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ErMnCrAnAQw51scgrRC3Dw18qHCFTvtG7vFqDStf0isxO6/7+zm8RknBJ48VKHPcmtzYd/UtT9NIsKKMuIFeEXGDPuZ0gfHZ9HIeoRyDpKQsfz8fe0+OGijjZQ1oTdTMJuf0uZ3yIbIPv9V3SnVO9H0GBKSSP2frxo5637ucs71oU8vMvfVpHaP3Kq9Dp75z1+Ow3IPy9Xi/am34uxasXiZG9BJmW/Mmw1nrBoSFNwLHtlPybkCIlJQ6zK6NKKOBCupCGTS65aH4DYNBKpG9QGjlPn0x7NQ1AOOsHFn+E7vZWuVaJ1RCLjyWG7gTowG2CsunHbYx6ZmGFvp9yYfZHx8G2CDjZeDVgbO/wTLpDh2IaL9jr/bwdUhGpryW0bKnRHaHGQIPy8iDXJgyj3poM4iLe1CVZnpJ1El0EtXGq314U7KTYs9CgOFwUFZAUrmXs4HTHXCGiU/ztxL3lX8uDaFUkA2P++1pZDh1ZRwHjAU90WkOtEHmPPD52xxeTP+AJiYYJrc65JB8AbXVxSGJK63AO9xLAjXk2TDpKoIQSK1npgNlJNFT895pem+nZZ/VCZjgoOBU29v/hn5WrWbpYy2b4fXsBOGUN4M8SiCaEjGvqSkxmcomxe8aT9ygkmkM5IhZoJ0aiNQUDV8IOJZxW50TFS1/n9VnrcABZ5Wt7yH4fJntNkUwBjJf4IJ0ecf49RSnFev5iHCP1983QRDl/GJD0vKSvkhzm19cN/EhgDpE7fQNKgJnzwO12w3/X/t4VyqHgBuuuT7key51YZ4/fAfqFNuTH/LgTmfJUQdS0WzBZ0LOvqcgUI5KDUNAKBwbXClMTHvQNBgzIMXnuH8G32W86e1JBJsc61lN11pXxOKZFZCkHe7jYX25Z71D1z9fTC5u6Hr/78OpzZVA7RpqLt6c7EC9rkqQXGMK5UxldBgJerX7c1GkhG0bYUyKYq30mwvbrvfTaB/1S2Hqk8wtBIuEYdru/E+srNKqXGak54QP3KCYIhsyb9Ekv2E99fEeleGKtdc1NZFM7EApOOVWkc4x9YRQEVkHbTZWbav+dF+d5jPTZXwHouUSDN0kwi8u+TWoB4A3VLn5qhB0nk8jtBsrDvOKu3GD5V2ha546/4dxysLvr4quhL5AqZRyAA+9MbaRFVAulDkkg/Cs1fwv3ChMOeVVetS4GxIjoLhO60kgk87sG76ZVBN/fvEKBm4bD1+0tdIkSVus2LdbAQcw/DoTqkdGIyI9anq1kLzYFW+3VdmbdBaT7zJqJdWt+ccB9AAGCxx0+0h6i1n286J1/yX7GF2sSYKqBItewaTDtfkGaCEeJdRyAAiVJdkbb7xQK3Rm+cSgC9T0IYzaNoi3ID/5YeYRWR3sK+Q4yy3YkpS1zzc7fSf1DHURF8lKbyOFruiP8+MPX3OjSJJJZFphWVyxg8C4qky8xMxUB8V2A7ckS3KviRCYyp+SlDlvAyqKigZ5UT7PFpRw1njxhIg0iiu9ioF0jYunpeA/9DK0E4ymDB9aTv1mfYlFVqckl+vpxtzv+Gno1+w/I8PGC8BAkqHkPfdQOLJcgY4/umxOlbUq7PMubq3E+c4F/ommwjYT4ExVyMpI7PHQSKzLxW5LDl23dBGI1D24dDhB5sUqIuC6IJA6HZgW1MEbF+h1pHEr9IO24ZQiu0/t1n8GgNEA9ZdUKw8wh/rWgNeAhc0rWF13hzejlEQcgNE2bD4+i2YyU5SCCtbMToOg31C4sc3nrfgjwz/tpUMMA1DSTtWQxutPltTIWBAd/M9zeiOyvEXqU2+snJBez+cDsrewYE9nJUGQkoCfvgAgfJl1BVXaEeqRQj35/MUj4PX2MMuSdkXLvipn7QWtApGfLeUfCxFznMCIXdmff6O++BC3B2o/JJ54GvmGvc3mY6sCU4ECKskWo9b2CIlLTefhnEArRY64G1ArnhSsHkRQUzokvcmiZSLyB3tiuq82I9l1vJ9HoLgVuYc1mWFFkRXAYyLYHWUCxcTZV/HmPe740kA7n4T3x08ZcqN/sHdYRxma7lIRG8RblCBOKH28baejs4Yo8OuuewvizwHxWj8afpJUA1a6UjkaYdHxFP9QNY257h3LN0toSsSl+MnGgOcSZBtQbg8A+OJWgIlFfbeOrI24uxk/U4o4TYAxsIr0SP+ZWFA0p8sLpq9SBOyZx2lcq5SAMP1vTgMukr00upXJqCwiJ9gcMBZeYKmIKY9YQdH8GyOxKooa0UDb3kRn5rr2Uan0f9/cPDMw42HNAjm9Y7V+yATzm5aGVtxB2Y4jN/hr/VLSuGXNZ1MkESMypNz3oaEKLSeC9mU7HuzjklxLaCcMhn//4zkPairZ+HoEoWGf3g9S3DdVwNqXXza6tnWV3V5JONJVqkWqTY4u0P5aFkV49Rq58XeHgxggMVYyyTsxdGphrrAU5aYXrvu4UsHQtLfMP26K4slJi1OuX2fSUM7I1N0hz0vdHQUciBokvAYeK6aVL0FhDL9dWRSIfB7qqWZWIn3FQPFs1W5Gh8lB//gV4ZzLhpcfcOHxC4jkrQWOQE47rxQCcDTaiZ/ovhxkLvQBV9t4g+yNf95WYyTNleDqRMx4T4ZQDYWl2HLT5jSwuzZQVvcc9oJSq2EodOrrscW2cofXqpHQrrGQP8om8Op3BMyzGfPU1kNzWpGeHufD29t+DX1R9bmP3U/6WsAYsbXFBfXn/TTE4IsIcJljKIUwMXN+i9ozJhr98LLhTwqbROKiDg4lYJGeU7jfpsrKL/bW2HupIULvKTl0at/Jmz/oURBeUphv4iLOCpXl1voWvmlt08WFlEEKXfiIwSMIVmEm/CHLISNhh7ZxMqJ9zVd7i1yhMVWu7GeHmBALTBz1zVUlzTpXEfa/SKlJI3kKf/Vci7GGJqGafVDgV9dSMQeo5A0jBkyOOEuY9cqLNgzCebZjjZkKrp3K5khCyDz+LFAQs1blSrMfDd8SjU5WT05GiWmDv9c+TL3s0YVoiw2fH999zCemVuUTqowJ964CgO0E4tow3Z0xn/pN5F/3+egVHetIVmXgNWiqBaFiUzuafUrQi9pUC3h3YKdapM2bi7KLGLjTdOp4FbFqrUgggSNX7PQOeu6RFK6uHFAA3qavu8bc/bXMLUV0fvrWPVomWseH65/05sOp+90fVdv0msInFlU1y6BqtitWF8JPgXU9PpOz5NJJ1M1nfvnejORZg3ZF/YpsAqsdHpbMTMsdbtETyK3WnLmjAb0kgQvzmyxA44G5IgnX+YF64pj5jrLyBCDsKNsvAXdQFb8sLOr+gb6RmYBe5Q0Og5wj1+pSScBStLgP0QdWEoizlSoBi+1tKrjq2PDEKfz7m/L6A675Y+HS4wDQlJwCP7BQUP2qaBfuTsozMl5rhck5EJmyfxTwnB7dZRy94DuWDo+A2fK4w9+lVE7aoZ2ZKx2tf6fyzU8ALhMAtkzyv3xeVoWFx8UCCrC+CpFHhXOBT+bPm+Ly7gQZ4IprhgxNu3EZcBLAAMyQ8ghN46q4Dc7VHrv85y7dgS5wQGc0GoPblcnRvGk04tOaeuTHTxU8sycWEZvQfSDBAeFJQWjAnU8ROZddYlo8vqPgjYBwCl95Wg4rIQx8VRQLqWTkqiT151dA69mikTB3zjGhIbSv6wmZpeADPj9DD6stzgwLfG8nhkZwIfu3V1xMf+GFlHXXI6fqSkKE+bfwmta/pvNQQ3R2XmwwrCbZCi9ihfEmGn9z53V4X5MspWxYLYFd25eLw1VMloYLCAknd9raN8txuciHg/cQ8zdC+pdmWgIx7RaGwAVASc8lBdv/9ph2nXwsuf3J0vAQX1ApxcqNS03hRNgR23xbp1VEpJIvUd1l9f2qwOyolHqZJzw0vcv/mkyP0scgN2DLaCykvfIworvqpxDuMJjL90qMzPVCWPUtK+Ds2uzbJDIFD463suhYCVdJx7QWOg3X2BbEJaCY8GYnmAaQIkMmfSf50DE8hmhf6a++xvCR5t/xw2Z4agaEbl7ODFvUaL43WcSjijp5tdQJD/e4C38vxD9k4QzZ5YdtEebZQ7WizRWhwxyS1qmO7Y/tQdqRh0vNHagpt4OzQjNzARu7gzT/iYu+ATrj9uoG/DNJ2n1beE+ex0i/jZjqPaTCmYHJVT8sP+HoeUBG8+RSLXIHTfawAoyVOHe08Tc4GtQQf90hE7L6vUu8ff6NqeikFxqS6+XiT/Iq0n0ukQkiFMRuu4dLjAwTaPDJ4o3vuR5/Zm3bThDbBdxHGINGKHNj2ICpo0UEdE8w6lhCkvMenAeOkFx2voiGIrCaOzobVUzr9vTVFq4uGUn1FRcwr7673lqTBXm65jvkNHi1xTJscfALonmXE9VQzVkz1FdFvFAuRkNn2jLzB2ei5MdsHiV4v62bOXOj+BiEX2HK3OmlKlwKMROG/6+Nj60lawsXRJFpAvfTWLK2Bk8CgbFZpOBgUDR0Z5BXBcICUe2sc4sZcs0/mC9dDq6OqTzec2jG+lrOb42W4tHRHKZf0Kc/H0QY0OGU9xow0OM2J6pXuOMxXnZowlQfEmmfcyYl779n360ZZR3z5p0/5Wfrt2u7JqX/P7ePTP7fL6hqQKgUTClKu8W5w5Rb/mYkju3Rbg95BR+cx622h0kY6FYXbUbsVjnML2uFiwd+l5X+9QrInsDuDEsMg8WQmFNixcClNxgRhJ1eSg6GsozU8N4Va7xv01jJS4RDqTbKxdgqfxCCLd0J6UkTzoaEMeQFI4bde95vGI+226iLaZlSpAvMt6D8gBlIBS0BvdzvN0meo45/dN9IVhEL8WF/4ETsMKpe269kf/cV1ng7u9l61HuI89Yv/OTTdsvzbYuSkJpMMmgmzdeFRetc5WeYWAmQ4W1zeHje/joPCnOeChB8CDej4+c+9NhoDX3t3yVRDNnyet6NGmVBKJQKWjgY2qNB+amhl8QgsgrSSg9zSEstbVCRdbohA5FiRpBQiUxOYQhwNBCRT4pnbO3gLz1U4eYDxrZUANlgD/8ib6zOv2kHXI4psHK3V/jJaX8jqW4t7jYFLJbs/QT7qTq12SFs+7qL+UASSE/f1Wve5MW1pc0AfwV7nP0ADuZn+G1XB6HZER0yuozwQovkmsgwp8n179b4SgJbHCK9ju26s59exyPYyv82KwxdPQEj+XraDKE9wRLQiMshnEaOvSYscfJH3sGjCZpxBpof5N/PrkiLlQvicVnVdVp08c7xmi5xToI69VW8NRQ1sRiHFy0EDLiCA4xmV7wY1hZnRtxKCaqT7yog7zAkl55HCH5Kw2/aMSiNfIC1XOkwPz6DBntRD8xsupRombrnK/PX66pBdRGbb+WjeafXSSJ3tyMNfGWgFflsNASK6OcGejHuAWfyw55NwHwGy8t7H0z+ArrPLMlrTp36wFDUjvTaF5fl47h7366r/ondTog6nXv1lPIexGpvKpRGZUxJ/KfGHD0TCKqG8ZtXD40AXf8iEP7HyPUxsRKBXzc6Jsl+/EVfginsJG58CS6njB98cq08KtW10qaoKPgqduDipyacC+SHi1/B3xtcQQ0+g7D1B2S/u8JOfPTuDnnKZpIF75P1TqtJ7wnZPW+6wCon7+LLTiv28LRyaVngJL3zz/xDz7NiWgk3mZoG8lZVSPIng6tCzaZZw218m3Rerb1ojucJQ8HqdhIabBZM7HcakZBeCcoiuw/SmmSB3DrRWD5MGaX11fOneYLuLdDskTvskZJGT12VP99gRZPuFRvi6AWIWzB32T4cXmLJN2I9mVaXSxJTw6TFsMiH5qJxXPtcOKsXbfDZiEUEgrkKT6lc1Da1qZFVyV16oKDFh3iZ89wZu+l2lVp2dcTqmI+xJD0pJ05wvy/IA3R/8tzE4JQXfY10JHngeD4Uo357zMuogscEZOKoMDHlgoGAT3a+edwqPwteR9UQOp/KXKJ7frIQV/muIwHXhgCdIcD0cJNsIov8r6pMhvCzLb3VAQqyELVQM5kaDyaYcaSKzHwVDDlblNGgINHlLaQxU7igBgkdttOvD9RftNPFz8RShLcQ7FrNauSF8ABHZiuV1XN7kNi9iR9hpUMoVc2PMOtN/zoc9Z9FgGLJDh/m2KD10HK1C3Vb1qDNley5kFY2iaHLQbNFI/H4nYkQtJV9iqR2P4HcfYIcED9coeuqzym2VkFshP5iBK4cv0aLx+j/Uh2wynFxvdA2AXvC90RaqvVP+J1EaqALVcIayJXEi2dH4E6+dh+Zqi0VyLcvrmh8OFlx3nEGh/Zo1oxiMDVB5k4BmV5OrxdYOqQHbYd4tiJtQOW+pV9trXQGVsDsppbhBAk2twjJWnRnLgSkIcfsbkQ7uokJUE0zp9ILn4AFsMFMdirPjgywBZ6zagY7rO+UZofJ7VuVyqcmWdnTihkWTvtziJEEZA3bJBNyVXuP/+ek4FTOG4030Qh46G7FeBrlESTit16VGd0orDdKuo/ba7ITqsaZLr0lBnO45HK72dJ9rXhOs6Tt7i7gswVdLxe2BT9d3pjGW5zeo2jTJ3udXOkCyZb0nTB8yTAIwrgDANU7Ej/GY+/z7F9wPw/7gTrioTIjzeddoPMEq3L+YcmwbxRqZvROLOi+wAYGdbgbm2GClAJUYhwHjhGGjGpGHIy4IAL8azyCBKELsAycDVqybvB5caHgsV9HTtIsgYyNLt+Dl6bJ40UWcsQJJDjaBt2djmkjLZo1d6YPF3twm4DeDsPv

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Psicología de precios en SaaS: El secreto para aumentar un 89% la conversión de tus planes

Psicología de precios en SaaS es la disciplina que separa a las empresas que sobreviven de las que dominan el mercado. En este artículo técnico, desglosamos cómo un ajuste en el orden de tus planes y el uso estratégico de elementos visuales puede disparar la elección de tu plan recomendado en un 89%, utilizando principios de anclaje cognitivo y jerarquía visual validados por estudios de eye-tracking.

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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