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aprender mais? Acesse nosso kit completo de estudos com muito mais conteúdo: http://goo.gl/dlDEmd...","preview":{"posterSrc":"//avatars.mds.yandex.net/get-vthumb/4608893/4e65217dbf3920d153e558167fb08d1c/564x318_1","videoSrc":"https://video-preview.s3.yandex.net/14rcRgEAAAA.mp4","videoType":"video/mp4"},"target":"_self","position":"12","reqid":"1769836467942934-17088373552141836745-balancer-l7leveler-kubr-yp-klg-114-BAL","summary":{"fullTextUrl":"/int_search_summary?data=http%3A%2F%2Fwww.youtube.com%2Fwatch%3Fv%3DE1321KCF_Uk","linkTemplate":"/video/preview/8307278278015515582?parent-reqid=1769836467942934-17088373552141836745-balancer-l7leveler-kubr-yp-klg-114-BAL&text=SIMETRIA&t=%%timestamp%%&ask_summarization=1"},"isAdultDoc":false,"relatedParams":{"text":"Simetria - Matemática","related_orig_text":"SIMETRIA","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"SIMETRIA\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=E1321KCF_Uk\",\"src\":\"serp\",\"rvb\":\"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_AUA9QILAAIE_gH1EvT8-P39APoG__UCBP4A-PYEAAsAAADxAvj-AQAAAPwCAwT2_gEADQD9A_sAAAAS-QL_9wAAABP9_fz-AQAA9v4DBAMAAAAK9gEGAAAAAPoN_Pv_AAAAABH9_wEAAAAC__L8AAAAACAALXGG3js4E0AJSE5QAiqEAhAAGvABTw7U_djxBQHB9-b_0__WAOwbRP9J6Qb_rfobAe3S8QHXL-L_DBQdAAnx7_-B8v8CCun7_kAH1v9L4DIAAhYJAPsg9wE26BMAEeP-APHz6_4cKgP_-OYRAB8V-P0XCwz_EgoFACAF5wDb9RADCxUjAAsP4QEK6fH_9vgNBhb7FwA__A3-Dwvt_RkM8P_l2u398hEJ_SU18_7iIQb2EfcC-wHwDQLtEPECCw8G_8L2-wY94AwBINQI_t0J5f8YJPsF_c3rBNLWBAMSAgMDKOj3APnPDAYUWAcA9OT3BgrgC_zZ_xYF6iYJ8Bq1C__m9QHzIAAtykQYOzgTQAlIYVACKnMQABpgBeoADNv9sw5uLQDa1usU67H1kT-r3v_55v8LGu8WDiXzAPw1ACYIJ_OZAAAAFOgXL_AA5X_QpRImFh4qyabdENd96_rt76YVRo77-O5jIwo57AM8APPEtj7h9hP_NyIsIAAt7SMNOzgTQAlIb1ACKq8GEAwaoAYAAOBAAAAMQgAAiEIAAOjBAACgQQAAgkIAAPBBAADwwQAANMIAACjCAABEwgAAMEEAADBBAAC4QQAAsMEAABBCAAAYQgAAoMEAAMDBAAC4wQAAsEIAALDBAAAIQgAAhEIAAORCAABQQQAA6MEAADRCAABAQgAAsMEAACDBAABQQQAALMIAAEDAAAAEwgAAWMIAAMBCAAAMQgAAUMEAAOjBAABQQQAA4EEAAPhBAADwQQAAdMIAAADAAACQQQAAoEAAAGxCAADgQQAACMIAAPDBAAB0wgAAgL8AAERCAADgQQAAHMIAAIzCAAAMwgAAeEIAABhCAAAIwgAAgD8AAAzCAADAwAAAAEIAAPDBAAAwQQAAiEEAAHBBAACoQQAACEIAAMBAAABQwQAAYEEAAGBBAACcwgAAJMIAAAxCAABkQgAA-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-AACCPgAA-D0AAAS-AACGPgAAVL4AAAG_AAD4vQAAXD4AAHA9AABsvgAAmD0AABQ-AACovQAAiL0AAEw-AAAQvQAALD4AAMo-AAB_PwAAiD0AAKi9AABMPgAAJD4AAFA9AADovQAAoLwAADQ-AACIPQAAoLwAANi9AAAEvgAAcD0AAIA7AAAEvgAAgLsAAFS-AABcvgAATL4AAJq-AABAPAAAND4AAJi9AABMvgAAir4AAJi9AADgvAAA-L0AAIi9AAD4vQAAgLsAAEw-AAAUPgAAjr4AAOA8AAAzPwAAgDsAADw-AAB8PgAAmD0AABQ-AAAUPgAAED0gADgTQAlIfFABKo8CEAEagAIAALi9AAAwPQAAQDwAABW_AAC4vQAAMD0AADQ-AAAQvQAAmL0AALo-AAD4PQAA2L0AAGQ-AADIvQAAqL0AAFC9AAAQPQAART8AAFS-AACGPgAAQLwAAHC9AAAwPQAAiL0AABQ-AAAwvQAAiD0AAFQ-AACIPQAAEL0AABA9AABAPAAAoDwAALi9AADYPQAAHL4AAKg9AACGPgAA6L0AADC9AAC-PgAARL4AAIi9AAAsvgAAmL0AAGS-AAB_vwAARD4AANi9AABkPgAATD4AAPg9AAC4PQAAiD0AABC9AACAOwAAuL0AAKI-AADIvQAAML0AANg9AADgPAAAHD4AAIA7IAA4E0AJSHxQATAJOAFKAGAAaAA,\"}","related_url":"http://www.youtube.com/watch?v=E1321KCF_Uk","parent-reqid":"1769836467942934-17088373552141836745-balancer-l7leveler-kubr-yp-klg-114-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":450,"cheight":360,"cratio":1.25,"dups":["8307278278015515582"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"videoContentId":"878133297"},"6529510084753037731":{"videoId":"6529510084753037731","docid":"34-7-13-Z04D2C268B7194F3A","description":"Esse vídeo explica o que é simetria, mostra imagens simétricas. Apresenta a classificação de simetria axial, prefeita, bilateral e radial. E também explica o que assimetria. Link do vídeo...","preview":{"posterSrc":"//avatars.mds.yandex.net/get-vthumb/3472998/1a5c78c4715245312de02bba86e6ed32/564x318_1","videoSrc":"https://video-preview.s3.yandex.net/S-dQ4gEAAAA.mp4","videoType":"video/mp4"},"target":"_self","position":"13","reqid":"1769836467942934-17088373552141836745-balancer-l7leveler-kubr-yp-klg-114-BAL","summary":{"fullTextUrl":"/int_search_summary?data=http%3A%2F%2Fwww.youtube.com%2Fwatch%3Fv%3DvxMldsqeRuI","linkTemplate":"/video/preview/6529510084753037731?parent-reqid=1769836467942934-17088373552141836745-balancer-l7leveler-kubr-yp-klg-114-BAL&text=SIMETRIA&t=%%timestamp%%&ask_summarization=1"},"isAdultDoc":false,"relatedParams":{"text":"Simetria","related_orig_text":"SIMETRIA","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"SIMETRIA\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=vxMldsqeRuI\",\"src\":\"serp\",\"rvb\":\"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_E6wBggQkAYAEKyqLARABGniB7gH5_fwFAPgHBQgABv0C9RL0_Pj9_QD6Bv_1AgT-APn7_wUFAAAA-gPyCAcAAAD9BgH7-v4AAAj_BAQEAAAADPcIAvsAAAAS-gb1_wEAAPb-AwQDAAAAAvcFBgAAAAD0C_j0AAAAAPgZ9_4AAAAAAPX0_wAAAAAgAC1xht47OBNACUhOUAIqhAIQABrwAW_f6gADAPAC0QLrAYH1FPzLGxEAC_vaAL86BgDd_QQBDfDXAMTf7f9IyuwBtgQjATcU8gA_7jAANw4V_yz14wD33TcAMs8OAQXnEwH_9NT_D_kj_xEH9QAl9v0A9dX-_0AtHP8CBff-GtQFAzQLKADq5_cB8ub2_t7b-AL43OkCBOEQAQ0S_f7W_wQB6wciAeIDHPgoDvEE9cMLAQ4f4_8G8vz5FArmAx_HCwAB2ib9ABfw9gnpE_UFIPgE3xUD_hDhBQLODvYECykS-gvf_woB_QH_GCH_BhP8Bg0bCwL_CQboAer2EvUC8QkT6v4O_CAALbnXJDs4E0AJSGFQAirPBxAAGsAHqiebvmJrFTyDvOS7wTvZvVMWvz1XYnk8XktovpGEGD2gdH08eqchvAZmRb3OhqG8irm6vRAsHb0tVMg8f9roPXkjcztljmW8NXk6vg6rkTtKfkQ8Yh0eO4K_qb2nJCm7CYf-PX39ej04uBm9nzsBPo-UKD07GLE8RtgmPBwfkLs4LI08SFAcvn02PDxQAYu8GFuQPoZCH70LUfA64A4UPuH3BT0ECtA812gZPZwfNb0MkfQ7eraova7iw7spi-s7CVRPPqaWcj0FiIK7aJwBPY4CBL3OZ6U8QKR_vXDQ3r3D1Na8DRHBvEWnrb2_uJY7fQQePpQ0ij25bzU8xMyOvTaR2T1o7Ca87IbtPYz3gz1yW5E7gDTWO3UZArtHy4E8onbkPAJrwD2IUlY8fqzLPexuebxUVYm7yqfnvV_4Nz1mB6Y6pKjDPTKVib1FRFY8pNQSPM5Csbzej9u8yD_zvMWHo7ylzq08IeYCvvarKr3yMKO88RL8PcAonL2tKGu7NJyyPR2s3z39B0O7RYDzPbxhtr17Lx07wZCVPT-xub3DR-U6KCwMvV2SnrwRfwE8Kr6rPA0CBj0PF-873qwBPSzSmb2m9Iq7R1ToPMwoNr0qhQi8fl6nvMG3X70paIc7v6jTPOqlEz1QS9o7NcIRPblo7btE5JG7ajViO0GsmD3tUDw6MQRFPS9nHbt67G06sdWKPI2hNbtGmUu7d3ZDPIYKhDxRwqe6gBvYPGhvtb10O0a5neqavJBDDj00XTq7JAOnuxcno7xb1-Q6ZmFUPbfxhz1K3LE57InOPRWIYz0W3ya5IojzPLWeq7yyxhQ5rFULvtC-bT0ICQa5g_cFvolpFb0MxZK5olRsvfJf4DwLoJQ5E6SNvUWXuzswtGQ5DdJiPVMlCDtcLbK5T6IQuwl8z7xor8w4GXiZvZf63LsZQpm4tLDlu9t7Ir2AHPA4YWZpvDWtPj0A7om4ten-vGWEnDzXJoC4KfSwvHrQkj3ROUq3Wz1Mu7s0tDzLtZm4KIRJPfDE7L1Pp2E4FRSQPHPlgr2P6Xw4XsKsvV8rfDxS9SM47CWXvQObzrxEeBE4wATOPfx4vzvta54449EcvaXl9jyfLPe0PVusvJEhDL16rEA49wEoPnBh3b3xZ7-5XEkBvcre0r0XIgS5hEUFvi25Bb2ECpe4_wViPe5D-bxbEY63HeMMPGdG371pUBK4-gf2PNngjjt9jSM4JxEhPV44Zj2246u4LvjZPDxb0bxfhCg3CGSCO9YsYb0o6Fy4IAA4E0AJSG1QASpzEAAaYBr_ACf8E7HeSwLo3-7rHwXTHq0jrwL__w0A7R7fIxwf-AsgKwAwEBAOsAAAABfk8xDaAAVq5_T-CMQoHe7QxwXwf_by6QG19i27AcIBQib5Pew0SgAN0rMd6tUNDSMnCyAALZXhKDs4E0AJSG9QAiqvBhAMGqAGAACAQQAAHEIAAABBAADAQQAAkMEAAABBAAAwQgAAEMIAAIDAAABgQQAAOEIAAADAAACowgAAUEEAAChCAADAwAAAMEEAAHDBAADAQQAAiEEAAPBBAAAIwgAAAEEAAIRCAABQQQAA8MEAACjCAADIwQAAnkIAAFBCAAD4wQAAgEAAAEDBAACAwQAA-MEAAARCAAC4QQAATEIAAHRCAAAQwQAAgL8AALZCAAB8QgAAgMAAALBBAAAwQgAAQMAAALBBAADYQQAAbEIAAIRCAADAwQAADMIAAKBBAADgQQAAgD8AAOjBAAAowgAAoMAAABBCAABAQQAAoEEAAMDBAADAQAAAEMIAAPjBAACIQQAArsIAADBBAACIQQAATEIAAHBCAAA0wgAAEEIAAHDBAACowgAA-MEAAEDAAACEwgAAQEAAAOjBAAAgQQAAQMAAAFxCAABYwgAAgkIAAODBAACsQgAAqMEAAAAAAADgQQAAREIAAGzCAADmwgAAmEEAAFzCAAAMwgAAGEIAAGBBAACoQgAAAMAAAHxCAACAQAAAQMIAAEjCAACqQgAAQMEAAJBBAAAMwgAAkEIAABDBAABEwgAAmEEAAADBAAAUQgAA-MEAADDBAADawgAAgEEAABTCAACgQAAAZEIAAOjBAACawgAAiEEAAAjCAABQwgAAuMEAAHTCAAAwwQAAQEAAAExCAACmwgAA-EEAAIDAAABAQAAA4EAAAJrCAACEwgAAZMIAAAAAAAAoQgAASEIAAIDBAADwQQAAqkIAAATCAADwQQAA4EAAACBBAAAUwgAAgD8AAKDAAABQwgAAAAAAAIDAAAAQwQAAcMEAABjCAAAEQgAAlsIAACDBAAAAwgAAoMAAAGDBAACgQQAAOEIAAKjBAACgQAAAoMEAAEBBAAAgwQAAgMAAAHTCAAD4wQAAQMEAAFxCAADIwQAA2EEAANhCAABwwQAAisIAAIBAAAAQwQAAsEEAAAjCAACgwQAAAMIAAOBAAADYQQAAPMIAAIjCAACwQQAAMMEAAMjBAABUQgAAVMIAALBBAAAowgAA0MEgADgTQAlIdVABKo8CEAAagAIAANi9AAAsvgAAfD4AAIA7AAAUvgAAPD4AAAS-AADyvgAAUD0AAJg9AABUPgAAiL0AAPg9AAAEPgAAML0AADC9AABEPgAAmL0AAEw-AACSPgAAfz8AAKC8AADgPAAAbD4AAAQ-AACgPAAABL4AAJi9AACKPgAAcD0AAEC8AADIPQAAHL4AAKC8AABQPQAAPL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