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注意喚起 たかり屋という恐喝！ 子どもをターゲットにし弱みを握る！ 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#ボカコレ２０２５夏...","preview":{"posterSrc":"//avatars.mds.yandex.net/get-vthumb/1534110/e3b320037c6fc67ea53f491573c8ab53/564x318_1"},"target":"_self","position":"17","reqid":"1764371143356899-13413230903934052528-balancer-l7leveler-kubr-yp-klg-84-BAL","summary":{"fullTextUrl":"/int_search_summary?data=http%3A%2F%2Fwww.youtube.com%2Fwatch%3Fv%3DCdwyp5lRYBo","linkTemplate":"/video/preview/14494642151793463871?parent-reqid=1764371143356899-13413230903934052528-balancer-l7leveler-kubr-yp-klg-84-BAL&text=%E9%B3%B4%E6%9C%A8%E7%B4%A0%E6%95%B0&t=%%timestamp%%&ask_summarization=1"},"isAdultDoc":false,"relatedParams":{"text":"透明インベーダー（feat.重音テト）","related_orig_text":"鳴木素数","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"鳴木素数\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=Cdwyp5lRYBo\",\"src\":\"serp\",\"rvb\":\"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-Qj8BQD7_g0E-wb9AuUI__38AAAAAf_-_gIF_gDu_AP6A_8AAPIGAQEJAAAA_AIDBPb-AQADAwQC_AAAAAD4_QEBAAAADAEBAf8BAAD-BwMAAv8AAAP7_QMAAAAA8wsCAQT6-AQEB_7-AAAAAPvt_v8AAAAAIAAtotThOzgTQAlITlACKnMQABpgTgkAGgFhNs4hA7kH-dUr9PrIEZjZA_8wzP8rDt74Aebtt_nl_wn1_OycAAAAINHtMfcA2H8AGLtG6UnsBLXiGklY8wvnBwkP1tkFMdUD2k8CAyPXAN7r3bgHFGfUSskuIAAtM4IWOzgTQAlIb1ACKq8GEAwaoAYAAABBAAC4QQAAUEEAADBBAACIQQAA8EEAANBBAADQwQAA3sIAAEjCAACKQgAAgEEAAKDAAADAQAAAQEAAAABBAAAYQgAAAAAAAGBBAACgQQAANEIAABzCAADIwQAAcEIAALjBAADAQQAAaMIAADhCAADQQQAA2EEAAPjBAACiwgAAiEEAAIDAAACAwAAAgEEAAERCAACIQgAAzkIAAKhBAACIQgAAkMEAADxCAAAEwgAA0MEAAPBBAAB4QgAAIEEAAAAAAAAAQgAAJMIAABRCAADowQAAgsIAACjCAACgQQAAMMIAAODAAAAwQQAAwEAAAJhCAABAwQAAYEEAAPjBAAAAwgAAgD8AALjBAAAEwgAAoEEAAJhCAAAMQgAA8EEAACDBAADwQQAAwEAAAJDBAABswgAAcEIAAAjCAAD4QQAAgMAAAIJCAAAwQgAAqMEAADRCAAB0QgAAUEEAAFxCAABgQQAAEEIAABBBAABoQgAACEIAAOLCAACQQQAAkMEAAEDAAADIwQAAJEIAAODBAACAvwAArEIAACBBAAAgQQAAoMEAABRCAACIwQAA0EEAAEDAAACmQgAAYMEAAKDBAAAMQgAAwMAAAOBAAACEwgAAREIAANLCAABQQgAAeEIAAJjBAAAQwQAAFEIAAITCAAD4QQAA0EEAAKDBAACIwQAA4MEAAKBAAADgQAAAnkIAACDCAAAIQgAAeEIAAGxCAADwwQAAQMIAAADCAADwwQAASMIAAJDBAADIQQAAjkIAAKpCAADgQQAAiEEAALDBAACwQQAAjkIAAGBBAABEwgAAPMIAAKDAAACYQQAAUEEAAFRCAACuwgAAkMEAAADBAAAYwgAAwEAAAMDBAACgQAAAgMAAAFBBAACaQgAAIEIAALhBAADYwQAAWEIAAHBBAADIwQAAgL8AAKjBAAAkQgAA0EEAABzCAACEwgAAYEIAAPDBAABwwgAAAEEAAKBAAABQQQAAQMEAAKBAAACmQgAAYMEAADBBAADowQAABMIAAFxCAAAAwgAAoMEAADxCAACgwQAAAMAAANjBAACCQiAAOBNACUh1UAEqjwIQABqAAgAAoDwAAIC7AAC2PgAAPD4AAMi9AAAUPgAAnr4AAK6-AAAwPQAAiD0AAMo-AAAkPgAAyD0AAPg9AAD4vQAA6L0AAFQ-AACAuwAAMD0AAEQ-AAB_PwAAmD0AAOi9AAB0PgAA2D0AAIC7AAD4vQAAEL0AABw-AAAwPQAAmL0AADA9AABwvQAARD4AAIA7AABUvgAAEL0AACy-AADavgAAmr4AAAw-AADYvQAAgLsAAJi9AAAEvgAAqL0AAAw-AADIPQAA4DwAACS-AACAOwAAjj4AAKY-AACYPQAAsr4AAEA8AAAFPwAA4DwAAII-AABUPgAAEL0AAMi9AAAwvQAAML0gADgTQAlIfFABKo8CEAEagAIAAJi9AAA8vgAAgDsAAAu_AADoPQAAiD0AAOC8AACAOwAAiL0AAIY-AAAsvgAAHD4AAOo-AADgvAAA2L0AAHA9AADYvQAAYT8AAAy-AAB8PgAAHL4AAHy-AAAkPgAAFL4AAEA8AAAMPgAAUD0AABC9AACmPgAAgDsAAFC9AADovQAADD4AAJ6-AADgPAAABD4AAIC7AACgPAAA6D0AAAS-AACePgAA2L0AAOg9AACGvgAADL4AACy-AAB_vwAA6L0AACS-AAC4PQAATD4AAKC8AAA0PgAAqD0AAHC9AACAOwAA-L0AACy-AAAkvgAAqD0AAIg9AABEvgAABL4AAAy-IAA4E0AJSHxQATAJOAFKAGAAaAA,\"}","related_url":"http://www.youtube.com/watch?v=Cdwyp5lRYBo","parent-reqid":"1764371143356899-13413230903934052528-balancer-l7leveler-kubr-yp-klg-84-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["14494642151793463871"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":false,"contentTypeId":null,"censored":false},"1345974883208700804":{"videoId":"1345974883208700804","docid":"34-6-0-ZB2A2DBA3F3C12A2C","description":"素数とは、『2以上の整数で、1と自分自身の数以外に約数を持たない数』である。 2、3、5、7、11…と続き、無限に存在することが証明されている。 出現するタイミングを予測することが難しく、一見するとランダムに現れるように見える。 現時点ではすべての素数を求める数式は存在しないが、本当に規則性はないのだろうか？ 実は、素数をある規則に沿って並べることで、ランダムとは明らかに異なる模様...","preview":{"posterSrc":"//avatars.mds.yandex.net/get-vthumb/3445303/7850ec8c20cd81bb6a6da083e9fcaed9/564x318_1","videoSrc":"https://video-preview.s3.yandex.net/lJKXMgIAAAA.mp4","videoType":"video/mp4"},"target":"_self","position":"18","reqid":"1764371143356899-13413230903934052528-balancer-l7leveler-kubr-yp-klg-84-BAL","summary":{"fullTextUrl":"/int_search_summary?data=http%3A%2F%2Fwww.youtube.com%2Fwatch%3Fv%3D0WkY1p9uPgU","linkTemplate":"/video/preview/1345974883208700804?parent-reqid=1764371143356899-13413230903934052528-balancer-l7leveler-kubr-yp-klg-84-BAL&text=%E9%B3%B4%E6%9C%A8%E7%B4%A0%E6%95%B0&t=%%timestamp%%&ask_summarization=1"},"isAdultDoc":false,"relatedParams":{"text":"素数が描く美しい螺旋～数学の難問","related_orig_text":"鳴木素数","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"鳴木素数\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=0WkY1p9uPgU\",\"src\":\"serp\",\"rvb\":\"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_vwA_gMA9v4DBf4F_gHrA_z6-___APwB-wX9Bf4A7Qf9_gP_AAD1DwgA-wAAAAEIAf7y_gEADQIG_f0AAAD87Pr5AAEAAAcH_wL-AQAA-A8ABAP_AAAV-wEF9P4BAPILAgEE-fgFDA__AgEAAAD44vv8AQAAACAALQBT2zs4E0AJSE5QAiqEAhAAGvABfxAwANLo4v_88hsAovkJ_ugTGf9R5wf_MvQVABEa3gAaz9EA3Oge_wP92QD0KCf_AN7s_i808QAh9h4AQgEZAfvp0wH4A_0BE-sHAKTs1QDn9wIA9-MTAAPmRv0e-h78_BML_S4IC_7y5gkAANkLAU4VBAPL9P_77-YOARPVHv_fMdT_ov7wAh_63__04CwE3Or3--Uf0AP0Rx0CP9Pq_sX0Hf7M-fEFFAjeBTXR_PgS2P394_jz_swG_Pz_LQoH8jL5AODf7Qrw9P__K64N_dznBgMK8wMG-QL2BBAKEfu8_QQRJCMb9dT76vQy4xYCIAAt4GkJOzgTQAlIYVACKs8HEAAawAd1P6--2UbXPEG0O73Ku5-9WkaKPXyGS7y1h42-NV56vZXcHL2YMNo9BSCkvB7WZTzkZc29xh_gPPq6Zz39vXQ-klRLvQOx7DwIsOM8u5a1vAkhW73EFsE9NRBGPctGyjvdj-W8mXgRPRjZhLyii3y9orGLPZwdBDyzrna96z3wvCCAL70YHCq9vk6KvQYOC7y5F309t5c0vHcdYDwM8ok9Uw48vV2hND1mSPq88W47PQlpkbvq1bu9osc5PJBMR728PB0-yyoRPU4zM72Jzw2-InyOvZhvmDwfoaS7ViYhPWaGqjvznEM9r_mHvTX70boc8Pm8MXqOPYxNqzyhewC96h0TvQvQFbsprqo8lkquPfg_2btDVey9iL47PEWQuTwF85w993gBPZa7hbwFW5s8TrZhPUlY5Tx3ZKG9XEJZvUP14LyCyvi95oFePVrZPjw0DLS9HIsWvDJ3yLxIo-I9gxGwPXg7ZzyFzIo9Z5SDvSefgzyFsnC-y6lAuYDHgbtigvo9COpPPYtgLTzfZsY9ObXzvYcfGDzVBLE9opzDvMneFjyY4AQ-nG9kPcwr0zs-Qoi9GVXGvKWuCDxdJrm81xuQvRpbPjxREP67Nlu5PMhSNTw0prs9KpsovUJs-rsLi5u9GVbxPAvqHTxCn748XDGNPUd7kzu2vDK9K9YVve6udbtMd7K86pQnPctH1rqHgG09kZSZvDzWGTq4IlE9FFvhvVstybp5p6c7gIpZvaYJVrYRkO-8HWyLveBCHTkH0Vo9D0wJvbOFgLqZwIg983bfPMUHireagaE7YbNSvRxYPDnLFNM9CwnYvHgqP7n-jWw9566-Oy03kjkAD7Y9TvJePU_UIDhJ5Yy9GEhLvRbV3jkBRvw8-DsMvNlVHLmldao9KUKVvbr6tLiejFs9w2IYvLX-bLeDN6-96PbSvOnHjbcJNi68mpkJvoOLUzm-8do8QJaPPQLdBTmSUS88URVTvAJIZLl4UvA86JTRvOsFXLeWIvk9Y3fmPLKPoDjmVWI9U5JVPQAuKjjMyAq9s082vbaP1Ti0WmA9RBgfvXSSbThmVT-9tYJrPUZfuDjS--Y9nzNuPYP0Ezkc7w49nfuGvJgBSDfSqwG-uSAWPa6A1TfUQ_Q9VmBNPZSLXbk3qag8QrzEvWRdGLgrtD286ZoJvZ59Tbcn6jY9r9lgvZWVZzdDIsg8pU3VvVAHd7j5ZOU9yNmaPbVA1jZPyw89Th_mPIc1t7gXgyI9uYTLO81_1rdX2wO9IPDgPfdSLjggADgTQAlIbVABKnMQABpgUhoANSBaAhokKez53v407MvTBNXqAP8uygBAAOsmEu780gv3_w4BEuOnAAAAFOTu7QQAw38qG84JARju0b3dB11m-BEZCPP22cY0FujHJyY8BAgGAPbpp9YC3kFgRN1PIAAtuXsdOzgTQAlIb1ACKq8GEAwaoAYAAOBAAABAQgAAsEEAAGDBAAAgwQAAEEIAAFBCAAAgwQAAzMIAAIhBAADWQgAALMIAAFDBAACQwQAAmEEAACTCAACQwQAAUMEAAEhCAACMQgAA2kIAAMDAAABcwgAAhkIAAJDBAABQwQAAgD8AANjBAAAEwgAANEIAAIBAAABMwgAAAEAAAMBBAAAcwgAAUEEAAMBBAAD-QgAAoEEAACxCAADSQgAAAMIAANhBAABAwQAAUEEAAABCAAAUQgAAMEIAAJ5CAABAwQAA6MEAAKDCAAAAAAAAAEAAAHTCAAAcwgAApsIAAHBBAAC4QQAADEIAAABCAAAQQQAAsEEAANDBAAAgQQAAgD8AAMBAAABcwgAAJMIAADTCAAAswgAAYEIAAOjBAAAgQgAAqEEAAKjBAACSwgAAdEIAAAhCAACuQgAAAMIAAIJCAAA4QgAAyMEAAMBAAACMQgAA-EEAAKhBAABsQgAABEIAAABAAADgwAAAoMEAALDBAADIwQAAiEEAAEDCAACQQQAAcMEAAABBAAAgwgAAGEIAAEBAAAAcwgAA0MEAAKDBAACgwQAAREIAAOBBAAAAQgAADEIAALZCAAAMwgAAfEIAAJJCAADgwQAAgMAAABTCAABYQgAAgMEAAKhBAABwwQAAGEIAACzCAABwwQAAMEIAAODBAAAwwgAAHMIAAPBBAADQQQAA-EEAAEDBAACgwAAAsEEAAATCAADIwQAAoEAAAJjBAAAMwgAAEMEAABjCAAAAQQAA4MAAAGhCAACIwQAA8EEAACDBAABAQgAAIEIAADDCAADAQQAANMIAACjCAACQQQAAcMEAAPBBAAAMwgAAZMIAAMDBAAAkwgAAwEAAAJDBAACoQQAABEIAAODAAACQwQAAAEIAAEDAAABYQgAAmMEAAPhBAADYwQAAoMEAAIjBAAAsQgAA4EAAAFDCAAAAwgAAYEIAABTCAAAEwgAAKMIAAFBCAADoQQAAXMIAAKBBAADwQgAATMIAAKhBAAAIwgAAuMEAAJBBAACEwgAAFEIAAJBBAABQQQAAgEEAAAjCAAAAQSAAOBNACUh1UAEqjwIQABqAAgAA6L0AAOi9AACWPgAAqD0AAOC8AAA0PgAAlr4AAPq-AAAwPQAAoDwAAJY-AADYPQAA4DwAAEQ-AABQvQAAiL0AAMg9AACAuwAA6L0AANg9AAB_PwAAQLwAAAy-AABMPgAATL4AAKi9A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