{"id":10372,"date":"2018-01-11T15:55:31","date_gmt":"2018-01-11T23:55:31","guid":{"rendered":"https:\/\/www.avawomen.com\/?p=10372"},"modified":"2019-01-07T08:37:00","modified_gmt":"2019-01-07T16:37:00","slug":"como-analizar-tu-grafico-ava-como-si-fueras-una-experta-en-datos","status":"publish","type":"post","link":"http:\/\/www.avawomen.com\/avaworld\/es\/como-analizar-tu-grafico-ava-como-si-fueras-una-experta-en-datos\/","title":{"rendered":"C\u00f3mo analizar tu gr\u00e1fico Ava como si fueras una experta en datos"},"content":{"rendered":"<p><b>C\u00f3mo analizar tu gr\u00e1fico\u00a0Ava\u00a0como si fueras una experta en datos<\/b><span data-ccp-props=\"{&quot;134233117&quot;:true,&quot;134233118&quot;:true,&quot;201341983&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:240}\">\u00a0<\/span><\/p>\n<p><b>Esta es una publicaci\u00f3n de la cient\u00edfica experta en datos de\u00a0Ava\u00a0Franziska\u00a0Dammeier.<\/b><span data-ccp-props=\"{&quot;134233117&quot;:true,&quot;134233118&quot;:true,&quot;201341983&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:240}\">\u00a0<\/span><\/p>\n<p>Uno de los temas m\u00e1s recurrentes cuando interact\u00fao con las usuarias de\u00a0Ava\u00a0es su preocupaci\u00f3n por los cambios en sus gr\u00e1ficos\u00a0Ava:\u00a0\u00bfUna disminuci\u00f3n de la frecuencia card\u00edaca en reposo significa que no estoy embarazada?\u00a0\u00bfUn aumento en la temperatura significa que ya ovul\u00e9?\u00a0\u00bfQu\u00e9 significa si mi temperatura subi\u00f3 pero mi frecuencia card\u00edaca en reposo disminuy\u00f3?<span data-ccp-props=\"{&quot;134233117&quot;:true,&quot;134233118&quot;:true,&quot;201341983&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:240}\">\u00a0<\/span><\/p>\n<p>Despertarse y observar que una de tus mediciones de datos fall\u00f3 puede ser algo estresante, aunque la mayor\u00eda de las veces no es lo que parece.\u00a0\u00bfPor qu\u00e9? Cuando se trata de vigilar tu ciclo, lo que importan son los patrones, y un solo dato no es un patr\u00f3n.\u00a0Incluso los datos de dos o tres noches no siempre son suficientes para constituir un patr\u00f3n.<span data-ccp-props=\"{&quot;134233117&quot;:true,&quot;134233118&quot;:true,&quot;201341983&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:240}\">\u00a0<\/span><\/p>\n<p>Entonces, \u00bfc\u00f3mo saber cu\u00e1ndo tienes suficientes datos en tu tabla para emocionarte o preocuparte?\u00a0Es complicado.\u00a0Como experta en datos, muchas personas piensan que tengo respuestas para todo, y que puedo interpretar milagrosamente su tabla y decirles si est\u00e1n embarazadas.\u00a0Pero en realidad, creo que unas de las virtudes m\u00e1s importantes que tiene un cient\u00edfico de datos son la paciencia y el escepticismo.\u00a0En otras palabras, si me preguntan si deber\u00edan estar entusiasmadas o preocupadas con su tabla, la mayor\u00eda de las veces dir\u00e9 que esperen unos d\u00edas m\u00e1s.<span data-ccp-props=\"{&quot;134233117&quot;:true,&quot;134233118&quot;:true,&quot;201341983&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:240}\">\u00a0<\/span><\/p>\n<p>Veamos algunos ejemplos.<span data-ccp-props=\"{&quot;134233117&quot;:true,&quot;134233118&quot;:true,&quot;201341983&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:240}\">\u00a0<\/span><\/p>\n<p><span style=\"font-size: 18pt;\"><b>\u00bfFrecuencia card\u00edaca ascendente al principio = ovulaci\u00f3n al principio?<\/b>\u00a0<\/span><\/p>\n<p>&nbsp;<\/p>\n<p><img class=\"WACImage SCXW147125423\" 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\" \/><\/p>\n<p><span data-ccp-props=\"{&quot;134233117&quot;:true,&quot;134233118&quot;:true,&quot;201341983&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:240}\">\u00a0<\/span>En la tabla de la derecha, podemos ver que la frecuencia card\u00edaca en reposo comienza a aumentar en cuanto el per\u00edodo de la usuaria finaliza.\u00a0Como una mayor frecuencia card\u00edaca en reposo indica que el cuerpo se est\u00e1 preparando para la ovulaci\u00f3n, \u00bfsignifica esto que la ventana f\u00e9rtil ya est\u00e1 abierta y que la ovulaci\u00f3n va a tener lugar antes de lo previsto?<span data-ccp-props=\"{&quot;134233117&quot;:true,&quot;134233118&quot;:true,&quot;201341983&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:240}\">\u00a0<\/span><\/p>\n<p>Respuesta: \u00a1es muy pronto para saberlo!\u00a0Aunque por supuesto que es posible que tu ventana f\u00e9rtil comience pronto dentro de tu ciclo (e incluso\u00a0<a href=\"https:\/\/www.avawomen.com\/es\/avaworld\/puedes-quedarte-embarazada-durante-tu-periodo-depende-de-lo-que-dure-tu-ciclo\/\">quedarte embarazada durante tu per\u00edodo<\/a>), si esto ocurre antes de cuando normalmente ovulas, es mejor que seas paciente y que no saques conclusiones tan pronto en tu ciclo.<span data-ccp-props=\"{&quot;134233117&quot;:true,&quot;134233118&quot;:true,&quot;201341983&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:240}\">\u00a0<\/span><\/p>\n<p>Si esperas unos d\u00edas, la tabla probablemente ser\u00e1 m\u00e1s o menos as\u00ed:<span data-ccp-props=\"{&quot;134233117&quot;:true,&quot;134233118&quot;:true,&quot;201341983&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:240}\">\u00a0<\/span><\/p>\n<p>&nbsp;<\/p>\n<p><img class=\"WACImage SCXW157483831\" 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\" \/><\/p>\n<p><span data-ccp-props=\"{&quot;134233117&quot;:true,&quot;134233118&quot;:true,&quot;201341983&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:240}\">\u00a0<\/span><\/p>\n<p>Puedes ver que aunque parezca que la frecuencia card\u00edaca en reposo aumenta significativamente al principio del ciclo, una vez que se tienen m\u00e1s datos, ese aumento inicial no parece tan importante despu\u00e9s de todo.\u00a0Con m\u00e1s datos podr\u00e1s ver que, en general, la frecuencia card\u00edaca se encuentra en un \u00e1rea limitada, y que no aument\u00f3 significativamente hasta m\u00e1s adelante en el ciclo.<span data-ccp-props=\"{&quot;134233117&quot;:true,&quot;134233118&quot;:true,&quot;201341983&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:240}\">\u00a0<\/span><\/p>\n<p><span style=\"font-size: 18pt;\"><b>Descenso en la temperatura:<\/b><b>\u00a0<\/b><b>\u00bfno estoy embarazada?<\/b>\u00a0<\/span><\/p>\n<p>&nbsp;<\/p>\n<p><img class=\"WACImage SCXW232236520\" 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\" \/><\/p>\n<p><span data-ccp-props=\"{&quot;134233117&quot;:true,&quot;134233118&quot;:true,&quot;201341983&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:240}\">\u00a0<\/span><\/p>\n<p>Aqu\u00ed podemos observar un aumento de la temperatura despu\u00e9s de la ovulaci\u00f3n, aunque a los ocho d\u00edas despu\u00e9s de la ovulaci\u00f3n, se produce un descenso en la temperatura.\u00a0\u00bfQu\u00e9 significa eso de cara a tus posibilidades de embarazo en este ciclo?<span data-ccp-props=\"{&quot;134233117&quot;:true,&quot;134233118&quot;:true,&quot;201341983&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:240}\">\u00a0<\/span><\/p>\n<p>Es muy pronto para que signifique algo.\u00a0Lo primero que hay que tener en cuenta es que probablemente sea demasiado pronto como para que haya tenido lugar la implantaci\u00f3n.\u202f(En la mayor\u00eda de los casos,\u00a0<a href=\"https:\/\/www.avawomen.com\/avaworld\/when-does-implantation-occur\/\">la implantaci\u00f3n tiene lugar<\/a>\u00a0en el noveno d\u00eda despu\u00e9s de la ovulaci\u00f3n<a href=\"https:\/\/www.avawomen.com\/avaworld\/ava-bracelet-data-science\/?utm_medium=social&amp;utm_source=facebook&amp;utm_campaign=Post_171219\"><span data-fontsize=\"12\">1<\/span><\/a>).\u00a0Y dado que la implantaci\u00f3n del embri\u00f3n es lo que hace que los niveles de progesterona contin\u00faen altos, lo que a su vez provoca que la temperatura contin\u00fae alta al principio del embarazo, si la temperatura baja un poco en los d\u00edas previos a la implantaci\u00f3n probablemente no sea un indicativo importante.<span data-ccp-props=\"{&quot;134233117&quot;:true,&quot;134233118&quot;:true,&quot;201341983&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:240}\">\u00a0<\/span><\/p>\n<p>Tambi\u00e9n es importante tener en cuenta que una o dos noches de temperaturas descendentes no es algo significativo, incluso si tienen lugar despu\u00e9s de la ventana de implantaci\u00f3n.\u00a0Igual que con cualquier cosa relacionada con los datos cient\u00edficos, un solo dato por s\u00ed solo no suele ser significativo.\u00a0Antes de llegar a alguna conclusi\u00f3n, tienes que esperar hasta tener suficientes datos como para apreciar un patr\u00f3n real.<span data-ccp-props=\"{&quot;134233117&quot;:true,&quot;134233118&quot;:true,&quot;201341983&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:240}\">\u00a0<\/span><\/p>\n<p>&nbsp;<\/p>\n<p><img class=\"WACImage SCXW240438857\" 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tbuluXdHZ19ytyLYZ\/RuKC2vXFmr863GsnnKVUqwspRrb6L5QtBHDs1KhLLVGVtWwss0\/UNPAynKfWNkwMLRndBjMOOUODHz3rWu7Bk4iTRzJkJXB0IVwCoeYtS6RAz5XiVkkBpOQLFxIG9WgP1NJcH+avBBL89eXStQqiaIRaA6CjHB0Wpm+FluL29Fn7mtqauJm2rtbW1uam5qbtzQ3t6qaD9tzNzYqczOqZHijMS\/PnaK1U0W2AriueqWHSHFvbMzF8MZcIItolKV7a0YswzWWIdiWGszXR9osQ3CG+fqoylxz8lrPd4d7DiJPLMmQVSB1qLMpv3AjWDehEtjhJnAx6KHCZNVb6SIw8SjrFeIUWZ6kTFMvlqhLY8lqAn0Tw6j0KpXN6GCYFmMzZ8vuUDrc\/b3GLae3GHuVLf29Ckwow7ESGS721+LeMo97Iy53wXXVO1SlSkoyJsvuT\/E0XO+5fmqoCzathp4ed8DStqet7UTX0Mqhgb\/9xJO7Tl7rGkaeWJIhS2Nwy2mRQOQrxzFCKWqE82pdAiPQEJSFu6QqeLypS\/0yjUTmlYvr1RSh8BMKV1RZ\/QxpcgfMh1vczQ5TS4tPirp5e1+\/vaWi32qz21Wd\/S1KZVZIVgmGiUuIUqXYDvsnrN5clrWZAKIwwgtlYevkFtv13T6LxSJmZZlrTplrVjYMWVQ9nKyunq6uru8iTyzJkEUZfIxbo1FKmSyMcLOHH1ZLRcgCDYs9UsFwTE2AA1GtBVn4WysJOx+yPlg6lebuTodpS5+1xajbUtHbt4Xrt0Cf1W883enuqOg83bSls6nPiwtLJQSUlYdhshKFt2gN99oi7LPA9mSaWo8RyMokitQSynLCDNoS6NW5Pmu3ue1Ez4kRy9DKa5a\/eWtg11tvndyPPLEkQ1a5VKQEz1AB+nmCsAm8cB7uF5jBQCIoq0QK1SFwYfgpMAzWBwfopJocuivddF+3LWzs0Mx28K2H3SqlvrUFpLlYsdFeJvTjctBTycsUNpVYxo7l6u2stEJlo1eZTjQq0+W2RktNw3CXqms3K6sLdvDDbV2WXV3u0RM9XcMHQcPqSrqsLJ2hHU4pg0ML+yo42iLsbN+FZBEqUfCFd0isoTwygqiw06e3SPsqwgelneDyp6m3qaK3ox\/Y7O\/oBc0zNVuhUGNq4Eat2OjdkFbghm2KqGc3gten1YNmrMhWECnr6z+zcs\/o9VF28LCnDRyMI6N72k6NjpwaAbP3f2L\/yWsRrpIiq95noODUZeiRYHlSE2w3His7D8lSW6XpcDoFyEiQzitNHcxhVIjO+MudDKWwiAJDlBjMgxE8ITY4MggixSESg4GOz9CowBUyqSkFw1fZ6thLIDC4YAf0U4AMhNF6ePIr6fGycHhWZt\/Zjcp8uNzZ6BCBs4xPZAWDUlxDSo1es07nwjFFDxkohn+QpmM2s385OcgADxbihXSGjdHpaGUaPLNJNFZSSvrgkEBiYYxsX\/5pJsDdIzI5yAAPFpwsSWY9LinOLchRpKTAteOeorJVXPeqpvTs1Yw2IzXsqiYmyAAPFposnGKsRfWQKpMpF80MEhw6xAcywIMFJotYHRAYzE5IQCTgBjdjLCFZRHp57DMLfAEdV38g89pMAb8GIvb5bM596vAtLCFZWbShlOtrFAWF4xZMaaQ82ZTT6WovpzTlHBRVrnc6D4TpWjqyaoVSgSN\/9bp6tUKsY\/JxHJzs1C6XGicIrUcpkiqdMgppCgMI3J6WV8xtZ6nIwtWbnMYeu9PrBd2RSWCwUNu3Vx1QSaX27fo6p9Mq0pWycqrATzBlM+WU12SwwtfgcWKtfux9jKlBBngw97JwjweMBTROsb69vArsfDvojgJmWbVcJpOZDQaz30VpNC6LF1RWVZWUwBRNUEqZBGQdGNMrjquMgxemfFMnBDLAg7mXtTZgBW1HpikJo7ycm1I2G8XlJqHcG7DVqao\/f4zR0aTlo7jbFjLAg7mXJRMJHHokJ0HKq0rK5WbSWlCoIuWR9xVNAjLAgzmXpRDTjDhv+rQrdVW1WL3V+NSilSXJr6tzUSVoh6dBCZBVAE6fgUUrC0+pdlJob6dLeylpLva4yNLIeyEnARngwZzJwiW4eruzugS+I5qXx74ximALwTlcIY76PMqsY3xkz5lF2MFLKKXcKStnd3hmKDl21Gq6vCbyVsjJQAZ4MFeyMhkB40K7OUPklctKFfEPsxaMLEm2mBEFqsrKysBOhqcRBZDyqRcKXdU8BvALRJZkdbVT7y+lwC6GAfc4RESBI456\/SKTRUiI1XonxbaKMQrQI4yIYpz11OKSpS51O+soYW5Bbm5uAQCmXAFmUCE4i3f9opJVq3BJBdY8uJdJYSEfhm8N9AQ\/LQ9fnCI2ltTZaamyDLYFrj2ENYyIQoL1C7llXaMF1mw1GPjUpslyFev1zuqqMpcsL3fTJrhnXDquwKWJ1i9EWQdPvvWJtw5eG7hKGqxeZ1319ryAgFHBrirJLEBZJ330ruFdV29e+vmlq+25B0o0+joTGIGC\/z5gB5eiSXgau8ClcdQvIFmcqrcO7jII7l269HPIHe4T2JsoizyXzSWXBSOrYWjgIDj2hp+8evMeeZNVFZIFdKFpctEsFFm7SVFg19WrXIsKcic9\/SHuBwCTsCIkWJyh+oUia8+QFBx8Xx\/HndBuzQoLRNZIzZM3b05wtSwrCntODVxFeiK589ALn37h058GDy5lf6MWosyKKESZFVFg0\/kua8\/IyJ62oauXvhGVOxtWzSbzXdapHsfwrreRmwnc2fD5VavgL3iAKSqwWTgLPFAZPOBMrsBmE6mf77IGRIJ73\/hhLO58vmg2md+y9ox2keSlb8XkTlHWbLJ9HssCndWTb1+axNVXgKxt7G5sYydcGjFrRuvnlyxiJPgBw4ZT19uuPfn261+ZlLtFWU9koV\/weCKiwKZjv+Ax3fp5JYuQm7raGliGaLpnKlVf+dbdLBhDb9Yo527AjRNkgAe8ZKmtAl3XLpaAQHDzf0zJ3ax8sA9PrM2Hk7Vrx9KIWTNWP69krXOQ917nePvevbdZH3\/H\/YJHeAHNups\/q8wnWal11PDrf4eANqbkbn7h+sJC8Fi\/Hk7DClFmRRQSqp8\/smpT6ravvfsdXtxdC\/aE3ZGxNKIA9zSsANNp1M8bWbWr66oK007+d17cLUybTar0Ud\/UjQEywIN4ZeFpzhLwdE7+Ay9YWYURP2HZcQXuJyw7dX34z\/yRhWc58+DTOfnfeHEXLjN7lMwDWbWpuXnOfWmPPvpo2skv8uIuXGj2mA+yPA6pLy+bhbcsbrFZYtZkoc3ghVQKl+PeRsYIxepqUuB7iHs6J\/8rH\/5xkcoqdmXh8JP9WT5DT34q+zVmG\/1V6nWb9HUySuWQPZqT8yPwe\/IfeXESLAOWgym7PEqC0+D8marPmx1ZCqOAqdZX19WpaIGpDlBdrTeKdLY6\/YGs7JxHC7PZp5OTc\/B\/8YKVNXvMjizJCyYB7dr3QVZaoVxJZWenPfHCpjwgy5WWszqcnIN\/zYuTkYsnmwOzIEubX10nt7iyM1lWc5PMzFyVPA1lQ\/CWhZabHZIsq6LzEXVRdfW+7MwouxVl1sH\/xItFISv0tRj9AcZdvSlnTbzwlHUw\/jXPBEmR1dt3uGlFRWvn6S12g8CRVhw\/+\/83Lw6ixWaJGZRVcXoL\/EKMioomu4js62750u3333\/\/Q5O\/OCNuivf\/B14c5LHuGWBfgrIqTnf3o2yQDpNOdfrKlu6+ZpPAcP\/WrX99FfDjjky0JcAjaMrBliJmPZLBW9a45cOJtv5w+NcnKqvXJzK2sl\/Z03TlCjjmmno7wCFnunjx4i3A\/fdf+zHHy72PpEDC09iFjP1f4MXBjMjlo6xyJusTldXPCOgv9XVf6ejV03Tflr7m2xcv3v\/w1t+P59e97Lbiha8stNgskaisJv39i+++e\/Hi7dtWkQhmf\/qzn\/30ZZCM46uZaEPxsf9rvNiPFpslEpW1ouKzX+V49\/79d1E2Cs9krtu8ed069LsZ\/bKTsFnBQsro\/+XF\/pTI5ada\/zTrE5a14nPPPPPNb37zGRY44QogjSh8\/5HUxx9PfTyVTdEkWHh8rIBmbR79f7zYv3ncKiMKE9c\/zfpNCcv68mfj4pFUHqwb\/S+82L8OLTg78JNVEca\/fC4ugCywR6Ff8Fg3VgYFdlaozFtW5PJTrX+a9fv0BB43WEsYzV+KC28pH7i3o6Pz5ER2ocVmCZtZHj+JxApL38CH3bGJGisMLTZLUF4eexPRZ8VH6GXl+JhwM9sYEz+7E\/uTrEli+cvGeLAsiwfLsniwLIsHy7J4sCyLB8uyeLAsiwfLsniwLIsH05PV2t3X193a0RceeSeSZVkhOmiDge7Qs1GJorNAZBGpWUUZYV\/pr123Lvx7lWsVxUXrPXhIlnrdupjf\/x8CGQjRIRUIpB0VYUGKxrMwZG0sNel0jDI7GNtE0sgw1Ni6iTwHrSOtmnwkS6FkTDAwA15YpiZW5eWVRf3OZmQgBCer90p4tLBIFoQstdtAG80mgzWTK9cKaVogD60br6KlAXdASto07DzCT5LSMpBZIy+h1Cph+gvjvt2bAxkI0SEFi3XIrVtQOQQK8FSxIGTVtkuZTVoiwyiycGH6Uq1WpWhMlscqFasJdamB5l5WzmKMDlZWjkzoUpfCL3iJBmsgjA5pS4u0o7UXxb6CtJ7u6K2o6IP6KrboK0KytMXwPhQYU2oyQrIaUHi1MZInCwaKgZ8GEEqZNbCsVZHl3rCWlU9b4XGWwpCsLLWR2WBkZRFZQrVCWSrLgn81Ac7HGB1SvT5SVq\/NZjd3NzV3w0LH4TFZKV5VQKmiuH9dTIKyGoZPoFyIJMqyiUrhNF8nLQcTvIq0aMNlKTRs\/+UxsbIImU6u5WRBFN76cSGRg7A+wuBk9YUdhn3NrU2nW1qBrNYrrb39K\/o3bxCmwn4Tl2jtD0kIT64wFSd+lFKWr80RFhKYJyW\/JJvA8EzhBgWmKD5RMzI6NDTasDsgrhk50bZy5Ym2hlMnatoarg\/tfgsZCmNmZOFiAYwpR8gMIhkoZvism7FwWRjO2sgiWVnptFstCZNVGrXDAiAjIThZnR1j4WT6lP1N4OzY3N3a3NLa3VLRbPbL3VyQTlyVhantMpetWO1QUXaLl7IV1FYZZZRSiOfaqMZGSZpDNXSia2DAPDpktQy3WWpWrrTUtDm6hkeHu4a7BibamqEOPpuRKvNyGxkTDHaltdHC2khZLFqLyApaWL3DlI2FySKyYn2eBxkJUnEYyjocEdGpxexu6a9o7mtubl0BZKnEOKHiAmdAWULVxnq539OThqU5NmK5pUSVUovlW9SWvPoMZWZaT9vKkRMjo+brDV2noChWVuDUyjbz9bbdPZHRnCAzJAsvNxmkOp1bJSiFkXZKQV8xQRbh0pmo7biklASnxDBZsUFGgpy2Sru7pdbwGLYVFZ2nW4ydzVaHqgnKamZjz7ELA1m1VMBiUVIepQdLUUqwLBVR1Yhh9bZUoxLMz0mz7IFR5yzW3UFZe4Asc9vKE1Z3V1dkaEOWGZKF4cVyu7fc4xXJsQyTTuX3+wMCo7wqrM1IKJoRZm\/Hc2lG7PfLTQabH4bUnAxOSJAmN9nX2tpHusf694ruLRUreo39zfZ+ZXcFlMXGnmMXhi2rzKvWpqrVSnVQVrlSgWVZFPYCrSKDgLJ2m0+0mYGs63v2qIZWjvSwstrMp0baIoNmssyULK0CJwhM4ZAKsTKahEgFUjIs1JxCTPpy4QhextaSBlCtmmLjSAmin1ECTU1KZuy2torDRlWLshl28B3G3omy1KpGvz0nTFZVQOxXFuCrlH6xWJtm37PyVI94IDAwMmAeGK3pGVYFWFl7hrqGLUnrs2rXK1XwLJ1OmlIx9Qb2a2fMAlt6Go4pNkJhtSlKnTkTh9eGqWx1rtUgfoiN0jgJSAmig5SD7qqij+xAMwAVvYe7O5oq+jtXVJzu7Oxd0e8BYzzuaqA2BcahWyUsxolMAtOCjStS8CpxTm4xOBtuLkhXg7PhZ1buOVVzanR3Q1vN7oYGkIVnwwb4Yfyamold1ky1rAKSlOWk5FkNKNQxgOuzFDYGaMQLrFKzsKioaHvwXocE+qx+WgVkNdnDWtYEphrBV8GT9Rhzc7kjEetENCOVgq40CCdrMyPwqeHn3EU6nVQqpYMyE5DVamQOd3bq6bA+awJTyUpjg9mGmBtZmDbX4nC4NWHXw+1gPAOkyBwu0JeVKjnMwcjHhMyWxuUmARkIcsVE+ny6wCQNa2FcSANwbdRxOB4RsWJar2dVnG42GlvCA5JPYKHIiotpyQJExBiNwoKRNcWgiWW6sqZigchSyCw\/QtlJWJbFkisV2KL1WZEsywLnNs8HdtJgm+LVI8DSlkXk5BDqomqv099ot\/\/blCtbmrJg6EdArZBh7E5nNRvRkPJumupAXJKyUkopLUaos6uMApExGPuxnFLtm8LWUpRF2EU61\/Y6p1PWaLXK2VB9VTDVOKewtTRlCaRKmb69qqSkvR0FmmPReA9MamsJypJssitLIySF0DgntbX0ZNXrnRoYKY0LTRcRoK4kr91JUWUxfS01WUSRU1aO3ERDYxXRRehvJ7DEZKmpKWL4VTkE0n3ojyewhGRpXaoqp6wqGIwPEJYNFvJcbrNs7DXASJaQrE06gW9c\/LCo5MnqUqK\/BrGEZBXRBnNEW4qJ3hn9ndMlJGu1264RlrER+LiUnXDpuAIYQkS7rF46stR1etRw4qC8kYpyC8OSkUVQsgNlZQUFbPS90ASmYDp+VkFBnkx2wDX+ncGlIgv\/wMkvOt0BMS0yjmtdS0XWOmc7shAvFC0wZUSeFZeILEWdHgVHi5uyRrPKuS\/ipuSlIYvYXrcP7P+msQB83A8qBNOIekhVXd16IvTGD56jkSzCaL\/jqM1y5rGB5GAoOTaFCYwuN7EQOStX49RvUvnZvguXVKqOX1iMcaQj2OjUcJHRYhI7MFuByyfQwbvxcG2lQ0cbKyPeo54MZIAHcy+LyHlCVj2NKHW5bgNp\/6CeIM74GJWK8cUdzx0Z4MHcyxIypDsXRqtj4SahAsyMmzWWggnMlHhlGpmzOk9FluB4CSmPt2khAzyYc1kSlUhkY+9Pmw7puZpSE7MODEEYu2KxyiLSqu0BB4V2eVoMKskqHK9atC0LxnXXgEHAp2eCShcD+yzrYuyzFKkKqCp91UyxoeCyT8ckdDasmOyjYGHMlSyFkjFDVWwcuTG4aHIIrhBv\/ec3VMpV2xIaZ3UGpPBW5SmZK1mZtIDJ42LHzRirNJQEvfEfD8gA4DQt8MXTtOZK1morY3koa4bZzn3eME6QAUBTy4f3D499ZCcmcyRLUa3Pe2jbtm1Z4AemaAJTGFBu3KyIAphy5bFZwUKislY0vfyv73\/p9JRH4tzIIrZXF4ViysEIcmGFKLPirU9Y1opfv\/rqv17sm\/TuW8CcyML\/rW7DE2xENJiymXGFKLPiqE9c1j+\/Cmy9f\/twa2vrJMLmRNZqZy4KhTazlE9LFqvLYQz\/WNg45kKWp64E7Flh4dhvPvoNFtiUf33isr7Kynr11Q8FIviplBjMgSytnlq7HthaD\/cvf30hyOSvXw9TNhecBR586xOX9U+vcbyv093Xd8bSNfuyiKrqLBgzLglUJSzre0jWa7duvXbrdncMXbMuCy+qW4VCe80405D14zBeu3j7cGdr\/8SB1yzLItJdzly0azPPDMkCXLxtZtxc+2rt6A+2s3hk1dbnBz+PNV1ZWbTInQ\/361F277g0ohBlVtz1JQnLegZ9PX6IW7RA19x9+Mrp3hadKXiCjEeWp0dnQW85TVdWmVRgXo8ie808icv6JnI0xn36w1u3Ll68eNskMHzp\/6PR11SycG1aHSlg9OvYl4lCstqut437zpB4ZGmrlcoStGdJYBqyXh7P37+LMrc+vH\/x9u2+js6mTv2OmK+V1XpSCWLjgTrZdou1cXudfrVkTFZDl87RhvKIOGRJKH1hWnZE\/LBgTLSwSeL1eQnL+v5PY\/Pyyz99+V3gq8VsoGN+biHFwTRW11EPZeekZT2aU1hSV52vPnGqYU\/DyImaAVpA7o5sWlPLkmyvTuP2KklMQ9bPfvaLn\/3iF+wDpOMKbPryux8KpDYNd4QhiFR1LTz4POsbDQJr3vqx0Ghp+6ptNC0eGnjy6tVLN+\/de3J3MLY7y5SyiJLq9WhVSeJAwrI+++t\/hqCUnXBp+Kx373vT2SOsVsLdHYZrGMcTq\/fpYdA+h8kfirLGkmMRCe5duvR1yM+\/funqwIkGZAowlSxinywfrSdZTEMWCukxOd97NDNzPTjCDiiVKYTWk\/FBQGBQyqgDRY+uznxiw\/i4aHmBe5e+Mcalq0MnhoZQ+2rbP+n3OuAf1D2B1pI0piHrn+LhGTb0WfY+o0hkrgbNSe81OQoy2TBlUci8+60fhvGtH74dkEqHR0YaGhpGe0zDnK23hncFv2hlTBYYuBehlSSPA2FfbTc1yBPL574XD9\/MhOG8iov9oDd6oTBndXHmqkI2wFcxF+arGPyMFYpPfmUcN0WCwK5duwYGzAaBb3gYRhcYIEVdqJEFZUnqgStuVXCVbBpt\/eFpAvX7Epf1TDx8H4UKy6mqyuFyk1F88DtcUPsQr9+8+TrL2\/fIm29DPr4qFfiucV8fgmQRMpP1AFpFMpmGLBhiZ0o++wgfMg7+AwrUHuI730GZ119Hue9cvfn2x7tYXawswnOAEZBCtIpkkrisL38\/Hj6LwpPFycEvotjjU3Hn413f3X9tOIWo\/0BfR9kYcyFaQzKZhiwuCNEUfI6nLBQhemq+eOfjLsbgAKPaTTkpOelpaAVJJemyuPBb64LhtiIL42el7EeRaePiDinwHcjczGP94wtRZk1Wn7is+CI6ffnxVACbBCfh6bjC5v0o2Gpc\/PXHPZrN3IJsGrGyKLOmXT87suJlM9\/ImSlowdlhU+KyvhwP\/7KR3QyXoglKIwpsmpo6+rWvfeELX\/haWBq7ANL96yKXj1hlRIFNp1vPTxYXUo0jXlkcYNtjRBQ4uFmpo\/+HF\/tDa4pv\/YhE6zfpJShqWhxgzWFwcdOmpFHMg8Zo0dMmYRevtU8bi1kWLzLZvwPUeixJxfx\/4wAAAABJRU5ErkJggg==\" \/><\/p>\n<p><span data-ccp-props=\"{&quot;134233117&quot;:true,&quot;134233118&quot;:true,&quot;201341983&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:240}\">\u00a0<\/span><\/p>\n<p>El gr\u00e1fico anterior muestra un posible resultado tras algunas noches de la disminuci\u00f3n inicial de la temperatura.\u00a0En esta tabla, la temperatura contin\u00faa bajando durante varios d\u00edas despu\u00e9s de la ca\u00edda inicial.\u00a0Este cuadro indica que es improbable que la usuaria est\u00e9 embarazada, y que su per\u00edodo es inminente.<span data-ccp-props=\"{&quot;134233117&quot;:true,&quot;134233118&quot;:true,&quot;201341983&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:240}\">\u00a0<\/span><\/p>\n<p>&nbsp;<\/p>\n<p><img class=\"WACImage SCXW181208565\" 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\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\/><\/p>\n<p><span data-ccp-props=\"{&quot;134233117&quot;:true,&quot;134233118&quot;:true,&quot;201341983&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:240}\">\u00a0<\/span><\/p>\n<p>El gr\u00e1fico anterior muestra otro posible resultado despu\u00e9s de que la usuaria haya recopilado datos de algunas noches m\u00e1s.\u00a0En este caso, la disminuci\u00f3n inicial de la temperatura fue solo una peque\u00f1a ca\u00edda, y aunque la temperatura fluct\u00faa, lo hace a un nivel alto, sin disminuir significativamente.<span data-ccp-props=\"{&quot;134233117&quot;:true,&quot;134233118&quot;:true,&quot;201341983&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:240}\">\u00a0<\/span><\/p>\n<p>\u00bfEst\u00e1 embarazada esta usuaria?\u00a0Sigue siendo muy pronto para saberlo.\u00a0La temperatura todav\u00eda podr\u00eda disminuir significativamente en unos pocos d\u00edas, antes de su per\u00edodo.\u00a0O puede continuar alta hasta que su per\u00edodo ya haya comenzado.\u00a0Tambi\u00e9n es posible que la temperatura se mantenga alta y que obtenga una prueba de embarazo positiva.<span data-ccp-props=\"{&quot;134233117&quot;:true,&quot;134233118&quot;:true,&quot;201341983&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:240}\">\u00a0<\/span><\/p>\n<p><b>Si es demasiado pronto para saberlo, \u00bfqu\u00e9\u00a0<\/b><b>puedes<\/b><b>\u00a0saber de tu tabla?<\/b><span data-ccp-props=\"{&quot;134233117&quot;:true,&quot;134233118&quot;:true,&quot;201341983&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:240}\">\u00a0<\/span><\/p>\n<p>La lecci\u00f3n m\u00e1s importante en cuanto a datos cient\u00edficos que puedo compartir con las usuarias de Ava es que cualquier cosa nueva que ocurra en su tabla de hoy debe tratarse con mucha cautela.\u00a0Lo mejor es esperar tres d\u00edas m\u00e1s. Para entonces, tendr\u00e1s una mejor percepci\u00f3n de si el cambio apreciado fue un valor at\u00edpico o parte de una tendencia m\u00e1s importante.<span data-ccp-props=\"{&quot;134233117&quot;:true,&quot;134233118&quot;:true,&quot;201341983&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:240}\">\u00a0<\/span><\/p>\n<p>Por supuesto, a veces podr\u00e1s apreciar una tendencia durante tres o cuatro d\u00edas, solo para descubrir que una semana despu\u00e9s, otro datos pueden volver a cambiar las cosas.\u00a0Esta es una de las razones por las que Ava funciona mejor despu\u00e9s de haberla usado durante unos meses. Con el tiempo se vuelve mejor para diferenciar entre tendencias reales y err\u00f3neas.<span data-ccp-props=\"{&quot;134233117&quot;:true,&quot;134233118&quot;:true,&quot;201341983&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:240}\">\u00a0<\/span><\/p>\n<p>Las personas somos muy buenas a la hora de encontrar patrones en los datos. De hecho, somos\u00a0demasiado\u00a0buenas en eso, \u00a1muchas veces encontramos patrones donde no existen!\u00a0Cuando pensamos que hemos encontrado un patr\u00f3n, de repente todo lo que vemos en el mundo parece encajar perfectamente.\u00a0Aqu\u00ed es donde son \u00fatiles los algoritmos.\u00a0Aunque los algoritmos no son perfectos, cuentan con algunas ventajas sobre las personas en lo que respecta al reconocimiento de patrones.\u00a0Por un lado, los algoritmos no est\u00e1n influenciados por las emociones, lo que les permite buscar patrones de manera m\u00e1s imparcial.\u00a0Y por otro, pueden gestionar datos en muchas dimensiones, lo que les permite discernir patrones que las personas podr\u00edan pasar por alto.<span data-ccp-props=\"{&quot;134233117&quot;:true,&quot;134233118&quot;:true,&quot;201341983&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:240}\">\u00a0<\/span><\/p>\n<p><span data-ccp-props=\"{&quot;201341983&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:259}\">\u00a0<\/span><\/p>\n","protected":false},"excerpt":{"rendered":"<p>C\u00f3mo analizar tu gr\u00e1fico\u00a0Ava\u00a0como si fueras una experta en datos\u00a0 Esta es una publicaci\u00f3n de [&hellip;]<\/p>\n","protected":false},"author":6,"featured_media":29658,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":[],"categories":[955,947],"tags":[316,301,315,299,311,307,703,300,310,305,314,303,313,304,308,309,312,653],"yoast_head":"<!-- This site is optimized with the Yoast SEO Premium plugin v17.3 (Yoast SEO v18.8) - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>C\u00f3mo analizar tu gr\u00e1fico Ava como si fueras una experta en datos<\/title>\n<meta name=\"description\" content=\"Cuando intentas quedarte embarazada, lo que de verdad necesitas es un calendario de fertilidad: algo que te indique los d\u00edas en los que es 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