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Bonus content: two more complicated limit problems.","preview":{"posterSrc":"//avatars.mds.yandex.net/get-vthumb/3789497/977f356b8f17de2ae90c2ce31cc0042b/564x318_1","videoSrc":"https://video-preview.s3.yandex.net/BTd7GgEAAAA.mp4","videoType":"video/mp4"},"target":"_self","position":"6","reqid":"1769441190617152-2102877997805999085-balancer-l7leveler-kubr-yp-klg-49-BAL","summary":{"fullTextUrl":"/int_search_summary?data=http%3A%2F%2Fwww.youtube.com%2Fwatch%3Fv%3D-RA5Xgq4JXk","linkTemplate":"/video/preview/9806263485995547222?parent-reqid=1769441190617152-2102877997805999085-balancer-l7leveler-kubr-yp-klg-49-BAL&text=Equitable+Equations&t=%%timestamp%%&ask_summarization=1"},"isAdultDoc":false,"relatedParams":{"text":"Limits of Exponential Functions","related_orig_text":"Equitable Equations","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Equitable Equations\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=-RA5Xgq4JXk\",\"src\":\"serp\",\"rvb\":\"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_MHAAAAFP4FCQkL_QMLAO8B9v__AO0E_PgFAAAA3ggRAAL_AAD6CPoQAgAAAPb--wj0_wEAAw4FBvgAAAAK_gkEAwAAABcJ9gj-AQAA8QT6_QMAAAALA-0BAAAAAPUICAP__wAABAT8BwAAAAAM_v4BAAAAACAALZpM1Ds4E0AJSE5QAiqEAhAAGvABf_T_AN336AHI9tQAwhje_4UKLP8eJ-AAuwX9AKcUyf7sG_YA5S7nABr4H_-0Kvj_NNXQ__nOAgAiv_b_J-EeAAEcFAEV2wQCJg4NAAzv_P7LIh3-_OUCANnI4f8rOvP-Hd4E_uX72APtA8ECD_4_AfsaJ_893wgF8cQI_-kHF_3j9tf9BRj9BQvfD_jXGyEC_Pn2Be8dDvjSBuQC9vr2_f3qJgUEGuMFNBcTBQYG9Ane6-4FChzz_Qv1DALk-gf45u8Z-NblAPgS7_3_AfgW9Or4_f4U3vkK5OESAPPz-v3t3QD21_72BeYQBxbl9QHyIAAtpDcROzgTQAlIYVACKnMQABpgKP0AGQEt5gPoS9gY2ufgvNoW7SuvIv8gzf_5FOEK3ALoxAoNAAX5OeanAAAAIgvkC_EA2XkD694v8hL2q6z_Ij5jDh4z5e4H-4HQFi8c1OHz5A8mAOr0nScrBbwYOC8NIAAt4xQgOzgTQAlIb1ACKq8GEAwaoAYAAPhBAAAEwgAAlEIAAADBAAAMwgAAQMEAACBBAABEwgAAvsIAAKDBAABwQQAApkIAABzCAACAPwAAhEIAABTCAACAQQAA8MEAADTCAAAkwgAAgL8AAAzCAABgwQAAmEIAAChCAADQQQAAbMIAABDCAAB0QgAAeEIAALhBAACQQgAAKMIAAEBBAAAgwQAA4MAAAAjCAADIQgAAgD8AAATCAACowgAAoEAAAJBBAADoQQAAEMEAAIhBAADAQQAA0MEAAAhCAAAAQAAAAMAAABhCAABsQgAAgMAAAEDAAACgwAAAUMEAAIC_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-EEAACTCAACgQQAAQEAAAKBAAAA8wgAA0sIAAKBAAABkQgAA0MEAAGBBAABAQgAAUEIAAFjCAABEQgAAHEIAAGDBAABAQAAAwMEAABjCAAAwQgAAyEEAAOjBAAA0QgAAAMAAAABAAABcwgAAEEEAAODAAAAEQgAA2MEAAIDAAABAwAAAgL8AAKzCAAAgQSAAOBNACUh1UAEqjwIQABqAAgAAuD0AAES-AAC4PQAAyL0AAIg9AAALPwAAuD0AAAO_AACYvQAAiD0AABQ-AACOvgAAPD4AABw-AACovQAAcL0AAKA8AAAQPQAAMD0AANY-AAB_PwAAQDwAAIC7AABAvAAAtr4AAJi9AADYPQAAUD0AAOC8AABEPgAAdD4AAIC7AACOvgAAcD0AAFw-AAAsvgAAND4AAIi9AACivgAAgDsAAKa-AABEvgAAuD0AAAy-AAA8PgAAiL0AAHC9AAAEvgAAQDwAAI6-AADgvAAAUL0AAHQ-AAB0PgAAmD0AAOA8AAAvPwAA-L0AADQ-AACOPgAAED0AAEA8AABwPQAA4LwgADgTQAlIfFABKo8CEAEagAIAABA9AACovQAAFL4AAEG_AAAQPQAAmD0AAPY-AAAMvgAABL4AANg9AACmPgAAQDwAAIC7AABUvgAALD4AAIC7AADoPQAAOz8AAJi9AADSPgAAVL4AAHC9AACYPQAADL4AAKi9AACIvQAAuL0AAOC8AAA0PgAAQDwAALg9AADgPAAAwr4AANi9AAB0PgAAiD0AAIC7AABQvQAAkr4AABy-AABEPgAAyD0AABS-AAA8PgAAdL4AAL4-AAB_vwAAqr4AAKC8AADYvQAAMD0AAHQ-AADYPQAAoDwAAIi9AACYPQAAQLwAALi9AAA0PgAAbL4AANg9AAAMPgAAQDwAAFy-IAA4E0AJSHxQATAJOAFKAGAAaAA,\"}","related_url":"http://www.youtube.com/watch?v=-RA5Xgq4JXk","parent-reqid":"1769441190617152-2102877997805999085-balancer-l7leveler-kubr-yp-klg-49-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1152,"cheight":720,"cratio":1.6,"dups":["9806263485995547222"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"videoContentId":"1478466060"},"2476242408980651312":{"videoId":"2476242408980651312","docid":"34-7-2-Z610A33E75D863E59","description":"What can the second derivative f''(x) tell us about the graph of a function f(x)? 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