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how to play 3x (\"three-by\")? Look no further. These are the Official Rules to the Game of 3x.","preview":{"posterSrc":"//avatars.mds.yandex.net/get-video_frame/1387458/1c6660257312898345a72af6f2da4dbd/564x318_1","videoSrc":"https://video-preview.s3.yandex.net/MY06WQAAAAA.mp4","videoType":"video/mp4"},"target":"_self","position":"9","reqid":"1769561452199619-12450647867796170334-balancer-l7leveler-kubr-yp-klg-259-BAL","isAdultDoc":false,"relatedParams":{"text":"3x ~ Official Rules of the Game!","related_orig_text":"3X","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"3X\",\"url\":\"http:\\/\\/vimeo.com\\/31108120\",\"src\":\"serp\",\"rvb\":\"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_z-AgDx9wIIAwT-AeIE-gX8AQEA2vwDBgr5AwD99gcDAgAAAAwPCQMEAAAA-vv4-gL-AAAPBgv8BQAAAAEJ_gX_AAAACfIECf8BAAD2__wNBP8AAP79CgH_AAAABQoF_wAAAAD8EfX1AQAAAPr08QgAAAAAIAAtWiDYOzgTQAlITlACKoQCEAAa8AF_-Q0DuvkO_RMD-gAkBxAA193vAPr3_gAkCfEBHNgFAb0lDAG98gb_RiAXAdoLCAAq_REA1Oj_ANf3AgH85_sAARYPARwi9AEoAgYAIwf2_w_0Ev7m5O4BCvkHAi0PBgHkEv7-Lw3__-4KBQLz8zgCCgYjAxgC7wIb6gH_CyMJ_NkZDvskAfD_ChwP__7u9__k9_EF_NoB-dgo5gMcAyf8_wsEAwAM9wT68fcL5cMIAAv38PgEESMDHNHw-voVDgH8-A0BNAv8ARHr_Aj38_UM9A398-bv___eARAH79UA8wsWBPIURQMB8OoXAx0TFP0gAC1mszg7OBNACUhhUAIqzwcQABrAB2Zrxb5-c3-8I036u1rIrTwz3EA9nmKVvHgpZb73JCu90oS3vL7UlTsg8xw9AYQ0PH-DFr6iC2o7IVAHPbg6AL5xLu65kVOqO9ISUD27geG7TkIJPbeyJL4pFcM8RNBivJwaoD793da8PNo4vJrBqTsT-Ym7fQHiO78Ptz6zZVQ8-tQxvOt_rzwKvmk8GXHBPFrfNj3p2528U5HKPLxa7j1AY0u8KwGnPHxynjxQj0i9xqfAPBaSYr0RXnW7PvTTvIB-3z0BYoy9F-UEPGQqs71BPjK8OsY6PB61gz3-2P88iR6-u236iL2Ychk9oMaYPFYeLr1WPUq95d6yuxR7WL5Ztwu9JUgbvF2KCjwkgBs9Ls2IvAXktj2Msd08A7NCvKJ25DwCa8A9iFJWPF6-ULzdyqe9SSe3vPEB57lpSrw82soHvLfuSjoC8R08tL8avCJEAz1FgFO8RN_dvNlTzL29j3488HSCvLJSGDwCCQ892by_O4Lm070hkw68jyWDOnjg0rwmxz29CNiYvJBdMzwibWM935XyOk9dyT2cG069Im85vP6bN735qaW9z7FuO2NeRzykUDs9-a89uxwhSL2v3IE8SMCNu0c2rL2P7Zs9GVHBummoUT2nvuK8wkLWujSakT2cRdY7Js5lPJbP0j1QxY281zGuO8xslr3zSpO9B_9cNz8IPL0rFr-8O-9Wu5CD0j1GlFs91RwUuMysLz3FvbO9uqHGOmbJcj3ogRQ90IedO1sekD04LgI889Qzuk8jHT6VuA69DXvSOBx6Cz3ixhI8TS8ourMIhT2k_ES9foADudo_6jwJRu-8cm1qug8KyrwSDTe9DHufOGpQTz0TfBM8lEsSuboQm72VJ8C9DtEfOcy1KD3Jn7k9ZSKVuLHRo71BpYA9hKO1uGAi3ryrPa67d8dRudTjCD1fPTO98WvLuC1zPz0A-HG9nIObuEGUeTwiwp66yj9MN98DDz3AsDy90KATuK1APjz8BZa7aPKZOGTk0TzFD4Q93qL-t4NxSzxjeXy9Q8vyN4aXO7zdWss8SNBuuLRaYD1EGB-9dJJtOIcsN73emza7HWiON5xIVT1PLZE83qmcOMkiKLxI_ya905pNtrCyMT02-bW7NcDzNmKfQL2EQmm95H6YOPZUWL1_wW68VLJTt36K4z3x8MM8aDQhuDBXlb1c_3O93ZJDN9MziD2FC_m8QHokuEXLqz0RyAW9lm54ODwp-rtVKm094DKNuKtwFbwMcwK-ysoct45bzDxwP6C8MSS8NyAAOBNACUhtUAEqcxAAGmArGwAF6zsH_t4d4B3XAuQsBuH63q4H_zbkAOMI9BIKDOG-9QoAC70L87cAAAD4IuX8DwD2Wino8_XdG-gM7xsa8H_YNPrjGQwLMtMB6xgsx_voLTwAwknM49vfJCoUQB8gAC27bzc7OBNACUhvUAIqjwIQABqAAgAAED0AAL6-AACgPAAAbD4AABy-AAAcPgAAoDwAALK-AACyvgAAEL0AAEy-AACuvgAAwr4AAIK-AAA0vgAA4DwAABA9AACYvQAAtj4AAGw-AAB_PwAAuD0AAIC7AACYPQAABL4AAGy-AAAcvgAAuL0AANg9AACYPQAAVD4AADA9AAA8vgAA6L0AANi9AAAkvgAAQDwAAKK-AAALvwAADD4AAPg9AAD-vgAA2D0AAOC8AACAuwAAuL0AAHC9AAAwPQAAyD0AALi9AACqvgAALL4AABC9AACAuwAAFL4AAPg9AAAtPwAAyD0AAAy-AADgPAAAZL4AAHQ-AAAQvQAAFL4gADgTQAlIfFABKo8CEAEagAIAAKK-AAD4vQAAuD0AACm_AAAsPgAA2L0AAIq-AACIvQAAJD4AAPi9AAB8vgAAgLsAAFw-AAAMvgAAUL0AAKA8AAC4PQAAaz8AAFA9AACiPgAAML0AADC9AACoPQAA4LwAAKA8AAAcvgAAPD4AAEA8AAAEPgAAPD4AAOg9AAAwPQAAFD4AAIo-AACiPgAAqL0AAOC8AAAQPQAAZL4AADw-AABEPgAAyL0AAMi9AACgvAAAmr4AAFy-AAB_vwAA-D0AAIq-AADIvQAAuD0AAIi9AADoPQAAiD0AAJg9AAAEPgAAEL0AANg9AABAvAAARL4AAOi9AAAUvgAAPL4AAAy-IAA4E0AJSHxQATAJOAFKAGAAaAA,\"}","related_url":"http://vimeo.com/31108120","parent-reqid":"1769561452199619-12450647867796170334-balancer-l7leveler-kubr-yp-klg-259-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":640,"cheight":360,"cratio":1.77777,"dups":["11370041212212302457"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"vimeo.com","hasTranslation":true,"contentTypeId":null,"censored":false,"videoContentId":"1017269912"},"16210079188012343755":{"videoId":"16210079188012343755","docid":"34-5-1-Z7BA14FD3E34137B9","description":"How do we solve the cubic equation x^3-3x^2+3x+3=0? Notice the left side is almost a perfect cube polynomial, so what can we do:? 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