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EtgsCtUsAQw51sc6iR672pL/B7mgVbe+BevQjJ4eEPFo8MUzexRl8bd3tdXyLpRYfFt0O+ze8C9kG+KcqtBeuynP0vjSxfLGUILikAUSUONkw9/TQHdOlH8DotHOWT5HqAd6kyS7Lkz6ki7ydlMfLMaeCNfd4dclLQSfnyfuA5NOpU8OHQuvAZgoLuPYQtGWfjtktxzWBontE7YcNnMpx7yI9zPrFgLd0ZlPeQIttPTHOFzYmWOeQbUDJhjCkkXBJLo9gzghRTKcSzgZRk51zbiT3e+h+e4q5dGSGaTvH853GT63nsdeg410qB+K761k1Cf3L4hpXrrcCgxisi2UpiAKVsTB76XZWWUjKnvGUSvu3JI4i+y3XFYNxv3RZDBJ56akOIuI4zNUweKGCqarm4XNT13fihR1RwC8E0G/0dteRYjYZC2pYVqI5KEnZOmh0nNaJ5NKzf8z6ghXb5Syvgp+/Cv13uSuJxiyxvvXY3NIqGy+S4AFPm9FPrRXsf59mjjlExbTGFvGunFun4Azq9QTndFaKuq68rR9Ov00+rNSwWETUvHwLbFHwrGq+n42K+zx2buM7bRe1c6yPxG0uqSWjeKTnC7KwZxi3IQQedVPZm1IWhTqpCryNTxRwFcboiiwT36C0CJ+hIVFRJlua3PCQ4fhW3FXQz0jZu3Lmrix7w14Z/0LAEswMMpVRSzNrofakHIw+qflEOzs7yNL7VZEzF6ekA+612QajUYnkhHPSUz9Xew4q6XCHL0eM/4HM7r9e6j+AKyqqDWgmRvH7RETeuCLoAV2b+8hHZU7hZ3KW7wL14hfhFUYGr0oRh7AoVLpNHVvTZqq5SIgmNlZzngpwGsaxR01h+8ub5iw/zLWRC/WHhQwl/HwO8bOQAvEt0SObjDZHrpQgIfnr2/kkrZfXm30yH4xgVTVlnR3jIdYt4tbuv++MX6eV2oVbQ9vIgyN+fMzI90VbPHRxVDmFzBBZitOsShXyxS6oz3+fseOY/FWCAsN1j/PEMeJDbkMGLSui069YheQQ+am4qs4kBIGJSS0NAAmt3ADsRmrjfdawPJqwIJDKwNIGGMkq3Nim1il77vW4EpxV2Cgl9qWkLUTlci8zoA7qh8OMFKuIijRVP2Ssiv40rDsXGgJgDRwRcnOJ07zBUycfB0W+0NVa2RULjmOaNO7ruwOq96LEPFJuYhjnJQdFn4v1FQpq87DhCklWlPVx/shtAibyPuPMtU8IMq6rZzvuTTW9iE5kmgKeyQhVsruY6Jx55PRPdOyttMaI/suQV35whuS7RBzjA5GV21knuakGMWjXJzAI9RPJ2ymYZ/q4tndMjBUuSz/xhXHwVSNwMyPqxMCmez6N+JE4zDMONU/hLpvCp6QWuBoJBCe/I/4fEzTzIAzhDiYm6ARTOoYa0h5qclNUAtN+dKpz9nVXAyKmUc3D6k3CzQRv83goD7PNDRzyb/SdX2cDqn8ZTS+LmZPaJUVH63XTLpDPifRbQzIz92mgr3Q+UR4kyEWG+dCqY0brex2sICN97rFX0+fBGWHqEdOXc1ArmA3XqLZ84Rzy1tPChpK5AS9kdZ2lrAWo+CcfeaV94j5zvaFDnYs3KW3Qh9PPz4w7Kyq+L3IK8YjQ6+UIhlPigOpsgtdXAJ90echt9Vx7GaLZkCzWXN4vehBovflvPS51uji8xiAzkna6J6+fvSAygt7ffnN1NVipXve6KFEUvCDGg/YCP89/qbDKiuVo38SmHZo91BCgZQLUoS5a09AOBn/rFF+MqmxUxSYPt5axNE61EOgq5L6DPI0m7GMG7QyKQtBro8FOdsE1wZwcpWWGlOw2ELr11GEcArFxRiChGR8tQLBo/3S8hbMPDK7t2uac821rryVFdIhvgqkvGZhl0ymIolbiT1htlX0ZStBtnbJdiVUsqM+xISpbBw+RZa4drWuah3TeiybrAsH8MS+rY/HiBWhHYZ5fdmKVrwhEQ0+tJmbJXGuRAlOmVcS2lQdJgrJrozF8G5DZKGzRwzE11ChdcrqCf8dHsFIxwmFMT3dP8ZSgTBDp7RdsvTgmGWzH/Y4DlR/vtWsW1RRbIR4EZb/bK8+0fnwHjHLpVgVS+XFjOq8turNa2VPOQGV8w65GGL01f6wI0rFmPzQGKjXy0u5yRJOTdTcUQmTCRPX9Lakn6UvDybCiQhtvtKzpEYAzBHdiD0vU9jStXpCmcXMSlKdKaMKeaG/vjnBs06CnymC+uM3j2zhvTKKwp5JyHJB/RVbeD1panK+/aoaOVjpHEKIwkziqXPthrZ0l3o/TrFtCJRS8iLdKlMgyfs2DrXJzp51iP5BsjALJ4R0TxMqKJ+PEF9TSOB8jD0u/5GH5MTyBR+d2wBTcQPaDoGTLx/b38auElj616nkxbip9D7SXfk58d5YOjbYKgly/ORybx/M7hLxNlhC1Fl8tl++4ISXpbP8NY7M6qQuck75kpZqh+RZrbimdWzEKxUuWtlZW6b9FrSorOkEttK9xDYEJem4TodtHWDjnbbX53oI59I5RFvRrFb8tcfNte11eSfxejD8XCnHkKReCnI8IOVVuKaUVG5VKcQrLLRsdIe49nTJVOsTuIQMMxuo2X+o3PEYeKb2EBdhtCFcghEc5olqqG77dIDjs7Z24PPA49nNVooANVAx9wWF75htp9baz/zS3KcWrqrb0TK9dIVUHeY3AIJSYT3NcE5UIL8GMUGPBPzTUyoVp0PfNKRQJpj5n9/wHYfLVG4G+B3yBCmA4yor4N0rWbgIjfkZlpPNKhzD1pdwsq5iqJkhGA0eWmpSY2M+zpOT/j3C3+El8CpvFX2hVxsJ4QPPkPBWEcSFvn0DTaOD2mIo1eiFbP7bL5w8aEa4iAIsS7tx2kZjbD9wEtgZG584VUcHXoyMEmbAsbARh56HVTYE+2u99jlEdlRLqogBfN43mGOHoNN5FWVpyV3/uzUzUJ6lCDDJExBsyTT8jJLlbdQ7sTi3OOF2XupDIx6qASPGaAdfKRVZS371DQmwjhJSQCG3PPjGry3LD3Lhue1KEsZcp1wdU6lOH0wqpvTnlWthxHaMWDxibPY/QXlyrc7pYXhQvV243dYrqi9Y6NuYhXLyUDXsji+8RQ8MgX10tXNnEiD8uN7SavdB4LrS/E99msP1PjqYaXIiK1s94ILhPkfvPzNIS7UB6b1AgR9Pj3FS4gsPAE7H5aEPUTZE+JB3LE3tFpQAMC8xLqyn69sZ04oKZK/bdKJaomVd42R/I5JSZbkb6AQBtRqfnTPpFsOSS38EcnWhEQrtTsDtx6wZvfoFx5VV03qCwv1LxZtk5m6oVGxZUMGPdta1I5xOFVskqg8/ExiR/vGoS80SJQ//5uxaRwV8tluU6LWGBmMy0T1Qt9tlMyTBVavC06iXlm+VWEz/ZToUxNkGroqd0l0y32jM64v7dhGQL0T7vuIF5JDWWSKcaJHiSEosI/X5fkwq3BaYZeyhjMajdZ2JCmfglRqr0su24dtkAgZOnTq8E2oOTiYE5QcNK6OG5XIC2UG50zD4SOZDlU4MZ2BG5k/uqU/admOFZk6c7C+Mf+/x+2KsUuJb3SQw3UEUTF2gVVvGlNv36a61g3kbaSTuvrYbJXp+wfEaD4eos9dOVGZGjvcM9h4hVxn3cU1XR4JTsCJ72xbywf0wiSz5gSXFWKuKNx+g2TKb+XFLj/daSTyF+84Rcww5yWyOPV8oDYVSSicnHYUeniJOwU1gJyAOABv5jVtiLcshCxyWtK6XCyOidVCALrEiLIFwGeGA26ul4ELy0dy/kJ5NxF1eFVmvPiSuk7B8qeTcR3lCW3HnPX9i3ccqsiyRysgG/rKS026IE0jyeyw2DT+ayUkxEHyXSkaBfjuoy6X4+kHuPwHl9AMpgs91tRGoptqNXg7SxZ+sEEcmqd5Ia5nzJb5ciepYD3reRFCJYyjFopKlUwf13lkEqE+RkBq4T1Mzln+5wVrvf+bDMxPyjtbYmkTArYfZcHrUFtruNVJXhF33AUqbEZfp9KIatOvKBEYiOko5pKeYvhYjYhnXy2BafbU9JBeW4zXB0uv9E10sbTXjuQWrrR7llpqjLkgdc8Xc0h+CPX0I+m1Osfj+deoXpT1+9qW+ZIgSoszPdZPvtWDoEU16xoYNAO1sAWdYOM/kNEqjCyVs+B5yvC6laUYlI+3uQTdASMEynSBWuoUCxa2XVIstr67ZGtgvoIR20anhXtvfIj56mNodtwnyCSaZ9wnR7UtOPjJyP56khfWB2+DjnfAnKwdxcVMKI6SsJ/B1ToKUmfiHhT5Krqh69mieotMcOFqcTZDH/+NmNRtLElv8cHrYdGWR8974YRB1ruaJw1snrsufTVhd5mtMUXWP5KQXyXLo4VyybAxDQWNBfA8aEPe4Dv4d8yEuJ4uBm+RCFLPdPjANUW2ZbCcj5IpsHn9D8E38n8mI4mfw2P6UCGIKqXHm1X1HR08zJzrBgOLlPyW0ZRsTxJUZd8pgX9cujpw0Oq4R4wxE6MRKEo5zVlf89e8lXkY/1NISFDh9mOEej+7MkYCE01pv2oelQXG/97QRhPIyYoFhXEIqsVh2o0sga6U+C4HdJWqop6IiAhFil1mnPyROJqxF3xXs/i2TBToiKKhzGB+SP4RKVEb7a2eeAZHy2i6tpjWERONK85SIJkKfodSJpi7dg9/YAeS7h76Emd2KypzRyh6D451ISFyp8kfazCXi1rgvylxNHy41ThAiuXpLCrRz0CuPMdmoQWgaymY1gCV824m4gf8NkvgA0a0L/BRwH4wZ5Hkoqrb1ffXqHO2/KjGo0QOxKCIDixPD1FuHsVug5RMw71Btfrv7OrxxBrXepawaL3JSYhWI4+fcji0UpHA6MqiaUDoUTiBBf+66Haal1o9hTt5/Wm5C3s7YINjKednIcgmKkMP/ayUNeyfeHbzBOPp2tdDdZhGO3SGwzaw/wuK6ayw5HOo+u5Cmjn9GR5qCCxofprjx6T1peH4Mjgj/L8bJHvm60de4XP4VJyBuZwU09xXCIc/sizyVFKO1Mo2cPKfDum/hPpBB4PrjJzUarO+WjBh/7rpgEoYFz5fMQ53TnZThRlichOCgIBwRVTM1aW9Zz3M3VY5roG0N/UMl5hKBY4TZBRRDOVdBazrImNu6JeuKElF7jqKQS5MyULY4ce3zJ0ELg/9PN46VUSjWrrV2MlVUcXsfLZeeg8mTdyrtOrvbZAW2sP9woNY2RNZ/GjhzTttdqQ96N17bEYupWMPaipxnQP7znA+VAKRbzVNAFN0bxPT6zjxPcf2NxnSJoe41HZiTmoOiUPiRAZ0wpDAskMGgd0mGIqlNLWmfFwqaYuqeWhEQyrNxvpPoNA6+mBm1Dti5S7xa3fto3rTTSx7sbdRC5Q9JvxYeipEoZ9Qcyd8pUUEzPVyP+BmTq1ew+NZrPCSI9t+OSW9Dl5wBcgUYR7kFgoQlFWjRZfnUx7ouOZj9zJn4B8Z/4poGyk7llO5Yq2/tumhc/NdvF7VD5/7dcZa5720dBv1WmGgxFaA4Xr8SPM9qcl91e59Vca7NfXXyldDQoezNJw4hdYr3dDsG37nzw0vhLR/A+skPUOY9BReOC/ceRQ6vEFeA4RnmPcj1ubHdBQcxh36czpkU8VAhHr8JFwwespFRkzQXfl/0Ln3mOBIioOPKSE9XQonvAN/NiPtYIk2ha60QstSbXZiqxAV+GZAzsZg1pTwGrzcdKJzn1d/6ORGTylRxrZamSJIpkfPyTAZcxgl1oaAhoOq9Kf8SddAuxcJSEv6MO88efd4iFtFfO3ftOMdYJam4AkcoD1a/d0CMi8LBueHrZXWBc5557wLHV1oAxi8XvSpdy1+9d1HutRYgrk2CJkfOc6MLP71D2nDlYrtVx0HzFopTaCEiigrMVHRtbGaqZKGHOmCRRv7uWaUlAM2kSPv0deCSHTuwds4OsW+RrbcoBXmBujV52tXkW6dO893J6aGBNCyQlIFru9qyqgcMcWVa98/GicmK/mZ0icCra74Iop+jCg83qxszkzZsCufHE80FSRWGhzNDSWr4JJWcHlc0V7vvcBSI8n+LSfoAYjdrll1HTZXxFiB14FqoFkSQbT3JNvYi8+JekFTep+NEZgJL51LemzgVc+/OhlYrIh+/19aZ9LxQJX1p1JuZXKsRtIc4AhBPtg8oMqVWaELV0OR3tezex2/Px1kabZBYBBglFkCb2F6VV2pghs+RhNua9Vo6gY61fs1iudFr7+lSR6+LCoWlG+K9Wm/ntXmgCMDEcqti/uhbENNHlz7zZjisicBBp5Xyw2kDYrnL2Q8SefnNIPfpuAaPM0k6oeT9K7UjgNk/tj2GIcIs6GUeLIYELmudJPXe0cf3Nmoq1vCI76WoTrMLZetdXDfUj6s35AW55hiLAkLW5XK/JTtYSdL6OTiZuWPI4vDJ2fuVOy9cqEFW2rhk6qreijpMniBZG0jWMUMfx83qjQgmMZS+ZMcFwt79yW476N3AL+SUQIx4GkDfjFO9aC9g7A7ZqUU9B3VhqQ5+fvCX/OKK75jM/79h9M4HnWEHEtZaSbLhl99f+OictRpSLLpQKL2+Ay4w71nBZtzEWU9zlw5e3Ztf21r2HZ8F1rnFkpgpCTw2XGMFpDSn7Y0GtrMT6Eks7pJJWuaRc8zHkKTdWpS5UeUn89avkfR02oNJYbVBMfJJUQZbl9i/SYnL1vCH4gAOEGeSgKFbi8C5IP1yzCzNb3q0PGSKLYAskbhlARLTHQYrVM2Heq5sFer4U0gXa3yHfSs57wf3J6hDM3t8qsIT5hfF/OTQTdKGiKr+xxpwliikk4Vcc+pPXGL6GzzGvsMBbmqXv1Ugx5Bj8dJYtxHFzBMU2rk+y+1wck+ELE9Lmoj0BZJtVJQNM/kkLfmh8qLR7iON1HwfQ82fakwQLhrdoLW5FRlsq42Fb1PsVK1y25aQ9rd5ZTPYZHl+6GKykLyuaQqNqdC+9nACQcIXKhJq1LHjNjDZs1N3e2g1aKsH1hoyQz6tg3ZRzls6T0hgfwkEFm59s5T97qm7a+k/TgHmiiwc07LFd7gVWTrm1SY5bp6C4gnZL3hyGkJPotMIe+MIQgb+2xd+0i5tPlei4WrQdAOOM6FO/g0+cnjNeJh1MZSAAKGAHnq+Y4jplVahQrdmwundpR5ZaTaEFjlmqs32NAYbhNxX0lWlaNSTcbusurwOLNE+LjX9kOC9bgYnVct/qie8SxZpXZ9oZmnLmMFZq59LIb2X6T/S9AuVVdzPD/IXf/FmqjVnaqf4pO2WJZ4fl1SAfusTILUJw+uZMIRg/VtswgV8gdZhXHyczgORDuuEieepizEzMKMY2Vibyd4h5df6fEZp8uOSvy/AER4PTzO5Y53mctCpkxKzcTOmqeZWNzKG/a5Kg8Lkot6+BR72I80ZClaeb/H7DEX/DtRLqds1cmB/QcjoJ7bYdDYjuFeCNNz35Reo9DfKkKkF/EYuenISvUekL31E581pQrywcsAu+B2Z3/XHsvPoz6J2HweYYeP0MJn7U4imoCSjcKXN0Y9eOA4Ky3J5X2nWaMoneS2/0EapfgmCzTzTBjTJAGktZzd+eUoER8LJg0YUqsW/QZY=

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Mejor hora para publicar en redes sociales es el factor determinante entre un contenido que se vuelve viral y uno que desaparece en el vacío digital. Muchos marketers dependen de la experimentación a ciegas o de herramientas que requieren semanas de recolección de datos antes de ofrecer una respuesta válida. En este artículo, desglosamos cómo utilizar Tweriod para obtener insights inmediatos sobre el comportamiento de tu audiencia, permitiéndote sincronizar tus esfuerzos de distribución con los picos reales de actividad de tus seguidores sin perder tiempo en pruebas de ensayo y error.

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Consultor Digital

Fer Urquizo

Consultor con mas de 25 años de experiencia en estrategia digital

Fer urquizo consultor digital - head of growth - liderazgo de equipos b2b2