Hundir la Flota (tabla multiplicar). By: CapitanMovic

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%3D%3D","cat5v1":"100","cat5q2":"%3Cp%3E%3Cstrong%3E%BF%20CU%C1NTO%20ES%20%3F%3C/strong%3E%3C/p%3E%3Cp%3E%3Cstrong%3E9%20X%207%3C/strong%3E%3C/p%3E","cat5qmediaimage2":"","cat5a2":"La%20respuesta%20correcta%20es%3A%3Cp%3E63%3C/p%3E%3Cbr%20/%3E%3Cp%3EHab%E9is%20ganado%2050%20puntos.%3C/p%3E","cat5amediaimage2":"","cat5v2":"200","cat5q3":"%3Cp%3E%3Cstrong%3E%BF%20CU%C1NTO%20ES%20%3F%3C/strong%3E%3C/p%3E%3Cp%3E%3Cstrong%3E8%20X%204%3C/strong%3E%3C/p%3E","cat5qmediaimage3":"","cat5a3":"La%20respuesta%20correcta%20es%3A%3Cp%3E32%3C/p%3E%3Cbr%20/%3E%3Cp%3EHab%E9is%20ganado%2030%20puntos.%3C/p%3E","cat5amediaimage3":"","cat5v3":"300","cat5q4":"%3Cp%3E%3Cstrong%3E%BF%20CU%C1NTO%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%3D","cat6v1":"100","cat6q2":"%3Cp%3E%3Cstrong%3E%BF%20CU%C1NTO%20ES%20%3F%3C/strong%3E%3C/p%3E%3Cp%3E%3Cstrong%3E60%20X%2070%3C/strong%3E%3C/p%3E","cat6qmediaimage2":"","cat6a2":"La%20respuesta%20correcta%20es%3A%3Cp%3E4200%3C/p%3E%3Cbr%20/%3E%3Cp%3EHab%E9is%20ganado%2040%20puntos.%3C/p%3E","cat6amediaimage2":"","cat6v2":"200","cat6q3":"%3Cp%3E%3Cstrong%3E%BF%20CU%C1NTO%20ES%20%3F%3C/strong%3E%3C/p%3E%3Cp%3E%3Cstrong%3E3%20X%208%3C/strong%3E%3C/p%3E","cat6qmediaimage3":"","cat6a3":"La%20respuesta%20correcta%20es%3A%3Cp%3E24%3C/p%3E%3Cbr%20/%3E%3Cp%3EHab%E9is%20ganado%2030%20puntos.%3C/p%3E","cat6amediaimage3":"","cat6v3":"300","cat6q4":"%3Cp%3E%3Cstrong%3E%BF%20CU%C1NTO%20ES%20%3F%3C/strong%3E%3C/p%3E%3Cp%3E%3Cstrong%3E4%20X%209%3C/strong%3E%3C/p%3E","cat6qmediaimage4":"","cat6a4":"La%20respuesta%20correcta%20es%3A%3Cp%3E36%3C/p%3E%3Cbr%20/%3E%3Cp%3EHab%E9is%20ganado%2020%20puntos.%3C/p%3E","cat6amediaimage4":"","cat6v4":"400","cat6q5":"%3Cp%3E%3Cstrong%3E%BF%20CU%C1NTO%20ES%20%3F%3C/strong%3E%3C/p%3E%3Cp%3E%3Cstrong%3E70%20X%2080%3C/strong%3E%3C/p%3E","cat6qmediaimage5":"","cat6a5":"La%20respuesta%20correcta%20es%3A%3Cp%3E5600%3C/p%3E%3Cbr%20/%3E%3Cp%3EHab%E9is%20ganado%2040%20puntos.%3C/p%3E","cat6amediaimage5":"","cat6v5":"500","board-notes":"","board-custom-background":"https%3A//s3.amazonaws.com/flipquiz-site/custom-board-options/background-presets/fq-custom-bg-preset-colorbomb.jpg","board-custom-color-main":"%23ff851b","board-custom-color-sec":"%23eeeeee"}
{"cattitle-1":"A","cat1q1":"¿ CUÁNTO ES ?5 X 5","cat1qmediaimage1":"","cat1a1":"La respuesta correcta es:25Habéis ganado 20 puntos.","cat1amediaimage1":"","cat1v1":"100","cat1q2":"¿ CUÁNTO ES ?9 X 9","cat1qmediaimage2":"","cat1a2":"La respuesta correcta es:81Habéis ganado 40 puntos.","cat1amediaimage2":"","cat1v2":"200","cat1q3":"¿ CUÁNTO ES ?20 X 30","cat1qmediaimage3":"","cat1a3":"La respuesta correcta es:600Habéis ganado 30 puntos.","cat1amediaimage3":"","cat1v3":"300","cat1q4":"¿ CUÁNTO ES ?9 X 8","cat1qmediaimage4":"","cat1a4":"La respuesta correcta es:72Habéis ganado 40 puntos.","cat1amediaimage4":"","cat1v4":"400","cat1q5":"¿ CUÁNTO ES ?10 X 6","cat1qmediaimage5":"","cat1a5":"La respuesta correcta es:60Habéis ganado 10 puntos.Ganáis una vida extra.","cat1amediaimage5":"data:image/jpeg;base64,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","cat1v5":"500","cattitle-2":"B","cat2q1":"¿ CUÁNTO ES ?6 X 8","cat2qmediaimage1":"","cat2a1":"La respuesta correcta es:48Habéis ganado 50 puntos.","cat2amediaimage1":"","cat2v1":"100","cat2q2":"¿ CUÁNTO ES ?3 X 6","cat2qmediaimage2":"","cat2a2":"La respuesta correcta es:18Habéis ganado 20 puntos.","cat2amediaimage2":"","cat2v2":"200","cat2q3":"¿ CUÁNTO ES ?30 X 40","cat2qmediaimage3":"","cat2a3":"La respuesta correcta es:1200Habéis ganado 30 puntos.","cat2amediaimage3":"","cat2v3":"300","cat2q4":"¿ CUÁNTO ES ?10 X 7","cat2qmediaimage4":"","cat2a4":"La respuesta correcta es:70Habéis ganado 10 puntos.Ganáis un rebote ahora mismo.","cat2amediaimage4":"data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxMTEhUTExQWFRUXFxcVGRgXGBUYGBcZFxUXGhgdFxsYHiggGxonHRcVIjEiJSkrLi4uGR8zODMtNygtLisBCgoKDg0OGxAQGy8mICUvLy0tLjUtLSsrLy0tLS0vLS0wLzUtLTAwLS0vLS0tLS8vLy8tNS0tLS0tLS8tLS0tLf/AABEIALwBDAMBEQACEQEDEQH/xAAcAAEAAQUBAQAAAAAAAAAAAAAABQECAwQGBwj/xABHEAACAQIDBAYHBgQEBAYDAAABAgMAEQQSIQUxQVEGEyJhcYEHFDJCUpGhYnKSscHRIzOC8FOisuEVc8LxJGODk6PSFiVD/8QAGwEBAAIDAQEAAAAAAAAAAAAAAAEEAgMFBgf/xAA5EQACAQIDBAgGAQMEAwEAAAAAAQIDEQQhMQUSQVETYXGBkaHR8BQiMrHB4QZCUvEVIzM0U4KiFv/aAAwDAQACEQMRAD8A9xoBQCgFAKAUAoBQCgFAYMbjI4kaSV1jRRdmchVA7ydKA81296a8JG3V4WOTFPuB/lxk9xILHyW3fQHPP6SduTG8OEihXhnVr+Zkcf6aAsXpN0iOvXYZe7In6KamwNmPpzt6LVosLOOIAIJ8O2v5GosCX2V6aYQwjx2Glwr/ABAF08xYNbwDUB6Xs3aMWIjEsEiSxtuZGDA8xccRxHCgNqgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUBjmnVBdmCjvIFaqlelS+uSXazKMJS0RBY7pxs6I2kxcIPLOt/lWn42m/pUn2RlbxtYy6KXG3iiGxPpc2ShscRf7qSN/pU1HxU39NKX/AMr7yQ6NcZLz9DTf007KG6Rz/wCnJ+op8RX/APE/GPqTuR/u8mYZ/Tbs0KxTrXYAkKEIubaC50FzxrOFWs3Z02u9epi4x5/c83xuKxe1pBPjJCkIN4oV0UDmoP8ArNye4Wq1YwJrZ2FhhFoo1W/EC7Me87yaAm58KUgEjlkcyZMjLbTLfjrfjfdwoCP9ZqSB61agNfGCOVckiq68mF/lyPfUEkBg5cTsqX1nAuWi3yQMSVYd449ze0O8XpYHvPQ3pTBtHDieE2910PtRvbVTz5g8RUAnaAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUBobaxLJESntHQE7gbHf8q5W2MXPDYfehq2lfl1+hYw1NTnZnyj0wxuPM7LtAyZj2ghPY36FADlI/OrODp4fc36NnfjrLvevia6jne0v0c241q4ay2gFASey8ODIit7zC/cP+1AehjFW0HDTSsgZMNtMo6up7SkMOOoNQCZTbkmMcQuoJkZRHluOre1gRcnsH3h5jWgPQIejGz8MqjEOhcj2pZMmY8cq5gLfM99QDY2h0Hwcqfw16okdl0Ykd2hNiP7vQHn0Wx2w85OKkjjSKVRr2usIysAqjWxBBud16kEd0iyJLdJklz3c9XoFJYm286a0QIPojtwbM2kkoNsPP/DlF+yATvtu7JIYHkWA36wD6VBoCtAUJoCtAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQGGSMMCp1BrXVpQqwcJq6ZMZOLuiD2x0WjmQqypIu/JIoYeV91cCtsOcJb+FquL5ftejLkcUmrVI3PLNudCNkiQxyhsHKdwLmMN9zrLow+6SKrvEbYw31x3l2X+2fiZ7mGno7EXN6IoX1gxht3or/VWH5VEf5JUjlVpebX3TDwSf0yIjG+ifGR3MTRTW3C5Rvkwy3/qq7R/kWFnlNOPddevka5YKotMzmNo7KxOFcddE8RB0LDsk79GHZPka7FDFUa6vSkn75aladOUPqViTwW0usIUe0eH+/Kt5iTmC2aZX6pJFaX4VBbUC5uRoKA3Oi5mw+0Ii0TN1T5nsNybmN9269Add0m6Iyz4iXHS4mMYNrSCQFmYR2GVVW2/gKEGj0ixk/W4KfZxmfD9WkcWUObNGxVlcDidL333oCD9Ju31n2hJ1ZBVAsYINwSo7VuetxfuoSjlDj7cf77qEkftfEZ0A+1+hoQyT2H6Sto4Q2WdpFG5Je2tvE9ofOqssJDWneL6sl4Zx8jNVHxz9+J6x0Q9M8OI7OJjMLCwzL2kJJsO8fKw4msd7EU/qSmuayl4PJ9z7haD0y+x6dgMbHMokidXU6gqQQflW6lXp1V8j014Ndq1RjKDjqbVbjEUAoBQCgKXoADQFaAUBq4jaEaHKWu3wqCzfhW5A7zpQi5rtj5D7MQXvkYA/JA35ipsLlC+ItcNF4dW5+vWfpQZm7g588ava2ZQ1uVxuqCTNQCgFAWk0BUCgK0BGdItgYfGwtBiYw6Hd8SngyHerd/6UB8xdOeiMuy8T1ZJKNdoZR2c6g63tucXFx3g8aPNWYNTAdK8bD7GJltyZusX5SXHyqlW2bhKv1013Kz8rG2NepHRnYbJ9KOYdXjYFdDoWjF9PtRsSCPA+VcXEfx3de/hZtPk/w176y1DG3yqIlouh+DxIbE7NkVWZGUKD/DDEXFwe1G3d9BUYTamKw9XoMZHv4+jXu4qUITjv0mcngcTiMDiIlBMLxiNTDlBZmZrS5hxW1zmGhr0lKrCrHeg7ooyi4uzJL0s9Io5TEmFlPVtnaRV7IY5rdridc3yNbCCV6FelTD4XC4TCypIFi6wSsoVg4IbLpvOrX/poDD079I/XYSBMFMY3d5WmRFCFULHq1aw+G1+fGgNTF7Ows+BTaOJdoWb+G4w4Vg73srZTuOmoHO9AectiDc2Ol9CRw4XoLkts3otjsUA0cDlTuZrIviC9rjvF6o4jaWFoO1Savy1fkbYUak9ETcfolxzkEvAu64LuT9EIvVH/APQYVu0VJ9y/LN3wdTqLto+jPHItolibcbLKc1wCNM4UXN9eemgrKO38HKVm2u1ejZDwdVIidlYrauyZM6JNEAbsGVmibxt2T4g376tb+ExTUoTW9wadpL3yat1Gu1Snk1l5Hu/o69JUO0RkYdXOouyHcRoMyniLkDuJHMXlYipQmqeI0eSksk3ya4PyfDkNxSTcOGqO9q+aRQCgFAW0BSgNfFbQVDlF3f4F1PnwUd5IoRc03MknttlX4IyR+J9GPll86kF0MKqLKAo5AW/s1INnC2vuqGBtOcIpY7lBY+QogzJs+EpFGh3qig+IAvUEmxQCgLTQFQKArQCgFAc16QOiabRwjQmyyL24n+GQA2v9k7j3HmBQHyvjcJJDI8UqFJEYqynepG8f78d9AYbUBu7H2vNhZRLA5Rhv5MOTjiP7Fq0YjD08RDcqK6811p8GZwnKDvE9Ywe2INtQGJmMGJVfdtmXmYz78Z4rvHdoa8xW+L2VU3096m/dnyfJ/tF6PR4iNtJHl3SXo5iME+WZezuSQXKOOAB4H7J1/OvRYPHUcXDepvPiuK98ynVoypu0iItVw1FSbaDzP7UBlweHllZYYw7sx7KLc3PO24eNYVKkKcXObslxJSbdkep7C6J4XZsXrW0GRpNLA9pUO8LGvvyd9tOFrXPk8VtLE7QqdBhE1Hi9G+tvgvb5HRp0IUVv1NSN2t6S55n6vDL1Ca9pgrymwuLA3UeGt+Yq7hP47Rpq9d7z5aL1fl2GqpjZPKGRy+0+kmJa6meU2J7XWSDjqNCAdRvtu4Cu1TwmHpq0IRXciq6k3q2auF6RYuM3TEzD/wBRmHyYkfSsZ4HDTVpU4+CJVWa0bOl2f6UMagtJ1Uo5suRj5oQL/wBNcyt/HsJPOF4vqd15+pvjjKi1zJzZ3TnG4vsYLZ95G7IkBZkU82ORVAHe1q0Q/jcLrfqtrla35Zm8a7ZRPe8IjKiBzmYKoY8yALnzNekKJloBQCgMWJnVFzOQo/M8ABxPcKAjZJ5JN14k/wDkb/6D6/dNTYgxPLHELAW42G8957+81INV9qngoHjrQGfZ+NLkg2uBfS+6gJPCjW/IVDBq4v8AiSInxNmP3I7H6tkH9RoCULVBJdQCgFAKAUAoBQCgPIPTN0bhxTCTDj/xaCz2sFkUDRXP+IOHyPC1DEbRoUKihJ58ertLdLBVKkHNd3WeIMChKsCGBIIOhU8R3Gryaauiq007MxMLVJBfh52Rg6MUdTdWU2IPMEVjKEZxcZK6fAlNp3R6PsP0kpInUbQiDqRlLqoYN/zI/wBV+QrzOJ2BKE+lwcrPle3g/XxL1PFprdqK5ml6H7KxVzhMWI7+6HVgPBHs48L2rGO1NoYb5cRS3uu1vNZPwDoUZ5wlYwRejHDp2p8euT7Ijj/zOzD6VlLb9eWVKg797+yQWEgs5TN1uk+zNmoUwSCaQixZSSD9+U7x3LfyrStnbQx8lLFPdjy9I+pl01GirU8374nnW29tT4yTrJ3ueAGiIOSjgPqe+vS4XCUsLDcpKy832lGpUlUd5GiWB0+v7935VZMDG2m/SgPSOhXoixWLAlxJOFhOoBF5nHcp0Qd7a91Aew9HvR1s7CAGPDq7j/8ApNaV78wW0U/dAoDqlUDQaUBWgFAKAw42fq43fflUtbnYXtQEZHAb53Od+Z3LfeEHuj6niTUkFcZPkW/HcPGpBBMxJudSaAtNATGyYMqZjvbXwHuj9fM0BJk2W3E1AMOykzF5eB7C/dQm582zeIC0YRJVBIoDlcf0keRimGsF3daRfN/yxut9o6HgCNaAj3gkPakxEpPE9Y6j5KVUeQoDNg5JFBMOJY291z1yH7xY5gPBhQE9sjbIkPVyL1ctr5b3VwN5jbiN1wdRfwJAlqAUBAdI9rlP4MZs5F2Ye4p5faPDlv5X5G1do/DR3IfU/LrL+CwvSPflovMiMHsXOl27OnZ535n+9a4GHwUqic6jtfx7ToVcUoO0Vc4bpv0Piku0pEMgGkumVhwzXsGH1H0qzhcViMHPo7by5flEVaNLEx3k7Pn6nkuNwTRMVbKw+JDmQ96t+9q9PSrxqK68Hkzj1aE6btJd/AJgH6xUItm3HgRzFHWjuOS4GUcNPpFCStcxYiPKSO8j5cKzhJSSNdWDhJrrZhIrM1lMo5CpuwXKKgFWPAbvzoDc2LsefFyiHDRtLIeC7gObMdFHeaCx756PfRTFgys+KKz4gWKi38OE/Zv7bfaO7gBvoD0qgFAKAUAoBQEfthrhE+N1+Sds+XZt51KIZbUgitqPdrcB+Z/sUBH0BmweHzuF4DVvDgPM/S9AdADQGDFuTZFNmc5QR7o95vIX87DjUAlYowqhVFgAAByAFhUEl9Ac/wBLcSxCYZL5pic1t/VrbMP6iyr4FuVARj4ZoisSgGViFUcL2vqeCqtyfDTUigJ7BbAiSxcCWT45ADY/YB0Qdw87nWgM2L2NBJqY1DcHUZXHgy6+W40BzW1MLJCQt8zA54JN2Z0BOV7bmIuDbRlLWtqAB1+FnEiK6+y6hh4MLj86AxbTxghiaQ62Gg5sTZR5kgVqr1o0abqS0RspU3UmoLicpsvCl2Mj9ok3J+Jjv8h+w4V46jF4iq61Tn77kdqtNU4qnD2ibDV094oWOJ9Ie2MCuWOdDNKtyqiRoxHmG92BsCRu0Jsd1jW6F7e2WMPTqN3g7dZ5xHhXkJAidlO4ZWfTkWygHxsK0zqQi7ppd69Tpxllabv3FZ8EyWLRuoXiUYAC1t5Fh/tSFVO6i079aDcG09LETtHZHWlcrKuZvaa+XUWFyASBe2vC9W6GJ6JNSV/uVMbhOlW9Evf0fYwf4J8Hb9VqVtvDdfh+yg9m1urxNT/8PxXXrB/DLlS5s5IReBc5dLnQDUmt/wDqdDonVztppq+rM1PBVN9QyuTWH9HEp0edFHJVZyfmVqjPb1NfRBvtaXqWY7Ll/VJHU7F9FcWhZXk75TkT8K2JHzrRLH42tlBKK987+SM/h8LS+p7zO1j6PjCxq8OVWQggKoVB5DeDuPcTVapGrh2sRvOUk8+w2wrQq3pbtos7TZ+LEsayLuYbuR3EHvBBHlXqaNWNWmpx0ZxqlN05uL4GxW0wFAKAUAoBQETiHzTnlGuX+p7M30Ef4qlEcS9msL1IISY3JNAaz0BObPw2RbH2jq3jy8Bu/wC9AbNANlR5iZj7wsncnPxY6+GXlUMIkqgkUBzkj/8A7LXhCgHiTMT/AH3UBdsNM+Jlkb3FVR4yMWf6LH8jQHQ0AoDXx2DWVCj7tCCNCCDcEHgQaAvwmHWNEjXRUVUXwUAD6CgOd6W4i7xxDgDIfE3VP+v5CvPbfrtQjSXHPwOrs2n9U32epfAuVQo4CqdNKEVFcBN70mzLmrZvGFjWhwEKu0ixIHY3Z8q5ie9t9Zuo2rNixDbe6c4TCnqyxll/wohnf5Dd52rOlTqVfoWXPRfvuuS4pfU/X32nNYr0iyHds66/bmjVvkAbfOrP+mykvma8L+gjO2lyIfGYDGtkVWwOIY2Cy26mVjwzLoCb2vv8d1a3hqtHXOPjb8/ddhvp4prX3+PszpcfKqBMHhR6xjQiq/aPVQHKAXnYbtbkLvPnVb4Gi30k7pPz7DD4ypoiX2R0bw2CgZ5m6x9ZZ53JGdgNSQDYKBoF4CsqkIVmk45LJLgvfFmEKk433Xm/FnCYvpO0mIV8rxwKcywxN1ZbL7IldTftG2bfYAgDjW2mqdP6Ul3al6WHm4WebfPRG9L6Q8YzgKcPHmOgYWA55ndwNPAeFZx+bRGuWEpwXzNt9R6DsDG9dAM88M72IdoCMgvwtcnQc7X5CsasU04tZMou8ZcjZ6KTFXlhPDtj55X+oU/1Gp2HWe7Oi/6WZ7Qgnu1FxOkrvHMFAKAUAoBQEDA9pJEJBfMXJBGqsTlPdYALb7PeKkguxb6WqSGR8goEZdm4bM2c7lNh3nifLd435UJJWgMDx9a3Ve7oZD9ngvi3HuB5ioBMioJFAKA5TpOpjxMUw95cl++NiwHmrv8AhNAbGxcRlxDg7pkDL96MtmHiVZSPuNQHR0AoBQCgPMelvSAwY2Uywv1C9WBMn8QCyBmEiKMygFjrYjWvNbUodPiPkkt5W+V5deT0fkdfCzdOj8yyd89fEntm7VhnXNDKki80YNbxtu86rTjODtJNGKaejNzNWO8TY829J3TCSORcFh2yMy5pZOKqb2Ve8gHXhp4jo4HDRq3nPRZW5v0Xm+zOJNx01OBTHxwraPjvY6sx+0eJrt6aGpI0ZttsxstyTS5Jq3kkNnuqg2Y8tL6X46eQ13VBDZ756Noo12fCURVLC7so1kYEgux4k2315+vJ9LJN8fLgu4zUclbka3T+DETmHDQsoEjbrMS2XUs9rBY0AvxzMVGmlWMFT6apueL5L9mM66w8HVaz4dpymITZsTZB61iCNGkRo1Qnjl01/LvO+vZ0f4pvQvKy6m3fy0OVP+QVk82u5EtgeiOFxcTSYTEShhoUlCHIxGgcKAbHmCRv5VzcXsKNCW5PLk73T9+JZpbdrNb1k14MhOjmGxscgniiJeGRopY0YZhlbtqwNswZbEEX3qbaV56rFUarpSfvmdj4iniaO8+7tPUcDJlxq294svzjz/moqjs2e7tCS5r8Jmuut7CX5etjr69WcYUAoBQCgI3bcnZWPjIdfuLq/kdF/qqUQzWSMKLABRyAAHyFSDA5vQgwGMsQo47zyH78B/tQEpEoAAAsALDyoSW4ibKBYZmY5VXm36AakngAaA38DherW17sTmZviY7z+gHAADhWJJsUAoBQGjtnZwniKXs2jI2/K49k944EcQSONAcdHIbmKS8UsZBB4ow9llJ9pTrY7iLg8RQHSYHpAtguItE+7MdIn5FWOgJ+FjflcakCSXGxk2EiE7rBlv8AK9AZwaAuoDg9qfz5vv8A/SteH2v/ANufd9j0WE/4YkJi+i+EmbO8K59+dbo9+eZLG/nVeltDE08ozduWq8xUo05POK+xaOii+5isYg5LiZSPkxNWFtKo/qjF/wDqvxY0PDw4X8TgfSF0Mmjfr4zLiEIGcuS8gI4nS5W1t261dnZ20ac10c7RfDgn+/ua50ms1drxf+DgVbzrtGrJmxgEu4OoAudN+guQtxYm3ChEtCSwWFlxUq4fDguWIuRewva5a4FlFhrpewsLnXVWrRpQc5f56kRGLbsj6I2Ls4YaCKBd0aBfGw315SVWbk5PVu/iWHbREftUZpnVmyZsPkDDQqrzKsjA8LBlPlXo/wCMTXTzla7STtztd28Tm7Vj/twXC7/B5v6eMHhIJ8LFhQqOkbGQIT2Rdeqza+2bOeZ0vwrs1cTWqy3qkm3705FWFKEFaKJP0YY9xiMPcEGVHjkBBBOVGYEjndFN+RNeiqSeI2Z0k9VbPvt5nFpLosXOmtP1c7fZEVsdjGX2WMV+WcRR3/y5PrXzzbMl8Urf25+J6fZyfwzv/dkb+FXNiVa+6Sw7zkYfleuVs6O9jd/rt5HSrvdw+71fk7C9evOIVFAVoBQCgIJZOsleT3R2F+6pNz5tfxCrUkCV71JDMEj27ydAOZoQZ8LDYb7k6k/t3cKGSMssoUEk2A1JoDY2bhjfrXFmIsqn3E32+8dCfIcKgIkKgkUAoBQCgNHamyopwBINR7LA2db8iOG7TceINAQbdHMQn8uVHHAOCh8yoIPkooDC+Hu0kUipcFWIBHEaEGwPgbAgg8qAm9i7VSVEUyRmULZ1VhcOuj9nfbMDQErQHEbdjtiZftZH8igX81NeM23T3cU3zS9Dv4GV6C6rowR1xeJvkZ0rbE1sxYoC65iQmoNiVsTbKSRw3j5VYhoQurU08Z0OwUxJkgVid7e9+L2vrV2hiK0coyaXvgaJtPNpXNYejrAEBerbKOAkkA+h/u55mrT2hiNFLyXoat2PLzfqdDsjYuHwq5YIkjB35RqfE7yarznKb3pO7IvwNx60syRDbewmdAwF2F1tZiHVwQ6NlBIBHHgQDwqxgMbPB4hVocCKtCNem6cuPkzyPEej7GxYtJ48P10KypLkZlBYBgzK4F99iCRfur1Nba2CrVt6MrKWbunk3rpdtdhzoYSpCG67NrLXXxsegQY+SXGyYt4csuXq4ofgFspeVrdnS4tvIJsONdTH7awODwSo0qinxbXF6pdXXcqU9m161ZylHd4X6vz3Exg7xqRe7MSzNxJOpPd4cBYcK+ZYjHVKtSU3qz09OhCMYwWiN/o/ZpkU71LSDyQqf9Yro7CW9Ws+Gf4NWPyp355fn8HX1644hcKArQCgI/bOJKJlU2dzlXu+JvIXPjbnQhmiFCIFGmg05AbhWQMTuALncKECBTfMd+4D4R+54/LhegRsA0JLtnwdaRIf5am6D4yPfP2R7vz5VDBM1BIoBQCgFAKAUBpbXx3UxlgMzEhUXdmdtw8OJPAA0BxWLZ4sQJJS7F0Ku2ViAym6hVUHKvaaw7he5NyBl2dhetMmZP4RfMmdbHUAkgHUdrMeB14UBP7IxTxyCCRiysD1TMbtdRcoxOraXIJ1sGvuBIGv0vw9mjlG43jb/Unl7Y/qFef2/Qcqcaq4ZPsZ1Nm1M3B9q/JDRmvJHTkZ0NbImpmZRW6JrZyO1Nuy4baUOHDKuHmXTMt8raiwNxZb20767eHoQxFGUlfeRqk7Wcjr0kmyuxVSsd8xDWOiBiQG0tY/FWpYGrKO9BoxdSle2fv3yIHB+kDAybp0Hc3ZP1rTPDYuGsH9zYoRejRLx7biYXEiEcwwqrKU1rF+BmqL4Fx2hGfeHzFanVvwJ6KSLGxKH3h861tpmShJcDVklV2C3Di1wQbshHMjdfyqc1G5mo2zMktaLGUSZ6IYe7SSnujXy1f80H9Jr1mwKG7TlVfHJdiObtKpmod501egOWKAUAoCAjfrpWl9xeyn3QdT/URfwC1JjqY3kub1ILALm53DcOfef0/7WEGUGhkXYXD9ef8AygdT/iEe6Ps8zx3c6gak8BUElaAUAoBQCgFAKAhOkAvJhr7s72+/1bW88uegMq4e++gMwgAFzoO+gI2N/WJY+q1jifO0vukgEZUPvE3sSNAL8bCgJraGEEsbRtuYb+RGoI7wQD5VrrUo1YOEtGZ0qjpzU1wOGCspKOLMpysO/u7iLEdxFfPsVh5UKjpy4Ho4zU4qUdGZ0NaYmDMqtW5MwaOJ9LeyjLhVmQEtC19N+VtD9bGuxsmvuVd1/wBX3Nc4uUbHLdHztU4Z4EmWOKS9+tbtaixsbEjSvRb0WzD4KSzll9zntsdEsThhmcKycXQ5gPEaEfKst5ESoSSuszu/Rv0swkGCMU0ixtGzsFbe4Y5hl5nhVLFUJzmnE1RnunNdE9v5dqpiHBMcsjix3APcAWOlxpVirGMabb4IhKUsk8z2afKzlsircKAOze4vrppfuHw15XHYmFVro+BZowlFO5Q1zWywjAwLEKouzHKo7z+g1J7ga24ajKvUVOPEylJQi5Pgdxs7CCKNYx7o38ydST3kknzr6BRpRpU1COiPPVajqTcnxNmtprOf6R7UdWEMZym2Z2FrgEkALfcTY68AO8Ecfa20XhYqMPqfki1hqKnm9DRwOz4iM0q52Ivd+2dRza9cLD4iU7yrTld6Z+0WKitlFFrwnMIoWZM3tBWOUId4ynQE66gAjU3016+yXiKknJye4ued371K+IcUrWzOgjgCqFG4C1d8qGo2DA1LaVIsarsNeXM/rQgy4LBNNq11i+TSeHEJ37z4amAkT6KAAALAaADcB3VBkVoBQCgFAKAUAoBQGttDApMuV76EMCCQysNxUjcdT5Eg6GgNAbGkGgxc1u8RE/PJb6UBeuwIz/NaSf8A5rXXzRQEP4aAlFUAWAsBoAKArQEJ0h2SZP4kY/iKLEfGvL7w4eY43HK2ps9YqF4/UtOvqLuDxXRPdl9L8jm4ZAfy5EEbwRwPdXipRcJOLVjsNcTMDROxjYq6hlKsLgixHca2xm07oxzTuc9s7otGk5Mzt1FrrYka33ORuFr616DCbQpzVqjs/I3YjF1XTSp68f0c9tmYJNLEjZogxC3OYFb8+NdByvo8i7g1v0ozmvm8DzRcIGxHVqCV63LpfRc9uHdVzesrs4NWFpyjHg2ez9LdiricNDDhVRWjdCr5bKoXf2gNfAVw44+nTlJ1He/AzWHaaehMQRSPljLB37IYqLKuUgk3OubT67q4kYOcvkXv0LcpRgrs2sWct+QNvHWwA5kmq8qbdTdjnnYiDyzOg6O7IMf8WQfxGFgPgXl948fIcLn2ey9nfCw3pfU9erqOVjMV0r3Y/SvMnK6pRFAcRte/rM9/iS3h1Mf0vm+teK29f4rPkrHVwv8AxortHEERi3wk/IbqpU4dNUp007bzSMm91SlyJjo9ggqlt5OlzvJ4k/l3AWr6BTpxpwUIKyRyG3J3Zu4vFqmm88h+vKsyCHxONLMAdWPsoupPgP14UIN/A7IJs01uYjGqjvc+8e7cO/Q0uSkTVQSKAUAoBQCgFAKAUAoBQCgFAKAUAoCG2xsMSEyR2WTjf2Xt8XI/aH1rl7Q2ZTxS3llLn6lzDYuVL5XnH7dhAAlW6uUFG5Hj4HcR3ivK1cNPDy3KytyfA6akprepu5tjDVmsNc19IPVqfDMdIYpdmK3tKp8VB/OpWHktGSq9hFsxF3Io8AB+Qp8PJ6th1nzLo9m3/mOxHJeyPpr9a208NHiYyrP+lGx1qr/BgTtfCtrgd/BB3k1bhGVT/boR7X70+5qt/XUfv8kjsvYwQiSSzSDcB7KX+G+8/aPlauxgdm08N8zzlz5dhVr4p1Pljkvv75EvXSKgoDS2ptFYVubknRVG9j+g5mq2KxVPDU9+f+TdRoyqysjicbi5JZGmIW/sFF+FdRYnUsCTvsCDwrx2Oxnxc05q2WX795HXhh1TjaJVZBIhUHTUciCRqCDuPjVKMp0ZxfFNNe+TMJRTTRuYXakoUIA1+IGUC/HU628K9tLbGDST3s3ws2zlLDVeRnw+DlkO8KOOXU/iYfpVf/VKld7uHh3vTw/Zn8Oo5zfcja2hsoQxiSPWRWD3O8kDQEm5sRdfBjWvFQqYfcxEpuTTz5WfJcDOk4yvC1kdDh5g6K66qyhh4EXFdxO6uVWrZGSpIFAKAUAoBQCgFAKAUAoBQCgFAKAUAoDFicMki5XUMvIi/wDZrGcIzW7JXRlGcoO8XYiZNgZdYZWT7LfxF+pzfWuXPZFLWk3Hq1Xgy2sY3/yRT8mWeqYpfdhccwzKfllI+taXgMRHRxfin+TLpqL5rwZbkxH+Av8A7i2qPhMT/bHxfoN+j/c/AuGFxJ9yFB3szH5BbfWslgcQ9d1eL9A6tFcW/BGVNiM382VmHwoOrXzIJb/MKsQ2ZDWpJvq0Xl6mt4q30RS7c36eRJ4XCpGuVFCjkBbzPM99dCFOMFuxVkVpzlN3k7szVmYigFAcZtuYviHvuS0a+FgzeZLf5RXjNu13PE7nCK82dvBQUaSfPMiMA3XBpYnBQmwIsVbLpfvNwRcHcBXOlTlD5JR015q5ac1ZF0kDg5wQWtbKBlDDkbk68jw8KxUo23Jafb3xRhNKSuiQwGIDAHmNDx8D30jeMt2WpoaOiwUtwLV6XB1VKCaKFWNmbWN1ibwv8tavY208JNPlfwzNVLKojD0cP/hoxyzKPBXZR9AKtYNt0IN8kYVvrZJVZNYoBQCgFAKAUAoBQCgFAKAtz0BVaArQCgFAKAUAvQCgFAKAUAoBQCgPGPSJtZpMVLgcM65nYB2Bva6qCgtuN75jwGm8m3CrYOCxM8TU0Vml1292O1hm3SiuH7Jjo1s04CJYwTKu9hxBJucvMfXx1ri1cUp1HUms3w98es3zXSZLgSc+Mib2c2YkALlN7k2A7tedVpQVVqMFm+wRjOOctDG2EeGQq9rkLLYe7mZgV7z2Lk82NbdoYOWFdPed21n3FeFWNS7joT2zn3+NW9nzsmjTXRubRxQSF2JsAp/3+l66uKq2w0lxeS78ivTjeojZ2LAUgiVtGCDN94i7fUmutRhuU4w5JIrzlvSbN2tpgKAUAoBQCgFAKAUAoBQFCaAoBQF1AKAUAoBQFDQFKAqtAVoBQCgFAKA5r0jbSnw+z55cN/MAUXtcqrMFZgOYBJ7t/CsZNpZG2hGMqiUtD572PLJh5RNkMkisHI9prb2N7EhtdSd+bzqjWgpQcZcTu3WSWSPcIMZHLEkjXiLqHAkBQkMLjLm3+VeZxWElH/kVn5dzNFNtP5M11FmHjDuAGGRWDSPcZEVSCbtuubWt334Vjs3BTqV1L+mLu3wyM69VQpu+r0XEybQxXXTtIL5bKi30JVSxzWO65ZvICstsYuOIrpQzUcvUrYam4QzN/ByAAk86xws1BNsmqrvIujviZQg/lRkM55kaqvidCR8O/wBoV18FCWKqqo/ojp1v9Giq1Sjbizp69CUC2gFAXUAoBQCgFAKAUAoChNAUAoC6gFAKAUAoBQFDQFLUBUCgK0AoBQCgFAY5UDAqQCCCCCLgg7wRQHKYf0b4COczxrIjWYBVkbIM3EDhxsPZ7q0VcNTqxcZq6ZY+Kq2tcsxHRuaO/V9teSOYmPioIRj33HhXGq7MxVL/AK1V25N/5N0cRTl9azI+XDOCM8c5I3Z0mkCnuPaUeRrk4jD7SllUUmvLyLEJ0dU0Z4UbhHKT3RS2+ZUD61ppbMxLf0MzdamuJJYXY00nt/wU8VaQ+AF1XxJPhXXwuxJXvXeXJFepjEsoHR4PCpEgRBZR+u8knUknUk769HCEYRUYqyRz5ScndmasiC0igFqAuoBQCgFAKApegIDpAzRmMRs92JFs7anS3HvrmbRrVae4qbs32dRjJmhLJOFv1hNr7mk4b7EizWsdx4Gqc6mLjHe37932drMjMkIMTaKNmzsXDE2ke+jKtlA3nW9u411sHOU6MZSebMloZfXo+Czk79GNrZrXBz2tfv41ZJLf+Ixi1xNfT3m7z8WnnbSx3a0BccYotdZrFFe4k5kixuwHw/OgNjBsshIAmWwB7TML3A3WY8xvoDa9UHxP+N/3oB6oPif8b8/GgHqg+J/xv+9APVB8T/jfl40A9UHxP+N/3oB6oPif8b8/GgHqg+J/xv8AvQD1QfE/435eNAPVB8T/AI3/AHoB6oPif8b/AL0A9UHxP+N/3oAMIPif8b/vQD1QfE/43/egHqg+J/xv+9Aa2MwLkfw5CO4s++99DfysQfKtNWNRr5Hb374Mh3MGGzk5SrXBAa0j+BIuRprfjWqnWqye64q61z8Xwy8RckPVB8T/AI35eNWyR6oPif8AG/70A9UHxP8Ajfn40A9UHxP+N/3oDRMy9ZktL7WXNnNr5R9q/EcKq/FLpOj3Xra+VtL87+RFy9pode3JoLntS6CwP5a/OrRJfA8TtlV3JsTbNINLjn4gUBseqD4n/G/70A9UHxP+N/3oB6oPif8AG/70A9UHN/xv+9ARPSguphkVScjFjoSB7JF7bhoa5W099OFSKvuu/wBjGRBNtFdQiklhl1AuAFsBoTmIsOA46amuY8VHNU4u7y8rLtt3eZjcmoosQsMARhHYNmDkDXOpFwVJIy5xYWPaGo3jvYKDhQjGSs7Ga0Lmlxo0zYb/ADD3eV91z9O+rRJSZ8adBJB7tiND7S333GozigL1kxlx28ORmF99wml7a773+VAXvNiydGgAu3Emw9zxNt/ffhQG7s+V8g65oy/NDYbhfeed/kKA2hMvxD5igHXL8Q+YoCokBNri/iKAuoBQCgFAKAUAoBQCgFAKAsEYvmtr/f7D5VjuLe3uIL6yAoBQCgIRpo/Wf5S5s4XNftXyjW1u+uY50/ibbive1756GPE3fX017LXANxlN7Wvv3HTvrpmQXaMfJgbX9gjhfl3UBc+0UF75hYkeyTuP2b0A/wCJJ9rl7DftQF3/ABBNPa1t7rcbb9O+gNqgFAYY8JGrFlRQx3kAAmsI0oRbkkrsWMrKDvAPjWYLOoX4V+QoB1C/CvyFAOpX4R8hQAYdBuVfkKAdQvwj5CgKerp8K/IeFAPV0+FfkKAuES77C/gKAvoBQCgFAKAUAoBQCgFAKAUAoBQCgFAY+oTNmyrm52F/nWO5G97ZgyVkBQCgFAKAUB//2Q==","cat2v4":"400","cat2q5":"¿ CUÁNTO ES ?8 X 6","cat2qmediaimage5":"","cat2a5":"La respuesta correcta es:48Habéis ganado 50 puntos.","cat2amediaimage5":"","cat2v5":"500","cattitle-3":"C","cat3q1":"¿ CUÁNTO ES ?40 X 50","cat3qmediaimage1":"","cat3a1":"La respuesta correcta es:2000Habéis ganado 30 puntos.","cat3amediaimage1":"","cat3v1":"100","cat3q2":"¿ CUÁNTO ES ?7 X 9","cat3qmediaimage2":"","cat3a2":"La respuesta correcta es:63Habéis ganado 50 puntos.","cat3amediaimage2":"","cat3v2":"200","cat3q3":"¿ CUÁNTO ES ?10 X 8","cat3qmediaimage3":"","cat3a3":"La respuesta correcta es:80Habéis ganado 10 puntos.Ganáis un comodín para no contestar.","cat3amediaimage3":"https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQxM-mzym4MenXofFr-Ex1IFvAVlO1TNJI3IJJH2YIZlyzCnUb8","cat3v3":"300","cat3q4":"¿ CUÁNTO ES ?4 X 6","cat3qmediaimage4":"","cat3a4":"La respuesta correcta es:24Habéis ganado 20 puntos.","cat3amediaimage4":"","cat3v4":"400","cat3q5":"¿ CUÁNTO ES ?50 X 60","cat3qmediaimage5":"","cat3a5":"La respuesta correcta es:3000Habéis ganado 30 puntos.","cat3amediaimage5":"","cat3v5":"500","cattitle-4":"D","cat4q1":"¿ CUÁNTO ES ?7 X 8","cat4qmediaimage1":"","cat4a1":"La respuesta correcta es:56Habéis ganado 50 puntos.","cat4amediaimage1":"","cat4v1":"100","cat4q2":"¿ CUÁNTO ES ?11 X 5","cat4qmediaimage2":"","cat4a2":"La respuesta correcta es:55Habéis ganado 10 puntos.Ganáis un comodín para no contestar.","cat4amediaimage2":"https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQxM-mzym4MenXofFr-Ex1IFvAVlO1TNJI3IJJH2YIZlyzCnUb8","cat4v2":"200","cat4q3":"¿ CUÁNTO ES ?9 X 6","cat4qmediaimage3":"","cat4a3":"La respuesta correcta es:54Habéis ganado 40 puntos.","cat4amediaimage3":"","cat4v3":"300","cat4q4":"¿ CUÁNTO ES ?7 X 6","cat4qmediaimage4":"","cat4a4":"La respuesta correcta es:42Habéis ganado 40 puntos.","cat4amediaimage4":"","cat4v4":"400","cat4q5":"¿ CUÁNTO ES ?5 X 8","cat4qmediaimage5":"","cat4a5":"La respuesta correcta es:40Habéis ganado 20 puntos.","cat4amediaimage5":"","cat4v5":"500","cattitle-5":"E","cat5q1":"¿ CUÁNTO ES ?11 X 4","cat5qmediaimage1":"","cat5a1":"La respuesta correcta es:44Habéis ganado 10 puntos.Ganáis un rebote ahora mismo.","cat5amediaimage1":"data:image/jpeg;base64,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","cat5v1":"100","cat5q2":"¿ CUÁNTO ES ?9 X 7","cat5qmediaimage2":"","cat5a2":"La respuesta correcta es:63Habéis ganado 50 puntos.","cat5amediaimage2":"","cat5v2":"200","cat5q3":"¿ CUÁNTO ES ?8 X 4","cat5qmediaimage3":"","cat5a3":"La respuesta correcta es:32Habéis ganado 30 puntos.","cat5amediaimage3":"","cat5v3":"300","cat5q4":"¿ CUÁNTO ES ?8 X 7","cat5qmediaimage4":"","cat5a4":"La respuesta correcta es:56Habéis ganado 50 puntos.","cat5amediaimage4":"","cat5v4":"400","cat5q5":"¿ CUÁNTO ES ?3 X 9","cat5qmediaimage5":"","cat5a5":"La respuesta correcta es:27Habéis ganado 20 puntos.","cat5amediaimage5":"","cat5v5":"500","cattitle-6":"F","cat6q1":"¿ CUÁNTO ES ?11 X 3","cat6qmediaimage1":"","cat6a1":"La respuesta correcta es:33Habéis ganado 10 puntos.Ganáis una vida extra.","cat6amediaimage1":"data:image/jpeg;base64,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","cat6v1":"100","cat6q2":"¿ CUÁNTO ES ?60 X 70","cat6qmediaimage2":"","cat6a2":"La respuesta correcta es:4200Habéis ganado 40 puntos.","cat6amediaimage2":"","cat6v2":"200","cat6q3":"¿ CUÁNTO ES ?3 X 8","cat6qmediaimage3":"","cat6a3":"La respuesta correcta es:24Habéis ganado 30 puntos.","cat6amediaimage3":"","cat6v3":"300","cat6q4":"¿ CUÁNTO ES ?4 X 9","cat6qmediaimage4":"","cat6a4":"La respuesta correcta es:36Habéis ganado 20 puntos.","cat6amediaimage4":"","cat6v4":"400","cat6q5":"¿ CUÁNTO ES ?70 X 80","cat6qmediaimage5":"","cat6a5":"La respuesta correcta es:5600Habéis ganado 40 puntos.","cat6amediaimage5":"","cat6v5":"500","board-notes":"","board-custom-background":"https://s3.amazonaws.com/flipquiz-site/custom-board-options/background-presets/fq-custom-bg-preset-colorbomb.jpg","board-custom-color-main":"#ff851b","board-custom-color-sec":"#eeeeee"}

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