0qXhHRjFFrgXKQqAsc6aCd9SI2rPYpGRyurQTMEnYkcuek++uTi8jfaTCx6N4wzmsQTsMyHMfAQ2mnjUKdHMWshrDrrvKHnPJqjw\/E7rdgZiTMZS+Y+mkUQxGGItyl\/73SbblluD3bE1ppsloT\/R7ptmbbd5DGmgUPJ32FULuF6stIyMQTvqQZj3aVbTHBNHV8zAwSJEx5n1og9sXLfXW2DgJDKMsjKDOhIIHParGLI2jb4XohgntozMxYokkXB+EeIP+Cn3OhuEZv3tyWk963ygfg8xXmiYjD50JDCAZUpEkqYMzyaKvLiLQuM3WA6ggHKBBPJl8OetWiWiXpTwO3h7CXLbMxuM4ObLHYJiIANEMEV\/YrWjQj3ASO7ujjujY54gnWgdziNu5bt2wchS6LjFu6R2dAROvZNHOOdNLbWsTYtJmW\/cW4HJiAotaZY8bZ586hbPSHKKDqNOU8\/Og9\/Fqt1C+oy3Ig84Wsy\/Te43\/LT4N+tdheMvibkMqLlV+7zkDz8qYtCy9xTBXEwi9VlcrczZSp1BtkACJ7Ux4DesLxDitsXAjIUKwpBB7AgT2DqIaTHhEb1ph0tuqMot2xGmx5aeNR3ul2IbU9XO05TP\/VrWoxknZHJNUBZs32WzbDsHIAfKVVZMmRuRA8QKt3OiQnW4vvX\/AM1M\/SXEH21Hoo\/OaqPxi8d7h9wX9KtN9mVS6GN0QOgW4BGojNp86hXoldWMt5dCT2lJGu+wpzcQuHe4\/wAf0qI4hz7b\/wBx\/Wriy5FpcHjsOjLaYGZl7ZKtB3AkAgelDcS96V+6cECWOVjJ57SPcPCpu0faPvani23No95\/Opj9jIIYLEYkYVnRmQhwOr6ts55SAf5iZjkalPHuJsnUh7xWCOzaYaNoRmyiN6GKrbyY9f8ABTnIjtZ\/eaY\/Yv6HLwy7ctsr2T3gwDoyy+xIIygSAAfqKtf8CXGAPW2U7KiOsmIHpQ0snJNfEwfypyuv4B8vyFTEthvgnRt8LiEvftGGfIZKm4wnSNwpitBg1TrHuXb9lc5zQjswkhBzUfgn1NYlL5Gyj40n7S3KB8fzNRxTVCwriei9hUIGNQ9qQAp01kajbWATHOaXAcFw7w9zFqhltwBABygkE8wAffQk4huRA+NIMQ\/iKYIuTBtziXVs4CZiGlTAjmJlYkxEEedQ3eIXhclQfZ7mfLGmh1E0WF9vGpBimA3HwrSVEssYLH3nDC5cRN5z9yHVhOYc80DLvz8jonuYlh97izcbL92csIsgagBteXhWF4hcLhQRIDSRB8COXkadwvjwtWxbuI5yyB2T3Z05io6vZbbNKvB0OjMrMQRm6sH6vp5VEnRe3KjMTt7A19e1Q5ek+G0ksPVW\/Kaj4nxtHVVsXIknNkJDQAT6ilolM174UWsNctjO2YMYXsntQOzB7IG+ngd5igPALdzKzG5mCmCpSSDlB0bMDz5jlVHgfSF7Za1duZguqM2piYiTqeRFP4v0zOcKgVlAEsRrJ3A28q0prsjjqqIeOG5YuC7aLqXUmBmAU6TBDabgxyg1mrwvsxjMwPPUyefrrNaSzxi5dEHLk0I0AObbx8KkD+lSVSdhaVGZGCvZQQpLSRERA8Zp74G+4GZWldpIjfzNaTPS5\/KlIWAxYxRMtB0jvAA+4aVy4C9zI9zeOnhRzN5U2PI0olgTH37xhbrBoGnP01iqIYitK+FRtSnxqJsBb\/AKy4tmkwHZxJQk6HlsPPxpzYseu3hyNGDw9PwUxuH2\/wAFMGXMmbDONwRRXo4pW4ZG6mt3d6O4cn92Pif1pqcAsI0hCD5May+T6GB5ndtmT6n61HFekXOi2HOwcf1mqOI6JWphXcesGtfIiYMwkUmtHL3RnEKzLCmDvmGvh8qrNwS8PZH9wreaJiwbHr8q4jw\/z5Vbbhtwbr8x+tRHCONx8x+tMiURq5GxqdMQPaHwqaxw3Oso0kciI\/OqDplJBGopZS8rKZIMeAG9cLbMDoPfv8qog1J+0N60BIEA3Bn3H5UqIrbEA+G31qzhsYvtjXx5\/Ea01yrns9n1H0I\/OhSq9ojaf094qUYG4RKBXA3ysCR7pn5VPdwxUSjaeBqvmLHKQPXnUslEBJHeX8qdK+BHvH5ir6XCAVDkeIIBB9xmoXw+klVI\/hJU\/DaqCsbanY\/EUi2SfH3VYtYZH9sqTsGE\/Nf0qweEONSwjxGo+gNADTaHj7j\/AOKjKURvYN11zKfd+oqncRhuN\/SpQK7WweVMOGQ+yPhU9Ko8aUCk+AtkyVk+Mn9a7\/TrX4T8T+dELNjOYSCfh9aY1uDGxpSFsgWwg5VIqAbafEVJ1ROophXxqgepI2Pz\/WpBiHHh8BVekmgLX7W3gKcMX4rVMmuDVLBeGLXmpp37SlD81dNWwEReT8QpwdT7Q+NC66pYo\/\/Z\" alt=\"La Uni\u00f3n Matem\u00e1tica Internacional inaugura su primera sede permanente, en  Berl\u00edn | Sociedad | EL PA\u00cdS\" \/><\/p>\n<p style=\"text-align: justify;\">El\u00a0<strong>D\u00eda Internacional de las Matem\u00e1ticas es un proyecto liderado por la Uni\u00f3n Matem\u00e1tica Internacional<\/strong>\u00a0con el apoyo de numerosas organizaciones internacionales y regionales. Para este a\u00f1o, el lema que se ha elegido es el de \u00ab<strong>Mathematics for a Better World<\/strong>\u00bb (\u00abMatem\u00e1ticas para un mundo mejor\u00bb), y con ello, r<strong>esaltar la importancia que tienen las matem\u00e1ticas para mejorar nuestra calidad de vida,<\/strong>\u00a0en relaci\u00f3n especialmente a la actual pandemia si bien son una herramienta indispensable para el monitoreo y la comprensi\u00f3n del fen\u00f3meno COVID-19.<\/p>\n<p style=\"text-align: justify;\">5 curiosidades que desconoc\u00edas de las matem\u00e1ticas<\/p>\n<p style=\"text-align: justify;\">Si deseas celebrar este d\u00eda de forma especial, nada como conocer algunos\u00a0<strong>datos sobre las matem\u00e1ticas<\/strong>\u00a0que son cuanto menos\u00a0<strong>curiosos<\/strong>\u00a0y que tal vez, desconoc\u00edas:<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Contar con los dedos - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRx0Mww1tQVe2GCiaGR-IDAM6GbJBRxbXas-w&amp;usqp=CAU\" alt=\"La suma con los dedos, \u00a1muy importante! | Me lo dijo Lola\" \/><\/p>\n<ol>\n<li style=\"text-align: justify;\"><strong>Incluso antes de que se inventaran los n\u00fameros , el hombre ya contaba con los dedos.<\/strong>\u00a0Es por eso que\u00a0<strong>usamos la palabra \u00abdigitos\u00bb para definir tambi\u00e9n a los n\u00fameros<\/strong>. Una palabra que proviene del lat\u00edn digitus que significa precisamente dedo.<\/li>\n<\/ol>\n<blockquote>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Pin on CARTELES CLASE\" \/><\/div>\n<\/blockquote>\n<ol>\n<li style=\"text-align: justify;\"><strong>Pit\u00e1goras<\/strong>\u00a0, el gran matem\u00e1tico griego que vivi\u00f3 en el siglo VI a. C.,\u00a0<strong>cre\u00eda que los n\u00fameros impares eran masculinos y los pares femeninos. El 3<\/strong>, fruto del \u00abmatrimonio\u00bb de pares (2) e impares (1), fue<strong>\u00a0considerado el n\u00famero perfecto.<\/strong><\/li>\n<li style=\"text-align: justify;\">Seg\u00fan los cient\u00edficos, los seres humanos tienen un sentido innato de los n\u00fameros . Pero tambi\u00e9n hay pueblos que no saben contar . El pueblo de los\u00a0<strong>Pirah\u00e3 del Amazonas, por ejemplo, solo puede contar hasta 2.<\/strong>\u00a0Y en el idioma de los\u00a0<strong>Hadza de Tanzania no hay palabras para indicar n\u00fameros m\u00e1s all\u00e1 del 3.<\/strong><\/li>\n<li style=\"text-align: justify;\">Tenemos 10 dedos y es por eso que nuestro sistema num\u00e9rico es decimal. Los\u00a0<strong>babilonios<\/strong>, en cambio, ten\u00edan un sistema basado en los sesenta: seg\u00fan los estudiosos, ellos\u00a0<strong>tambi\u00e9n contaban con sus manos, pero tomando cada falange como referencia.<\/strong><\/li>\n<\/ol>\n<div style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Ada Lovelace, la programadora del romanticismo\" \/><\/div>\n<div style=\"text-align: justify;\"><strong><br \/>\n<\/strong><\/div>\n<ol>\n<li style=\"text-align: justify;\">Hija del poeta rom\u00e1ntico Lord Byron,\u00a0<strong>Ada Lovelace<\/strong>\u00a0fue en cambio un genio de las matem\u00e1ticas : a mediados del siglo XIX,\u00a0<strong>cre\u00f3 el primer algoritmo<\/strong>\u00a0dise\u00f1ado para ser procesado por una m\u00e1quina ( el motor anal\u00edtico de Babbage ). Por eso es considerada<strong>\u00a0la primera programadora de la historia.<\/strong><\/li>\n<\/ol>\n<div style=\"text-align: justify;\"><strong>FUERA DE TEXTO:<\/strong><\/div>\n<blockquote>\n<div style=\"text-align: justify;\">Como dijo alguien, las disciplinas cient\u00edficas son un gran \u00e1rbol en el que cada rama supone una especialidad: Biolog\u00eda, F\u00edsica, Qu\u00edmica&#8230;<\/div>\n<div style=\"text-align: justify;\">Pero, \u00bfY las matem\u00e1ticas?<\/div>\n<div style=\"text-align: justify;\">Las Matem\u00e1ticas son las ra\u00edces que mantienen con vida ese gran \u00e1rbol, sin ellas, no podr\u00eda existir, as\u00ed de importantes son en todos los \u00e1mbitos de nuestras vidas.<\/div>\n<\/blockquote>\n<p>&nbsp;<\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F08%2F19%2Fel-dia-inte5rnacional-de-las-matematicas%2F&amp;title=El+d%C3%ADa+Inte5rnacional+de+las+matem%C3%A1ticas' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; 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Descubre algunos datos curiosos sobre las Matem\u00e1ticas El d\u00eda de la celebraci\u00f3n se dec\u00eda: Hoy 14 de marzo, se [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27046"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=27046"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27046\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=27046"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=27046"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=27046"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}