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content="AD,AE,AF,AG,AI,AL,AM,AO,AQ,AR,AS,AT,AU,AW,AX,AZ,BA,BB,BD,BE,BF,BG,BH,BI,BJ,BL,BM,BN,BO,BQ,BR,BS,BT,BV,BW,BY,BZ,CA,CC,CD,CF,CG,CH,CI,CK,CL,CM,CN,CO,CR,CU,CV,CW,CX,CY,CZ,DE,DJ,DK,DM,DO,DZ,EC,EE,EG,EH,ER,ES,ET,FI,FJ,FK,FM,FO,FR,GA,GB,GD,GE,GF,GG,GH,GI,GL,GM,GN,GP,GQ,GR,GS,GT,GU,GW,GY,HK,HM,HN,HR,HT,HU,ID,IE,IL,IM,IN,IO,IQ,IR,IS,IT,JE,JM,JO,JP,KE,KG,KH,KI,KM,KN,KP,KR,KW,KY,KZ,LA,LB,LC,LI,LK,LR,LS,LT,LU,LV,LY,MA,MC,MD,ME,MF,MG,MH,MK,ML,MM,MN,MO,MP,MQ,MR,MS,MT,MU,MV,MW,MX,MY,MZ,NA,NC,NE,NF,NG,NI,NL,NO,NP,NR,NU,NZ,OM,PA,PE,PF,PG,PH,PK,PL,PM,PN,PR,PS,PT,PW,PY,QA,RE,RO,RS,RU,RW,SA,SB,SC,SD,SE,SG,SH,SI,SJ,SK,SL,SM,SN,SO,SR,SS,ST,SV,SX,SY,SZ,TC,TD,TF,TG,TH,TJ,TK,TL,TM,TN,TO,TR,TT,TV,TW,TZ,UA,UG,UM,US,UY,UZ,VA,VC,VE,VG,VI,VN,VU,WF,WS,YE,YT,ZA,ZM,ZW"><meta itemprop="interactionCount" content="42095"><meta itemprop="datePublished" content="2016-02-05"><meta itemprop="uploadDate" content="2016-02-05"><meta itemprop="genre" content="Education"></div></head><body dir="ltr" no-y-overflow><script nonce="WzAyyhEI0R-ADF8eZYGh5Q">var ytInitialPlayerResponse = 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BQMF7zrRNqi6NovJ8XnJ%2FqAlxZV7pY557nXOOYJd0DqCVrgkobeFsfy0qA6OmZ3SBdKY80SEFNwDOnnCuinYuqC7VPx3kCqImG5XVcmlyPy%2FsCxyXORqXyIhOLPUTwQdv96eLzZkDTW1w0GOm2MoWBAnHZlcmuDdS0FMUx3IMYGxOHtDJ6YD3xxVMD3DNgOhENFtwVVpcJ%2F4XMi4PJ8ta7FhDRcuxhAJO6P%2BVYaGYfqP6ILMMZsn%2F%2BmcGUPSINEc4RRKtJ%2F1OyzuZhOkq25g%2F50Hs780RpjWwdNDdtgieWkFTWokW4Cw8GL6%2B%2BHtfAoHGjfDTNa5qIVHM7UNYObae0WUFgbmrWq4EY977eJYUrDZq1CIPKgYWwwR8ecnRaRnq5BjaGDMvqTBzOCFJ24ezNZz8wbMtn0zATHBUBSTyqvE6NAERYHDQx7yGfRxEKVilZ%2FAcz65EJ3vzuT4KY2q83dnyjeAzmnows8UERJz0RrUFTO4OclUIpEvwsNMiEhkqk54jnP5NolzkB6Rvwkfp3hHQBizDMsxJRGFqq1yK6sRVdW8wUyrMLSsGllti2RY37w9iejrFTx%2Fqbgvf8XZkSHTggqfs05N2jt6kpNqh%2BPM3o9ctNrS1rhGpPo5sqj%2FrILegjBiDuH2t39jpDkypl40R8hAyhmnOft8ca0urZvGEZEVyIs9aCamQGxkHI5g6czrq73JMCy6l8ahC9mGNnQgdVboXy%2FjClJn5uMFW3FLxOqOSlAGCckVihoiurQbkTx%2FSrb5hyAz71S9ZrOZIImkft7aao8KkRG2ZHRUMA3hRRnBvKx%2F2l1GSltwOb7jQqzkSTlRRBStWkbaV9NK%2F9UW95PVWIfY%2BMD8dUFv2BVWkdcwyjHiPScvUK%2F6Te3oLiwh%2BaTq9QKR9JBgw8NIS1bthn9D4Q0Br1xNi46F9%2Bak3vduXmCQwXe%2FWDPDcdMyquSgGsQfsirsJND8%2Bf0vgw%2BSgPOHSdiIVQ9hRxSs%2F6%2BiJFw7mnfKtboOmv%2FMFeEX8rWFy0hZcPH9hkV2mSR6g8%2FDhNPJNA4cIOZBmX7CjfhoCql%2BS5MeE5A%2Bi9rgiadV%2Fl85%2FAXGYWLBSGes2GcYLGjnjlL%2BRxBJe01UcIM0kZg1a0nonJWFVqK2C%2FESPWk4ZoLsdjtO5YW2v0hwtxtEWKwDd44FY8eq2QMVfrSKliKW4XPWeRTLkAjmEJ5FpmrlzCta2leheiLLxi%2BCag2WaDeRx5x9kyhUqgP3RdLqTEvRDVdEJqMDzuIGDjUXHAFYCAxGqjm89Hg48c8yINgvxhGFQYT517TgACjiRCeF%2FAvBCKhfjS2E54pHZyCckYHxeVUKC6jeW3bjFXjb2ul7qfCFhsmSSW0vPMTZq1KOjeA66ndvpWrE%2FsLX62wUjkQfd4ZGZFKNFecU94EocBebF2dafVcA%2B%2F%2BfLU17QwgGe%2BBEzaMabYjpyRa5Cxjosa8Vs9thE6lOrEG2%2FK05RFXv4BfHZumNpm5S26hsAawJ4baf9Tt2fg6q1eo3u6YZFJktWJIna%2BfOfVIpaXqiasU1B2kpBwLtKPDNNmK7mZBOUjk%2BZ1zQ22TmdUWtJ71qJhkuo%2FdsODT8a5aE3MHDejEiZ113YfE49ws5RUGYwerGisI%2FZO8yTK%2B54Ps1KFBeSIS4k5uONn4swyXtwmQ1x270%2FNMQOdbdn9V%2BtRJb8B9MhLR0J3a8%2FGG1JZ3ZBTjOIppPeWzMhQsyxuKA5G%2FkpX%2Fn1JrVET%2BLOuRMkMhtDsLm%2FADJQm5XnqCbMFpSzBuQxA5vxq9XQyjZrQMGv0COWXkshYAHaI8dwRqbSlb3ztjqRUgX0XUTq3NC0L3KNkdSo5SsKgQQHprZdPbeWZxqDqe4LXkAecBiNGcXkUvAJTwmQlAC4krU30GjHFL5LJ12gVlCQ9WX8SWuAkXeD2zVml%2FbG6WOqOPreuD8xIo5FII7QOTfx7fjJw5TFmV1ng6R0P5G%2FzV4SQ2OPPsyhgf2skVrAZhJKlNlOeRhmxNAVGYqiSRv5NWcC%2F13bRagR8oEktMFdlIkwl5trG1l8boG%2BBAzJK3pY%2F7q7vY4xlHNw8FYarDvWseEJLXTa5w8y6yWD8YcaNH7dL5p5b7Ew0oKns0L3n%2BCZSQv2wx%2FLDZLFFDNiHh6X9Aq81FebTkCawrb9UmVv6lQUe01QuKcIas3iqHSYlOS4XkB1Wq1pVbgvwtaKDBSBTJQgsKRRmfjM%2FHTa45%2FHPi6ekc94%2F09fyX5ob6YNJ8uQ5VoO0GCp8T7ZCH5KRbX2SEeP8YExnt2Zt5YRPpnvlLTIdugHVPrpaqEYJKXVYLFwmdIKVvnYRRbxfNuloFhaTO3pm0jprVFGge7Wfj95y2%2FiLX7jJlbMhFe3UwuHpeFpmCeGLNO6RDnkhPfnG8fwSbt5oELho0qnsk2IKWc%2BIyLH2%2FWnAk0f2mqWsYU5W4STvjbPnqkVfJ0qWJWuXScWDMrfzdEz9aDf5b%2FQ3xFpoId5b0hLfqEogKFl3W0qwsuEzJe1EiYvfP0rZ46mbAIVvs9p9%2BaiBP4FXFr%2FWJguA267g%2FkEhWQVqh%2BRqbhUyN1X%2Btmn%2B6Xk9C22p1E4f5OiN0VBRbgNfQ8swA%2F5NQCW3DJP9LsKGBNj2xc%2F50MgjosQBXJDUA%2FgW1gJ8w41AK5%2BdNb8jUY6JdC9W6eA%2BJSARFDXrWnMm%2BF54KCPb142BAVBPCF4yHKPdUzF1hZOJeAt7qrkmq9S0hlHBrL0WUrM0qvKowyYt5M2UBWaDGPio5%2B9RcJX6EgrDs3Nq5pD9CEjDTsbt5L1jzxeCIZb1GUxlDNarodMrFh03nBjT1aiGNlX%2F5YdXuR8QGFmdPwhz3rAxJiLGbOkxtABpap2wQAO9ISQnXJHEUkXy3uznh%2FNPFtb3mDIwoCj6htHpCYE%2FImFu0jHMTEleji8JxgxMe6ALHy1AgosYDu2x%2BPwdQOXO8HHnkfgpu87ufQkd3YZPfPrn2sjAtjdMKoBNlSx3ylWolJh2KbLcdzZtmTBu3GWCJ8O%2BxQNPgNkoqZhyGVvjz3sVl%2BM8iavPEIrgOvCXxjxqgH8zDI7p5uwYUF39UyV79f%2Bw08ETuh5RrCKI%2BT4l5v%2BbnuxOXXrNyXGInp6NvW73jzSD1R81lopvcDkDvnYTdFLHRtRU5bl6HHBJ%2FLR%2FgL10sffKzAMDrMdUg4y4eQHi%2Bp0A%2BWjAywCmWNPSBAA6XwEW9q4Y4zCn9MWJvs99aEhKILqalqPFAiqstRN3S8dtpWd%2BcqwNNCJiW6tPqpxtvXPAJRDIYLJmnuoH2T%2FgWMeqdClEys9gjXmPRtNp0rttEvg0cLMn%2BcPwI4kQc%2FsjdvHj3Ih4C0oNJLO5DJl%2BYupU3Shn8v%2FhgAsV8sAPeRcJglI8WqLhe5Relteuj5fKN43qhzRQt9m%2FyD3tnEcZEJiP99He1F6dXX0cK0Y33zaZQtHHZV%2FJ0Gnov3NcWEuFlQTgV7SxoMHBUJDrmBuXxnY2lelvxk5FbTZpx%2BAAbaZZ69FOBN0OliNPg5R1%2BFbGJZlwcNnXBFWXeb8FVl7bPaZ3ByxHvYTrk7JPtSyAh2jZD0yJ0Dh4GxbsFTU%2F52%2Bps7O3SmvvAfR37Dpuy4cUBMr3zSUtgKnIuFitb9egQ8JlNBYYNTFfCSa5Wv%2FvGwZz9RIsSM1M3VXwunN7loJ99l%2FJ9UIr%2BQq%2FEQZiouBRzTx1fmFDhYeoXtxyIx8e%2FByxldq4vPbkKfiQtsBze5IporDFbgGtUyMAZp82sepTQdXsJjIBHCkvXvH3wbXhfUfvpSZA5UA9kMq2fzn4ZkExnWlKshMY0vG0DfuMk7DIgxDrcY1yLuchpmwv70Bt7twOncUGNAltYZp1bzY6h6Ww7JyBOWh8dDTwJOqM3OQL8%2FKDV0Ga6jFFl9bEgKIaUM5p2fmAOrgg%2BvF70Ks8bboLPXjFRlvmqdLPIh3lVhNtLHclMcSeI0kfJ59pCNqOy828mUWY1Y16kJYOvTzn2KS80a%2Bk%2B1M25eRLfVs91rRnp9VfIzh%2Bf3w1lC%2FsdqhZjUCG882WCltai8G14HvZ5d5095Zq2iIDWAaVEC0y3X%2FTAxtnFUK56BhFt%2FFVO%2B6oCfcSAUaF5%2B%2BPJfMdNcModfDm1ga7BIUzB8cX7AFLE1%2BCl4YPynWJhT%2Fbr12gksZF1A8Ft%2BbW1p1gh4uaVwwh%2F0x89U6WZq9KHiocetd4RiIcayrgA7%2FNwvyxj5kwbiuAWJsJkezckLUPyo6sGtasbRfjx3RT4XGBGUOFnbs961e3%2Bx2sQW1GOOdwZu7muec4bTutMopVwh86CD7wa7RxW6tr7dp27p5rK6VSzUmBNwR85n6UI9hp%2FIAjXpxoptEVrx75TVixs2TKSBAwSqb5%2BgpRveyVMxXoXfxnKgZnXe7svARR0iN75ilf4e27ebyrh2XWO1jdVmJFTSsFOMsC0LwfXbPAqCo9oqO7g1m%2F4LG2UNyqCc5JBs646gpOQPnsiaaQXWeEM3cKC5Q%2Bn46TSZveGbkhI8XvKFcraQi%2FpfW%2B5udLyGjWHKB8nEvcXVnIzY0MaA2wIuOD%2BSyUgKtDtlwLFus0J7TjY08XzinpjM1YNx3vAAVM9r4YPdNrkZrtLKB7raPHv3KuEtp%2FhN2KAmPOv3kB%2F06Nahe%2BeWg2qJq0lGGOWsbZSTECYTXfNK%2BNaTYmKNhd5tVq25aZChBA32ZS%2B%2B7LMXLB%2F04OfS8PbfyxRDVMsDkAwxL%2BUYE2Klu4gePmHhemAqQjLYbcsF5tdo4que3BM9KghVAB2XvR47o%2Bh7N1MVkg7wZIjTSP9KGsjeE5lc%2BZZfnrMKYNhcsHqPXSNOSPIxK7yZNPq3WTC8tvKy1Rym2qy5cZmYgyG2J%2B%2BLzgIema5sn1yyESCMQ2LKa6KAzH9zqWmNKOB03G4AJ%2BYtZ5GelWX0c3mRIVkrtvd%2FH8ytswG4pOym058d1s5jPD3tMpXV2aXz%2Bvq0A6g66JBYKG1g0vBmmENc0pqWG8Ohlo8LIwJxtQIKtsW%2BhtRskuwD88B4pIIXtrrvHdgGs5SWAAMmeVez1RqQ8W7toUyPot8z8%2BNs7Edc9N925FDlZYA5FEzbxIN6zUt4VeBJSh%2FbAOW9gkcGtsKkKDBbYwjPcTSPO39ooThcvjvTqG67mU7utHhTZREdaUeNTwoGsucX3KeQTL1C1LMo0IOEY%2B7E13FsRK5agexcpK0gD91ZUjeflEZ9BREoFlY25AkdXOYHAdYDkU%2FEuMPro0sjqHC2Y9p65GKj7ggQ9QNzgR3SuYz0Slu5yy74Fz%2Bc8R%2FkIxvip%2Bqa3ZL4ui6PQMmxBfcbWappo0isrcGGFulDn9NPqSG1lxNicAp66vHDQFUgKjQs2RBL3JGEI%2FNqUGaQERLzbJca6zfZuzK2HmmrVhiOPSc5OH2i7n%2BC3YNanea1s5kyPwa%2BVWz2jPoblLd5f2xrjs6t1a8sMDUabx2l%2B6wfrLKgtfZVe1O%2Bdj%2BRRGkXtIYRiiCf88ORXeB%2FuIbtuTIIBVuB2tzMsNvI%2FyuC1bizPEXT2JhQC%2B2wnsnjw%2Bz32HAlqOytxEmKsoBAx09BYxoHyCPXQ9R9ii5J8jfIkgSNOecrEuOM53rkH%2FyRH94yoMWzzqx9TTqkM8HgyczYQrf%2F%2BXOfd35cKZ0LQdBuvMnfHXiyOIHy6KzLhzUe4AIGksqtY87DWSqnDWSTaRgJFowCFFYWe%2BgkJllPAHRgsjVNBJ6yt2OMaY9GirQ7ZG8Np7cPjH35IzSJRJElEX5t7NmxK2edCUt%2F%2Bb8V6%2BE0A%2F1%2Bb3nIMZNcAahdvnPjVgA7qJvnXV1Je974WWUKuT%2FMCfh90AW8bq7ICxwwqs7qlLGz4j%2Fcj2REX7wCXOj1zjuF%2BqHBX4CoH694USDdLIMP4AX4Aux8SXWIY4ykLDTOArKx%2B4F04BH2WRDIv5yntgKbMVxwTSryD8Ff5VGtUZp1WPCC7QXqrHWrjdCEP%2F2wURy5DThUe1SkCoh%2BMiymJ8SN27BnkXiHUzKl4pt4GtxsW7ZWQ3X7aKF9vx0WY83M4iFE58ahRsu4pRsxcQJqzfZk7%2F3Zs1QpWOD0LGH468sdGXV3shTtgsqRWhe%2FM5aFKLsIKDNyPh9oq6wv4zQZNFfLq0dK534IM9BfGseFKffr%2BIysQjuVKzbWF4nXz9OVXnGNUTVAHWgu8Ww9Igosk%2BCMuo9x6I3zgS1Q%2FISiT7H%2Bu89KRuMNA0SzYEoh0TETjBRTLiBWCCRsnVMPICMre1Ymml2WRDfNvbA%2BjFX2FORciNgQpU0DSaumyZj20lxc1SSzoJnlMwTTLwNaXXcvGvKZV9TY1xA%2BsYORbEa79e%2FJsx5N57TOQqNY0iAxyps5bcoJJDuDavKD2BmJ8EanY%2Fmwoalkuw1KUrLpwP7oQkEq%2FwL5rnjcRRI0AgmUJa%2BrlQUT%2FuWGl7OiowCW20mtXL8z6tA%2F7VrAwXCz7knVxLu7bef%2FIdEYB1kLTxEUHV%2BNw4HZkZd3d%2B2vmY4bPXPWDd1WUM3LWn2g5AFpNyb1%2F%2FpGfvXbs9%2BNem7%2F3YVJh5l8f2ar4EEws475IXmBRB2c8Vf66g6HkENzX0ZOm8pYFQxsihxdSgTfyK08lHqUmEH934V4WSJUmTBYOUc718083i6Awikf4llzlF9wkyRPyNq0bTWlSKopYecP%2FHc3ue3rVDc3VwOHd6aJaCleCtg9BRHrbrvA0%2FuiDgmqCqXarJJVQmENIaUMO6LwoK7w4Z0a5IxTdryK5GUar%2BVmNWCBapYy%2BrwsdV5JImQEvfvR5fJMGskHIE%2B63JGWI1wPbFZsQYM3bnU1sN%2F7s7YEZVmRm8HSvaB%2B%2F9JVNygxkYJbWETWjXeS%2FOY8cHKDyP71nFKvVelBLxwYhKAtTESmFTDp4sd4FTACHX22Vd18dNA88hEW%2BNkaj3URo4tFYYPHguzgzhM%2FEoEggWTY5mmY%2BO97eNL2LlHuu8t%2FMu4h8cX%2BsN7GM8Q2wlorV7%2FwWWlV3w2gTJ1DSCupOfgfBCSxoNQbb19F1iVIBoRl9Cehy1RfHFCAjJGhLJ4d1y9YK3mR4jRL4bdqHn5RF3mK2vSAwEdJrvSBr3XkPGaHoVpzCoBq7828ToEJuLhRrp8QKV7qYSouaAHHMyN3LM%2BV6a5eBOJZ8q0UNEryzfLD5r48VlY3hqejQtz3DRL5DRUEEyxdbxI6iNa0H9pZ%2FzjBqRbJtcFZS7uJEcYp17hly%2B1FpkuS4XIcWquPhH9FntfLUvy1qy%2BXci6hiOJhGrSBRSf8mZY544KpjynXhiQqmXDu%2FRduuQvkckyP4PKQSqLN8MvZYyG19kXkmVntm4MdzvPEtLqak%2BAXLXuegxJThQzhspk1t9Bi9WwANgFTqsmEQwL4bvcdxnP8%2BJ54DBfI70%2F5af7xmc6MdxStbGea1q2LVCPMmy2NaITpvOtWNTZbtz6NvVXmqOLpDqbpaPLNoIUFvlr7tEGN2cByU6ePRPC7vyyyRQs0xQ2eofFdRD%2FQ%2FWHhwcn79sJ7xVrAb5C%2FXCn%2FpPj3y%2BC37JR5ZWn0M5DiFR0lHOvvZDO8u%2FKPfMHNyzA6hyI0Xm9BJkMc5KweEnZuTUulSu10kiH3Zd6yNxLQZPMdgWHOpOanYID%2FCweGyybo5Tuid9scqZW4t14GRjcBFtvaQ%2BRhVzwVRI%2B8nYgN8kmpKhjMX5I%2Fc5YTNtDtey7ehcXo9n5lVCJf7vdZgp%2F2E1pmkcd7vevzYXZPSG4wFcVgjnxdkZVSIDdwilyoL16CEnb9aypV42vdOaqplHsNjr0DneFGjlsEpv%2BGqhu7MQ3nnrSbLneAFXGB7539pd%2BA8I980nGWJDeagUqDyb8rx4cqk8OPAHEmSxKbueT2IKpaRs6NIF0UkNi%2BqjKkjJbBs9r0G1BNQqmMkjdoBwum0oboHUSJOvySvSIhR8lRW6ft7KluO%2BuDX6mo0qw9C5efNMH3roheIO7G%2BWmQqMyYKIKRONS%2Fd9tI4YFV64gNfDtSZOZ%2FLNIqMyRBIGro3xVHdy2w%2FZnRDwjJDflSxe%2BHfHnksa5XQ%2B90LFH3TWiqp6BvobEWaMLuwGXznN6ilvGO0bMfPX4CUUA2OHIbf6EjFmQznk0ow4ls8JwTNvEg0QgPIHfAU%2BFw9bwFhp1Ow2V%2Fi35OFyuDZgAcU0vf0XVQoNHuw8xt%2F3PzY1CrTjjo9OnfSDcjZ2QyMvj36pWo8QhwK8zrckYqzKgeEoSHyy5i7XCEN8R6QAe3v9kkDqOtsXMdYPfCHqLBeDRB3a%2BEmwgZx1%2BQoFSj8nIO5%2BbKyCMivB%2FgO%2B7ULM2xBFHtHIoVtzFUEzHY6SBIGOQOFtmDML788MKr18ZAYihX0uz%2BTvk8pm4sIk5tsK1dyOfqRwL6AraFfLuoV9P74%2BdgWK9YYANl1NLbBmgvQow2iYXClHJha1NNZfFQUPxKp1%2B8UYVEXoSVm3%2BPOu%2FHMcEDjIf6BygbMW7BhKlG0VP8DEaZK4LTVOBhjccMu%2BEsnpPfY3usX2U4hd9iZ9vKXsg9l2Ux7uEcyy58WGSDJAthTa4Tw0VHKE16HGkyszJibIjy0KTOJkDuCwpkoTM%2B%2FS%2FwQd7gzqdrDvDianQxSnBBzGMjZ28mJdlo0hAfqzraRAZcTRATwYR2pKCbDa5RHyiEi63BOZhgwI%2FVwtUiIFugxJDJLnVCpViLDtrGkZCgntRUgRN%2BPU%2Fb5jeuwc0w%2FaZQo08mZSScHVwDweDP8IM%2BwRkf%2F2G4Sqjeo35cdHYp5lcQMjd4bslHd9EXl7%2BfdIRWOcS1NMS7w9g5AnNfgqT%2BhryzxEnXjx2ERL2bGy03cBOJw0P8I3Rm3A0dg%2BFsXpq4b%2BkRNw1VQkgCvSFbgFkQA0TvdgO2Cxgth6PlP1uvBuFMLILv2YI9HHQU3rE7J5iAM9UWOQ13dwtC9SHS%2BJut0TLjSovOsRB1zeU%2F0yk5x8nkRu%2Fk1dgJ1nERqJevtryA4B9H5EnSTSUIUF5B421Iq%2BtB%2BvoNSG4dmOVvGUoaq2PSpOGZjyUROQMDdFhVWe3YKWBS5wOXdChk1SVgJ2S1KE2mnFDMTY6xG%2FQBkrKGCZR8YF73jT7je5nGZyR4KG%2B6QxiSktywwrbblbGMAFQ4VuRT2kMABGH%2BHqdZTz0gqbQW%2FVREVi0p46Wrm2pNtzMZQ5QZLHxiR0YQBbyXw87%2BhZ%2BRJBv99rEZZ0aoo5%2F3JXlNmWslvmzzY19%2FVgVWDo73UHJG4wl8VvWnDhEQE%2BS0qoge%2FKfquu2Z6W8%2FZyAeaadVwQ6K8fovUQwkrF73metq4KZsRhAVstgRnxUy1EAkya2OQNaBBKxr%2Bdz%2FG12NdkFBmVfvxYJCt%2Bv53Tvs811%2BPXGoYrMlluh2c99o94ZYRQY1lpfFzYBa5N%2F4%2FfSOp2sP2ngI4AjFMM%2BC%2BYu3suq638YoFxty2OP94J38Pt5e2Vyeu9DJOenHlgcHv4eNRrksfFkJArjcZJEN8LjWLovWzwg20BCthDZSqe5%2F28UPZ8dxQGuVn2ogp9DiMBTHUKWov6JtYxf5N6YJ2OURfjhx56GgspDDRppQ9FWngJYiFk7YlNBJwgdz7Xn5eyWXVOARhKUYExIc4bXmax%2Bb3xnEgLXBDIdF29UdYjrgTqQutbv1SUxOVbM8RrsW%2BEw14i0dPrHBglhDt4FOw%2BivDoMbLIMlsC%2BFTXOnbJnRLMls4zKj6fAMY3Sbjc0%2BEirlInF0yeucZn%2FkLYjfr0rzpHpXu8J2qsc2wOtmeWYd2biScOSCEkDDWvLjGu%2F8IQu5oB3DAwHak5ZXMnugctw1mN2mi7pFa1XOqFSuE43UHhxTnWqMGskHGkhW5mW%2F86Ly8FfxCtCdYrGJjwc24ZbMH7jFX9uCbk26%2Bow3tFV1dEgB8qVg%2BDKYr7sCXSjgZ6CXAh07JLwfzeXQprCecYNPAifeLXqVGJn7fAhFhfLKZCOINmeCjax30K30k%2FecgQy9mf42LI%2B7MWupCzg1jwsM8fzBpa5FxSnknvLprnCbhGT6kJZTh2%2FAf995luIR3ouL72SOgSNrjZQ46%2BZQejdhz0K9lCRsktREVnp4Hxn7oqGSDoX5c5fcHvOaG3x2ckmV3RCGnGE%2BjK9zxwEf%2BFZl4PV9TkWiR0pgmyA3t9b5%2BIgPfGay%2F9w5SJ1S9kc90h5xVpLs4d8%2BioIFDcIXJzlFCXZWCEVgrlX4J0WcqoMwVTlXtv5Li0Sy%2FVEGzjzRe8wTjj6YCTTd9HL22UAaV1ZHgEQpOvmsfy6mRUUTfLC2N8k4VXHH9WW7tcx337VRfEbAuUoosB2vdlN3KOdVbJnoYqaDtpWhw914mwrswOeo0RA9YFTDvAXLZWruDQvPOaauEToXkXQYnfV68UDQwyyK4IsqFrOKqRj%2BkCS5uxaFT8pLwON9NlaXrduAGEKDebecOHp5mhn%2FSEtYPjD35N9XpzBB9jh8yPvtnla%2BDbgJkQv%2BbgP7%2FETNzh3Rt1eiTqbigld14Vj947HDhmR3sp8%2FOLqFQTigK3fTdmMbaLocQpVM%2BduS2chJ6FzRYnWBOdoXF3LhwN%2BlrjuvohWXQ1tuko0qQ1xiOAChqXpRzAQEIdvWaeJmRRAyxWglnBypOUETtSV1KvjW9WGaugrLWCFUw4eoN%2BA9ZECWjghfIlVInt4boFsKI%2FR1F7%2Bo2gO9vlxAaxsbEwMrLJ9IbFx94spp1ksADwCLMLCbaDZqvZBV4hRE%2BhttQuqHAKnWiKmgPmqHtB7jD9yO6KTm0iplTsODkVQXEZRmERztdcXCeERftPWtYiRI0UdjgqI85bxlGl4jDNGRnKR%2Fq0iy%2BPAcCeCA5xPLIwmC4EcXWVVnVtKON0PLZot%2F6V1HXEU%2ByPIHgcyZn%2F263y5aHQ0xmSmHRaomZ2LHFdOVatxzNherriS6%2BrXNSxmCBJYQuUe53bMu%2BvA2YqFzWOVirDbI9Cz8%2BzjdGjo%2B%2BR1c1t8qtjjLyVlgu6qGPqaTfRfRDLIsTbEKumzM5hJ6PMUX00%2Fe3ZhVgIvBLMUDS%2BuJGn7b7XRpUqqHaYAf4OlCdmiYDdW1vH2iibEuUOsotWfS8c8ZNulcb%2FBgim%2BWMC3EXh7wpdTAb%2FU%2BmsalnsBlfpZoT8f43CGDiFEm8OQbqQKcDHkMdPVr5LMRx3mnAtfLNZrJNHk2nMwaLRbvK9k3rqzNWixOqPNmgzjssBBrJuNyegOEDL9NZeemWOV4dtcizaDJvn1aMq2z%2BKEo9oZCliNps3sD5JKq7m1tGOjLtblGUH1imrSK9aAu4y0HV3bcldtsWRvydECX8SV0PZ6JCh5fqAeyPDcTmgRWzcrJ482Q4vQE7nouZ2jamkmpUBmzycEvWtXrG2wQt%2BeUtcTLHsldnMflypiY3CMruvE3cVNjDPHgi2y3QkkhEaTlP6fNt1OEVlZpLG0KuslPxH78595mx8fDAfdL4MKPgQ5Q2e0hs25Zw0z8c8j8gYkdbguylvxOR6%2F4PSL4luoB5Rp4SVN9R%2FCGafSyHwiWP5Wy2Vf4bsnpTLeBJFNKspN7Zlo9DMGnRUr2Q07UgFqaLbDthJVkR935hsyevY7BJtosiBqqgWXi8Yomph0WPqaEQAZZDPLmKig2w%2FYyTf5IPW3aPQCPPdfT%2FzMiM1on99xMW%2B%2FI5l1BYNBBogGM8kAw9cR4oVNlZKbWAVa%2FB2vSruHisuxgIXskzbqfoJjsayJhDHvNmfY0HxMTWNb6rmtvgtti9C9VI3jWkL4OlFmTEDQ7ohO4LL9y%2Fo%2FbINdOpHt7zhYEvp3t8WIGKy9gtMIWt9beCzEL2G88n%2Bj%2Fa%2FyXZXkDtw4TU99aa2OS%2B%2BylfsdBr5dc4oWgbgG9%2BE08%2FoFGUUv6z1jdR%2BKl9oJ5SeKP7%2B787VMARC2jb%2Bab96uChgWdkie5yZnvf59r1Hu0evRoRSdh8FsLud8f9w0jPgqjo%2FbDkerdL8Ts%2FCTEudEPdAClSCbp4qm%2FxcpvaaW2NSiArOsc1yeTUhXeufEryJrorHc%2B20I8tJE08TheYFBeQUjlWew4SgY6Jo2AeJGzY42TleTuu095D4A%2B%2BV7LeKm5K4japDIZ99If7ZUedF69CECWE1e8L6oC88N1eTLL5su1dTGan8qInOrCKDXT%2B2wHD6wE%2FvLoWR2bKM5QHQrXWjdSZpUnlQVUvYNo4p4z0oq17r02ZZuseD%2FwkPCFShpciCQF45yNMt%2FkY%2FPyE6JGqLJMRbHXTwQZ0Dqj9rDU2qLL9Y9uzTZQ0%2B0xCKo3UgqOE5eNJwbGsgwl2yCw1di%2B3%2FwjoANKDYkH%2Bdyxb0vBQFGDfMYpbln8Q1dG%2F2kY2u0w9NKnWLKW1%2FZvA2cl04u5bH9h1wKIlC%2FPn4uGwPEu%2BFYzXaox5QikieuIkg64tzhJqW8KXRMcBy80m%2FwR5NGOrb3vEHw552r%2FHsyPBjEuPszs8fute4xp8HNNVbmHeRDic0OuULUCHNNhqOKHa67odz2rwTr608camhwBv0QBEpfkNZ0UYejtmWMG4dW6gBq9k7J8oyk6ee%2BJiajUecSmodAH5UuyP3nkHHi%2BxaOFf4h%2BRQ%2BxNvfcG%2F5ijnhJ41WZl1iQyUcCi9ifrysN%2Fu7bE8Z9HtVa4XzwcWCKexYKJMDJwCS63j%2FCb63gKAtxXgDEZ5pr9LTwnwDzGMrwokPqJ9M%2FbfLMHNCC59XBAIP33pD1%2Fffc6O%2Fwlo%2B1Q1f%2BxZNqVqc0HG3LXGAiesqmrKEepAKMEj2Wd22PVhTjodPJ%2FyeUCwDvZxWiqx8Z0Jkz5VB4pi4SVPUq6HcY7EgXMIjvJU4W7LFiyvYpUzJF2z585ZqNr5j%2FM%2FQasSXQfomgKLYwvXn6urHiCQDMWEoyvonbZT05uG0iLIZdHaDH6479jl%2FDhe8fHJGfAo%2BYISzshIWXmlvf9neR7lBblLIg2bL2eHMKOyMeiVxc655O45sPCwS23r87Ybniai7l6UqsQm1RrcMzRY3zLkxH6u9OxFZP0oaRAzhr2i8WifPo22fmqLlGf%2Fepl2DF9E14fYF0eCxzDjMV1e%2F8f0gWusDpo7iuMzi%2FTvu5QQUnHwHzY7zGZNolDwH2rRfgziSvCu6xlJReWYR7EME6GF9HIWw8FjUp1GPDwjM9F%2BQ%2F%2FNT4qJgOIAnOsw4jGwNZBs0FIkxWn1gP%2BP5vhkOsXMSC%2BHPkK4P%2FiAPMLjBggk%2B7yez292JkdkjiJnrJrRKNVdKWrv1u734HY9Ojwhq9ciaEP2WrwdnpHrAMIubw9OwKsVnPHMeZZfRhc5PcqI1T2NNlGby%2BL7s%2FoUVMg1K06Ddsw65oX9qYn2kqdq90Q6pQK2fG1vb3qixekbMj3MwQGziJUutxz9mLjKIIZEi40c9kdOo9DJPc0KHbMPJdJP4yCCtOKb4IPZJy3dDvlP4iE0kYyhO5dttBhQ4tKeFbX5Ej%2FUHUojjCSHyLRdUZFBiJrMTGlTnNAUpTjrAbmqMwXqLDn8ZHSyXv%2BwrlUp60nWyPSVPN2V0zfzVUb%2FGJa%2Fbhib02Kjr8Z4QGrlgvdI1vAHDmqu1KXEpfpEneHzkAIHjiQccTzSXt7xgU28MZEFfPHVV7ARqkfQXQDZWGBa0XigWB%2FrNw51vUwxj%2FyrpR5w%2FeNUrkJ4okseMyxH0VwTCfjm2B%2F7jyHPNpNtARKodddH3n1POmlfiBqP9IOYQBtczFw7cIjWTEYtghxfuG%2BzRcevt62vldXSRio2q6cb26U5Ig2AHs8DWKTn25qsuTfMYWua8E%2Fm2v%2BpUTxOA0bnwWEkCI7c8nTtEyLi0lkpUb6jyLLSU2Ee2hd2HYKBP6OrGkNIIV4%2F7AEEsaRlqvXzwLt0O5CTELwpQkWoHJCDFGzF9C5ZchyXFhtyt44%2B%2Bk2sXQ%2F0cg%2Fd%2Fxa5d5hyrX2SdPF5J3sDS%2FOKEy3EuFzrVhbdP7DVYs0eDwIcPYEwGU7CpnrvzfyUysmWLiTOvx4n%2BBP399uib%2FlWqm8lUyR%2Fik8EcpIJEXuUMUIM2P5M4jQPYVA%2BbcDmy9nVXhUhHG7jmwkhFRaMCzcDvCwjn49dv81oXa%2FslDqnX%2FcFxrvG%2BRNMEe6kqqkcImhAr6KqKtI5csyoemSvKzrvgF9uM3Mu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8YO4tpUm6IVPK7Hdd1AjlCMLT%2BBnMTAXj56Eg2dcp54uzgjA%2Fsb%2BbZrhyndXAW%2FAiliyp7EZVu224uhmHaV7B1%2FoCJPOA0sKt5DzJ4W%2FSHU1iRt9t9PeCYU%2BFhYhxbODgPYhu5A4huCCqFL5bbIEAlauBCk5zoHWATXWRTb3Fp4wuOvCRZ4PXO9WEJ8Kg6RNYB%2BOdmitRHj%2FTl9l4yQ5AedmIGjOjs8x3dBxb5RO0UXI7C0GvPw7mpelOtB5bAQS5TgdkjFtClbVeDXo5TKl2shVsSeh6u9%2Fr3eqUhEb1tJ%2F4MajsqWptyoRwz807doaCBtV63cd8oT0RniabDw7pGrGpfQtQy4hNFavH3qTw1oOBiY925Pi%2F9yq9UQrtlNg%2BzP8czCO8%2FqIFr%2BHM6go3z6k7QU3jqaTWMHp1DdoXBmQ8m9D%2BPlCvaVHE3jXyt92oa3uqMV%2BWGhHEWcAlkPDermuv%2F%2FRmPxutlO1iksO32i3W2uJZe%2F45l6uxoZ4mS85CPAmWyFqI%2BTpEyGDY4%2F97iThyf15UMaef40KT6FTvEbf0AfR9rL77soct3%2F7bVUApSVIQOVG%2F9guB%2FezAIDw%2F4KHsfDwzknUowJiP7KmRkaU5%2BQp%2FkjwkSAF%2FZW6CL7TscToAPGfbuPWZAgzfLmcjTGYlXbTSDpRQmq%2FP%2F9nt%2BiMvYeB%2B2SNJwiXNIR7Dfd8LAggxmu2Yii60l9TOT15jvVbLXutmvJ6iPfwISJ8mfcCx1defTD8MUOoCNLsPzEVG5inXPH843xE7XvVfnTnKPn27fNhSc2K6xhCOWx5upbIUrG5c%2Bbhbjaxvij2ZhOky9CbVytiF6NEKva7cQO48c4U62Fbvd8XbHktuUiha5H3whRUCK%2FYd8f8EnvO3P%2BOTY2NW5xi4bdsEUhvV%2BQb9ihgMEIIizJJq9J%2Bif0gZesoGtoDzApePpR11OBAR1BpZGzQswOtl41L94LvKOvq6zJFjiaGluedyEaQsRszWpxU4V2ur0KZtv3UliXi0s8VvaBtEHstwA9GiShtmNMkZ%2F6RZoS73gnyMoKT0wqkU9qBY%2FYCMyn7UWILGTCJ4XuW5%2B7e4w3iBUobWlksf%2F4GBiLNnucn8Tau75HfPCcihDr8bJhpcpYxviEaB8KJGTX08iUq%2BEuC5mV2l8HTYVVVAbVlgMHYJdON6s80AIcmxLnvbXcS1pj%2FZz1NOaAA69IFZcaoKKyIBmmSmUmgZQzpzseDpwO%2B3q%2FUxsSIhpcNkedgDvyymofQI00TqX6yFuN4p0ANg8Eq5ElsOcEAAvk%2BsOsh8%2FPPx3Q7NKlQmg0%2FMLp3GOpW%2Ffk0ZLY3lTXxhmlIyGXwsDE1Y7bqQGjwGBVhWUO7AtJ6bOEQ7eh3t4Mg9wgD03RGwg2XKnfGEygl5LbJACwpSyrXSEzGK%2F1atDiZ708hNNWjw6%2Bcy%2BE3BcqnO2s0qajp7fEcAYpUT9QRsnDFqq2dky8vhPup88%2FwsnplTiCZh5fpuSkxRC7XM3Wxeu7w94uEs3Q8d9wh18BarvFD%2FKK0utv048XUaDGutqpDED7kji%2BLabGwOonwy5xoLZmeE5EfxHTFCkvDG%2B906lLuvT7B52zRzdYNh%2BZ%2BX%2FBNwQE72bmy0CQecGSRFK8VRTixWqvrpIQIgVjRc3ChGzeSoQQjmVAmfbIRrO%2FuyK5Ci666gPoaLmSXVFNGKIXxGblLH80KZMsiZx1kZ%2FzmNfv18yvbt589JJsmU%2FP3WLG7Mz4tA5WeYTjSy7Ox%2FbjQCf0lEWwfnxH2WNq2QdPJe9n%2F83o%2FdLgHquzb1Fa2yGRnVaIS9QpmcBtLgQqDNPOPPlLVsKYFSy4FTAqbDUCFY1Ws%2FfjCa9CbuHGeTdMsCLNvGFjtUJe9clUJCm4PpYUiJDgtQrtxGrgSlqFrPNtXYzyFB7Oz9AwasDSY%2Bs48FQCr0Fa02tlPKMroNtuyFUPQ%2F4i%2FrRCQM1NaXyZOhVfVc2X%2BJIDb4h1jD9MvOR56n64txbn3nG01B28BzAUI%2BE%2FN9eF57qfVfwcb6VKTBDbopVndHKYs0BiOMiSHSEE7giDu6nAu8gWy8XiaxiZ34ZSts2ipjsIJtUxXC2Hw8HHJtRQv7aPSTo56WkB6B43Ftrdm5RV6Oa7dTy8DrbF21rZ1SlNQuOR34VF%2FAvpm%2FpPPlZK1x9syxuxpSB3Lj0WtF0nUU25YBgZjHmY5eZj%2FLZFMTVVQ36anm7U32riEdVvaHWmdv%2BJVTx2AoccWhT8kR4P0bJ11XZwCoYjlSHA5JaHqBm8XnIfHH01aUj2OLofQiqYynMCp7RzpZQtT0AaEADPZlG7cIpmTIuvxiKuQAiMtxIW06dW1mPyYA7GMdM%2FyvpQaR%2FXuzPwew0grea7M4SkiDyHhs2DPg6RPwV0BCrlHLeeo2h8ax1yK9YiLKnP9VFLS5fPWwbhtl32Ta1DXummjAAr08x1Rl2w1p3XDX1d693gkHKikzhZu7V1x4pBPcGX8ygevmZlyqvtj8MrY29DG1UsDlGVnU7uiTRI4qK%2FCO%2FZX%2B%2FcG65PA%2FOkuCiHLH1yuPgb601PtKvQDiWiNeaRhPipFbA6Bg474p6kplp0R18Mgvj%2FNUK9P4Ey3ghV%2BfB8VHko7x0sDXmCxlu6SNR9U91fg5oWx3yOxfFjQdAdtPzS%2FnFpoFkizLv3d0vl2KWkH4yiwLi%2BMSrgXkJG%2FOM%2BFX0ZCb66Nnz4%2BM0n889Cq7J2%2FQoUSQFfSEdTA%2B39DjSd0d%2BvyclhKOpNOY8Xee01p3XTsiyZQy1tOMQBlXBqk0eCq49y602iTwvNlod5bMWG43LcYyQFteBDBcn%2BDB7Gt3MW1GXe3WAXv3%2F3hh66jM0PAksCvOl%2F36Z6iFhHzNF9Zc6QQ%2F4N8oIiUXc1NvSDrEWo%2BWcTsCcnz4dP3SIoB6EgFhPn%2BvD13vcvp%2FU1qYrt9kXyMLXYb1jJhSjaHZcdPB%2BxwIAFruRQF3sVn1YTpb5iEZx3D9U2mcEpOuVEhEE%2Fg1E8ZHrQQHbkq3ma9msw1hdc%2BRVkx5zULrvS1NzjzVmGUL6VxDy1X79JvugzBRkasEcPL8hSpsYe3lrxlAU7PumsBfxjFxvo4Aaxr3muWI%2FBLWl3%2Bx6mJMLQugM0XFkWeam9VhtWr3s3D2lEwMShSLfNLiuActnjx3IqBURGOC5VDMrMsrvBjecs9mrygpTWmvn%2BxqM6IL27CoX1NwUvVi86YC%2BvmFo6Sxl%2FPHmwtKRCn2IOvqBEU5FJe58omA0MkKB4j%2Bd6%2Fx%2FGR%2F33wEQATohTW%2BV4G%2FEug3ZLUHA%2FBOhsibBZEsY6V0mIKLV1zNKUTHFMUMj04kwhOA6eVTWPc1GN2k9Zd41LXPvJLbiZVMW84e%2B9VFwgtXku2jH%2BiNVFReFxcj9UlakChRoOwZFnYLFUXjNOA4RhJtKxzOKe9Kvp2ULlpe%2FYpsMXDE%2Fn25Tpbvmbr29bKMzLffdyCnBrWWbEQN8utrsINwf7r7I%2Fwx8l7VmJiW0Gy5MJQAWbj4xW5%2BdDdL7UOoLV5RBswViOY6XQtf801i3gRPxiloltePWy0if0M1DrSQXwJkDSw0BOk0l8%2FsOzpjSDkgk7bsjusS%2Fr0VRcaMhEWCjwahE2MYe60dTL0NNpgGY0wQ7%2FxLQLhYjFcSamXD0hyvGnNab4agLffQuqcXWBaPFKwSWJZ0p5EC5oLHNjeNld9QNhPvGmg7nQ1ShRXX9EdJemVDgzHNIhvYJtpEGDhT1zEafRgypgg5rKaOd%2B7y%2BWmPNRQm7MJ0PqSxgZPk8T03LR9QPua2xJ88wUOpophRG%2F%2FoAhERi7hoXNXO9slwh03BVtgEnSsbNq2KyVr8LrqWJ2Kp0ip867OoH7l9qf5XS8KYIPUm49Aq8xJrJxEFrFRJd1zPHrx0OzJb5e6LbxuQeEeTNG6RNaYzDpkp3tFiwQi3jU0uUBMubnY99PLUHSc0QS6y0Qjc0rXy1Vat9mKU%2F%2FmMqxSzvHmQhSw%2B32dy7v4u2XWIqeCPJjAjKcgyYU8MEPZfs0kk2f5OPLPM4kXdcb9EEqESFC9r9SjcElH7MjP4omrJKPmGg2%2BWfZ6Ku3q758sp1Go0cNH%2BuZIZ2hoRhOaycFpiPZlbpX6Nghwb5%2BJsrhwJT6K3p8Fj1qoMRmY%2Fuvy17GxfVD%2Fz8cNr0UKWxNriy9d6maa2UBnqIHV2LjeGiV0aQX79fFeR4UQQl0ju%2BKrOVdCIOlQ7z4yRyBNyAuUIjU8jWDkzf9adRoSYzUogcuaQle3ubMBh6CKYs92JZ%2FpODqqEd%2BrKYrql99UdJWwZHQN7wAIL9BiUw%2ByzNgSCTpqeSCONtmXVOw8t1nJTeXCOKgsZZP8HEblsXgUFF%2BfbTdxlOu3NBhn%2F6Q2EMO%2F3kHR5EI3ph4OqC2d5UVbKjGCvYP9feyQCCcMUdlj4EgMSjHou4WxsjGYd6A5wGYw9E6XXkvQcXFnfU8%2BCcmBnk%2FsmCxo%2B%2Fpm21Ya8v%2Fyd3IciujgqmP43amyvt5VzAMPQE1A2Ht7%2FW7kM4lRqiYbAWPVUGapjzfRIuSDJ3QyhhwTnduXY8B6QZ9bjf%2B78e9tPL%2B4lApLt3dNIo8pHiYMIqHoayyTj67xzWvV15LKXb%2BAK4kmoxhL0%2F0SAQQGsotYgO2LPz71y8kYM%2FkV%2BXgNnZHVi8Y9IHGWiBE3rOq%2FRg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_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deleted file mode 100644
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no-y-overflow><script nonce="T1Y3q-9UzP9vMbQAq0eLWQ">var ytInitialPlayerResponse = 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SiAmobSaBkgiYa%2B7VUV0Vvzz2Jr75ZrXIClWFzGG4rdguHZuIQ533XuLr9%2Fg3Pwwe5iVwDmemmBmV%2FwTjGcWa%2BULaADborUkh1bSTUI2NCvuPcCXMlpw09B%2FzS09lLeSPn05oWpKYM%2Fhwpij5SDrxG89E%2BZqP4MKPB2eYYkk44wBl1HBvH8UKW6vZ6LV91cTiDP%2Fj9Z7HfQycFcyH8yIZqzMER2sjRD%2FUVSLD3oapHJidrUALSDvqrdMPQOROnbBF5u533lvdsY4K8lLKtLpASiEENXjQNnmpYpQCvhXRkja29%2BUrp0XwsHZxlKgVkJjzUltbXI2D%2FZQBWZu%2FRzMmoT84Q%2B6ZvCv7QYAorhQssmVChwdBwEqbPpEViUrRAOt8%2BKDi6oF%2Bx9C4ufPtsOpmJTLPmlnrOTIIELdxgwMclcKnHN9EEp477kHYmmxHHIoOIdMLZD4l3CbPnfTNUtAM5XMgtxYmktY1l8eyV9CGMh5PH0YpcYWuhJMNKYORBEd6daycqTwAX4gJPs5%2F9eTxS0HdloBP%2B%2FD4Y%2BhdXG%2FzFWbz1CNO60zOpyaZ3FM0l7BwhazYX9ot7Iza3vp5miBMhHHbEn5roxXKtohEcRBui0O5EQCHhV4tvQF8OxVR1svux4%2FJysbBf2njc%2BDF7nohJaDjh4DPbrIJHgltuLboCuSiU0R%2Fxxrnls3AzpI9hHhTR6%2B8Ku7lm0Duf5OuRjUFSYb45lPUqFrxOHFy%2BbgzzPwvm5KhcC1N%2BpjsRZTod95ugDjecLm23otCHaGZZmiPzbDWGJo07Kjw%2Fudoc38I2QgP%2FlenGamhdXJ%2BWxsj97jgzZljwrrfx2W6bzsPAEkZb8rEGqxp%2BVXtq8fIs6u0fdcwZDgaVcxOQIP63ISlZrFYe131iTdGY8onpDhFlqeLU4sXHG4BEZaAyXO2pZ5rHRTtGCwqxL8DHpbmAhDFTeFAOqDD74AaDGYhf6LnpPZ4%2FHl0xRrpnKWLP3ingHnLF1ECxYJ94gqQOYOWyNbWVGC2me0g98LewLDFmaAmmIXkfe2RsKuZgNStWIb%2BNsuzf4hU1Qe6gR1rlwTedhIAzrDUmZ74YBSXY0XeIln26arjF9MaZ%2FYvJy9cpRBDgjKHy8s%2F0U2pOb6fTfk7CZM%2FVRpikFcGoMlEJJprW9x9o7qAhifjUCiFgICIaGT%2F9pJyd%2BklvRHsMvdJ5upg%2FUuXKFsiQo%2FvB0mWy35b%2FKKQYXRXi2qBnYEG9VIwKPYS9heLMw2ysGJ8s%2BzbDlWMCC4KYqHB0uKT9tj2fQC5BKelee3dNsttUJJcoieDGO6yChxcOiemC8IHClGlNGIRYcMPZVGI8b9CecEFiKkNhlATeimiTSA2SyQyL%2FZsxE7BJYRzsFZ9wcJkR%2FoALhhIMykm4HT%2BYxZ0eHZlg9mRnHoYsrGgHZSgYG4dxTMnPn7pOxGxCq%2FYzSaSSF9z2TmdY4ie0cAB6R5VO46zdJNoV9qKrHuAKRPiuU16HclOiyEQGUHVG85HxdiY0lKyHJf57kTg7%2BkO2GSDwAABOE8sf77rKNBt0YYtD%2BtvkZ9NAVIgBNjzUmWdOsjmL0aGL3Dop8sTfkb5oKJyjJk9yWn%2BOJtRhyOidISjL0hZVyUWpqKpX5yxKKGmsSDLMBD%2FgQCjd7wgcSuR0RTP6NswkKMuVm%2BJU7advcTKrFK%2Fi0gnEaXlk%2BuAVKMA56f%2F89pQTuNy7fUKVZnItofN91HquGFCrBy77xXRAD%2Fb5eCQCha%2BzTlbkd15cZ7qjZhwbhIhOVnmBIzTeLHwW1gqOjtXp2qKJ%2BAEMxvhXVQPtpsP1SgsPRow6BjBGT5aRfm9Wd%2BVL8jfHNgix1jausGQaCQItS9klS0O%2Bc07EOnDljmMPTGJPuX7%2FlCccZKrwALLZR5bAwLWGuqGplszOMghN4KDdEE64wLEiSfTq%2BwLItOQstCxdm6G5qRQXPcR%2FQ2UmowdNZ3oE9EEC%2B6J8%2FZkBf6H2lyJ%2F2lBFIPVv%2By%2FkY0osFd6WaMUcjVF7F4AbUfFd6AuoM72AjNxZcG7jZdocj5jM%2FYMMY0C%2FPB1kgvc0D2r13Ch3spMGAKrIq2WNrthsUVvQhbdbdk7NTIxcOOh2ltACgncrzLn8jUggIDmYMkNu25y%2BILLC3W6a6UDVqQ2NSgASB6MaQX0DkWEzi3z1lspVg02rBVe7QAD8z5odyD2ylmHP4596DVt9whtMbARNcPpXUp3tsl5IBbssOpsHVxM%2BXkIRLAKZfTHPy17zkIja2t6tTCvnhzTAYV0rwz304%2B%2FcStbBvYZJgf%2Ftv6s7cXT7zQ1VomBs8aDnM0hgMn6meyOmQuDuj9ayYetaI0Npzcz9dRZhxNrFvX8S5blt5Qm8G364QzwQwGOCce9ZHjBwNvjtj5lE0nvIL4qX9az2MZ6i5CjnNGfBGKHuyJMh%2F6wlamHFog6JgnXVH5uDFC%2Bwmhucva0g4gvYXS8%2BXRbtNCSQ16zUF7%2ByLe57bZw6nUd766FKOFEmjiHJwPeDzUMAa7vVeqlZuSSm5DT%2BSjlBRdJ02ePHo0Hltq2sPY5dCQFqP3jJn51R3eq7Be%2Fz8ql49e7x6lYekurJvD1CPa9ZMJNIroIowFamEC6Qpt3E5UUGWeQdtAZm8Ao%2BIkpCKTPdrhGtRwgkctKrfWY6RV%2Fm6hOktPJtA0xTGPpbpEjknD9ZRGR85VOKlz2oIKGckbX8ugP8cUqXfwzBZWjKlVxPo%2FP83hIS8Q1s1e1J%2Bgxf%2BJ2szgodGl4KPgDPHGGt9vGW60ynnepyl2PdMg2503t%2B4z3kM%2F%2B4kfpK2fyz%2B5gSrUrFf6sckFeCHTIreGwEGhn65FPq0NTm1SQUvBUm2SgEsDA%2B1z2pGineGChIPGMComfoyLaTbAhGrGcCvEPTCzKEnRkhEMcri4yxBHz%2BERtWepSK1U7HIPMUHLEwiKcnCxgvhE9UKx8ely%2FWSI%2Byk0cj7a2g7%2Fo5k5cvYgbkzMDo8YCCFf2taEinMfJrZt5h6ZGcDHWasf5MoG177C3h8fybkOxvZQzl6wOkC0d%2B83bcrbmT4CLms0ygH7doyPuDLAsnLxzyBrVUFk7P21imGmOUj%2FFLcdeECcVdcNzmJoP1akZZVptvaRyBiEx3gKBIOqbeluMMB1j1Cc%2BX2ZNLdLbzoMBA07GztAH%2BIz%2BDDFCmAnwkf8yTM3k8Tg%2Fw2WW632hVT7HNDKXvIko0OTnPKyYwNJNL0hOe9Ar7aYbHrUpWfnjjnQSKPr5p37bEVFVWhP6nHKX9toJDTXGrgGdf48vkK9x5KVBa%2Bbe4BAfQlqCeq5at%2BpwiaiqDylVKJWygN%2FkkrYu3t2p3dlwokZWpmJor0xa8AsVhazmu1MMWTYrWH1%2F1K68sTy%2B33c5OdaLHY7DoZE699wFUD3ODnT9ztpZPBkzVGKgZzIYpkP3h44%2FUZmZ9MzYS1bKlyNPf4RXvkAwCG4VmlCXF%2BQNTg3tlUEY%2Fv1MVZ4kAcbj4TCxMlE9w2CWlmK2DE8xLv1HQAQVswUmYzmg%2Bt4sceQBuL6OFdFREJjzcfRrCDtALadIL3MKazrW0TjjoAU8iJUr4Dh%2BocGIfYnorOetUfvbH9NOXOmA%2FFXJaUpGT1eTT4oxE8xtXAaN6D73L0n9Zmgpw2JTxPgNhOthpegaZmeYdXbRUHe0BFHrVRi%2BEbGOfMwmjFiHlN8C4ybn5ZLtPb%2BQiI0mUqhVVJGKDv7a0TKlizfoRtukx0mK5Z6E2Zh5Lkwa3pPfGW3nntzw7RaFbJautCws2D18moG63YUxLNPwkK400yO3mbMLycQxmNCmJiRqOO2qN9vq8DQl%2FiQImQZbqJ1VbFCeRR7Ul%2FeSc8zkIBcaHXf4M2N%2FRGfWDjWyIM54sS6GWcbojCnak9nH%2FjFV%2BKyUax7c387rnz35ZsGW4i4x3IsrG9fnIOvJ2fSB0t0h5OgOtYWyDhUVF7jCxE2dHuByeuhhojY%2BojGGdm%2B9lxEsYSYGe%2FC4RnrdyAoxrNzqHH7HvUfI3aHhxVvj%2BeU%2FoHC0rOLSdzxpXtOANtUdt6YiwzD7rYd87pxGPkDWj2cv2HrKcIbj5nBCuBSRiudREStN7%2FwNGtS05MOF01qbNE83BlfFJN61xBmJ2%2B7ZlUpo0yt530hCeD4HQP%2BHAs7A1M2aTdD%2BPp2qix9N%2BlB0uyWxuYsaX9HZXQL9cToWMqhE6nP8FWjq83qcnE9W3YZvaKIcOPMe%2FKeLdbLZoa06J7Fsrb23quAl5GBisckN%2FuhyQcKMMAo4UdG%2FE%2FlUPzvd5QglQZmB2bdesIZmIEnSgRsgPttwY4q4Hg5iyqijQE50jEXhlB5O0JzliOBgLjRxjg1HREVaPB1evWa%2FTzvOtT4vXpo%2BOW9Wx1tKMqBJICUTJPHVLq6xJe20FYVBIKVR2hF1l9boxkKh6GL%2Fx%2FQ%2B%2FiVySY7ga%2F%2FeSsCotkLnuM58bayrDIEWRemFpjEzl2zMuDimNIjWh0cv0TGwhVyGt6rZ5gV9piXsDtrVjqq7YoLY7sP8%2Bjd%2BFl0TlKUIVidsgPzYT%2FnsQNpm1UsQLqErOx%2F6dceY5PakF1uhP%2BZFszvCQuqW1Oi9k6OUZGAGptgvUVewN1Q41FCtztKEiou3N0BINZvka5h0%2BBtlc4C2ISodCzs%2BX3leOHlizbo%2F4xhXb0rS71CKMea%2FezmpqcT4DkF0x%2BtiL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BOFPFbWCLFMxqNuZ%2B%2FkoD5LHAEUZ4lWd8ck0ASUAPQm5WO%2BQkLcute1%2FWJYVo30YWdtphjLWcvmw0DKX8KyCLpNIAh%2BwYlYjaEAWhjo2nmFbyzdmI3lYGmWmAM0LHq970L6J065PPzdTqVNvh9zigRs5YUyaGS1M7EF%2BaNUoRSqdiD4%2B2TGSvSeXXhc%2FZT5VfuV3VhrU5pWEPPysIhH5cKik2ZsV9%2FWBC%2F8pK6Z4D%2BEnJ3vFHyQ%2BHnIrE5ubCHjTZJRcEQK5mz8oHa6A5I1UFbprsc4lGvNpU03Q6DBgK7vXgA4dhR4BqT6PbO2Z8qYqi4eo3IC4%2Braw6Zf4561RYjb5OOA8w8yaOMectOw4afhw8Molo4FFm%2Fi3fuHNidD3dmGnyrQ%2BhMbivYPJTcNS%2BkzQ14oypyznyizulHFaLzIO16TB4Lz55H8wvVVFoQhRVfxr%2FrTy1%2BbYxyRechL1eP3X97JNzGRveMDEJjJ%2FfuvLsFADClc0HW6APcF9OFtKKt7VLtN3VMQdqkKDXSWUh9XpoVb3QF%2Flff2%2FSXLBOLhMyrN4%2BUV%2BVUmP5urNpl%2FMRl0%2FTm5BqqkYJ4iF8PDrGr0eHZ%2Bi%2FCtfVZUr6Dfd%2BEG6mWao%2BP57TieVmNTL5%2FjZtJ25W7BnXDtZmAokDFf4bXCvJwkMkYE2dG9HsbYW845lNe9upkJoJiFB6OPsu1kaa7E7J0Ya8KVs5%2BRxwHS4So3qQRncKzH%2BzApx1J9h%2FzhTN4S9Zrdlkwzkx2nAET%2BAeip1wHFEa5JANwvt49%2BvSU7RY54OomvEeLmhhvDUiUDJfePFUJzZbFFjja9%2FGj9kK3vJjjnLZZuw5BC%2FsvqCCoSAO9XjTo2EcaSoK8pz%2BaQ8dE8YcUkq5GmiLOSo7NHPh9OuxC%2FNKO3gi0zVs5sLcGlXlDNeNkIAfPdkmnf%2F5Uh9f%2BHh4YfJi76cl%2BYLO5VedqciaTQ6zhQepp3LNgH5XJWqMyEeUPPY%2B2Q26%2Fh1Pg7La6RJAxuBvmobMfQuIgzQeBHFd8mKeFbcujYFPVQadEvGtcsUV%2FSJINMYtpENpcBxqIgGRoOVgAMIZuOkqVRaOkJyvrU0fUgEUyNn9nFeZ43mzMeIaVE%2BxSDxZYE%2F%2Bn6%2FDMNjN%2F6Pc%2BMIII5ph6%2FtaFQz%2Fxm0mSX0o58RWD3lHZGIDw1i8iUjeVJZsxQUX9VXwVFgKftNAuQU5mB17Vygfsb2XYxwL85qq30RKVp%2F%2BhHDHA%2FNRowQNbOyGgPh8sUIslVCvAvZcbkpf3aX94g3emWwQIVa1oqABO9FYiW5CVRoQAEeXGz0CfPlLOxiulEdvKZ%2FtXC8onRF7pyHFAz7H0ZdeXbatgj1BkAH7xinY%2FaRrHXzdxD4xKKxgRTTQLbICftJtZF6FInKxY975mZZN%2BTFxDrx9wr0XXRpd4AfU3upDmnhsPcs%2F907aohJylCfDzNZfzV6uc%2Fb1%2BmRCBCvZk7jxVMomh88F3L9r%2BWvTxb8M0%2Fm%2Fi6fPzTKsTxL25dxUpFy9Dr9HE0Z736LVDfRAR%2B2NDA2jYR%2Buht3rmfBd%2FvkBIdDcaFnYYf7XXH1Q7bsA%2FWcoGg6UjNXaLQWbK9M2M0f2DLsvuaG9PUkwccTs3ULsOXjtRO8Uh5YzlNk9al0rSjFo3DeIyZjoiSk1wMchBRCqUZitVk8CZ78BUgVFtZLipwow9jjPkIoe4o9IUNxajYU5DuVYFKeEVtssFcO83AVlh%2Fo0Mcr%2BWkKfM6LEVLZjY9Pr3fcOPdr%2FF%2BhoFqzehB%2B6pq2GpV6bxwBPdaVxPJL53WEb6U1owCh51FuVrMHpk4%2B9rSvBehpk9lJ7CeVX%2FI%2BNH4Skxds8j2WReKiPmLdymxLyhaOoTsqMtNPnzJLXlZafRJjKuzewOpR5CFSkKUoGteLj6ipm1WWcbctWBd9C4JdqwJ4T5YKXZrrg%2FUW8ZqeUJZaSng8%2FgvAq2RmUbq8k9lsm4C2vHF3D18qj%2BJ4SEw1wkUtAcxRXu5nsXpD4qVVrP%2Fb4oFho6Xc5ewrZ8RmOtOX2Khn6DF1zVCnMmsD%2B82E7i64gQcH7XHWWIG9C3BWshXI7Qemli06Uah2mogT2hNHeNNSkD6UZDycYy6Z8e4F%2F3l8K32HEGpj0Ch6%2FdkYClMicgtDoQTdGFq0CAlzusrjt6jyXxIzresmlCz%2BOGtjMhy0Igte8qOr4P%2BdpsSkadhXsqYUGyFC4Ms7sH84VlMy5SrlCBljfZKlh8racA2L7wQZw%2F9HCkKbovNXBMewaol8g9esaIHppYRne0lmeqfSYSieeRItMh0aMLsVafFQk0mP41IlaYCq5mO3WVAfs92B%2F%2Fugvp%2FEhqrI53v57hkW07K3zPAYKp3ErZ%2BAwPGUtaZvlyKqtdS32KjZ5oQTW%2FP83o9lQttOIkCswsVDbhLclzsR7Tp7bQJ5RMO6sc5XjNNOdj6PR%2F97QlsL4uX8rXDEjC2WfbIqj8rcBb60HJG51c4xX7gBl5YOPHqjz9MdtENix9Lv5bUzK3V8NyOKRn0xyrhCQ5wBEgDac8mGcUCyFFwCzLz5leWTknw5Jd8WiFkSLDCJH7s7cN0MftgJLpzHoNSgX6hH6VAMX9LkqW8j%2FgYUsXGBB3jYZmNidfjDJ4FYHEu8QJgW4UFSLZw%2B%2B8ysCTlYNh1RgOTH8tAPrwjpk1vmPKJUGLDyt0zC83OUblNi6NVhEDX30267d2YacerwQgnrN%2F4IUQUJy2Myh%2BjhsBHbBlUc5vvmAPXN3wa3kSCc8kTzP9DqhXooc5fW222jlZEcvOwsvZTb%2FDrnkzvUG%2FrjL0X7YxZp14493CCjcap%2Fl%2BoqMBQY9DvC3SnCjfmZ%2Bb5u7jphkL5U%2Bf6IeZMg1blRDorsIfQTNsEGNuSnar4jZ77WUxpkUTAu90JiN%2BLflna5j3%2Fgurr0kBuxRPOR88QodJr%2Frp%2Fc8SWpEoowGmbyq6RJRMo4htmZmyJ%2FiKDf21N7U6KYMsWI%2BSejLar4%2FmT6bUx46javjPLFN8WT8Ir7v7QF37hIaSE%2FGOgvQfvc7AdxlszFcs2cmd5kecLOKtolQ969XY4qUEmrIvZQEeEl9CEtDcOM5%2F4yN5PAMuPuKKipQ8ny5zU85OI0bF0IspdlQsCA59ylc6isuiiLXgRcQJZTjlirRZIHDs7DnJffNWGosc1fTeL25SgpcCo22uS9KTfr8deDV%2BKpUHLfshYuAl4i20RfZhywiW1YVHdlehGnjL76%2BuNEzVBHqxLyjOdMjOSnRvlNCKXo0XukFlZa5sdGN1jgD4107DGbRdXtnBAJns9On8zhcTpuGiqur6fCa%2Fc1irHJ2jFpPKGGohIEc0Li6GKHJ2%2BUr6IMX5aigiRLnNITNiMGCnONSG%2BCPCIxuJK8zJhdSaNO6tibhKg4qN4RdIINSASadRhUnxbHvd7T71LK50k1v8vsvjsPv3V5M4u55Yj8kwTnXYhrxbpUzjtNRNolQ%2FjNl%2B%2B0VSVlr8cdqUXL2XHjuEabtl%2BTjhb%2BK3GCx%2F5yiiFNtfQjemPR%2BzD6tAemyF0qxompOxdAFQDC1ZJubYdL0kFWS%2BUNETMwfiO%2B8z32ffk54aScIScBxVMScsXTcjBBLbXQ1HsIbenndpbND2t%2F5mr0yYOFXO%2FlGQh9NcAjxa0XC98vaD0zyORMZsl13VWWtARkriQQBeRWP0HTtRpzhSXwSgkdzQvEmyKySwuKHf3pMaKdUC%2FGKsn3qIBQ7f2JB9HazeO9Q6BdVVlEPU4f25T9za2PpNyXyDv8g5kFyRNXvnDsLr9tAr2SC27X7YCuUqqHzKw%2F5YZF4JjMIYb%2Bbe4xoVOdywLtfjGIhKJJmeJjwZKYA1xUnyeSDOUCRgJ32nOrZR9nGY8ISfzsw2FP9AC7N65TygQSwO945FQTK77ReDtFs9bSBk9HuIkr7XFvG9ntvtOowJk7x74qvgxEIKGhpbrD4sY8b1VoKVYLdurtsm1e22si6rwDs1XLV513YGtCaeeEp%2BHmt8b3uZg152IxRGOf%2FlCkVZxK6FPoCVwXl4Zsb35RXrTwFv5aiUCJZB1F3%2BpJmbgKj0yXJv9rqRFeM9kVuEJcB9UkYMHZioavViPUfWeI2HiXRDCSoMtx3aPUu5cGq3qcD2u7sZAEPNm1y5BgmgQqePBJRCSrfnAuHwntbEqAm2%2B77an9np0Sw2yfvOI%2BeVuulOipmtouz33xrFqC1u8023v6%2B1EQHUTMKRzfKxj4Y9yyjiuN%2FGy5QFy1NjS%2BY1tCatR0mz63emMK1GKXaX8QGd3O1uoJ87cHGwyjq4ambD0BU2727BoO5oHkN9gVoeq8Yw6z3WzOIys98fo%2BT4gska8txP0zy8dRT3CGWMhO6QEy9GUCQ7SEu%2F4jYWdW0MjnA7etIP3X1LDFYVgbbV076i%2BDpnafnjnfR2R%2BynHtx%2BcTDfeWFZ8%2B%2FnpaaVWBs53TW%2Fz2JQcMLdzBobyJwAqS8CzDbB2wrKWMBPbyiGxmPREpOC2HW56zejHWrNyhhZmHlIiySSydJGL4WhIBKYGVlK7rKxsEzn6yWM55gN7RoCApufIE4QuBwlnWagvpEAkYYDFWwHcYcwf9c4o5szX81gjQRdDzjjrfy8xb4G%2BN%2Baxq7ZjkWttMPasNzS51s9SED%2BBVWFj15%2FRzB%2BlsWGb33PgM8OrMqMHMJP%2FIPe1fVwdsMFk%2F%2FyWbX2k6Flx0lXS%2FK0tpzV0IHQR%2FnVgRtpF9U%2FbZKAws2YxkE5QMhR4WLiisZORBf9aRwAKi%2FCD3Fd%2FFMA1EgEhvVZA97D1i83sxeagbVR7P49yCHCmHbpsO%2FhMNEBYbY%2BQmwO1uUY%2FQ%2BiOXgHJ15Yv5bdhSpiMWOent%2B%2BGx34c8Fual1YZdycg%2BbbydCwQYV60S058sg80igA8kmz4%2FnqoQjSgDC5%2FoFGGcLuD9t9tCfpenp6DBDZ%2Fb3htfzZj57ejKRs2yLURqvE%2Fc2PLXvlMECHNs6FQAbQQGfdriPCYfnOMKZtzVY745sQKjMNkIzD4KqVxRxAfbQd4RJOek4kD1%2BPLRwQCgnFor%2BvId9nk0JXSgQOdqzwEmn%2BvEwCiwL%2BksEB1iOcQGiJrQ%2B65JYYe%2BEcgnggLj6wJt6zHHTbYZ2YFpa7gZqzm0EyZWguomQmS77Rt3RGm%2BcIvU5IAaaE%2By%2BhRfqS47q5yxXzXsDQq6Q%2Bhp%2Ft6bg9%2FoKaRnCyQycVrioMD6zSXcoMeevssf9KwL7aVbNMwlzwwMe%2B47yiO6B3G9Yaj7Z5ShKIsCtzQqLKnISl2Q7RbBakZpdKGHZyVpzm0XLE908WbiYM0OE0uGzcZrk1fB7EXG3w9%2Fi0jZORMEd1hzbLA50Tkts5Tj6cG%2BVntXDKUDuTfVDUlZGOXGIPcbqBfibijSiKWB5X0i3HEnOreaF2xoIDT4msR6A5zjYX9UIGN7d4yfmMlXgnl29K9m%2FMr3C6IQVenzQULALx%2BTioDx1U5%2ByZHTtUqN%2B1Tgtxvlki2yaJ7jGazfmOG09v8aqHe0oreJKDCFps88BOZv6MGZXXXMa3LpbhybCsOPCxKe5rC8d7VuD6wCJm3UvomSfLmd6zxse7C%2BZBou8hj6f57B1EKd8Dvsl%2BOHBxLi4N%2BUNTcnZuRbckF6KSYJIx4xXDM%2BbAeXaFSe2gmg%2BsBrAUTUeMzt%2BgfeFua2rftuvlM2IXokJfPYVSolqtWTtZdSXZuQr%2Bb%2FVFJgDLW%2BsULMRkFrLBGxTk2NA7PDO5I8N48RZbgc2uZy%2BVFdsWZaI%2BP4bfjRSktx%2BKcQQvtbgGWnzb6GXn7ic1mqgVvhz83WFIIs9s8bJQrX1uaL4tfRY6F8X0liIbYZmbA4K5B9t31qr2ELrnB71B4%2BtvipgGlCbGW0Iy1Xl9eJPiOBbFOTfBup9DfSkqFjuxmv%2F5rCtiiiBBzLnVKNPB51iAr2venr95RzFuD7J2aoBgUyZiAFA5tkSgTHd3b53TakuvEkMix%2FBKqUFU%2Fq1nT5BL1ofLBcLPxweQkBVYeMzRYeNdR9DC0jnJ9b2jtfd1ljzuVOkLUSMAcxwxOvGzKLuKWvJ55oYc0ObnqDv0JEcUks7zVzZTV4Lniqx8sKXghwUUv9B35TtxcbrVj28EaP%2FSsBGZXKp35Muyt2Ae%2BsuTaAMd6s3NuPabWO7s0Xbx35WY7UTMKg3JKaNE2vLIsFFnABEBD0xDgoCNW5LUumsWYngfvo8oEDEiINE5I8cW6%2FXUYJZNzxdhOEEF5HpwoV%2Fj%2FhH2TWIuFzPMvpSqu%2BxYiVHClNNgU25hB%2BbXesGRqt9QjYa02aKPpO25stMZtU4aOQPueVmG1T8wypnsrAlERapuJvzhs31ksay%2BsmJ8VzGfj2ARi1kBxkhBp2vM%2FQkEnmY1kYCRKvHDR06p91GDHlMqPKT7%2BH3tN5Tpq%2Fr9pylUEvIWGR0AYQ8W1lZHkRNORukQ6ni7Dn0AHeFp%2Br%2FwvPZ6kNf80VvBYPlfRBgAgtl9YR9zBVoGJVx4Z35DSNRvtIet%2BQTN31o%2Fm0L1Kb4%2BdIeo7shwYcYkIT%2FqwQybEXMuyU0x9GeiKE18ufWPEvJ7kqQmo%2FOLvgc6OzN9eVILWe0PuRyhMx0EBTTykpDwAH1ueCgM4WIX6mhlrq%2FAULtTuCfnr5P%2Bt6MM89q%2FBx%2F8P8FXkVrz9wrwXIBJqn4sXG1ai9f5s%2F7rYR%2Bz4%2BZblu4t2Hcjg8sxWePHIl3x536rVrFGrUs1fgbeqYSMHFy7gOntxhmsasrs7xd8XobmYD6wg1wiWAn6MnT9Kwres%2FiyaKgmuwBlk5p8s5mtbctXbYPnPoXCdOmpr4yMAQ82bKjQC0GAjyYxVNrs1Vv3%2BuDIYjRQXT%2FrvsFnk7BBg7g4XcimHFpRHbweIPH6jpyOaUJube4xZ3Xzrrgut23g4YoZ3H1xS5%2BBaUgRv%2Bx2sBlw005ETjggplIM0EsPNOk8%2FwSiTne%2BioZuMVwEC57jUuCl5lC8rbZk5DqpKoADcYZJX79MIqluyLyjf9tb75jFsW8ExWARB00DFnBoDvx6YMzhq6KULitkTr0iH38mZwMAoxK4n0E8%2FwENeaxfCOBkybdK0twBn0g1W0afnB6dSY1HDEadJZ0HnhYMkvyvYx4C6wCAqGSCwmSuU62x%2Feg%2BKCIbQ%2FPcGew2R7oljZDp6lnPbJK8LfymP1lcU0fz7PCCPpcqOUOMyZGEx9aaaYNUtxRLZ0eW%2B9P%2Bcv7zxfAmI2YjjFY%2BJ%2F0tfGPQLpaevn4RxpEkX7ohDpqS0zbG9qkm2WRmPiHNyV19pdI66FxmIJ4ISfCv2l903pKhxVuSILnOV7pYtnAZzluOi1WOhOkyASLgFA%2BC9OUlCJUOVYX%2Bpx2hUM0atYbveInCH2OFqK%2F%2FXxfH4TwjlYMfGxpoFQQl2HGFAo6R2sS7Gmu9ZM3UgOvjXkD%2FdGcY4VyhcwCyUic4F8C8RMpPsqPwE2Zv50OL7scIAo4sT6kU7MCDMkX0fi8ltCaiLU%2FU1454diToKAe61yoGUp42JKMENar3MkRIm2zvCBiNlGeKnQjKhufABOd%2BBUlX9OtlGCHi80KFVMy1V43be%2FzoWY4tAExeCfZIG85%2FVF2l4CLAABm70573R5BHUYssVq2lfPU8Vc7ayc5sTQPAmY4x8d34lFGLyjZkdf9HRbHua42Obgl%2FuVTND0g971BVDrPdQnNRFkFdoLYPFiVsEm2uptHT8nmk0oM2wBODzLUzfX7j96CbN5kvN1xbd1WBaYeDhdOpWvUTXcFHVAMwl0jgrsLmH%2F3RNeYxA4FhqpRRACX07JoSENItFerrPwlIo3%2BxcZ14NNSAFWrQ487XhHXXDx3QJUG123%2BM59ppXUtcNmzrLM2Gax%2BjIPn31890p78ewzKaS2rTu%2BV7gyo3CkOW0vdSV3EKy%2FpF7nEeMJF84p7FjYaiBbXgZKzpIcqMr8EbGeG1ZjkCMVlSHBCkce035uX6B3nEv640dOrsZcl8Svd7DPiRBBOmIMvbCut3lX5uzfX6%2BsdN8gqdtcZ%2BzC50bXPtCgQLYqZYGiDVLJK7d8RFyDgNOJbj%2FsXB%2BqaeITQ%2FFBQ8xZJjWhOg%2BMAHJaPJGQuzmUs4L428CUfpV24H5ntKZXhFVk8eliNknAERebJv7tDnClMWgwyXSumEM8wBOFNoNfvjf2XOgRWo7W3o75A9%2Bc%2F2OYYSQ1A1aJiGrjw4w0nvFD1s%2FtS%2BKIgbQb26uZ1En0FZFrQPBzT9AVFK6NpV%2Bqo3ekbxqO8Lh6YmGuJveJQx2cLxPe1W8rJpbiXlvX6bPxYJW7q4DBsM3AOlUTiB6GVRGggTiK%2FWQggvx7o7RO%2Bs3v5jLTwaNwK0B7Pc792hKnGSp5sUk9IFOxiGz%2BPbcqCVfpj66tafmlgFLQ0F6ETfmbtVJBYbwkruzRGm3RSg%2FtjHrWpcv61oSaQnso3ooA9%2BgqAqGU0rkmxv3OIqf2NmvReHp1ouxeGdWePaSdxuirdwRNefgsyYVsU8fIaSP3zh7dDQCrulc5ZCpeKuWisvuVq81viheJ9hVbXZfEiBzQqA4ALonF27itP14IcPepd1CYlJBn7lmO8cO%2F%2FmVa8lfpF6efcncIfK9ROG%2FtlgwjrN1lOCt62LQCJLKFmsMVEnanwOI2x%2Bl6BiaJaw%2F%2BM4TxHPPmI%2F%2FN%2Ff6%2BipbPAkmONgZHcuIFjMdJ11Dz4%2BYtRMEpTPXOBqSXDE8vDHY5zy8Gbr0doaMC6ZBn44bvf9qNQFkp8F6GX2E6r3qqGthITMfwte0YfruHQZ6WpxGq3XOUbGY9Jljjha4Rrrixm6mNS0f6x5KSwKhllL2pmz4UVw327h0K%2B04I6A%2B9o5lHQrkcedADUU%2FZbYaMfpLEmRABbb3A6w%2Bfzyu0E3ZsGBLju%2BZLI6BIEY4eU%2FzvpsAQNxHLkdgLL%2BJ%2F4gedxiIjMSeqsv0b1XPQRCHBS%2Bk5gx6IURx2APTzw1sgDFBBs0yYq81AwEocLJjwsc5C9G8x%2F2%2FGkZ%2FGyNAPoTBbCa15sLy%2B8hUadrpB38RvugcNzQglE%2B3bozqIlHD5Ycx50PtsLAPWhpMYefWtKT4%2Fl4SbzuCt7y0nTvT9yZWfVdYSRMOoRI8E4gzMVT1W22wbqzKCj0XC1LvDAh4aRhlRHRi61spNHQGwN279fnyIjPwwfZRPUVUXVTunaKYovtrfcySl385IBGc9acwUpuFRaBjNLid3rNsGBwUPXIQQIGTxfAR1CSi7o1WaafiBbfjUXzhI%2B3OwuIn05utw9nOageK919wcrOtN1lvoAVE8YsME5BIIFGXvd9bOaNnLrfdVK7nZZhEcudV8Rpvur9xlqC3S%2BdA55aXu2S4%2BVTjSg%2BvAQP1OF5%2BJV2jv2ecqMKo4FPRcuindjpKCXntYDVOgMMGf9qs6%2F6fkqfCvzkT1lLy3k7wu%2BQ4q62P0M65l4IrKJGDXn7mUQ%2Bvq4UBEXMreMB%2Bq3EIqFdpIWVNosp0FEjRLha0KJrhpEK44GNcfzoW9vjRTb7VDFadrsuKXchHf9CDh9OQYB6wo9zro96YELBzZ4DXQps22HFB%2BUVbtSMey%2FqaB4eom57FN%2BOyJ6dIxSHcyEFuAQVy%2BDwLzvQKCfvzohhKoItrtNxI38adDorWgHCik%2FzV6DItRj2%2BkmCitpKWLJCje9eRZEzaGejHLhJJtDSu86g2%2FYaZimFgCCjECTrqz9MFm1dS1Jge5ujDkSGR0qyz9u8YJ5Bdq9CTwwPRxlJLPT6v50bwAKrdjUAUHXDFDnWE8K8L27N2fqecbkC1gnuCAkLD3F6EpPo2glCYoNcRS3qci8uNN%2FGAS%2F2Endz%2FNzpvd5YbG2frm8acloX3%2BAmgqjaTTsxVFRuOLRyfshiz9D0RLWEBCcdaYlNHebXqqqKuxfP%2B9EIFNpC0NzJ%2Fm1%2Fp9hQwMnr7yAPgsOZssTK6xNpP94g6zFAGdnCgClUvmCOgLZ%2FpJJ07oLDkaZGmVxb9Ad0TaGtQqcqAMwg%2FM%2FGd2kRKdKx0G6Z0rf4dN%2FSfwAYkKoZN2fxYYSuEIhoeopwY3nMtY9fUuW%2FSCPYV1DOyvQyh4gwWPLu3%2FstvAWwvMVast8O2bcMq6IlXtu2tzxw9NX0njUaHlWHZQSf93T7HdJj%2BzYcTcBlwsiUe7UiwRQ510B8e9JLBvkMqArwDwkoZizbGqyRE3yq4C00rQiTYtmzVfHANtTo0gZVlrq51tvQudcp8FzpNgjdmbxYDiwIXmZsQvzi8btba86A7kixjIOksqwdBDMc0g1mffPikFl%2BV8gxshNnUcitRqhysII2EnCzCz7mHoO%2FEE6mwLfXwymzEKsXSvnpzTPXN7eTg%2FznpwK1QT8UkmmnvdJD3y%2FlHrFjR4vkRgO%2B8JJpuVEGxLxgE7%2BpDGJSEDkBMlOtovHQqg2YATyAvR1ln5FJ1f%2F01eE%2FlvJ7LupYQrIRsO3Iy7JilI3%2B8BF5P7ttwkJaHfmJvjSozTTY%2BigzFS1d52gzxB3bW6KICxe4uQrSl5xVC72spZqRFQV%2B2I34hNxthmAf%2BSTDqDjIrEJeZZvwdiwBN7GSFEJBXChWf0HltCJDzwDkDu2FE5MV%2B38TMHfw4UwP9FWQmHeYCIczpwV6ICc7f6q4cQrY9kJphxvlDOBM2YGiEOfyuzu0EG8IkLhv%2B6t5xk6pXZ69u7yc0Kb20ZD83reJ4uWhG4HjDFO%2B56%2FVYNochvjgqLMRqo3RUNyEJZWUcsN2EtsE54XRvizca6lTXYudVsWEe4m7G3jkboa7plxrpvSIxBYPoMWrXBSwPUzJ3HABnMGGBikqh5oYalI153OSCBfdqcU8hpeuOyPJlonQbEGBGUQyjA60xdUp8I4qKm89SUJlGVpL79Wxdtc3QxS8X24P14AWVX9qE1BfqDePldUNu2ZnX2Nd7Mo7N1vCfUOGsv8llYjfj43rQ%2Fpf2TsvUeJb605lkJ43RpeIZ7BZiPHa6a35aOxE6tUqikTfpTJZkLMIMtmzikdj4UwL6eCtoDodav7MmmYs8kDv1MBvUuj0BvKx9k9wQeb2wBQWcnvHbbRH7MejMCngbECFehQ4IJ2c8n152tEdMehkeg0PmK88Mg2dzrcyAnljw0hX7u8wkqkGfsc3%2BFC6uFrhLi%2B6Cr5bm9s6t0SlJPpaeJQ0KrrQzEcbSjKMg93X94C53BPSyfd1BD%2BZuZ8BbulCNegEbkBJ%2B3WEiQYX2uDYXIwN7SBIJAz5k74%2F2cxqP1Y%2Bf3SEM5nPJsOxxuqaSHiMzf%2BTauKisQLelD0XXYeVWFm9qlYsqemcpgzCWR8S0z8GRHhVe2KqPEeb1FjNCsYVG7xt6mdD0JgLLB282MKDNqQBFf0RchtInBJieZvwpRN8IZAdK8kaTyhL5XloKhsJr77lRwz%2BMU2u4%2BLZg5v%2BpnBFX02XKhH%2BxzXd0yFE%2BYOdfip2pebEv0vuJh25JSR02mpueSUB2ztuAyKgPqdFhrQwUMVi8OQEGOO1uCX4Frg4VLiRrMzm%2FftSrrQsTWjYOQEhlcAMcUCNzF0LmVk0ObD%2Btvj0JZOPwkPKXfpeSW0fuRg78D%2F%2BJXzmZaImBBb2Ap8%2FPNFZaPor0tXG7MBvM%2Br%2F0B3vvEJQOpcSC8NTotJ8cHX986lGaZktetzcUgz5KsBE2vXgDy%2FiXtgYgjgtJ64zOsuTxzErQVPfDdd5U0e4WPJgktj6JRdCww%2FGliherEyE98xRoWRfaqxhSTTlkDJVy1EZ%2FPlfzx63wkBQ%2Fgy2gTpthpu7SG90isSeG7PElAhpKIAAbtPIIeNh8cs28N7G1TgYorvOtNlQNwxtC8oySh2KFjUBQ91dkELy%2F5ii%2FEuisjk96xi263qr0euDo85AwfedNrEUUNqhCl15B7rg32OgnqjkepSoPQOIVYKqVI%2FsCJhFmU%2FiL5izAnVy47OE57LFZdU9BA%2FL4qkymHPiqQ1uap3R2bVBvbWsaC%2FcjXnnDo%2FT%2BLtTxZNfySTPwTH39tko1ZQcbLLjjH0y0EfTDKR830RBchhTYgQsaDbdG8ITs1s0Bqagbi%2BgbpYKvonOanPS15fd%2Fvt4wH6nv46Uy328OJ6ElBqQ1UNpXcvfPGETV0HIWglp6yflLz8XwIHNKHhLXx%2BbpxIQmYolQfLkTGq9po7kNPhDCzOzsJGV8nIvNChjlEW7fuVgoGah3GyV9V4D42OZNi4YxC%2Fkm%2FPRGFDFtd0hPdpzcZnZ26bIaPHKHZs182BEVxepO2KYa8BIkkB63aDxZ4Abf6CC%2FblsbZ5PHHOSvZE0gijVdOJYWSGNJgiTFNncZk5%2BBohc%2BPr40L%2FCJdC4WOP4WE7%2FkggO4dxGh8LDgkYp1%2FA9mLvbJRUnNkYNQIfog6tOOGF%2B1lxPSgOH1FlK8DKA9NheUMNUtGQkt0u2MhRuRMDWauFOc36%2Bcmgpl8EwNHATFFz0KG16vdoRMhOfHlxIJ08QCY0U92iFuJs2sp1rEm40sZZT0GYHoULe4%2BZI%2F1PbowVqR7HD6Z3zshNiCJeYbuRSlNBHJ%2FF306noRNb5n672uvKucZgZz3kfOg5JzcHLNp4tmoHE0D47v06UuZKFp8cEa3%2BT5j4F0beI%2FyNSJvXByTUKr7eS060m6CKkJ1qjY9aJPOzjn9jDjXaCopBXijVqi1NDw%2Bi51UyzkTKSiklTtZcZxW%2FB4F4Hc2g184vEzi%2BBVGzB%2BGktUDj528dD7wSZ8809D9jfQLNlieyYdoxibb6bM30%2FPX57dyWOyNF8%2BNLHdN4st%2FH%2BGqr3VN49xd647O732LLKiPKDV0EWfRV6LwIhKt70zwPjJa3tnEdbLE4vjnSvtB7hX4kOh906rxJ6Jso3%2F2dwnT3fM5FBENMjLxJYRN1PI55AhAVau%2FhcZa8d3s6ikrl%2BU5RhRpjL%2FHzSAltcKHFDDTQdMCRQU1a2dsVH7uTiYMmtdIry7xlC7Z7u3VPWheONO2eq89SyiSMXhS7kqigoSf38nuezU3WHK5KNWtn7k7Ped2vqyl2T%2BaaG3ihZd1B50ZPRK91n9X5WcnL1BKXi3sznbouInpVqYC%2FagP8LP9u%2FSMEQmbXI6bVHbRBLclz%2BLce%2BCxBJ4svfUsq9D9QPjpViUFqTbDRwdrPld3iqD%2FGzsn0tMxR%2F5mTVQ7PzHQjyvnxeR4rKqv3%2BedXF4qJHddrdhOkOFI12HAihnypStEtVPmrO9xjROaNgQzDBOLFTEOWJWhK90C5sFgrpc%2BLqfmI83oHbCvXX1TD7pNZrcfhdfdWOmNbeic0EbkiQGxSaExrlgMXakfwhEl31szJeUdOJ1sEzbxRQgoHPw2dTeV7OrH4lrgvKr7%2BMc11Ck%2Fz3gJ4X38kyBts9Tcoj%2FUkYj9vCtbZ5Ru%2Fjpo537xIIXZ6RmVOK6ItSqNsj5QR2EX3FiHeQRclBaCskHbE1xY6KIHdo4EAuo%2FUD%2Bh8Z0C8caAYOBD7NgPNO6prkGirCMdzOiGvX5Gux3SvhIkeGnnEMRc4nb48xf8K1qZeS0rBaunWy6%2F7Oka75Z88IlfwkhzMHAr%2FDF959XA86eiwc3qXZx48qkvP85qf3p43sgQEJGU%2BNMN7DhwB6gS6jr5C5wSp2JGZvKOp8LBZsOJTwyGO06NVwTkch%2FnOCOHozI89bFURfcao8l4xWjCYOED6vpmZ1N4RqiTUGPx8pekWaK9jfcRQUx%2BNdjUJy%2FSwOnEqFFz2kcpseqLiH2qE%2FMrkGaU11GA2NcQSydyy3XMCMQJWhvj%2BiR5rMX7Yl9yQJfj309c6r4cA1%2BKognUOHYeaP6FQFFf7OkNjc6RUKWxdv%2F66ByU5Rpenwtc4TPTJEVk1lNmQVtBjCbc63tS422FtwNeyO3G%2FP8ll5AR%2FPu3T03PVrUo6FAIi0nb5Z5kjE4BE0G4Jzc1O9wjRhmbSMM2hXrcAVS2%2BIMhJMDMwIM0h875lywSnidsWVDxN8MIMjnfBt1Tj1E6d6igXel72yybtJpq5gXYDotwhqWVYwdLUjLLgSnO1AWzXeHQMcA%2Fo6za2KFVnnzkMMOArpXBSzUanAIrdWSfoxM4zLnggMFK%2B2WEmef4teMwburhrmUhWFNXabCok1loAvTb5PUrqyVoFrSzCmPkckQxYfwuQnD9UV6aZk97K2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Flash"><meta itemprop="width" content="1280"><meta itemprop="height" content="720"><meta itemprop="isFamilyFriendly" content="true"><meta itemprop="regionsAllowed" content="AD,AE,AF,AG,AI,AL,AM,AO,AQ,AR,AS,AT,AU,AW,AX,AZ,BA,BB,BD,BE,BF,BG,BH,BI,BJ,BL,BM,BN,BO,BQ,BR,BS,BT,BV,BW,BY,BZ,CA,CC,CD,CF,CG,CH,CI,CK,CL,CM,CN,CO,CR,CU,CV,CW,CX,CY,CZ,DE,DJ,DK,DM,DO,DZ,EC,EE,EG,EH,ER,ES,ET,FI,FJ,FK,FM,FO,FR,GA,GB,GD,GE,GF,GG,GH,GI,GL,GM,GN,GP,GQ,GR,GS,GT,GU,GW,GY,HK,HM,HN,HR,HT,HU,ID,IE,IL,IM,IN,IO,IQ,IR,IS,IT,JE,JM,JO,JP,KE,KG,KH,KI,KM,KN,KP,KR,KW,KY,KZ,LA,LB,LC,LI,LK,LR,LS,LT,LU,LV,LY,MA,MC,MD,ME,MF,MG,MH,MK,ML,MM,MN,MO,MP,MQ,MR,MS,MT,MU,MV,MW,MX,MY,MZ,NA,NC,NE,NF,NG,NI,NL,NO,NP,NR,NU,NZ,OM,PA,PE,PF,PG,PH,PK,PL,PM,PN,PR,PS,PT,PW,PY,QA,RE,RO,RS,RU,RW,SA,SB,SC,SD,SE,SG,SH,SI,SJ,SK,SL,SM,SN,SO,SR,SS,ST,SV,SX,SY,SZ,TC,TD,TF,TG,TH,TJ,TK,TL,TM,TN,TO,TR,TT,TV,TW,TZ,UA,UG,UM,US,UY,UZ,VA,VC,VE,VG,VI,VN,VU,WF,WS,YE,YT,ZA,ZM,ZW"><meta itemprop="interactionCount" content="11329"><meta itemprop="datePublished" content="2017-09-22"><meta itemprop="uploadDate" content="2017-09-22"><meta itemprop="genre" content="Gaming"></div></head><body dir="ltr" no-y-overflow><script nonce="obPSMqvuRVg9Qs8mFhf2_g">var ytInitialPlayerResponse = {"responseContext":{"serviceTrackingParams":[{"service":"GFEEDBACK","params":[{"key":"is_viewed_live","value":"False"},{"key":"logged_in","value":"0"},{"key":"e","value":"24140247,23934970,24164186,24191629,24187043,24007246,23998056,24135310,24214553,24062269,24211628,24004644,23983296,24085811,23966208,24001373,23804281,24134435,24208721,24082662,24036947,24185614,24199724,24187377,24138442,23858057,24169501,23744176,23918597,24080738,24166867,24181363,24002022,24166249,24199774,24163012,24106839,23946420,23986030,24152442,24165080,24077241,24120819,24187516,24181174,23882502,24034168,24077266,24175510,24002025,24198739,24186508,1714256,24185349,24200175"}]},{"service":"CSI","params":[{"key":"c","value":"WEB"},{"key":"cver","value":"2.20220513.01.00"},{"key":"yt_li","value":"0"},{"key":"GetPlayer_rid","value":"0xac31e3bef2117e66"}]},{"service":"GUIDED_HELP","params":[{"key":"logged_in","value":"0"}]},{"service":"ECATCHER","params":[{"key":"client.version","value":"2.20220513"},{"key":"client.name","value":"WEB"},{"key":"client.fexp","value":"24140247,23934970,24164186,24191629,24187043,24007246,23998056,24135310,24214553,24062269,24211628,24004644,23983296,24085811,23966208,24001373,23804281,24134435,24208721,24082662,24036947,24185614,24199724,24187377,24138442,23858057,24169501,23744176,23918597,24080738,24166867,24181363,24002022,24166249,24199774,24163012,24106839,23946420,23986030,24152442,24165080,24077241,24120819,24187516,24181174,23882502,24034168,24077266,24175510,24002025,24198739,24186508,1714256,24185349,24200175"}]}],"mainAppWebResponseContext":{"loggedOut":true},"webResponseContextExtensionData":{"hasDecorated":true}},"playabilityStatus":{"status":"OK","playableInEmbed":true,"miniplayer":{"miniplayerRenderer":{"playbackMode":"PLAYBACK_MODE_ALLOW"}},"contextParams":"Q0FFU0FnZ0M="},"streamingData":{"expiresInSeconds":"21540","formats":[{"itag":18,"url":"https://rr2---sn-1gieen7e.googlevideo.com/videoplayback?expire=1652633166\u0026ei=7dmAYqX2OoXix_APiqyriAc\u0026ip=77.56.67.134\u0026id=o-ACkaMq7PH2aVPQTCbh16YkdUheA0V8AbZMi93uI55eJ0\u0026itag=18\u0026source=youtube\u0026requiressl=yes\u0026mh=1r\u0026mm=31%2C29\u0026mn=sn-1gieen7e%2Csn-1gi7znes\u0026ms=au%2Crdu\u0026mv=m\u0026mvi=2\u0026pl=20\u0026initcwndbps=2398750\u0026spc=4ocVC4KZ907NzR7W7l4Q75-Cb3rg\u0026vprv=1\u0026mime=video%2Fmp4\u0026ns=xWhujiqOYMcr4BqX3L2s8jUG\u0026cnr=14\u0026ratebypass=yes\u0026dur=539.074\u0026lmt=1635965615469382\u0026mt=1652611254\u0026fvip=2\u0026fexp=24001373%2C24007246\u0026c=WEB\u0026txp=1218224\u0026n=LxOQQooWD59MJQ80gZ\u0026sparams=expire%2Cei%2Cip%2Cid%2Citag%2Csource%2Crequiressl%2Cspc%2Cvprv%2Cmime%2Cns%2Ccnr%2Cratebypass%2Cdur%2Clmt\u0026sig=AOq0QJ8wRgIhAJ94Hw1tTBqtXnIv7sKnFrGgt1ZzkYaMu6n6DQqxLrOTAiEAmD2yg2261Zj1eFusmFcij5xQpdS088AcJiJ7F6qonMk%3D\u0026lsparams=mh%2Cmm%2Cmn%2Cms%2Cmv%2Cmvi%2Cpl%2Cinitcwndbps\u0026lsig=AG3C_xAwRQIhAJqlHdTWS9MJau01fyi06_4eRX2uGYU6Ex74zO9SzF0RAiA6OKUtNrmeFh6H0hwVI1zFzZR1mOUGopghVw9XEO2S_Q%3D%3D","mimeType":"video/mp4; 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Y5FqyZriQuyQppK2IStufFkBEyv%2FecGZ7XdawQp97eOZsFE68WBnTSs5XvubWxCyqJyA3WNafbJ%2BYoSxZ5cxU2kTzMR%2FN7ugKscladEJqc5tpVoWfxyKK64OMYjGs%2Fr7vIBUO6DCOPxv6iMRZ3sBkENngydCepcjVO7IU1S6I8FwTP6nVTueI69CLUWnYJBIC80ydjewGBypo8IRV1uzQEGlbekLgEMWUN%2BSyone9cS9xauK7LWWgwC%2FezTZWqrTf%2B8ekRRz5u%2BJ9bpgKNcJ31DS5SiQQoamsXqOD8FoooZh6ClKZqEQzJyZ5dz7Vx1zeh97BR7Wzvb7mA7aleLRJJKc8WQJrzOaxvuCAujRj7m7vympkyDeCWxdc0QXDR0Qga5Qiq%2Bd%2BZPppz18mdToPL78rfFvj0I9V6pKcfvlrVaftbDE8j%2B1ELPeWt0lCNaS98PW9b%2BXl52se97TEPE9nCiilP0q1VIiqof95KVUDxUlRTcZJROZ0QpYfbfUnt5L75xKAc4Zc2dTUC7BmMvbhSlxxyCOyuXB%2BBFYBsjVaelXAmxvVx6d0COYiQHh6xDZMcruONpSCDpYsCCeEfYzbs7MFpyOQgTbzriKTNMYuYIxky5pgTkKp%2FMV4KqsNG%2FadXAqsF%2F5hhBgFIz5K6hSMvYyWDi70D%2BSbxH6oJ%2FFno1ueIEuNLQMcglwEpLxKObEYdIvwXPWwQ9J8yjjUDMZaMK2atykJfoDmT05%2FEHzvtN01ChnusEM9fTdtU0thvTNrkZ1PNHUfoEO7NfXnUpuKCAp0QXE9TnTiobEWxb4xMuPUJujg6oH1RoSvHpwo3Nq5lYuv17gwdQYcH1aCYzu%2Bj70EBihIkKjBY2tMGMOY7g4qB6QLsd3Bokxgillw1Gky9VTVfp1OcAumkxnjTkkC4JV9DI9ISKZhLx%2Bx%2FMDeFYLWTzgeIKwocojRxOjEdobuksWitGt16m8UEYLZFr6D5x0SLjp1X06s8ltIW563Z7Gy8hWjwkeav6XM7tEQWfjL4nYOH9M34834k7dHE3z5Vv3nK1G5gt%2Fd4Nayg%2FF6AC6pFM8ssxVu5VxMGxtnvHEaMLYjmjAcvnHNHyeEJ2pOa3hptQkehBtaLBsnvg0s%2FZFJwk388Uj%2BROHbUWkRMRDERCsmgA2zbxQ9c7vn4Kyv4NDY%2F7IObcVL1KA4cGtuoOQFi91wxA6kws7x3xPi42GmxIv20Tt2M70VojW%2FPON0MJOtfopBpCkAS%2FwLqqeutu4RFomqs0Cq2m38n4N3UpmBOuTf38l7zIscfGTEm1vmQRIpmoe4VF%2B6UFPnGs7IehEtVhMDehqJEBt2Y8eJgd7YZN7sxW0NmEu6%2BHcaPbNeJ2Vqcr42x0czEe7Dq9pwSyUk8q%2BSurcmowrW62l%2F7dN%2FpvrmMrDfZksgin2pBeK%2FuihYo%2FD8pD6RitFQ1e4BMDS0G0o4S35nMadtUsdC9%2FTjF3wYutewXPRE2tH7fSJXor7wOg3T9zjnk1CUwmdMBJrPitw97lr6gKmYV0qn9SejDCIdbV3alKXJrZPfKRTFdcAVzVT7Tzqd1qQopACbNpFpzhzY0EwHqJ3DiuFAtAiwUsHzg%2BoxaXKh2qHmknGgF2ydaQEnGqe5C%2FhAAM4dYX%2B7O2dXHInVIiTFei1J4bYEnp7ll9t5wWtANgQ61rahTm%2Fz8upXtqVXVh2Tu1gOMw%2FiudT16gnznIcfK5lmq9M28DLGDHRTE3H1XbTVO6QrbuY%2BOntuo93FtrlYchenyycoSknztB81%2BJq1xzQXaNhjYKZuNHidOTtUq97tbTpIY6xrgsiNR0UtdR9EPm3fB0RrnYtZd13lI9aF%2Bk8YLg55c%2F7J%2BOKY8Q%2BON9dLNYwSD5ZNjrNGjWjmzvvu514XJsOZRXoIysaTV69p9V5aQ9iPviQUSsnP%2Bspp3k0z0TvVZYPL9yi%2FMl4QKHg5ccULT5QTLIif6rCTTPcIKuhCaC5jSspPBiBjXtebsDGRWGR0c5fXfDUQFAlhSadNTJG%2FDaILfG%2BKiR7ieSdHEeC7VIbDxccjuhl9DFvy%2FQPVAW9nXiavFmvODRwXG%2FcrbMFrDWXb4rdW0TFNLHl9o4dKGQJA22ZHMoj4%2Bhkcu2GIB5zIi9gkqTLPzc%2F%2BW8%2F%2Bpp5xrKvVbe9y6nmf9loVl1KvbY%2BUVciVWJpTku2RVTR3w%2BkpRTbOrnX4%2BMByfuJuFQJnvxBu6IJmxCIPbNAOOX1KKSZmkDn0d04GtI4YSQk6%2BOmVr%2FGsCf3IxESYHqF8ou%2B2F5q0W82eoJyR%2FTzYLJuSlNBJKk%2B8D4LA4yo%2BrA5%2BAR6HH%2FIcBeQDwCqNgiOycK%2Bs7X%2FgU73MawHSXye6%2FLrRj9fx3CbCGtE1MxOlDM4VZ5AQA9ivOdpAkC27qt9JTAo2wjm7tWIpQwLcvSLcUE%2F%2F46yYXt9qGGvJew1is3khAK7kbzXIDWolVWsmZsMdf6l1sAI2djm0n1OV8V4vJ0i7IUT9g5TgJpsFKZJott7gwPJS0Ey52ZfjmK1rZqj7BgVbrjUe2pDxREgGc4YMq6DU3fi9UFt7DUB2ujbgnPelrVsyJdpAZl9uqBTuIYaO64oRNBvDJauxz637qsDRguuh5nEUuF17T6BtXfDyrz%2B4gZsMX6%2BhUF4I1Y1BdvyxWHIkG2GkEA54eZwSAX3KhXfqLubOUdQBlQ32XhB514SLF1CDjYHTc85Mlz5GYa3xcT%2BodHeUjsKDE%2BxOJYGu3%2BFrZgE%2Fdch56xfipOiiGptx9UgxfbRgn%2BTTAqygxuVHDThcj5sEmQUovv61k0FdhXk7452RyrFw4%2Flod9DQI%2FvoYYdq2Gj2syAtX3C%2FuRrVEU6j8C23v9vJioEnk94z%2BVrXgwxwgXtz7eYq04cW%2F95Ha81bYKtGW8hZlMJzmzanD11ub30whwGbTNtkegSRpfoHWp9d3TWcfBZabimm9hhYR4uH7K3vwrfRHBoEYE%2FQ6DyO8vSIx3HK1KdlMxIMFCVNZ6wddyrkIRrXRJNr0jmEeKS6uBlk%2FFhlcm1firbi%2BybWU3KCQ74gOEgqNv%2BofEnpTO3VRPeGEFQgd1jojNrsHk%2FzxjiKBfdIlMJG37m2a4Fj7ZELYwj%2F5gfd9DwzDgQvOsGLkrRoM5RPj80XoGf1OVy4fAP8uTNiU8jreDIRJJWDUGd%2B8oW%2BXgSWSOThjUK8INUVfv7t6JQya4fB2iQ7WrjJB0oyMRagT4%2BKa%2BHaGkyp38ZD1oya3q3R5Fbw3aGVxNp9EKbEgfuXmhtx%2BUIlGbjC2lC616RRYEgQyJqik43uYja3DuCUN%2Bmivsp4A6kPihMTdU2mBVF2Ly%2BLbtOUadEGvjymLGEI%2BV8f908mf5XPz9G7XZbmmnNWsFF3%2Fnt5O009WLOOW2JyraGqNNIFFdLfefDuuegC%2BbT6lZgT0S57UtbwSTJkXYChlMnjPiWpxEBoSIwnnClvccD8OGKgdumxaN8TTu29cn0ZrOaXfYXqy9s2Q5QW8IVMkrqo0y3l0763aqv0dibBQiYICpEZObzOL%2FImRF%2F6w2w0zDECqA%2Fd1qylWf152GDmtcfnWXMzzpppwkjmpmYPNZIGHDzrGr2GY%2F%2FLbGaBGpNd%2FevxA8FdLNp2kTBVeN%2FlBBb9UMjLSJLopeU1JwK8Vp7HeI9YoVVNDrG%2F6itB1jrr0yGUstceQx751%2B9Doh4AiVqyLExeOTj9RHi4YN90i%2BDlrOONXY4EfWUWFlkq%2F%2FwbzM5dZjp4Dy54ROCAbxvT2XGehfdh7FV3epgelvxNXDaiNh%2FKG9YG%2BFpsXDdZq8E9M9XFV3ALgVX4eyMFBuqqMcWJ6iQprYYK00DgVTtpAngiW2cg7I6fdwYtfNUOPAIcYRT%2Fdghi1%2F9J%2FdZpOxAU8jd0f%2FQs%2FlkSVcKpWWUU8WqVZH6AaWYqHD72SSTslroHX67JloH3%2F2aysR1zZ26zYVJt3FacRKuHY%2Bpj7EKEKDOunegUiCHDGhFfHdTzmEdtmuHGe%2BxtdP7XC6K2Uhjw6dzjgLikkErH0rE2Jj6Md%2B%2BEGi4R7FeVUfjwZ5Spf19U7okB4%2F3lA8vdsz3JDZpJu2x9WJVWDHpZRzarA2A0pAzEPn%2BTJGMTpkYfPHnf3N%2BRQiMmurE1TUYQBKlehlcyERHuDvqT7dlRJaJtPDnm8NAQbJ6Flpsi3EF%2BASLXR595e%2B5HG3j3nJgqsNcVMx1l5qqK7n%2BKWVluJXzN9FAWIcq0VCBTSBekFnjEb2N8XKPgnO3HIOjqCsKgRwFZthVLJOgANCDe8Y3bsEcSwK9my9jRCxyaX2Z0%2BNPxScwK4S3sK8HC5uUEi9qkXArm0afg1RDDTsUWRL2UKBDz8Vvc%2BW6xnxvtPulj0d8r3Ztj7kc%2FXGo%2BveA3RbNR134XOHa6s5xIUoknz3XYZaXhQXhUZ2eRWO1WjoJ3HWE1u61LypZj%2FbUOJO6JUz%2BdtGY3xa6enlWQr755YNnXbjpeOOw8ACRcZvpjb%2FrsEX7zo6mB9ufo3%2FFiugpcCIPWzRDKm2S6gXQRHF1NK3J%2BxzaLggKaMU2RJleEFGXEy4TZ7L0OFU8DBvE5qmVVBwat%2FDqAc13COnKHHzoLX%2FQZqGKxN4JJsamgg8%2BkzKGwMxKxOH%2B7wWOP%2Fh17X9kyCgsoEnz2lA2OJWhGC465XpAZ%2Fz3yAmpLEEqCpnk9jaHiifj7F22q3Lsq5kfWHVnt3bgyfUYfyI7%2Fit8iX8aQfDk2Qf%2Bth2DV2%2Fr4j%2BaVgXR0pKa6GZrjRC%2Bew4L80RnYJgD7p77Q4a0MLaopvWah%2BDiM6ibaol31smWOo6LyizlivGF%2F3PhZu609F7uRWnp5LMtftnGrro7h9KKrgDGRPXCJJeiPRZ5ym%2FRKaA60J67aP7GjtKu%2BErBG3v5xk%2BX9B71kad04wrKZcTrNI%2FBEJHfsDhcxlcyJWW1mdE%2BThCWcL%2BiZQIyH9pRPRy9M%2FeoHsTVrW4MgbnJH9NR673zb6PjgGoIuhLmwIlWvKYT8BwVK0SNzuEtZIlLBWlU0FwBOzfGWQXts2nPccT8W7A9vz4YBUbNyT6B8TDUTy9ec87PyYA018GqXCThyWXMhuRRi%2FsavrYeibfRlpeqf2vHHL57%2BtnkyC%2BPoe9Y%2BSEbnNRR%2F%2BCF1Jom8Afe89F%2BxSM3KO4SV2cke4AMLHynk7sYS2If0q4VKf%2BvzEIGoiT1wRj42iwf32jWeF22bdkG9IHhWwCPujB4UfiHmKB0oJ6oOUOXV%2Ffbga27O8rPex15ILtsDtpnLfjj6gQ0WULKBfOuqmkFQfIUKNwyyAhziS3bQtEx5S3HYYv5Rj7Sk7ZI452owfmY2NzmQUSNcHltefT4Qqyq0%2FEVFoqTtqHA4QCd2ktWMrhJ8YqyR%2F2uzi5LBZG1cVe5kef26sFVS%2Fc4X3QloPXp5IdM6h%2F9d7fwSEVncxQWKCyFCBrozOWl0Wl%2FGLmwT%2FzkYPfcPm0VHPvpiA8REeyawWU%2F9JSuIzTzkXiTYDIZ4VxQfpk4jWBwJ%2B0DJQlwyk%2FWIPmxhriSH5Q94rGZ3FlxWBFy1LhnjB4UuZQgPWRWUzb6wMIZpBdW7dKzwsEsD0Dra1FviodT08wWopoQqIY77kCka0hGo2wvJeAFEk6UI0bqLnykpRh9p3%2FjyYnWRgZeNAvREefktjA5sh0qKQYxXyXjbat5UmNiTBLQtUe7teaIcLrl2iyCaMyDEV41nh1VvDbpL55DWbuKzbXjgetG5m2D9wPgGLMnx5KHNoC2InS9IRs%2BbNlK4hjiFbzov3JoYeeRHFTL8ZSB3Y4HtX7STy6Yi526ofiAuxPPiB7gQmjrS0W7AC1Qth7nUEoPNwQqHokG5gGKSVU%2Fy4cCoNwxi8j2fPToM6zaQfK6WB8KUANkQoFno5fbpYb9pP9o1UEKFrgEqS1%2BC7cTKesZ3GqG02NcxArDQouV0JuzYFJ5gyXHD9JeDElUf%2F2dGIHaOJvL%2Bvl9Qdf2YKmZtDErdO3FHObxOFAgqz6A7BYVJ3tZSdLfl4RNvPzEIMpDTsvaiBiuM0LBn%2B%2BWAIpiYPWv6Wx06UMrq%2F7GKYpKvgXRhKXpvGNiW2nxahQNdVWUMrhjFDfefjEkCGsNYmC44lzydjc1slDJNnJaO%2FPaFsAFf7ASiYPo7EU8z%2BgihGVJudBsSIoo6NSGLHo218it7U6z22BzlhTfC3CyFCVc4A7M8gJFBTUcZcgGoKQrpD1Sd66yCckx3z9gz95L8tcEjiwOTl8gqOLaWmLgTmD6iaGwDFX5daikBfsZPcBJR3y243NaoKZWPskSCk0hDDeaDruUQv4ETHkGnXyjj0H4P8ruK3rhMPP2nrnso9jHCfCOgAORH6MoL4lWvJn7AbT6F8CVMZI%2FRU3LXGU%2FFcrREvqw2fovchPKHBWh6c9PenjDpZdFNKtVG3EY%2BS2AYOiIl1H5tw8p3%2F%2FGNMRbQy7xbEm%2BXATg4W1gLJTWZHuGrKDYFgaER2n3WV9oGjjfIbsAkbgrJji%2F489AfgONyKKWJrzczFfw%2Fizxq53s6Hvr68o3YnrOagTTw%2BP1BBv92siQF9o8FPKmK%2BtYRNyIAEEnJOtagzsra0Wmdh3vq1gCI7Ie4oyWnHkkzseIocpmtjlkiyoQhksRzJX8zPilkIn7MrOumyUWtO9C8i2EDjgV8VriwWc0EkSyhuarogWfiCVpk2HzRxfET53FZKHikmLkH7Zga0Q8Scc4tjfXnZc366Uu7xCDMy%2FCc1Fsy4g883nSitkfStpafn0i4H4XcoYOxvdIWo0%2ByaIYXEnGMNVmqLptikasR0RFbmp35dGMaIOPKXnS0jGZAp1QTiapOT7KcFkSd%2FAZGAEo%2BqED9K5dW%2BMN%2BIF%2Fp%2BmyWh2Ut0QAF78NxUnTC%2BtVtW8PlDMAAFr2QeNbXOUVxbuOwQZFTbTQcom%2B9MzymMrgR1SXxZiCP7swIeMg4ah%2BjtgK1uz4T9MZrWyAh%2FUdk2gvlxFFg2cdzbeF5aCS185UEPCztaf4rKlJtfn%2BCA8hil%2BBaDL5UtYLG7XgPr%2B9q33hSDi1G9KI5Vdg8%2FRiBgXPJSqzpAr2hKg%2FKH4LnS1ov5L8Xxov2g5zZobIsnlXDbhgdrXlp%2B4feoY7R2WNfL%2BGbzh9i9fPNyyw%2FkuV5Cf5fmsaWBh2dzWqjajRWGzaM1Hx9CJd9AcX0e%2FVfnSK%2BpPP61kAi3GJczsyr0pU0EEq5US2G3XeFlMCeut1%2F1xq7Aih7gwCf16K7HCNFCurLZpi1oLhMza%2BQtK7G36VArpWzvKcg5lwrnBmWXmjtaUvIT%2FFPdAOgnrIymS3%2FkI2nic6W%2B29s%2BdQFGtNPsxKo5AubdMQSr%2FCdb0D2kqp3Q76ig6crUhQBWUuF7sa%2FoHmO68z2USqPo0lpPhw7E0j1HG2U7GWyZ0wLOIYs3XZ6OSeRgj93q%2BVDf9%2FRK8HKFbb0%2BVnGzePWY86jXH0MDblXAXXWJ%2Boqz3%2Bp7XOHzhkY9LjudKtGqqcasPXtmZN%2FB29gaHFTMBvmoScg8feLWmK3L62s61kXeU3c%2BIEgXpNd80sBzy5sz9fNmr4fBhuqFsYfyMrMbMRy8%2BHMbk7ZVHOmN%2FTDrq%2FeQGyDJGkuqww3V58hs0ACmCo8U9EvH6uWjoM9UapETvlw1WQgTfoBKXindvCNp6WhNWlpsxrzWMK359gzBumHXjq%2B00Kj2qxG9%2BXcu4GCDw4G%2FN8bNn4kDLxfHmmeP3og98PcGppXQY88QXI53dQB1ZQhyAOaRkzp%2BrHYLn1qZljX%2BJOTsykDQgtG02UxEW612ka1wcZgyXqB5KPmgkKT0OBambdmlmdCnLleVp2KUKLAPakk34yJJElLy6o4A15TU2To1axRimWgHFBNqTZYOr9bXBeVrvGGiFAA5ZtipSn3WVZLWRNUoQh7KqPMEAchBDo7NjdScne44OZk9G0mY7NseiCLw3QBzfomLzN1Oorn1sgs%2FOPXQyGKi5etaLnZ2ikF2NTyMweKwHtwu%2BsP6Qxe3MdYSgoXUO6b%2FOEMpkz7mwkddgR2PfMuL3Vi4qZ3mbW8ewT2RHJVfJ4vIyihin8a95rmQxQhzAXOlHp%2F3oVGxBdgkCU0aHWNN0yGtEDsW4v1hkB2PzyAowdczn79%2BRz%2FNoe4r%2FR50yCieP8hU8obXgjRhTdeMlfVdXY2iS4nN1B5Dr0vi74kNvL4XYa2dFlaiel1jG30zrTLLxm3TVDd%2BNuWRwRvFL2d7J0n%2BjHoaJB36DxFKFX9JGlu4mC%2B9i18mFFUPSNXYmbuv9FVq0bTRbYj0eU4R73ivaPPv%2Bcqxd06QjpM1UE%2Bri%2FyHatMvoONDhQAZ5hE%2ByA1qvbe%2B6KJ7jHYOFrWkV4ANp9O2hSc2LeJdykB68uXCtcqsZfD7r%2BOHnMtzJLObhzorv8dSCWJN3v%2FIPtB6AQSsOKoeZLu3UQeu%2F2oq%2BDvLdcXJwE3vTLn%2FvN3ZB93rEvMj81cp7x9qJsHqj62eAgvoclpKdA9bBMnlcqBXXhPy3reKnM1Vh5faRH5Ifj7bOPjbKYH71E7%2FsCDTxA7Tipno0JR2Zn3%2BpivEFSNLQzqZYjVgr%2B%2F%2Fjvflyt1kpvkyaQfnItBnvLY8zuJlFlutxO8ebLOARdmVvllbpc6DCjtwUw7KqZLZmE3rCQ4Ypb%2BLM8NLsC5rBY0TQV%2BZfrKyN4G8P2gUJAhZh%2Fmp4LF47av84cJ2FHAjZ58jQ4%2BoNrssEfQFaJM13WyH%2B0sl6v%2B5lMtfAvUlKcv3Jiyd9WvbGr%2BrxMa2fOL1rrqbXjp4SHMU8GDpKCWs1ehbQ0DbpK37IcVRXgZcL2Mx9UqBB%2B%2FT%2FGGBVmWudRWSqgGLX%2BUMtsvFiHWRGOZ0WP8hyzRXqhcG1EWHTYAVAwrlLn8fluD3J%2BbLRCLc1k7IK4ENSAW2Gsp%2F7Hzd7yEaAv%2F%2FJCo9%2B6fmmn6l%2BWdb0rNQP2xr2uHmIc3lVsqhHZMIiSxXST2pkRL0MtLfaxpbzykbQ%2BDVjIJktk44amr2bBr7eTVnv2eIPo%2FVbsr%2Bp44X2d%2Bl4b0%2BeWKCKq9T1uWAnj9rX3xu729tZ26Czlln5pmYR0x3INEg1hHsNckHziQdSabuYhNtn3OWRfcCcm8Wxyh9p5k77md1y3valhj5UYqUm4d%2FQ9Zae4m1fWIxN7vyAwpCt3qMHzxoResd5I9YsVdZYnjOT3gjpL9xO5FS2Quf68Sf6I6dZYk%2F54UTmrpgsNP4JAyQRvIAh0tppOZ9GFYkqGtIEf7cHRCOSz2hZCeYQs%2FDAObTYqSUA1y%2BmQqFz2RLoVC9Cds3ksibEZiimIZi7%2F6RsxLWW23isUiwWD1W%2F14gFzeniCeHT7IEeH0%2FCWlLwXGek54m3kEzgs5B8dVVWpzZlFOwUSKGRwH0t3u%2F5rmz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BOYQiCUMVjtfybWNW6bBeCXhgcSiZbiF8ISWXJnjbT%2B%2FraP3eDJim%2FN3%2FIbHE9xq9r8LJIcCvXG%2FQtaukDKq%2FO4gsNLtA5M%2BC144Bnl6SVD1q8agCuqv%2BdFC4OBzyfeJji7yvXTDXebNlulSOqxKq0GsaRGI2TOtU%2FTbkhkqKl0Y%2BOFzb2a%2BpH29aPKQPuD7xS2DU1Y60ijLwUS2NLhDoS%2BPokcTOgQejuQadJRAUvM114o%2BdqO1l8Q6D81W81LvlfyhsK3YjoolPUOWXaraCW0a3HdaRDUmfnf4M%2B3rSF9c%2FQpAVxbeXrZLMEryDCc%2BswaIofyhD7ea5wqP8WU6rq%2BsVJUFhvJLToedyMMss0yinft9IfbIMdYD8Zr99xfYosqHJAmSO4%2BSUs0HrJ2ZxXg7HRp5x3lE%2FhBK%2BS8I2Hw0lZQNmN5h1jZUo9qW4mOEZfAkNbEwP6lEo0nG8ik4TuOm2m2DIMvZrs5isd2uk5Wg%2Fj8g%2BoD8YYriqOS0F6QtAh6qYWAJU4DRSatpYNj0jcA7%2FpsKsh4Po7xvpkcrcmTTbqpEh5rOgQg%2FpqoPNOv00jjT5mB6fRNIGMpnF3LRVAMyLjJfQl8FNNFcVNX5X%2BILA7UmNDFoTFbYHNve4oWMvpOkM4crjNfVCTKkRW3aGtWJgV0aJf4Z3WX8dd9dUToEHbc9hHE5ylZNkdCRGgBw1TZRXQOgCtZYPcM3gpgk7IcGRl5iF3kaOllSL9qjVITWrmDzqnVVAubWcVqHRiwMRMxARKCh72ILwWdICgWubxgyKogr0pz3jeVOTyEzS7%2Fy2rqDa0%2F50rytbOH6tdQboMhHhJWyN62B%2BmmzL3F4BWsYaOtCUe9rYKOZ8kqBY9cdKUkkO3hXHf09%2FSsnUfQapoqeIfWPq9zEmiGloXype3Qja2Vb5FFnN6nlFHfq6Lxv8txQjtTUbFTx6QyikAcvsMlWDko9ZQdBokHpNWlqB4LGy8Jo5peNPwopzcRhu0aizJfkVBcKKZeXTXcdzVXrJT7Klw4NksV52Mzqpl3%2Fq8G%2BRd8jQMyNbs2f7i7%2FI1%2FfyRnmY8rh46qoLjuw5Aw0V5NKM%2FRWL8473lqdN%2BZ3%2FbAoY2cKHOv4vrewe%2Bz8ZWmUmEMmJCY5yQaV6N6%2FeOuUtaOiZKwEUytU1i%2B6TCRXaYg813SlKND4puU6TmKA1sT8zdQzmQ2y9s10hoS6poT%2BvAJJWBApA0x%2F%2BbMow7r44Ka4kdxMIee3nlJKkn46diO16xAHlO2P0NiQHDrca5D51EVPdYaozB8%2F%2FTDh8iEFMCOCwa93yGdTGwyMfoIqYFr7JcbeEbbQAxeX%2Frj%2BOEvWWRsA4S8yc6VI%2Fkc5KzYCJIZ8ohKo4iCtWT2U7LqIJ11XquSkoXrppkDL4ya00DpWtmVYQZE47ncunH1OGzhprDjHZT5Dy8wpuiTrqA2RCRc10jFu9FOhybALvt8JCArcTJbIgS7%2BZ3oxWcmdcpfrAM%2FtF4K2N52sk6OfCMo9ZVNZloHa1lV0kM8gBtEtR6lzfRVAEdTGjrTQQFGPOYE%2F9wT09iVKwuoLMjC7kTnwpp0SGyxWnzXGAPZyklT49Zn2nbXOESL59gy3qXqvWI0db8dmviwzaRXjdtLVqJVqNg5K3zBNZaTpWZBls1%2BYtzkmnuQFISSX3aTNmGybgNk73gL7RwfrsdYy4lbAJi8l6I5BFUQZWjTbmoDq4RS%2FWk7T6gJ6rFR%2FBjiCAv2ugei1iASRXkQxSNLNOIDce9LdiGb%2BWIKGWKrGcb%2Fzy7M6Ml5iJQOgAe4Btlb3lzolriRfA4J2exuA2gbCt5hLRXl4UnXsVvA%2B4EoJh9jk9QoZBVuc62icufNMC%2FAyjSpyZ6hNJEz4dNoIWmJ4wU%2BA3kYxMutmwWjJ0HPL0%2FxCKhJoS0%2BdPZlxXgee5KQUaaJjBtPNy39zFv50U5SooQVu%2F02I21ulq%2F7eV0ggz7jvWcU9aF2KzOEVpZcyQcZdwuWRH8O%2F6HVK%2FzYv%2B4AH66lT%2FTZpUn1%2BgRzkyMVXi0S6sFcr1W%2FjZnOYxV7QKWNddSGLKaDZErwA%2BbESYm5QmvfwBcn41Ztrx9ShSEb4QRFiIcLWhE%2FBWKcffnbCk7cFfDQYbWkByN%2FrxjTA%2BNL76vYI1sobuaZjZYQcpplOgMjDYiygEHRqTg%2FdzMizWBFbpBDt9gw7is2gIz2fLjly2ge2hwt0TzAccqQwx74Aor%2B7Godw6Nshv6NR2q9c0h7bGLUEZkHGIDVGLl6rMgq06M3IY%2BUqv4hZX1PSHUH4YXjOIXY%2F3Y8ewSsuG0OyQ%2FGBMMYliYJPa%2FzppNwyC7FM4v%2BJ71%2BAs0ZwM2d2%2Bx8OQ8s0aXzZe5kqTCpQbcxwtofi72lwpq4CLEyimqrEJfOnXFat9WAIEDX7NsOh8UM3wjxwSQWKnsnTTjniFZSAcPqd6GP3YusZB8%2BqslD24W%2BGTdbr7IxaRJ8FbzMQhN7Ek%2FYYUtT15a8kisQZ2QTLLsZwO6ArNCU1PHgiYWiiySMUIMXiYQDj%2B53sD8B%2BhPN8Ok08P%2BEXxHbf0I7nd7qGcMiChSlt8rY29qfABkN5yiK33exLXbNbrrE6%2Bhl6cs09DTjy5BwgGr75XduLflgclxlyZkLToKMMZS2k0YYRSgJAZjBwV96wOq4CU1B3HIowEZOqs3oyEJxh4%2BGyveoZlCSjYRXYB1Y1FCRINGWpMAuBeYJg72mOKQ6HChyWm%2BAlVXL3oUTj%2BSitcdaSy5nfiytINn%2FvDs0hnNfdlkMI3Vncbiy5hoJrYnCCnMuAa%2BroCIvbPwhLmCyHQcbZhCLL6py3E3S8yl3Tzc7PzZmp0VtKHMYE7CCiq5E2MnUOlmU2OR%2FqCQi2ZHn6m8s5bg9uqcpTTp84NluC8j69mduTtpXZ6x4oyWK%2FFhGjGZs%2BFPBqh9WV11xHHuyHiClKg8TNnqFUhtyv3kDGJBJ0kmrOU1NYDUV5zo9zGzfUOcqXRb66nakt%2B2f%2FRRWZVLptKucVFd7EAN50x82IVHkouGTMOdmLHXoziaj0O85YLjodUX5e5HPjSrAEcD73RmoxuLnQgGIgMrNuS3XLZJAziZwGCPAEqBUW%2Bqt%2BLknkoWzeMZZe7KGOHoqJR%2FhQKgmkUyDHl8j1wY9W%2BbiGIL%2Bf6ZMa5fDE03C9bnT%2BB1iYmOYZlSwOibqh35ODRZmqH8OFjG2tBVTS%2F2uX9lIGjyYbWCR2jtFiopiYGo4M5N3BRPUHNoFaz7xfomID2zz9PFzjU%2Fh6zq0xSQ17y0McYx5dg%2BeV%2BeX06XZJiKQZlr0vTrfK6N3iVpBjLL258Qb7BgZn44sCNqvCl1VbsI%2FdsoutPvygI4XQdtB513nIEKSM2KfAegg5UyOHud%2Bl9nCrD4BXcf5Z5k%2FgdGhuC%2BGUoOmvSmBUyxBUibrbFlKLiKj343a5g3VBIzDimJ4T%2FVNOP97E0ZmNiKKg%2BiytjT1xtNiEsiLK7Y7yud9lcCouRFJRTFVecxpiMluGqJVGttjj5s6mts4NcJUk8zeDd50pcRaEWamoAaqKtL2Z9hpQP8JC%2Fbp0nwG38mWKCwcCFoXc2Y5gdn1jRrpm%2BbkG%2BE2S4SbVGu7YKoUgvGP3buFSz8h2q%2Fo7GW4VJoK91U99yCH4gW8EfBX44shjDHhXLaxxegE6txuypqnBRw2lpAESQtoT%2FOBWn4c9O%2BIf7drNMAGdFA%2BfvhzYsBMI2YxQOgo%2BBXjAVESQRbYPX4HtfTNOBJT37fqK8Wu0gl7oix0Du03gjHrShEFiM98oRt5TE7uZoRVnZT5RV%2BiG8POfaYCDIkFgn8HcaEFsjJ%2FzLn2sMrv6lelwkWemR6HrjafUqGHgfJv1s8UszrCcrN33gqDCMuWjdHfynHVrxwIQFtK536qq%2B3xfsChPh4tW3oQxF%2FS1jUbhKxB2g2y5UmexsP%2BIqrWj8gTqq2v1B7w5R%2BEo1q4aU9sfgyWRVEXqAFPSjOApLtrLyQutu%2BLSJ90Na%2BaRfToPA9BL1ZW7qxKr0BsIpXlJOj%2Bv71cUnOeEmGXRzXdhTRZbT6S8K5lrNwOsvYK2mxupDgzdK%2Fy%2BIbhKxvK%2FmoiWlO9AC0s%2FuEywYp%2FbDNzW8mXkW75K2LThVgJ2igx6J%2FLpaBqGt13TwqHrIB7EAij8o2arRyJTxfnPq5in57mzUYOlj5zkjHp%2BfQJD1yeIZxQv%2FYLUcPwcpa9VNzvsw%2BVbyM28BHeON1znWfX14yzjL9zQWdvM4O0EkKLsvydBvWlnDl8HaZ0nidijyhpnDhtrwH6RHCgkD22r18QpDfOOqt2qh1VkNczYg0%2Fxxt9kwXiFUTm09o4QxvhifoH0ybUiuujHl%2Bk9b2VvnxzgqN6cIWVEF4q6jmqjEfo62VLrg51fCM2jWS07U9%2Fy08UP2doG13J7rpJkm%2FkCSjpxWs83CO3CGP8K9iX4pb7CAXrN44M8xgtlfVFqQYpzG44LHnHgTGnAqdJWbMUAevQZ%2BIqkTmz%2FdCbUttSH4sVGQtcdVCI55oaKrxF2vWj7zxHoQgOa49tnWM9skQWSIQkdc%2FgQZ1SRZz%2FcFqGssp5UmNfcUXK0J%2B%2BexHIdAWZh%2F9qBmMPjQg%2B2wk0UVLVLzkWCtM2NmleyABg27zgKUQzJPDMR1GLS4TaEMAXAn2oK8STKmwYGbuiOFwT1VP%2BvWBe3ttLcyysfrgd2Bk8IgX1AoJtqSHlWoDDzvHAXIj7lPFjcDZngfSU0cgXICI2CHHMxdq1NTVYG%2Fzz29M3pwne2jA5Q9lH%2FQIb%2B5%2FZ9woPP2tju%2Bd1ZYfBNYUaPGCKS1VAzvno0WSEAg8fVAWJnV49wlrzWVdZNC5KNfRpEzg%2Bax%2Bdl94G55yn6gs%2FhEUSgkW%2Fg3pOm%2B8XegRU%2FbA5RD10WgkC0UO0I1eBv%2FbINXsCk6XcIoEy47Ubw%2FTONE9CoadqSXsvNrrGz5CmVG22LliaMGwSrc2pe%2Fne4GG5MGv85vV3q17IZqR1FWdfUEmwWAxklWtUYR31hNYJqTSRt1ynVKlMWrUP3y%2FPJwwenFeAPXUBG2OGFqXiyZ%2FtuZo59caHtRrl4CB4ODRevcgoygP1v%2FVxrvBLHFhybMoUamcZ8CqArUer8Ufvlb4PaV1Qqy2SmsHep6X6n4iaH%2FhCxPhsCXV2ycN3kOlf1q1OiK2oXubAHFtFjJ4gdlF8NoAthki9OrG5aTd0OjlaEBDC%2B%2F%2BVfz8qqbgkl6wwxRRj6b0ynsKPXuE9o2lfMNcBiQuKWnJMw2RhRjpKKqCbuqcdp%2FOrLRoGI7nPIjb%2BmVIV5X5kNEpyOQ%2ByG%2BpL%2F2%2B8BrRwaR34YAZI6fgktELLRp0d0JybQdcMGlCYw1XbCTuNTCfO9ugZFfLfoEK9tPc5xA1pWPt8dz3Luh1xOnBlD0xSJ7VycED5B3KhQXBJmHKaXCW4gutCnOpnowcRem4AvkYZEupWVsVE49t5f3vNj%2BWvFxf8dqRF0iugZdL6yHF7LdCc70WxOolQFTjYWf7IjxRUxin9EDxHOo6f%2Bn6oF7Z0GWKNG4Je3mukpCtYEcykLPhKhWvY7XI01OScOPozHouhj9zZ6ZP46Ajqna8%2FIY4JgNip%2BAgPb87Fr0ycR%2FvKL8K9BULiXiCVyUeMqT%2Fp4kdvYLNE0jxehc9JzhhaQeX1Hljr27kts13u9obShPz1ENRM2kZNZywSkQmQ8tA%2BSdr75lOj80pAuQLupVMsVvoBXIFb6J035wezUdXCk%2Bi3jqpKcTMh9bMh%2Fk3zqbFOd8E3fSBn8gqCqENWnuM%2FGcVW5BA7MyONsE%2FJewEcyE5EM%2BbqOuq%2FMZbWIqjBeeWzXW5Ds3CwY1dp0bz%2FtrmBGAwUmZNpLnt6vfFU7zDBgB1vOM4NkI6iR1m3P%2BMkglkscnWZPObvTFB%2FqS6MaoLRpwiFkwRUYmfRTuxOAOPKgm2jFUvOLdcYFcmKCAaJOJACnuR731ESHjOhttYfNgB3UQPzWR1%2BsKY1AVBy0%2FwaHT236xHbFzJL1HGQbRI4ZoU3SGO27F1IuDOepWL%2BDZtMEQMkphtcNwDMjwx53FfCuA94ulk3AM8x%2BsdDookry2osLDC%2FpxScDAvJUKRY2pQS3diczZEOPAAl0wRbp4eFVADnukVaUnAfBAdm0%2ByuxAnVpbWW0DUPKE0LONMmbBlwD9SVzleb2lV0lFU%2BPfQTQniCFxnUmlImt5a51rQlfVIinLQnHpdDZNMf7r0Uc%2FRRniPm8BRk%2FtYOu0iiMQEOLkBclvSvVYYqGNBrK%2FP7846lQ9n9BXkiai7w%2FlytH%2BsXd0MAE%2B7qrz8cqaaRrOPvcwoZr3aIGYA1Q2Xpu8ictLaTrM6Xyx60SfgN5HPKlHQn7cvGyk94%2BqQKO%2FLEzucintg5vOa0chfjdZBQU8rzdlEw65YdY97Vs0bJVlpThJ8yS67kwBHae%2BtD1aIlWqRHU4tgpSY70bRV41of7sfuUYgS%2F9wcurGBZiQVHuTSm%2BO2R0uOC%2Bpy3QdQDF3GNKApnX6jwLixkRFQUGPtHQoYlhO73%2BFw9KJd3g4YxrhT7%2BjAJlrNnoShfz2OuGPfTHnIdaaqPq14u%2BWtvNGmuEyhkTNZdOrU7BoyZ3wY49xpG5sae7gAY%2F%2BIXE2etcbwchDqdLI1GXot9hxlLNi9gYx2QUI%2Bwwccc8tg6Wkyy1nh1UY0SGvsjhgO2YpMGtNoqckXgOoroDo0P3sRxUfADAx2uePzFYhRlyKlPTaoZGFFWp7KBIu8GhOjOk7sxvH4fBHBtlNgxqSltGNy19JnjpPTaQWTenBDxbyXDbx6p6hZ%2BdTFlOnHO%2FO1UCbnQJLqt5STsCtgHSicuiv2gt3TsbC7Oy08LUcm25nclDPGL71KndgzXNgS3n%2FCptcgwTJ8hrx0QypZQdNLkf3ez7i3mfvYU%2BEV%2BBrEwAzgeeJ4cuNS9ZJ0q1OJBjKI0i1ZR36%2BjukPRplMCQLNLEDdAqQ0%2BAUIOvksfrEmTlx7WF5IxEhjy%2F8rJnIltiMOlpUkAF31eQAwZSrjWaIdow0TOmtHmLiJw7T5xCEi3C9ezDEWbh3oC9p7dxOaSurPaWDBsjm96pTv92KJtb49qmhXlYprhfk8pxTMkDR5xbPB4iNwv91Pe7CZr7bFfdxb8%2FBCk%2F2o2ra31kEpHZDfM67z4DO4VXT2Q86k9338W6VA9Sk5t1hG%2FZMYPTkwLteGu%2B7%2BhPPne5kF8Z%2BOk3tERRwedEmSsv%2F%2Bhy4L0OKyNHTeBYZSgPjPORSu4n22V1imOOqZvmaIHAACVs2fruiMZET%2B5nCPTnQjlduWPyA2LqK%2BXSy2JpPlPPlPU6xzmr3xc49WraB7TN%2FJyQEyYpBKbGm%2FwAJpQsMC7jiUVy83KdNaNyUnpnbmXs4VMbC69BaeUQ9dF6Xlw9Qdo9%2BAifbddgPD6aiYXEb%2B%2BaiOPvWwX76z6g0nBO3hib26tjlm78wKj4TICOfEpp4st77my3l6suR3x22888TVg5CgULnDfBgjP2QfnhlRkSJ8k139ylIv8vv%2FzjNErvcl3AYF7f6zVa5kju0e5V2yTDbOx068kmOl96nC1c3c94IbMljGotZvsE4SWWs0yjteqEoeou3Oq2j0X5NK2uRAug1%2FpVMil6UallERiTwRIbxqN1Ow2sp9PenkDYxUgN%2BwAR%2FntxYMOCzHx1bcSsKcOGDcCp3i9favTNyF%2FeSr5Wvw%2FStpqzQd4bmwylBkucl5qzwH3tmbowCyh0EdcznC98vOFfV8Epvs2wNJK%2FCE3nUVlt3NuH6cjB18nQhERSuZPw5zbppZjXDn6GjvghAM5YdY878Ml8b9v8%2FtOi%2FapviQ7XlseE2piQvPL29%2Fbc5UCKcBZQd%2B83hXtWtzKimEYNdVryLm47a0FBbRgTf2CqXtqm0tffelADZOmblyPOhh5ROoS5xRQB4cf6C98uZ3iTHE9MTWi0HDVoqv0mQvlpk3Fy%2B0%2BQlf923u1zI8G95v0y8MYDD14Pd%2FbmoF%2B1Kaa1p230O6hHe5ArsKGuEcStZHWAQuvFrI0HsTsjV2gCbvR2VRVR6gWY99ulvg9oxPv4cJfZxKRH8inGvpERYdJGJ9ozFwzMOlHTmLu0gI1TgnLmIl4Iiy%2BOwO%2FW%2F7d3vYO%2BWvw5pY4KBwXsVz%2BPpeOndd2XOIsWTIl02hq%2FcTlJIA8U6Zkrg9aUSv8uwh3JeL3OSaTvIXUJKMb8c49ZvtIizZ8C2NQLZcqnVYsn0GiAhwUn4VHYdy65WMVvNEKxFbhVsS0waB7E9427yfhmDIuSXIYsVWLIkvN6eYK3k8YjhrsYYjEE9PhTCVa%2FAdLQQmGGEtLX93kppZt2zPGncq397cE9jDGi8nBoYIEWL2BrKrtHvYVYoB1m%2BE9qwc3RpVeyNqdZYbLQJO6dlThffIeaj371%2BTFc6iP2x5q2Q8zTVEpEPPGHMazc4GgpWEjtXUkFBwDalwv3nJfvmiv624K1E0BKwHO5xhFHNcxxxQ6pfeH4XQmAJgRFCwLDeDi8wR89MYJO1rdKF0nsq6PW%2B4iLUCElNRioFtPxaohKBgpmW4GH1anTcPsHdHec0%2BzMdVm5%2BGvmufGvYp2p8Ya3EP8jwcB0nJFztn%2FT0%2B0PTFjKOrhBxJnn%2FWLH7FD9adk2fcOqT5E1pvLm1HWKbDO9zADwydnZAvsFvE3BNUwuC1ek2uSr8Is2l2VOI2ie8gHy1YY8RyAotm1casb63jVsGPtOt0Hr%2BdlqM2i3Fjw%2BfkE1keTtvaIsIBJAoIYoa%2FT4xKXP5ho8W%2BpO6mJNAVC6GbBkgxbGZbTfCz2AJBMpOgjeFi9%2BxfbAJ%2B%2BEDoBqSfqNbWvqpmOQj%2B0lTUPusce%2BDblrBRAnm9sl5G2K%2F9%2BFcL8vzgPLIMKl6FXBrdrFLH5zJ5EUCSMBC2l%2FT%2FXYXG36%2BO9HO1XINn%2FU46eOrzSIy2vlyjmePRVT0pX%2BuwwhAmN%2BrBckJntli4phjqWB3zQvv1maBs9s9%2Fbu%2FhVvvQeO%2BwmXLBDGz5VlX%2BkwAJxLb9TV35KZEEOU9as%2BbYSX5312vrp0fHOAFWStXIfn%2FkujVhpEs2LHIhk7vVs4PLWyYsOFaOrITYeMn5uU7zl%2B47Df52HrPyC%2FBOeDuAnuDpqa8Gpi%2BrHzXMy0%2B7m2CChpdk1RXvAGMeBNNS598j5GmJbfU2rPdNoY6YfzR0zeQ7SSE83FTgOwCnDwzlVi47FqLefd9c%2BeK2AYaiAMKUdMDxDKT3pvUAq6XihdsjUrxB%2B9XZqcpaPvWGkiYbWCp07YdpFh926cB86gDCy9wZHMq%2B%2FwASqhM8Xzx0onJ5%2BRi2v0yvSnsZO%2F5LLxsiIa8b5LkWO566qDtYPMXUV6TmdiZVdOXeQ3eztClYSEKpYC973NL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_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Live"></span><script type="application/ld+json" nonce="d0z4jCZFcjZ3s7kQ0PQ1lw">{"@context": "http://schema.org", "@type": "BreadcrumbList", "itemListElement": [{"@type": "ListItem", "position": 1, "item": {"@id": "http:\/\/www.youtube.com\/channel\/UC0oMr5v7p5321xhrHPBma_g", "name": "Karan Jetli Live"}}]}</script><link itemprop="thumbnailUrl" href="https://i.ytimg.com/vi/59tkQ-FwcpA/maxresdefault.jpg"><span itemprop="thumbnail" itemscope itemtype="http://schema.org/ImageObject"><link itemprop="url" href="https://i.ytimg.com/vi/59tkQ-FwcpA/maxresdefault.jpg"><meta itemprop="width" content="1280"><meta itemprop="height" content="720"></span><link itemprop="embedUrl" href="https://www.youtube.com/embed/59tkQ-FwcpA"><meta itemprop="playerType" content="HTML5 Flash"><meta itemprop="width" content="1280"><meta itemprop="height" content="720"><meta itemprop="isFamilyFriendly" content="true"><meta itemprop="regionsAllowed" 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no-y-overflow><script nonce="d0z4jCZFcjZ3s7kQ0PQ1lw">var ytInitialPlayerResponse = 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mJJPgMoJkFgZlDDF2nibWyC2xx2iDLs0x3cF61y9tLU%2BKpsrjTlemIyGCnYQhq8CibjQUzWCoYNLXfNHJksxbISELNij7noqCouesvyOey6Js1FJ5XQ0%2FgH35D2vVPKea2FhPHzNNNZbSfgRV%2FPFVQnhIm0fRdNKvl7CHecbgBYsYUTn0kQUB%2BWbGGOQkhn7SgzKqrMRoZ7gL%2FxirSG%2BUJIKyTQcecNagAF6sF4iJ%2FVb1fVJ2PUg8rR3W2IfQr6uN%2BfZ779oCfAWGobuIr4VpAuQLl1YCK%2BBBIwf4W9yaMqMyaW4GW%2BrzIkONROGl2v0HLXhPdyPrMTNAB4AVeyrJDq0pkfaNH08XHDxu2FyOYUOzJ7zz97h4YQMLhayjOJogsAPcbdYjFTtHWhepSsXEfplBPPPD3WnPO7%2FFh6rUf5jH1J%2BZxNkNAU3LOgSWeTYeGX7PfUFtRPIvg6YJ5h8hrNC2c6Kd79VscCcbD1OxjFxvk5Z%2FsRzhUAP2oLhgtmqySlwZF3PbrkERwM8u8r3HhUSKUSWToyXi8txTUNMZLpirNXTHSTQ4DFjRYj9Rn%2FW7TyyuzT7qY8Nj6SUSCfiuNhbjGSnuXnKs0TkCClvV1ZKmydHeWk09mLMsjN9v%2B%2BOdUhPVFGt9TYuwJULBFAxoR46REg5VFx%2BP6jQK9AsYpfW4Gnre7qDQdMlCHlVFjN8LxgsjkLkyiaJGBMSV1JO7mqhFKRTRlgahP%2FCGoGf7FahcD%2BHg2XDiJU4gP%2F3gaoS6GbSv7H5V6TGIBVOZuaL6BKGN4eQfd1CiSmd1s2tKH8TzDocp3du8yk1SgqE9wr%2FpLTcacfmICJrbFaHWO0cpxFF7pIXtLCu8iDtmwdSDhR%2BxjJSaZGZXOHD9VWR3zucapcxU0fZeOipv5%2B8hljfJchgQp8rKg948k9cGMnaBbUQnQQ%2FeY0OJZHOib9z3RGYYjO7yZLVVDwQd41e2GOhXR%2BzO%2Fu0luPPPrxZCuB7ANIeKr8VQMYuHKEtbTYe7zEVM5pPFkHrrAK4jpa0QA7fkEx4iE5hbIATyPSfEzzMMh4DkPnj4ZiVQAWhLXnI9G11Hg%2FmLf8BSOi3Kea6DxIF1G9obZ0%2FrYob%2FmlnzSVwoWbBpo7lVLCuBdep%2B3t6zRez5zbr7LjRu6hzaocgbTfiNwUwV71GQB1NReL8rT01JxZptjMGuc7Br6kxhSz5x3lusT8m67Vx%2FMKwueRH1bSv01EvpUfo9RVUFQi%2Btos%2FPqW91hbCVmVFxCHqos2I5Est5hVtLBXqUOCKHidQWspcUI9RvqiAYucp5l4SLh1KTTUxCIGzChgcc7VniJbmthm1kN%2BeF1NGHyyJVGqjn9zzv4V1LuxCCqpc45qqgAan%2BIox6F998zYtxz7PAnE91q9B9Gp7JtgZqFUA%2BsE3NbNzHPhzbYyI9Myiw%2BRtiQQL6DqI7Da7nnCeykniFZiq%2FKwuyusJsC%2BLv14FzmbRYWKIBN0UT8uBjNgbcQ64yN%2BsGm3lqs%2FOcd9RK5H1rSJV64pWUvU9%2FaPhCNePqLtr5EK5C0TZzh3sV3kZVjiqGdtvRxokald4FWIpvVnmfk3wOK88IY5W4jBdqGM3cxXVNr38p8%2BymbqZF8TkLGnhCKylxQXkvk1tzo5Zp%2Fea2sSh2FYbg57rqUW5obnALBNKF40caW%2BUbsU6hsxmaILzBtCdubuutSLIZ8PlNKGJGms8R7DZxANqtXNKvcp8QYmzLoOthrG9Wm6Pzpft8HqUTMiJZeG5%2FSoL8vDDvH9FojqiNAFqqrihiAn7UfJZf%2BUyBy98ldb6O%2Bb9vDVhpAZhySBQAkksMjZQ11fk%2Fn6pA52NdlDnThunzjxAuMQb306ccm5Zjt4C6fFjuvxdn5JsT41cOwSUwkafWfM9qeO9v5y1Sa71SU5EE%2FIbYErrAlhRxZyFhdm7MNOUNvpckx0RW7iWp%2FESnNBCYo889lnoZ6o5LKum5bLRITtgoZm0nPz9yDn83P1i8FlB08CP%2F4W43pJDJdj2K1NEdRyA%2FSADUsBHmeEwYVUdFU9fbaXfgE6HRNeL580pe4nZAoB5o12kc0pjZHiUDLr8TsF7c1d1%2FYGEeAu8sd1Mn62GNkycWq%2FoZIbGYNyWqJVAYh%2FhXH8qOHSFHyGBZKS2oWQtYA7vHYgfPc2WSBvh55MAKhb4XGlF%2FSHOy0dN2%2B%2BSiN89tHsmBWMbXmksQmDU8X2ukbfTpZthUqlMiZVhzjvRYtc2%2ByQua%2BijisDUbEIr4ljMSgo5f4oLpZu9Gvg7KEwge0%2Bx3mLbunYre0dr40lgb6x5VrW0fRwuQ4vjUTIhakBrp3yArWpjce%2BgOJUvhb76jW0Up2zt2bM44I92brDIfAYmOzQ1AzXkCpZMRKekTNLKZzuNzydIvosCxw4Mkhfj6ZTgH58OUIJ5L%2FIZrsNqBtC0Ul3xtvumgtf6Ndu%2Fx6%2FQq3fUhGy3dmA5dztM3qdKKpsbZHZmPWUPOotG743YBBl1WIlEdyqiqvzwqLzr4EW7nZtTMOh%2FYjV9whZh5XeDbSQCORgbWW9myJJV%2BLwThLFWFPcTldVqdoZ5bHHeifN4CVRtRXcVMHXhedhg2fc1%2FqwQKNItvpn%2FjeNMx0xhw3mCN2ZuJdDGk3jYHo052l29zF4%2FAEep7Lhv1dDmLWvqt1gHhp%2B6btD4swibm%2B7DsF5lU1z5%2BG9h2q7Ra%2BSXtd6hztL36s7UI%2FcXnyWbYUB1X2tgEaWc7O1TG31rm3TeDNVu2BXKCEQim1qypvcUlwu4DuVpamV7ULZ3tVT30ip8Nll%2BnGLbS0BKvqi02s3SsC15MEFKMYVgB3E8rG%2B1r1wf3oeUwP9XFS%2F2aux81qaNfJdv3RGQl%2FgouvtdgDbbcTzBKOhfe%2FOy2DBq%2Bq75IIrHgkqJvuXOj8uhhOj%2FCXpvW4myUSAemfUjUxacobtJEGYJwNgeMmCvl6GEf%2B2MVP%2BNSL%2BQuyNm37RREezM9%2BYAhL%2FLBVMYxKswWgUW1CUmq8FfRCCZz8YsQLkk7AfeqyDTrncwMZZ2BqteE2pLTWL70xZEvwuFYRDbNwTCc%2Bicr5HHLNHpNarIenj2w4VoGaZ2tjqoxAVTQq6wQ%2BkatRadu7a9%2FzndSRqBqqsnokZTrSoKBslLlGyXBYlduQ252HygU4IYW%2BsXoY6VCq72wMuIIvfwqmPNqeWYAb9KXhT9SUoNbI%2BOFcRhVEMz8OsXNCgTN8MCeeyLxvP%2BqnjxXBD7S9uh4S10APM%2Fcd0XLor02mNjaGHIh5IAzGovleqF8I%2FAuVD7owAU%2BTm3g%2BnrYViq5EIPfyBphsNBntp%2FJR%2FpEwZcOQocbfFL7wWw8V%2Fq8f%2FYltcas%2FyoUUhBWZ6EUoS8GvZnwFAyjpbx%2FF9Absv6Bg1wrt1yVt3nWT3EX9Hi6l%2Buo%2FOJWgdsvy34GRJ6n3hzpt3jNO%2F%2BFbfraMqxdZo7H%2FU1Tj1skHDdU44cyfcUoM7DUvOJxcRerRb6OhCqkjsaMXL4Y0BbnEr0GkU8MErWEaidFH0S1JZcawiSB7ntGvFPOUy7rLxxrZVVWx%2BOgt781UZc0N3A1mF3S6PMkzfwXNNfkN5JuV%2FQ%2FZfQ6upQ0pB2%2F5XLBGPriOpr6zu8i33oTJ5L7m34PUW%2BnB13tpzkte6DmeFCdnY9t43y3qimJqmflht92fzPSBWp6badP%2BG5aSmsQMq10E4RahQ8z7gUeTcoccOAj7gp0xHPFs985n3EK6zHlr7gDu7JoA7uV2QFNPuL8Qmo5DHtdrP803%2FZmC54pTpbpdIkuJ%2BtCGDY5iasKIjiyTgXSLTittlnapiIyoJ2Duajzk3YZHYtX%2BEb7ZhSgVxnJCpA%2BLsndoKN9HoBlnuPXBYm%2BmVBqM7%2Faj1soG6SHrM%2FzT6o8cQEKdIao2eFev6xqNuqtErEAnGFMwhir8oQKsNtbi5vMv71vJijCYL8zprnq4L4%2BueS4ggfquwyHRrV7jZWDDIqxW7uzq%2B8cUDQs8AvRipvn8ZT0w4AmoZpZh%2BwYYrJD%2B5fpsMMWpEV4PEPtStDGEbZgDEQfzeAFcibPpLd39plTBzELC28ZfUVJly5Yovnj7PLxNl0jtecfW4Ynxp5A52hwIKMcvnEYPIy%2F2fJmOLPeoGbUsyoqH2LlWmKCKPMFqKUYNXuekJVOoHFY2gK9krT%2FC9MOY9L6Dx7lJ42mkbBxAP1kQhx2ui9rXymCwzNocdc%2FI8JGLoOJPtxbm0R5zhE1ki7VLaOAJMtCNWmgm59Xp%2BGbs8FFusuYA17zfnuJfhN3vJUfsmME%2Fd0HvNDo3Ry3LvAnN%2Bxwdf5%2FTOGKrwVocVQwDuTijcgQeiiPy5ynbjwcTFfxdNN7wVVWRq%2Fn%2FZqHUuaHwuroqoKcABr51nWFhGPN%2FfbPzusNmpf4llP3%2FCXnzrOtZIolKlNlaDbWQifW40QlBfA3%2FiEH2OEjJbDAtDF2GcdehZF30iCVkStdZ1czdpLt8LbgyK6yNM5wYhkSJA1HAe%2F3HNicu55cApYj0aS80Dhsw1bkTznD0J7knRKnrfv3y7QG1sgOXhBkylIB6CslcmyhlOt8lc1prg0iqtTraeFBaL6N0OkykzoyONxAt3Ty9o0yvip1zdx7DQX0OVEeh43%2Ftn2u6KP1HvF571mnKyUtsEo1i6j%2Fg1R4w%2FAKlDB1TcQUSQAyXDiqWreeaEtRTZCg92zRqBJ4BJzk8didnpIprm%2BpMInIHUAEIw80KufqzpABpL07LISPzKGFFbirn11zzEkXU6Zgz0qo0iV2OYmiymY%2BnTBLUQGZPPd09dnb02h9Cxk1yUMok14H9IqXuNmRt3Rpq0U68OrWhM6%2BVKocASmSUEZTfaw4ZyWXxApFSiuRb0ksAnNLTMBt42qoY8myB3GTVMk7MP7mhBPXYwGhOrcn72UT6veB9IIC2bxZ2gsp9FjXdFZ1JnGVFOffbRE87XQnZfXLksFWdq4dNbEzzJJsffFNPkQB5GEMUeJaM%2FIQVKJ9A%2BUThMmcen%2FaOuEYfDCawlou7QFsEU%2BPN0f4q0Mt0n0OVF3eOJVYJgoNIQE20l57r8blbRJwrYjEx%2BIfii2kFLd7%2BV81LMCEQ9eius90Id%2BE%2FFEDTSscWt0yPvLbqN0goXEUL%2FImYJjT94klXG0w29VvzLKekdFG5iqPhAdJFPGSfiDQF98Cbz%2FKVgmo1lto0PPk9z7DZtCmc0Kh35hcsmQA2Ng0nt%2BKnVPwu%2BptVVTw8jHL9g661jI6lljQPlygbphoz9Vbw7DRd6m7OEXZc1vUk6t1L1HGJ2nf%2BCl399yPjsmrNEQ2a%2BjspMJhL4O4h4gfkCiuZh7wfq4EsN98c4tKI1nm6jNGDj3P7O33m8G8ChA0OPrzj26lVaqsPgt68Y7UaTA8hS7Hl%2BD1dLV8IXbrKueIXOeiMCXZsZEFZJeSEFJLg%2FECrYrvbWVWkNWpDXwRc%2FpQ%2FUyemfce%2BlYEfbkGBhJQBHZ%2FJkI1BZP9Nz%2BB%2Bixw92aTlE5CmksPHhrqVclpyxpXp5cz31lfqNytAtYp%2Fgp0T9QeP37TkiObjaAtNOhkuClv0C29wiYHeDM5115wfyZaPnx0dpgxMB77xvv%2FUIqgm%2Busv79rYBNwoYPiL5RKYDxO1jtrlYKiONtGNV2gLyYZrd5NiO1CQ9oCsb9d7oJytqQURdkG%2FCeYsiNVZd92l5BrorxePoIlpLhOq4icFbdB3bvUX7dbsDxQPkhrv25HJkRGV76rsGxTfy4oz177Dh3tlxmOsZEpdwlsZhNW4w3NFVmRY%2FcRJSevx9I4UaifC4JTlE2sY%2BC1rYLrdgb5o0y%2BMQfhMumMc8jJIa9htPcNcucqq5sz8MmVOwscuyJUOtS%2BJb6t%2BNtoRvczpOS31xb64%2Fx639DlyQ%2BbDKoB3VY0356WdwHua4m%2FfNwZMNzg06newmqvyrGEJ5UGGQ418CFmQctvZuOrY1xMPROcZyO43Ok5FjD09VJXIZsbQsyF0lOYAYFfdHA9bf5o65WH%2Fz0jt3kx3Uxnc%2BPOdDeWhC1jhB2w6ro8V2wABPKkrd3VPjtIMTJKHPjOA0pYJB9fz0B9wpINhx9gjjlpMEe0v%2Bw2IK0u7%2Fn1cvo%2B2%2FsgDmOVNex2txhtJTww0Fr5ovmUWcwd8ukUNZmTtr1RXBaWOiY62IcrKqrK2HwqxUQgpSggSsX9VxBu7QpcLXCfhx2AzJlE%2F2wo0Q%2F72sakNPxQSGIR6oyLAXLSvvUhDoBz6YT5%2F8pkY2Y8RvSdVM6IN1I0Oiqs6DfottUOmONqssqTJ%2BaG%2F19dVPX8iO88G2FqtFkQQpN0sGyU8FcWSSUs%2FJEsbQXqpgm7hMvwx9s2jFHuu3ZW5d1jXYnIR7OzpZswn8P8hq1xWZ3kdMutSuRrojKmmI7KL8vw%2FkV5j9LW78%2BzJMbD3F1OEGONTnrtxWs2ue4U7xrVcUrJgVyaxA1v6DUFxjlSgb1tQJzRUVy8Y5opkU2vswg%2F8IlJ05MMK%2FHRAiFmDwIUa4FRXH2f%2FSVhE8YBikzJ1QB1QdI7vYnsflyZScD1TvGg6N1vtKFxzfAW2X%2Bfg68r6fQDuUer8mDiSKup%2FV5SNlWm%2F9ffmaYmfE%2FJfnId0Qbr1q85aMVdE%2FvgTt4ZGtBSaAcKY2wHW%2BG1ZyQgbYFJkR%2BiY7pq9gFqym2AxhuSIdU%2FMiajZ2gl5rHoTMazuGSByvEZZqHxkvgjXf5IwGl1YG5l545dCc0ZkbUJ8Yzm6khizmMTui5jq3DLFwEwtRcVGPycKUtEFAFrzKth%2F8JtPUVKWKMe%2F259hqosNLq9B3T89cAINLAu%2Fn4aCsHZg9pyLvOA1TLzdrHFm3SpCkLRE8h5u12duryBZkKMURM09v0YJjojBCGk9MYawrHRRBjOzZ%2Fl34K7t3QaNChq7f19s9ob9OCmcnhljZTnD3%2B0SXol8XQ5T4w192p%2FDzYq27yCUR07spxoQz0UTR0SkA6rmqmxc00xMTXqfi2VdH%2F9%2BLboxFjnZu22L9kPq8euGoAyl%2FZ6Za4JXfn7P46AcwM0wjUbgyEswHAZO3hWaCfYQc%2BzI%2BMrbJbgTym8k%2BY0kbB34%2FQK4x%2FJx0QnSfGwZ5JMP7plw8%2BjkEL%2FFn%2BRkODW%2B7nOiAcg2J5lougW%2B0YenhQSgwXxV2xGLiEJm66S7bUeEtSuVrw6j6Fb8CIbiZitiRriLTGj6ey8h3Bvf42YkAnNlHeLteDxTogKic%2BU7Wetrj1B6r%2BzPIwe3Pc%2B0vZdA2d4kOq1w5a4pX0rA155upOhE1vLNwJsypv575vHrIw6MgNPzUT7jkmEMSFAqK0Nk1AAcumfSmEirCN17NTpCgvb0TEl2ArHHdvI1gXT7yvL%2BeuvrgaKHIjwB8KlqFX%2F0GzmfR136u50U2XhEhRIuCem0f1%2BvO%2FStKvANUrHWBLHT3g8s5UAL7TprHNgsKWNP5cPCQfWpfI3ouTBrO0FQg%2F0DXhSFbxXG0u7Z3qqwUKOn9RkYL7JUvJQQdU1sArLgW89IB2wUPqPn2MvwDGxpeiz1GRDupVy9VXH92i5DR0%2ByUz605Cvo7WaSuEYBcV%2B08OOWezAzWV1P9ihqnseCQQfYDEpTmrk3qLXJpHhVq68yhYzND844P%2B3xdeE0vD2EDAaMiUyQSk%2BLdyhEAv05rT0exhaKxmLALs2BWBbveArjUbiWsjX139ewcbUgxRi83Mzh04ZNob1Ac8IXNwsr5ewmwdBh6QQYKpz75CsJc2VoOucymmNU9I4KRtQhmf2tpgMRexJJPsYJzqzLSaE%2FzQLvt2dp01BpC%2FARrMq5ny0%2B%2FRbzTRwgtG397a7RJSOtnqWyNRgl3tUJ7xT0A1NvkgrSX1hRIi9poHRXYzMw0ffP6r6iQKawHWrJzbTuFmQsB2Ihy0Cb3OkTQqTMC9KE4U5R8SoTAMIZ7xgtCoDLDSBLKBt6j58eLh8ozb30EcMdpmBo3Eda1GSLu1TH2RHE9DfXYlE0epgnQVIOKl%2BCAE7LFfL%2BDgRCDYz2nB3ed2FtRFLO2YAXWNSG2hsd9YcI4C3RS2zOvGoUubzBlJAP0QtxUxJ%2FT44vTHIWO8uOInXxEB%2BkIolayp4nF4U0dVBR85oHQkbl%2Bjn7jFNDlQJhXe3KsteOs2mr0gqj3cotVWAgQ0%2F6%2FIRnAa0urEDd%2BY%2BjJCfzHcpwjTVCSdJSm4iH6OjF0f9itedOC6PQ6R%2BQJhOszhrQYGgLlgLzN0Q0FUbJnO9tSrDgjCsVHsy3bs661fwB55ya0aX87ssE4sLVNZr78atQtVdar9ooTxKhpREN2fIBqSg9agRNY21g%2FSNgbHP6%2Fy9%2BSt6Xu56xhWnV9lgieJUDqyHh4r30ImBaAXsC36Brs2%2FX8QKkg0Ozibrwqdh8UXExLeIuAFBGY%2FKR8WaOQ1LVf%2FEGrkOkdWSJLBUn9Ech4eMgRh4E5Y%2BI04gaTXAHbHei3k1rFhB2WoVY%2FEOrYgzWiuZDpeltdwK1LdvIh4xmVs1HXfiFuzsT8SdFK9n0RXshzzK0CJySDxgzXsmIl1h03ExHbECjRn%2Fd3xvXcD6n2iGhsg2g%2B1ne12Fd0sAC125pz%2FU7ASzvJjxrXYPJTF9BRk5gVpXHZNpwXTbNxWkW0RKXbvfs%2FMVZGzrjBRADqmA0DjYKruDrD4W3J39KppImTEN%2BAF0Pe4eHOzT76kRlttZcSgVRzkTeSnAwTBqP0cxap4jun9jDT9lX6HRMFNFh3ekQrJkwSn46ZVH8nhg9nHLZA%2FLsNtEkcOJH22OdSxGJqSooJcIRkuZgKg7WD%2FOuVBmvFN33aeYaC2%2FRohKOJ1O2aPebikojwKjVrXLOppIsFTc7kLi6DoED0jyvyLPcZlgJ7xiIoaSJ9IEPC7nVqOEzcF91T4bs8Syq0MmCGFoFLIZg7YYj4P6y01YFDqbcI%2BFLs7d2Hv6oxNQ38xL6bBlNvanfP%2F6%2F0w7%2BDlOst2WFJgnl4WObHbuHK2N3IK%2FTmbflaYUKq%2BHvS93Ca7Xjgu1N3EHNURkSn5WHDeQ7kbmc%2Bjp17BfAYyzMxSo4LGbNgRl4JtXQXHljPpFVTfYtwbwLo0XSNPhlwIr%2FOGMbylEQ45AxclulgS0BCNIr%2BBuevVxnJDCJp1I6wm2lPIdu1RVQMIcmiKaByMvgS22X10qwpKrqKbC5ccyNbSFz8XlssM%2BBK5Anm1%2BpAiIBkQHZRsTx26J64rqSJEipTpDmg1dPJR0PNwFJOqcVdSfb3I5RXrSwby0sFbPFAS8co%2BdbSAK8d4vjd6i3qbvhE3sHKNYJt1ERm9fgkgKrpTRJK5yHoBd7uA4G3PsZWzE5GwddwgZ2Hoh%2BO7aGhIBSGef4VopeZrWRq03N1dRKD0QAxRFO1DGkodnitu%2BHGPpIFeIz%2Bsi9JohLzEvgrHzt2eqr5C5nl79Jlc05HV0QnF11Gk8FaB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kPtEoEVs0RDhQIPtJTzZWbd2cNWXu1qbZylxdGsMHDvwVrllMLfuuOc0cr3bK57Gx4xUMIv1PQ5u1%2B30MrkNr4XdoduxobKeQe5LorQ8tfKhwm55SFOxFN4RWvhIb%2FApTyfuTGAZlTv5yKtk2tJg04eT3tGGGx8xpHkwtBzz2wvHLJJGjeCg49QLqJEWnrXp7uxD5D%2FTqiNIpYsF7c5n99l6urV252zMVo472jR8%2FXG8prgzwPcvLDRF8MtWMaMWBvZpZKz42Pglfn1xu%2F3BHdV6B%2BBqGszUYGdaR7dPRUtXBVQe5zfJDQcwKbmvOIsBW0hKIXt1%2FLm3sapLPxyFfN2XehBYE0KQjun6bijjGdJzR2dA%2FH4SyHfGUL06j7KAv0x5sscgUxZ0R4AEP4lKtW2mIPdRI4Vj4fR3kzjPL9up%2FyQnLSpaKxkY2eq4S7pFtxrLgWisZX4GFXy2Ut8BwmzE%2FBGIfCM5nNrzQXVT1d0b1qeZXq2%2FMrFq5%2ByVYWXU76UJAwF3iLpDlhZQQT4g2KnpXvtkAcADjIqvKxMzZE%2FBJ7M4VWyRndoGkZy7Gqfzlr9I1v7VwPVdSV1E3stX1OcY7d0uqhtlEb5Jch8h2foveC43hvAEYSQYgzXXofCT1BBZDVLD7qWSeYEjNLLtkm0jge%2FXfCgWCNwY7rltGoATDM%2F84wKTOOXhI20%2BW9uaAN%2BLordCEl9rej6e9C0LzCLRhptf9U0SsPeLzq1ssc1ldymR8eaZsHLT%2Fl63hAv9MbfahLGLy%2Br1FnANzvL%2BwP5CtBSbhNIAic3UNlZropFaOnNpWGpWKOqI9n2uMtYkyU%2BrcZ53lkVqt%2FC6JFQ%2FmPVF5CEELDyccCHSmRsiZ4GxwU2j%2FPPNAtY3YAJIhvYufwbwCV9bDEaWgHutodN%2FoFJED0pqp2M5eiAKMtrww4p%2Fw4GBK1QGvyZK6BybEivS0XLG25Bt3YoOt%2By%2FvBVt9QeTMEcKnFP%2BX88BgdvL0H%2FfrKtxWCUztatr64vQ7zETLvR4wlPiybnhYoI5kGJwuAefDMBwGG5h%2FQGDYdj9IICZvv1Xp1Yq2tfRLJExAj66Em66ZlcVogXd8bIzNP9zRH%2FAX0mi%2BiIkJx723ou0ZSFWcT80B7dcdI7Utans%2ByFhGPnJY5KSqXFXZa9rcQVJqP3%2FBd8ovRqbfUQEO4MDK2TO757ClD9VzwSol%2FG8Xk92oZazKlSGJ0Po4VGKEhRhotoHQi8EA5LDu5AaU%2FmbvdAxVyDRITcag9OxfUTyHABWEuO4cKmnqbMjWOgTB5u0L241gz4LXef5FjD48vpYZwcDCh3KFTVKp4QpXKWIlgN58mL8SdrPoc3Ybhit2cVdHZIccV%2BFsNmTyDTMo9pK29Ktw3onWTZ5rTBHI9EJgjKvX0yPw%2Bi3YIiFrwCLxok2xM6A0ViItQKHUx%2Fr9Ihnac3GKiCShk6pBf%2FflQi8XftMLgwlqW2WRawK4JlXfno1zV21Yi1um0cfnE0HtK%2BB84kuiW8utG5DaS%2Baire4vr3heI4JaXdDWAhv71%2F7cf3McJ3WC5PYFwHVGqPTUdiXynKuRPGs9KRzIWxLoY4WNy1jC18RRHMvwFF%2BAXj%2B%2BmxMiVosoetN6AmozbBxIQBHUpIxGQofnmtbHFuc8eu%2FfjGh4yYzX3pXX3m4PqkYUjz7GsHOML6iAtXLOMm84JCIc68jMAuN19b3FLBgxMzZK0ngL4xAqs5l5YGQey%2F%2B1ZbfQ1ECN3qouQDuu7WHrVFXEGNzhLcppW6A4Jo4WpqeKfVP4PtXmETqX0ntS5OBdRs3exYO51%2FIRe6Na5dq9hx3zAzFiwGkUlb4izGb8WcQPfOtGCoo3gkFMSUZe9Gk%2BabQTPC897N0Ou88Y0i%2F2MC6tCgLz88OSWXpziKVh%2Fc4vDx09l7R8muklgEftDl0knimrT3W9fykCKSp4PzjtuQADWvsBIpOlZV9yHtYffjK3R2cvyfzSPLSNr66HxCwBgLp5k8uYTpEm1xUrcQcXoBsuWspN9c6QmmntidkBWjqOejOVP0hdtXKsc6S1DAF3YNOmkBSH%2BtHd2bhVc1ICkEs9nX1KQIg11Jx5oaNT4WIGWfL9LIoThlqu5EEaLGkpOQ%2FCnOX0s6JBWkQFtR4e42WdnXPt2TyLzg24sIpPsfxmNRPMgBh6OK8MWzstfCcMSqznrRhMij%2B5qt3NqILwxJW0zBdThUymqddItOpiK%2Fq3GVBykOSjVYQ6w7SAPu7E7ICcWKkyYfQtZ0nLyKk8KlADZ530Lu8kI3nkEO9cbpso%2FJ%2FjVR8c2c6RzPdtD1ZctVHWbZH4UVfZO3kOYb7rgC16g2d28WFL%2F568maSBZifGe09tBC1t8T6G7unw62B7OAkX6ES3gsqrxDMk0mmzclR8xVnoDL2b6Twlmda6KBmR5ASCpwD5YOIUD2EOz3k1wqRnaoMgf6AM48384R%2FYbLI40GDhdzrKAv1nQgLfj87sPNkffZtQS7fcE0ojTpwvvngpJQCKY4Vad2eAbZYN%2BVYKVqYw3b3rt3Z8NnqpUymCSiFZW0nLmTR8MMnCxasOksSNKrCbDez8EodnxftnaC78IQzZ3e5t4rlw4H%2BfMbxQ2QCy2gCmavFoOD0GHvBK98pedp0BDn3XKPuBNO7wYr99RcDsAvO36FjztQchNlipyPuuwd1embF0n2eCai5Bn9G91bP%2BmObWDK43bs0zLc2YoS8J1CiGNaG6sziZO%2BEkMc6N2yoMJdNvugOJjUjSC3aPg7IVDlku8EbJigrhDpIzlmk0Z9mmwyUjtrh4wnljnpa005gDQoxMrE%2FTEcYgU%2BfxTXtNw7llrgjhCGPf%2FJOVFNhhIxESOBWsqPTNLvnvLDjaqUq3FN8aTxrWH8a%2FTrWumgMIuRezkoAC9wNCBBagm2pQoKlwE3UAfWDI25AKsFtBGTtUDhUn50ypmc166LyqmxB7chY2LuS7rcjc5Na0c4ekbGYy35RWSkVRZLVHvYfzJsqu5WagYvboDlTro4oCp9zKabuX7%2Fyb%2FpU26sGSzxxtRNH2adFY1RiqkTsQ5ErNMNuSZyBHpXURxJCQccSwfL0Z7H0a8njTgLj60ZJtkGxZyD8V9K%2Bz8c99KpdwIxbYCWs1qTgucwgcEjeV6Bj9kUXu3UBRH8GnxHulNdLSlpSl0kLBswHfAjx5zZ02LgXnjLHP5zPKT%2Bu5Qcwd9gSFMWzOFLmqFPD35eVZ0P8q6MCNRYvL6H0eFzsakWZ8%2FXgLIR649yukoWUCQ53FbBZi0PquXjvb43wPihPCHWM4%2FrTzJgJ0gHqTXj4%2FpJKn9sVyAGL5Wko%2B71tVXnje4UFmGGENteRec89tu9INZEpfFGX7v7gdqf3o0rN66TTBM%2FXW7BzwuUJaeX8OXnl3g7cZi1mOQ6PsGbHfqDT1dpfNPO6oSmIZzuff0Yveb0x1jJJHjfMiKs1EAWteaoMw5Bzo2z1xQ6jw0O7DdE93A5t4BfmGXf%2BT7dKcJv9E6l%2B0IJalh4FUF%2BdAcXW6ayQXSaBf3vD4cDabxx1MfNBEQMY8AYWnaNnbJ6JufAbWw9wQl48JmhGhMmjC0taHNkTpZTIyrTZyYDuDppLdLacMHO4WlbVa8H9Ga51E4f4cDMCMU2oVDhekkKR3wKFGeLbzm5J0ntMz7nRLeQmWtT%2BzV01%2FTyInMd%2FpvB9mfo%2F0PbLqgpLzBPJFExTur5tvaOkfpeFnPXAwQ5Xsgn82x1cZlElTreYELrOS9tOw7%2BjQnNcTNIRAfEYYyv6ZJByCiCCGRCHvgJlljQmVB64IFg%2BxjCAu%2FJEGz96fjdrMlvChF70Kb3Ei44RpF4RVe2OTfj6AFajlIbrJ1IcV8nhDslBayQ0t%2F84ioIR26MXe%2BsR4oQiIax0pgPHQV711IkkjEvHXOlSHaPqvsufNGvVmxF0qtBvLMvZfcWKFA7fHp6xNO7esSbdXbFQvQfpYcm%2BQFohMoWXGO%2B1VMqrODJUnNKjaNe3g393cTNfhXuRLsFNfoGzMahUHVUi9m7CSlhXB0geRIGVi%2B1WacwP606kikjknPnkM%2FU0rT7YDq63LevLeh6dhB3Q%2Ft4J0WxQJax9BWkL6HLz%2BR2nd9r8xUxZcFPBlaINUqVzx%2FZYS6tdmsF4HQnrAWSspV87RFysW%2BNbzNmTefkaAU0EQNObxJfNa3m%2Fsx88cWWjJhODaxeTYDkxE7LRP4sarUKO2lXBEgoXOUEj%2Fk%2BkF8WQSLeSixhN1x3%2B33ST9x1vGniu%2F8PZeDE9kV%2BRcuw1MzvlBscshUy5BqcFkhBZv6NtZDiZ20va5R8IkxyKYRe7wrzam0W%2BwmTXPSnw0bqmAEmuZ5XrU1bLdD693TvhlLvuDmcJ2pW5vd26jmFP%2FxsmuKzn9ijjuJLbYM8UaVd6cQHTmX9OtIeLWxPwLiujb%2FeXloYMH2ELjbbAA0LMmSO4E0egcO%2BU4YNYUfh9i%2BHRWUNudSBWvXnfZE49oh0oFUJJbxMqjiFPkPbR1loZg2FQnZmGAG6exMeRG7pkIB4R3wewcNJKd66mae%2BaM7hMBx5Ugh5VzVJ8iiUCrN4cRft8sCdagQYzOuc5GS%2F%2Bvg%2FgUtOO9hJIeNJ%2BUMFhSulBM2TqXH9L817NWEiy0wFYe3WCc0wDKIQgTy%2F1UwjEm89S9tnJK3m2CsMy%2FY5Sl8txs60tWJXqCDMM2kxA%2BT7fzxMRhq2KQLwsek7Bu5H2ZpDPLRnKF5l5LGwbUdvJ4DZF3V8QHqUg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diff --git a/m326/1b_Einfuehrung_Klassen-finden/Input - Analysis/2a - CRC Cards/CRC Cards Instruction Videos/Using CRC-Cards b/m326/1b_Einfuehrung_Klassen-finden/Input - Analysis/2a - CRC Cards/CRC Cards Instruction Videos/Using CRC-Cards
deleted file mode 100644
index 22f1a5b..0000000
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no-y-overflow><script nonce="rA5YMXr4DqmbV3KPXAjGQw">var ytInitialPlayerResponse = 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npG5ZhjptCCu7uqRcnV%2FpopzzjyoiIW%2FSqW6HKQejgT3aY5wGz8Jyz2joqMNu8ip3uF6GwKoOzEZi61eNZpiuVgX%2FtqL7gxJqsSHzZ5U1OJwSW49Cm0IyJd38IHM27qhRH%2BF1rO56DAQ933rUX1fFLlvKdSyOdFA82ys6TeUFFVJ1YkKoGqJ8x623ImOdICtheIg%2B2BbhVmwc%2B3SHsDsPZ77k%2BEIbIv%2F9nD%2Bi42BWnm4%2BS84tOh6ojayvfLR2ilAoDTdi0QqJONe78VqYbR4THDa2sW%2F3whJMU6ZITSbyV%2FiSzi886m4HL2F%2BLsvsaf0xpA1DVAIblij%2BxO%2F3jf8gPuiwYY3Z2CZ3WFY4sB4ooLolwLJ7%2B4kTfvrGAq8uZMG9eSrQON%2F1GyTsCAUOwkIJ9tc2rVuhOQghz30XJgke24G6XuV1zzhWYuBO%2BYFlT%2FeJa0lFgzcTe%2FxV65TPTEgAvJycOVfcxi7R304zqf0qITSm4wfb97ZINanU%2BSVltWT5q3%2FAv6Xc3eSWuRaBF%2FGtlbYQNhjcZ9rSLXVpwC6qePYDE%2F6Vnpb8hAOj3aLDhwh8uwAkbHM2oC6dcx1OUOEkHugzHmJ1KO0wDYZ6LdSgpWS6FbRCRwJqe5Tuudeq5szQvN%2FgZOksBMVBCNpVPZ%2FmU37Kz3hF7vsweE6zNy4dMbDmxbh8CTAFWnvUbskJTsmGVcz4vZttCYFLh0N%2B1Ic5PoTKPySM1RawTpcV1wiEtvNjHQvJgr7kiPihW%2FCUulVCiGFnt8skr30pn0nO2POgRd0AUvzKp5CDee6ZHbf8HyxqUIuXpk%2Br5DCghYNl5u%2BSGsm%2Fd41gJyjK4AqMqQCpKSiOe17pRBtpQvg%2FqILuWIOKkUHwt7jDOXWcNHe%2F94fSSPeWaEpkxFjMD8v2Hxh8OK7FA6khGJZJmWepqMCjIkKdoq5AGw%2FbzxWSKvjt62DcUiOsx5gqKYlvoglZxUJKDc3tzmcyOKuB8b7D0L%2BgXHsQeLuFtDxwYziflqxyTReNBgficB6lcWtbHHWHXm2gde2nI8kuxJYwJ%2FoqavQayYLFbYpdnyC1MZ%2BVuDmBKNFMBGaBqw0w5kceUpxJYmw0cAEYW0m0QLmlS1A1CX%2FuP5E6DI14vzJfPj2F4YMVVBS419u%2Fj1nrqAzjRNPAXhumQ4K441z4SnApqTofYXsRewy8qR5dP%2FkebJw%2FVglQ%2FW4l%2BqpIXzjOdxdEN78Wj8ikjwz%2FlJEnq6dWicynGMR1pRMJZQTnmlKapyUa8aJvaa5Pys3We90g%2Bl40zZEEsUpi5tP5v7icD0LOgC5z4zq3GT85KIXUIm%2BdwBzwmfdg6ZFxYgamyGasYwqffRWqWyNUGHBluqlGuNT%2BiP70o8yNARUbDvhoq5W8WdVNf%2FuI7NhvVqoWl18iKs4aGR3j04AizAERCMTIHqAGOoc5TctWB9GSrLajp7PkWqVty4v93X7Bh%2BpCunM3JdiStiJLxJTy09aQDnwyZw2LJLV9YgiF8xySZC4h3ziJVt38pnRMVflbLuq7Y%2FbmLA7glOAhhtp5sulc6yVqiqMcu%2Fop8vv6SnkpZIULZHHoQnBz3KFMe79yX3Y4Z5yhFBQIB5odDR2zgU%2BuOYiP0zRzBlp%2FcRLH1OiIgnI4tC7UupIY2cCAfH9owHrQHnzm3T7uDn8GkEiCnoe2X%2BI3rvUswE%2Fh6aYA89FjJiT012zUl35026k2ywtl5yEzwakY%2F1Q4mOVbeosVgjFe5pP9zPw7X5MUEfO7hm6y5h68inyCoDK2wgI5YbEPA9lMY153QKeM%2BnKASykrcZW%2FwaDjVDlK4AsGCrLfYrLBL%2BSqsPMt1oX91DrAi6hXZSd4333wehsIZT9HTeTlvW1rBJh7VcuU%2FncgwcaNciWXNuqxy7ixQpXqPNN%2BcDqjzl%2B6jTMgPYXCjpDKx2aKvaVFuvumYicEfuXvN3E79G%2Bu04lnGKw7F7mzCfQdGm2P5KlXr%2BcGrraemDvpdXbQ2mLWaj5nP%2BiX%2FUYOk7V0kR%2F%2BxTnlCgM%2FXRUE9r1NQTy7FnLh4226H%2FBykQjqKwunUIDiQlqNj%2FmBRWCzLuf0MzJgRXwc%2FDsm3rW6HZEGECcqWKlMJIGYnbSIIbwCl%2BB0dPSNeyrkKnluVDZd1oPEqTwuZg7EnkSRPC4aHJX5eBqt5ZrqxBNG3FNEoZbdm8vDIq4vRIoif9orb5RZQr0cuY6vDJrrtQjTDRGhK4Ggqb%2FyOls4mTnc6YjS2%2FY11J1SPicblMiuc2wJL7xOVkVMSKl%2FqKUPwKrIAY7rwkJXKLNO6AXGJ2gS1mLiSQFIw8NZ5BfMs3c1%2FtB9Wys01WzQnpI33wpsJ%2F5hmk3bsJzWo0k7SYfM1hCrwihe9gdgwsBIn8npBiRl9pNt7anWlzxET%2FK6F%2B%2B3KRgtb3xSC2hluXDBaiNCgSr2n8o%2FKFHlNPTz3fi2%2FUx%2BBbRbRDYE1f94Nsm9Cc7nmUUcGVDJqbVEOANr4KWC3PXjhPXGnqcfSPMR8FbSLhYcsh7M5wzviFySwn8ShYUvVoANZSfY8PzvjQn6QkRmaEcxxDI9A%2BlFLfCIemdYA4BX1dmX4HKHPpjrJWBMo3abhJLiAVIrEfwO4MCW91Yhhs%2FIgtJ%2F9qf2scC5%2F8hLhvXDBnYWpLobF9yjJ9A95ubtFPovJ29k1%2F%2FrNXilXIm5X6H2Hkj886yz%2BmRPVgHFffmLWNPh13VJWO%2FLOi%2Fq%2BxNVZWDeq9NyO%2BxPvRBWc%2B3LavWsNLzoRX0hPrQAgb66mu55qg9QA4ilYLg59aYuKVjXKReZRNP408YImaqXKPObty4Cf9woH4xXtZBrnmbg7%2FT9WJWXX8UTFzLhcX5Q6eLYl6YByt9Z0qM5dhnKLahhH0wULdIBe3K%2BigjlhZXKvqH87yl4F0C9HcDUSxRJlBwJEK%2F73H9U4HFT5VshmJOHaCRCdYmp1I%2FaWfCIvK5WAmlMMmfWXT9yn33SF3OHj79PTDLfkKRxW4QKTovfsB%2B3CpZt%2FIpD45302qXiII67B5UI9GTlNtvsKe59V6Zi9i%2FC%2B%2FlieswkffBOYVxPD3jCiAY%2BpmMDU%2Fm%2FW1xWDb%2F8l4L0ZTTRya87SWiH9%2FenpjS8HKv252x%2FQKIangcTjA4%2BSevDs25RXCuFC5zSnuLRVdt6gZTkQA5TLYf1aLXaVDlPGI5rYyXp%2Fr4d5P8L9xUEfVAlzFnTWAt8kFpsiewjeSHKPdNLAh7dxxDSJcuDungOGaniZ1tilrOzWSJgQSG8aIWfDvKZAQFFhFG3YeD4LSF1PKcRl%2F99oZrC8Od7FK%2FkUOlJBUq%2Faop0Ix8HGeuDYJNGhemRwAVyemBjuPusbdBzPcxptJMdQJDMit3zKSy3PufT2NwP3xgtNeLzUWyLzXDVnORtGgaPE%2FvZBbf1L4OJJ4eh8UN3n8RaO%2B12MvmtEx2Hn3oqe5P6tsnkNqF3v%2FNXyOwQztkvl4igCXas15h1kihYe9FpE%2FasVihy6OKkxGgsSqbThIytzjjCKxNFU1XYvXLtHJ5f4M7%2B%2FgOQbDV5E4MEdiAhZ61AfsPg6Mgqvtb9Me%2B5zSxqIJqOa9kcLzBv1AL6aS6EoehwKHk%2F0solYYVERmqfoWm5jrYu7dKiv7qg1wbiY%2F4wfMn0dwkB3%2FJMF2ehollGEBsWgBE3ofSxANJPe9n6HR9et7X%2F65806gPyT6Dx5gsyd3w7YJcvwhI3j4pJCHEjm1caOQxLdDSglgxyyBhEYS7WrC0UiUzIGL35Zkz1IVkKHgyZs8Ub6V74oLuKtNUH%2FH04ILjWd7ueKMMnlPZUfOl32gS6jp107LOTpkpA1Gh%2Bu2ucmKz%2FxOmee31P%2FPlGU3139vG92PMF%2FVmYVlnzj7Y2C%2BlgIRkdTDUntFRDCbic0ucDjVYaauxjHMi3G5N3q8uAiXnkoooujgn%2BwnZJB2Mwy4AxiItpbkTr0HAqERl3ZdgR1PP6neZP12ambi6NBcfenzZwfneAuBUmctRcXDcYAiGt%2Fk34cG4WwAsgzqQCHn0dSOFACg1UsLh9CdUkCvHARJXZ9xWqDWRQpvplwShArDaW%2Fobu4bgt1SNNhAk3Ct0FasWoP1oD2TPj1eSlCO%2BjfCFQgW0gRTzggOwudpEMVxxCgMUz9rxaeAHZ0ib48wfiUvjvCKbrAxtmskR99v53Q6cqPFta2FN3wYVxWWL%2BU6xNA%2B0Wvyhkeop%2BxGkDXEnqQCkOonJJv0yP405xhlNmQ60EHEXMgTlTVr6%2Bo2RULREqSNkjo3iuNLQQkfXGzW4NaMKC53JuCdo%2BKhWhJ2GMG8tKy9LZhjr4f7I4Atej4%2BQYEHxek8UN5r7Jm83iX6b5FKz28xY4OLnwdPubEyes75bcDGddV3PXVysjnnXkvR02VKpB8SqsGbBMRcy7tIA3Ij9ZCjT0PE6hHo7744mnZbvCjA6KrF8CIKx5kOn%2FjAwdxzNg7MHoxB9xLgoqTHgdQWW6JLnFXMsASAyh3OxjtAAY4hXcnJQseb0FDlrWURhzWUKPyJ2oK6uShQ2zA0WEtawfGv3y229p0esRkGhutYZ%2Bh0Bukqgiaz0ziFtjxaqq3F%2BnREWThAvu6m9nsC2HcvDaX%2FJ9NJTV%2BKN2u7y%2FV0Euk5oc7yWixEyxsFJEkulYOk4GJsd0nazaVqWWb5sP5sZer607YOCT3KPE9p7CmaLXcuPeY8vwDrq6ZBYRD1BrxDn9Hx82RPOwYAWnnb7GndvHU3%2Blorh%2BjXV4uQBARHjEs5J6uJzjPelFmdrAUtQ%2FGsjI2n6o1NEw9g%2BCF8zOOA%2FIjUUpFXzmpeVik9Du1tVHKwODBTFEFvkNQXb46f7xIDrjafyPCrwjC7c%2FVVMU7Vj6xDJ0C7waQ6KF9O2ZENz52yUyZtEjydCbDhjo%2FLthkNZLChKecAnMtXqW7hNf2Q5WfvuAa9ZmUedbV1C0KCqlgr0%2FOJA3fX%2BOEQDiMnkjQsfJ%2B2rb7kTW9KiGRA%2B19rnhIHlG6q%2BtzA7HOiVVyYuN30ilBKw1LDjsXb%2F0SiZbbe56EQJ482DBxULFApltR%2BSRwpuADq7H28dyiunG0Jf7Bbeo8m7593feUgnrn645iDz3l%2BLmncEXXWmtTVjVk%2FofZd3PzfnRRNbYdhqd2%2BgDyFEYi%2F%2BCoGGVLMmp3WSfdg%2BuzpKOO744OwR95N0knQ1%2B5Il%2FKyBwWwUV9Voxjs0olvLdD7d7vahlMfy3MsvZZr9ZmeEN1aW3oCKIF5zacglWhwNvnZb%2FGHmoPdJO%2FOH%2F9KCK2bZ5s1j3iGyV4I0DbMDHP7oOY3Xwb%2Bd3OllO4H0Vy1vQdSaepAG5%2B0g%2FCcltsG1V35Wgjypmsu0g9ZDq%2BjimS8%2BaWdVgyBaXahC5%2Bjw%2B6CPi%2FXbL8GaDBI0r6yzWb9ObFztU7VsEVP82mdVR6NyvfPPwmvuvrx25P6o5MsFeb8pmbvL01eAHUOckftmSmxz5dvpIeFUDSwYb9zyH6wX0Kg8gSupTYFikzknECfKFio1LEpAqKKcH3ZuFqRvIlomK5bbFCMw%2FJmwObE7PrEwDge5U4zPUj03NLSh4W4l3eu2Wv4MZE1eE58oby0dAvtm98%2F%2BLKYnwZiv79AHkEYQiNTP6bXkgOgmeGAQmIH0A%2FJ1yZMvcMSaBQ%2F7T79%2B6wo8wfmZY0zcq8jfc2dJ%2FbOi5XOqDQ%2BtcmhbfzUhba1tQv9FhOXXzC073wsg3fpg3xhygJDcjHOmxk9IvAzaVEig9TGAN0pcGHz00pK32fNjwShZMfEywxGLGliETZD8cymx19dSyvlY7hEa6VCswLegAIjDm4G343cPYzbwv32c7KeHBzvDAkGlBSMC87L1Yd0fBEWstf2p2uXhdwjauEHPQwZz8Yb3Cv0SEEFkeAeeaPZ%2FpzqkFuIlYDkfDClATBb%2FiNMjrP0Ct3M0DYuCf5P8Gq9KNO7LYxG7Q2JNUXGxiOVF0KKv3cItBFj6FjYQNYdY%2FNlku3hHzYPbhdv%2BJ1gWVP9ZVnmFPLJucHpdgEQfR7NAaCeiomeHvGdBm3MRli7yGuuYpfrFSBwn1lURE190mIrVuHKLz92VnigGIBxPX%2Fmm%2BzSkODAwUKpyFF3kxztmuK0QuFAgb4wbXPNMCTgwmBsHyPRmYyQ3NMdjKvy03AMfCdzqvTVvomEXWsev1axoS82MM7JS2eNWWGQ%2FwJGGsdc1Bc7CI79hZwq4syyR0eLpTtXYgKlyfXfr7heGBb4GLIy%2B1wvpEk4u%2BG3edoKTdqCkY27ce1mvajGa%2BkJADZ%2BSGpdgEPATqH4jpli1VCzWpYftu5gv7S%2FEYEPKXdGkGIluqavDEgW4NrdMF2pWyKE%2BY0XqA%2Bd1DJfEgbbKUd5QHGZUQNgEXQl2M4wkIB5bONHB3m8OrupteTseC%2B85hrimB4BSGGvGtlApkjFEdo5c5BZwtoJqyWbsriSyLoR06fcgRwTDp2C2oPqIqzJAWqbNuL0Y01PvqquNUAEznFNawv5rxXumBayvNKNebLIcqgQT6prYxLJJg7NEZtPdsoKX8hmS67%2FgyjhCMtU8Zw9ICkJEytsshxzJXsTgxTuL7OIzCS4XRgQQN%2FIjROkfBNzIafPUbB10vLRACoHOBkNr52XcGKp07oXqd2%2FWxNoWSmdhPicsohkF7XXxv83SS7bJhGmS%2F7bAFydPjNjKiXn2keHq37KAIMZ8Sbe5tNDhxWllr7Ni6dfBDxZM7Gbad7IPmeHbFpnSSSCXy8RAy0qobcx69ReCtRjg0wEx5rXDo5%2Be9ek2MGM0y4hAGU%2BWOF4wISgq4FbeOrbXoLXITDQWy9dtOK%2FDqYB8KFLECnNkRqEHW1Bz8jMkRJJGe1p1nQOKJNEOikWjPLyA5v9S45Knv3AGgMRrJVefNaswAmQQk%2F8JLXrPR2TOLkQ5OB4zLILakA5rwIoV3fXGe%2B4CcEX%2FrKRZ6323h0mUPMY7lpRPiSbVLq9EZKrYgr%2FFHd7Faq7iE1JlaLo4lT2uz%2BBeWtsWdRueyQhl5N8khrL1kOkl52EiDxAb74N4ZGgOuouxlbJIBzIQccckfm2lmiH2vzgfZ4n0urfc%2Bl%2Fz8kELYgd2yI4tKaGk%2Bt0rWaswv4mo5y1xrVBEwGIGcb8fy9p%2BVrbEgSjPhHKfSZWFTs7HUj3Whs4%2FWBwfzm2sAkNl712OsNedS2koObJSpjkoxoGa3TqtlPemkiIfotiaS3AVugpN9geZZxWvvHWgixmYtyPcZwXsGfawnOTE0WnNJl2O7%2Bovr4ojZbMEkKZLFtHi8aBJ%2Bg2OZSA%2Bcu5vKlv1YeyQBKXyt66DO6smuHBqOAwqJteJhOnwHlgfKnla5JtwYsJ1wcMY%2FRFX%2B1%2BAM4kxJd6Yl6w1VZkmBsDMlvxiLnb2uxoRQzcmty2zunybcODv45tMHZvO19hO%2Fm1z5dOa4wZPhsVEjIc8MYKzRGUBlXeQTnJw65KFYSqfPXAr5ZXmEqJW6a1ENzXqxKH5Mci9wUqd7bdBQ%2FRG9DwzOMyU3SzycDQirAPTKux2781oUwifVwiLMI1jV090KUQpY3PUGVd8U%2F9Uk%2FGyhgcZh0jMajKm9kJZUfiD3eUJA98lzWbXAygZNWr5Fj9gjdqkdHcj37NWs12GsWlbxcM1r%2F6Nsw345YznCsV%2F8NKHKbbJ1UnXt1ADMbiJJzZhSiN79fLDTrOm132RtURvCzstYVqGVVmXwCzSpXxKfDwl5v10aMy9OKBLwxU0BYD7%2F7BfOGbYXExLUjXA9RrHGxPZ4e46NjpHDXggzD4tBu45mZxRxtPswnnT7YgsAtLPPifBL%2FmQzwMqTf3YtSLt3SFzT3eO4pke28K0UZIGzq2Iibj2e3E7yBqaWd5lExcqa4LUHOZs%2ByLZj6aIrZEaxIfgnaecaKTG0u83HaaWYEZUcfg%2Bkzx9xi68j765Lw3F%2FOmonQP9RiN8NkwE%2FbZgH4EmBsYxg7JAW2YZnt5ozJpffdid0dMk52f7vKRERrpcK9JIis15JJSLLVJN6pKhnvgruCAgongkXanvCYUphC7SLRxDezmNz9LYqZs7PJe9%2BLvbEIqDFWNJJHlqoqqcchHJGXcGHPy7zXGoYNDZXPtD%2BVkR8XCdph5AdA26MFlVOyQggmdkeD3kQNhr6cIM7t%2FZ9mKOyhMsE7Io6smjfqVoxLpjJ3GCu9V4sbkOTgjo3szrtXgZp0KyFzGXrpm5x6AAuhDjNJTT1CKLUOGr1OAyldcest%2BpngxrltimcM%2BmwHX1r7iSxcwP0sn%2Fm7dmfdkwKtJOQouiayPWX9tsNurhzhsXBPb6D62FeS2uuL7ITW%2FAqNhPOYD9LwmfzN4XAo8yC5RtK47jMc658CIGUJaWvzmUGF3FYmfhJN4L9ZhAHsswg2QimjdY6HcNs%2BoZI%2FeJ0oNYB3mS%2BbkjMnJ8An6YcIppVbEnqSCpwFB0uozgsu6FQIeaabsZmpeYNRwpqKu0majF5BxaRTtA4ZFMB0mrMKyz91OwiLa6M3qiaCJWFJoUIFJGBshOW3vF4gFaozPLi1%2FCtm2kFYSEsva%2BLFb4oxKMFPTLIVDTDyaZxaJ%2F%2BIjmqqagf5WIBMTMO3%2BeaxhIFP%2FYQI37zS0LgnZI%2BDD9qRmCLiajk7tIhoZPFyf%2BLFCv2iCW6iD%2Bio0B4Wp5Tx3HLeFp92zzSRmfZEheIa9ELmzt%2BO%2B1YRWnYBWmq35A1ltawWvI6kNqVU3I1j2dUulhpQXlekqN3DPwhrOTn%2FQ94Syc4qgEGq7JMUFydpNQvQgJrJYesEOk82%2Ft8xgWWnA41%2BVpdk45ck3fyiwksVf5YN9Biv4lm68AAQSi5ezC7z4Wxlbq%2Fxt1edOzpFknOIYgac7MWOEWrUMMX%2FMfoginAEbLpsT1F2yil1YcRac0mDVuR0fV5R81QY0rDn9%2FojMXnzfBIUHM01js%2FEcgzbdSDrn%2BCazOJ3rZJ9gTgJiyaGEK2CdBJJ43fnnO932pYZYTBjgUEaS7ILrVsOMpw9Gwz1fxb4QJ8scp6ZNVug4KmGOUJabfg5r06lnl7YEgrZWrQKabIYz78jroqTS0bhA1Aq9rPW4B%2FZCnxXh0TkVeGvoUE0k52oZlb73GPTn4fFIOaAgCTEN7HFfzDX9yxyrRLa5dmanYat6UL98icfPkoY%2Fe4%2BIZy1kwzYwJur0PF8213bPi2Yk8OGFgzKw711uOU%2FzycKBoECA%2FmaLk2jp8ZhUDYxW3Ko%2BFvgG%2FAggQn0Wi2eZkhhGr0Pc4IMTSsNUo79cg8hmqH6WcDmbzx%2FO%2Bkg8tI6QMr7ReN8sxQC4NJwl78IOs9p55LkNONl2w0Bn%2BEWhdHL68uC50jP%2FaKMdIn6%2FaIHWYsPDX0iHFVBMK%2FSOXGWAsSNY8I5W89RChWLbAQXI5rN3fPRRIXZ5pggmCUcz3hwVEAClIyNBUuX1nIjrS6kJNkXvDXQLk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_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_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_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itemprop="datePublished" content="2017-09-22"><meta itemprop="uploadDate" content="2017-09-22"><meta itemprop="genre" content="Gaming"></div></head><body dir="ltr" no-y-overflow><script nonce="KCusG83vveZIl8H_sQTVAA">var ytInitialPlayerResponse = 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hlzewp8mIKBOivMIR8x1WXgb5mcCQNu%2BLAyn1dqyAtQcIpczKBGXoy11F43bwDy4RnlxhhicfY47kqpi3g12uXihfZczgKXexbXGTuNQ9tzmTDCPWQtjyFJtm29PEV%2BjAnCpG%2BgerE12Um8b2PP%2FN99yEeNG%2Br7PGP8sX5DauUcCh7WkcAUaOIWsxeVcVpALnwDV5jvesRNraWjy3A1d8L9PfbZ7AXeRZRA739fO%2FVSPcY4Cwv5Zlusn2sw3MQWG8AlyyjfCuiXV8NYCGNL%2BHuElyUl9DCLSLBkm1rIXJ4gex%2FXO%2BT9z3KyZQ49aOUe3il6T1MseWnxwny5z4heOC%2BbUpbAUDg8lV%2FEzDivJB9Pv2t3XtIUYqZIUieg1%2BRJiJiY0IF9vnWDLtTO%2FFdSd%2F1LRoWf9zYn%2FGJHw4%2BJy8nl3ItdhaxW4NKAMtB670I%2B5QEalfAQkzgldQToCL5wEr8fgpk77s250hRQXjVcVMtj96HGLynRsAQapeo0dGqECllTNFquKxXQ34h%2BlrSuUEM9UruFgzmHkLhWGqackYxSgt1zU0%2FDrzxicHgWXjjoNT2xAAXTmDPYov95ZqoZ%2BA8rOrgr%2BKPLboomb%2FdYgl0SmUa2TYbyZof%2Fn8IqhMBr3hzOswN7Io3sacrAizQkWn5QAViUQtLTkmxBMLr0niMhY%2F%2FGRxGxFVlyUTNjsTDytBszi0KHFg%2F4fOGZ4RlvKZnIMbqaav7o14CysOLjmWY9FaW3fTpcB4wD6DLss51sPd6ouvpQm85JeJ3yxvVFeICIesfVWXVVUDhLkPoMHIge81AjUuC2Mhx9pgkj%2Bnxhnh47PuJTzq41eaCRyfZp5JCezTMLzFxueZBIce7MLhWZWiKmooWlm5qjqouBprM6fX0T5cZlL1TFkFH30vnDD0Z0AXXq6uFMptVklzgxE9DwrIHx0Tb6mxCSDQ200jCCUeYucIhM7SiZfG921LprWhnqHhvRufS5AVgmluhOqrYnNAZwnOU5hO%2B21BALbFuLRwn2zRisrqkBDVl1y8f0H5iladuDdqAD1Q3p%2B1J0QKg7y3g%2BAhcmqbP9M03DASb8pDxviz%2Beq5HK%2FfuUUVurnVPJTi1ViP%2FWCvSv2rhn4975xVuoke0oyXOXax7whRvHIA7s0ueGRpnvA6JHcI%2FUrijL7Od9ummMrlovYR83uJMHbzrMrFWgUTJTXSKFeWdp3ZpFMIs5HZjMu02UUpl9H36wQ2ncT%2Bsp2f1MLmPCprmvLaVNFjqkzxA7ZblpBbGFQRQn27noYSy3In9D3KHkaJ4WOvKkz31oR8txlgYWdwM3FaaCxxxVZ744bL8ezJHtttk8SmMG6rnfPhfudoUJhPAc25Z1WI2ZZsCvr6UqyrYldEDgfGVBBzaVWB4PKZJusUV2ZhzRkI8LrwGYGpIvNhgXg%2FakGIEfn0HX%2FE%2BfEK7xsL9VTzKHevd%2FvC%2BrS98RZ0yx3l50byWsn%2BPiOPDb4L0pg6mBm6wSWMq15mi3Rr8gJ07Gt7Z9UgaS0lcDD51NPdfw9t5Q3CHuCgILievyT79ZmLhiLm79v0w93JHQYiUglvx43SMZE6e2zjGhx8gDlC2B0locfcbIbYGbSp2ViW8VP7ZXA9M5Xrl93CLTXQf%2Bz8gSwP6%2FgoeoOxAZrPJLTzC7SqD8Q60j8gu0TOofdRSnHW9lTg2bq%2FQvjWgmq0z781vz6W0rL7%2BaogYjqtkTgdcS4VWeVaIlEueoHTNw1rMggJxjnrCz1kCnkkJ3%2BzbrINs7JuztCya%2Bdb7k4VYlXgJ7MGyU5GQqA8pBEBPqWUnVMWWUaMJxKSX0s2Xi1eXeEoyKG9I0XpCbvSeZZla%2FHj9J7tad81v5Tt29BWPdH97LMoOg%2Fl3Rr%2F4X60WD3vv5Um1I7EPsbQFNAJ7jaGnQzjydf4IUOiSnncQjE9LWZ%2B5EYiHIBfwKBiEj%2F%2BCIYG2NlGfLEB%2FC5hQuX7BJ82Ol4V8IRilNYzkjbr0UfW9%2BIcknbqIyYuwb9Q2QqqqJgsFTYlK4xfN0adn94aJDwuWuhW9Uo5OhtdyX%2Bcum8bPkbr50Mg9FnXJu%2BdCgSCyQwM7sk75LKHEHJzPFb5v0cpxoO4kAYiHCM%2BBw0t7awJXTkpAORHEjUtnaPYJ%2BgF%2BnPSnpzKDDZz5jy37PC%2FU2YmBfuty%2B2Id1AXA3bs4l6oiPpZQ4TmyOJl8vTjrNEoyfWAN6S6C2eAb%2FIK4pxpJ4qJezMJi8S6t6o5cs4Jwb6fUCqWkGkVRyBovVNeIVKFCx4%2BMklC2BG%2B4LCHR7wqb0JIuRfpyhcYtYioIL37euIXd0PCakTng%2BshKOZt4k%2BT2o2o4H1MMC8G6MjjtkwrJDdK2TTCHHGx1oy18o2TuyCSxLHs5nL8l%2Fa%2FmhbKwN9OiXwhM2daHXT06iLb%2Bc3mH4hAPv%2BBYCwnuWoRSNDdX95QTLxF2Z4FL9QTi5pnehZzzFPPh1XiB1BL%2FHG2uLJ8KPyUHwUub2noFKfyHzh5qjXqs4el6doGcjcLxFzIiltwXVl53cINGanC9diZD%2Bjhmcv2BBI4ise0bHRN6oiuHCfHJDWLpXRvGS4PaWDlggzlfAcLjpF4PyuFTu%2F93NNYJPv4lmDy6C1OOAYJRzg7tpJbz8DAqm%2FsXpGS8H2Mk9PqAn2LXciwwzeD688lsnpIPnQKv8kccKgBSgKGnnwudc6%2FzB2%2FUUPvJvGo9dhCEycSITnHDEkXxFljA3pxNJ6NibE2DH0RhXKmN%2B2OTOU3ObQhbLWCo1GYZjkix%2FnS%2FwdDt7JTEB9VHewpIQbT6I7JFvs%2F8zllGajUnuzGeyT%2FGizynt7a0t%2BcWK4nsOXJCcXkwpXgXvVYlBsy8NYd9q41W2Nn18%2Ft%2FAV23IZIaGjjjcQR2iNDzRGTFvMxM9IzqavEFX%2BU62lcdoscxbjHg9R4UhsFBa2dgYTv7jM53d2snYx8C9om6Ue4%2FebeqzWhCtBgi8rIhUKkwkRGlowjQvWmNc34kN9qMX0LtvlG3qNtvgMuCFcbr24nJmH%2BYV85%2B9IMCoPz7gaA%2FsOuquzJjh6npPpo9JEZaD0NTVW0X1V8mMfITUMmWI8U6sfxbQSUB%2BIAQOtzy68vLayaQ%2BlM67Y9utMp3JzgIj3SYCDSCq%2FA27zNn8lOWGy357hcprYcNyHOGVALbU3SVxLMcjwpaUK503aWmruTa1%2BKYRKPaAOnrxvGykYubGrkC69vG28oMNiwsAT9OpDh65o2o5%2F85BzKSF2QavWf7gcEs%2BFbPt40CHrdmFs5%2FU9Td4qj4Pz35u1%2FZZ7y9Kmm01P7Sq6MHO4gGCk3QoLjvnQ%2BY8qkCR1wVq1pnYVaw4fM%2BSRoncSk3Ak1IOm57%2BiL9o2s8tHxCY7ssncdMbxyw5YpmiVf%2FiI%2F57Ujm3n%2FQS6ZUaHTkSDdiRg2Dja8vavGUfgNSsWnW9ig0UPj%2Fm%2F83oK3R8%2FDLhQ8b7xVaP9Ir3kmhcETbJ4pRhOizp1idZzajgnkhDkzqOOuvMjnA34eRvRkvWALqPQUJhWRyKYp4vT8jAy3NSeZtsehnEbQ4cipQ6ROdJzWrxI%2FNpvkyDUFaLH0AT2yj9JUAjNhT8xnFscs3tdq%2BrsPhUedgdBeYSI%2BVGGB%2F43X5%2BCfD0FswDzWClCAC1KZUzWtMs%2Bwbli8Xyl4DSlSx56mE%2BdcSjBRR36RMMqEJKlZOKlR9YjM2XENs70OZo8kKArbiEmj8rP6dsdo52ItyBQMizR08Ag4WEUNcpsypfBS%2FQLt1LKNXuVbEg7PQCmbcWtw%2BJOxWTV0Mn3wE%2F9u%2Fa3hkSGR8MgEmXVJbXjm5taNSHWzoyxZNqHvz9JBTOLIvXyPK%2BraKyGDSia%2BmDcJ6vn9n4q2XfHuRFRfyZv9YBdrQn0VYN4xmCAkDTwfOFAvjxlOMnTWQWSObO5vHQEZO9NnG9R6Hf97sKhegfx%2BZ37RbNvterXsobMChLDC4FV8DI7ovYqRboPHCHYQhl%2BnU2r79VzMV8KIiE%2BzVVkROG8MnvP9tikT%2FC%2FDr9aL22EyBmi4OzxYwIf6kuNuMs724QFZxe9XYugQk818Knu8K3wR1urb%2BAs4XT9%2Br4r4vInDaEVQunRuALGuTBvwoZDFbrxJZNr%2F4ERoxGAxv50cSYS8VYTvrobEPraVlzaLNMIAMn7Vr%2BxjVsZgaNv%2BnN6mzPq7eDM8zaQN3IOiZ%2FhaCeJDCd2Mu4zkNDQQQl2Jhjx5tkqVEeIRwH56U7M%2BMPcXZ1LmxER5Lg%2BP2krB5L8%2Bv%2FtwaopYpEjsG0J75qXjduXPiVtz0nP7vZOOeCc5KRkaTAxnGcOem2EuTgXjBPDrWZ6VTuIQNqufeXyTvE4ViO54WK1%2FPFMfEb86tr7FG5bjPBiC81Fl54cj1JX%2Fauh02AlxPpDFUjiwp3lPwCq8Izno6Ualal4R5gR45Oa7qplDt%2BB6JB5MNDjF9yRfff9%2BMn0LTEkK%2FDVwkzmEmsseTysvM0r0wHvT%2Femq1Fwp%2FKpkj7wIg%2BVqGkfsBj61jmIX1rZv0DjA8DcFDQFGnKXLDAuhxFQMlIvAU%2F7N45AQvNabhyrYY33LA8xk%2BGEJ3zremTozuZWNXzqipOrmWUkFS%2BvKaOFv2Z1Taw7L9ohGdgZX%2FL%2BlTw52Hf5Zsp%2FM%2BNvGwWlG610Kob3J0SH7OQ3aU2r9EtmoYdmGvYvT8l30%2F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OC6Td7AD3fZfrvCe0xCZN4IZnQwCI%2Fkj6yRwzifdM5H%2FmB1OrO%2FOxYV0UR%2B%2BgJsmwlVZbP8zkf2i9TOAOkVYU%2BhbnwNGd2hMA9R%2BYYA%2FM2ac1Y8T9PN2y0ot8dTtvU3y20kbq7z%2BBLI%2B%2F1d%2BvxOgdNBMSgT5HtekvNYtfMtj5ZikvGk%2FxZ6P6oytwwEDZI0BiVWBZJkD5tnB64jXgT3IqNnXhJfOBvdEksnoerFSPBuU%2BStFMdmtvAQVOPAH3q8WKjTUzJe6LBi3go6isSVESTZxr7gASxJGRgBSDXoSCdLzb4SduCp1o6HOK25hvExN7CI3oWn6QCgTu3s%2F3tPZVczRT3e1rFbgNK9fRYnBTt1qe3PBX2EkXIiUIN1neJaCrn9oZcqmOebGfQfZ%2FdKt0aTr0rQgGPKnlkH2Z6%2FuVkPyCRYgGOuPEdGDJZ9WkDzR8wufYi9p%2B%2FqGJtGXUfzxAJigtlIMNQ38Qp8JkSHe4mZ8PZuSNBgnk%2F7dBMMutWReWf2klm0%2BNJvwIiFkPrfQULOx3q7%2FTJixlAAJz%2FT4m1LyfQMffUkbxVYsH6njWNMGggTKNqD5WqEAZHYZfheOLnmFkeBIooe09rXcr8fRmlcs3ziDms3CY265ynhNWf8WwJjJbJouliZJReAdZESgxwY%2BIGHhUzpMR1Ohlrq84fSKwcOAE7yp1WD0kn7L40qVIj3kq1OEpjYnOfbjWKN%2FWR3llKnHh72Hojw8%2Bi30ft0lrVtsrd6VbgJ5kkDkM6LkLEIeALpVMmhgjtHypn89VrwNAi%2BicK7aHZImItCgpBjE1Q1jZlgGEDW6v7C5yJaSM8qyKpyXRUp0KoeJg6OiJnC%2Fzj%2Bs4xSqW5j6oxe0pQ7I7FHnwdwTB4VMv0TyAGHqL92T0lVnBpmHeP%2B37aPPbUDa4JJ433lt0gQb3a8K8E6lWoCAOFB75C68EG3kRnrFTv%2F3Tr0FJ5viNmHcAeC%2FXx9%2BZd7of%2FD%2F2%2BejzgorF5%2FkRoe3SMU8jfxvr%2FmRo%2FOT8ypVA18CaQ%2BNkY0i%2FnfZa7fNPm%2F4mRpEbCVSq494SBJQG0aKJwZVE3zsfl6Pyy%2BunidBRmoVCMK8TMlwZMGChx4Y8OhQN05UTQKbf0Qz%2Bk7BagpqCRM%2F1K6CeWBDhzGFtUp%2BTq0JrwqaInk57hEwuLlI4cZwF6%2BP1J2GZFuOB4jQAzekG1rNRfTQyWu2689c5x2XO4Ajb3i7Jbvq1Xm1haCmBAo9Tvc0YBaglMRnB0g%2FGnNNbDPl4Rj1NbDOLI2GQLUYDeGU5Is9aVM2znssfdMhy3X2N6EHRNwwWQuiIMA0Pjo2IThI%2FuoZgYgjZviUQzk0LWTrWrFA%2BpCzOrYaXoKPPwtCw5ZY90%2FPXT3ZGpNzlzYaNLo7WDMCipC%2FvUnzfoRkcb9dhTolrrsy1OTMuV4gy%2FugozDWlrsDSix0rGDR8Col%2Bj%2BoDCaoP4RQLtyA%2FzkdTav3JSrH1tBz%2BRrcVo1l8AU7OjT2G1ljaMC5Hd1D52R3JXWpUfuXEGuBXSr9swca0F0fBKozDL4BRj2AW1YVZ2HCXr%2FKFep52%2FLoeU9TFtO%2Bknhn9Vj%2Bu0N5KJtk0S2N8eUGw4CC01lUytd07go2G0hASib6CIf1qAFc3CxrCVqv9NTyWUl8gjZ3ABToYzPgmLd5taX3OD8Fgdx74RYXmqYb0ijYsO1nfJYwtlmGKjbKIradc2%2BRziMXDd1ScBCsqkQIlkRiGxU0aMVqikqamo5FmVaeNXGBsno4ba2XcF9oa%2B0YmYtU4T2KfaYBEscZH7w8hTXhosB2rkTo9mJK29CmG1l5yghx3ELAtWTlHO%2BH73aQ8vf3wyfu3F2vXIbJnhUJhuSR3bxBOn0nJtueLDwSq9i08XIX97LYn8uQMgHl9IJ6OXf%2B1MAZblKr6RCd%2B6iNhCcKmILbo2Jizrkt9ZLS9AZSlMQiDloaINtfhzK11ojk1%2Fl5hNE0op%2BnFxm%2BQewG8GsIUgeE9qVRJbUuTkpUNE6afTZewxF4A1mJ9Kh%2F%2BE4aWFqS4nspiqBPEBMqU2NGzckB8q%2FZmk7GJrgopeuHacBJj4blRC60OzZ5n1WEzqbgQCYU7NG5OU71bMBqMa%2FSVSq4ykFW8oUlxrybu76VQQ9sYIu29%2F8qxvLV%2B5F%2BcrgKonIP0SuF1cSow%2BSAo5Uo8gZ%2B%2F0H00OFH4M9jUZ6dKxZXeBtFcvVbUWP1JBQJCtxjRA9y5s3LVmalZhqtLAjqCB1Sh6A7G49tC3rBnRCB8Gd2QcoSOQJPZ3D%2BS%2FxVyCSf6o8GoXyaKyFfob2hr%2BKE9h9fWa7oR7dyrrLiYoCOeJoqVc3thQKYVd0ZrMZsbxzhL3YUDnwRQ9fgf%2F9APJynT5gN7P5Y6Qqe9qC6JLk%2BdrdXWMph%2F8lJWvKldZB6vcUDSlunOZpgEKck5b0JW1vXW6ys0d1WaFBVNZci4QLj0K093TpwSKEpK0t8rtbVVShdJJqRn7Gxsy7nlX2K2Vkk9pWVJn5Rs9onpP4%2Fg7okZr%2FtUKTagNEJX0Ctub5cbVqljnGAG6FCeuH66EKMC0xxemX9UnbN7s5Joekzb6naPmPWCSPDJoOYPjnLZC9mYumdVNn8rlSyXH9rR4FO4nJl7YZ1UuLVcNs1sWmJb3MAFFvPiPWfhCiZEXHmpDwJETvXIT6aObQsLy2RHY%2F9pXxcGaHGR%2BUNR1J41SImBk21qmT%2BD3KRKfhXKY1LLSWz8b1u7JEN02pHw249KiP1JothPg9dlmmf42XtAKdiBK6P3QjZQ0pUcOcyi5G%2F9FiJG35zYAYYUYyPSe42HdZ6H6hN7hriCozj%2FxBqjbxAcUU%2Fm4GadAqksy0ZKgl%2FGoM8maSmr%2BqnCkLxOgjs1ETRRbzQka4ehJssvR%2BVFpxoITnkApr5e7NdMwBvUxyyVqTnm3usKW%2Fky0YAa%2BylmkMu71TFSbzqTjZlmHj8GZPTy2qncwPO5RWYuMTqDh4WS968DTcrERGatFT%2BR9VOsuin40nFlDxTA5et%2FjeJsHxfv%2B2b4%2FYNcQQzvOOfpRMjTtuXCrn0ufL%2FqMm8wMddYXCHYGoDV1RJJivDFyFxtfLrFbu5SnZQCCdnFQAi%2FlXN%2FXPXzpINhscgwAziIuZ2XjH9kPnHhGOax1Q4ksf41ApL6bo%2B8xuWtZmvNIvjrqACsW3gF9zLxjHHYabwh3sOws44fnwKpBFe9yP2eNbAzV6owOaHwL1uYlhUUyV9b5tZRaeY4%2BhTUMBg9MD96MhmL%2BcWOudzQ3y9bgFgoVZ6UHZZiGAIdooMqKg2Ex%2FsmQI40G3M%2FhK8Gnzm3QdbPAbgtEfg0%2Fy4vTcg%2FzoSmn4mZyd7ZGv7HmJZXLCdXdZEbMubW5ay8EZUurvFomgxzHvfpaU%2FmJM3GMplJyyg3rvffUdPk89pFINCNrrCtXZVdFz0mbtebbuDL%2BCdQO2KCj2G9wnmLIEwCoPhcGxtFMOvqQ1HQ9QjA7004o6kHGnuSoKwIneHbArcfGATKrs%2FPtP3hp2Vf8urKrkBMKS5eW4e1r7WQ7FVO8wQG2rJOuIz5bSnQjAZINWShscr%2Fv%2B0%2BjBoNNCqyQS5SAYasgGpCGoli%2FqExwbDa2vzGWRaFFGCkzenorE4I3Cn48WLEtfyEnBuF%2BgoYQNdzYINb1ZkQs7ZWv48BiH%2FvBGH2d4t%2B7%2BbuH9JSUowxmAhWSZ9CmX6Mt2H2XmMTtClipFTZCvhKTS3%2FUJAeoHT6ymvhrt%2FxSYhVs1EQjvUdDor%2BaseSvRgbJ55gucP9dk8JMT1o2gE243yQ1BDXWQhCx5kzdzZpE%2BDUfTMTuxcWyEWjqQuRc8ndsaQqp%2B%2FCwXr1fVderWSQTlMmIgw8VzgDE%2B5dcCy043JxyGDZTB4E2b6SEk21esRcHVVHnnNPYfczpXoXMPbpgukX9eNjnnVPEr5me6i0zMkxpUMjThyh9RlG5kQRQ3h%2FzKJ5UUSpf8mt%2Bbm4cb7gK2jPUJu1jm2M7QAP68lii7uB6vaoD8YaPsgA0qDR4K3o1sljtyRmY%2B2EapG2jwwJlV%2BFLwJdKH86C2yp6A4HPh2InXt4q1uCAX4uq1sq2vT%2FAAseizqw4XJO4FeR8EfiIkf2cOxvgohom6oz14WBaGvL0WxhT%2BBpBP%2FuQlFHXX1IaSZzDakyJTPaPjmVeXrHCBxWvIw2wAFCZVWAEIHK9F0ESoso%2F8yx0yvthdHSOE88u3k2c7KSTsYT%2Bn0dLxE1x8TnHCv%2FjVtUtpEcQMJTIgkzNMBve7Za8Da5YKS38TmU9zeYPen5Mbpm0159oacNV%2FqiyULvniIeXgWLQmxWkR3xYoNB0ooG3YWAzCeoDV79cn8VngYAlSSP66xF2vt84xfn1fzctWacaTbqf1QXpiulPjtXEIysN0CSDKarIZ38NHqtpOujpg7Sokt2g1MAj%2B27rmLl3%2Ffd1OrdZLpbG6Yafdw8MOnFJeiWI8D4bk3UzN%2FP4Jpyaj2pXKrKuBD7wOGmoPTSgUTclcFFTl6b4Pp6inaafv9Ulk2QSHPodqTeBNoXmMaLmfyPTRxf6BQqyVOL30bXx22lAzmS927%2FgjJNBQ6rYQq2QuZwGGWUNEuc0Tft7v%2ByXRQgJYBurTrFUn7tlSWn265JzzI2KqWCn46RrtRnoevy1kkFJbCHHa%2FFmHfI2OZTZ5BLmuJw9QdVf9s6Ufraz8uVJFXp0hU%2BY0UiFodOLCxThvLTvi%2BGdV8Q5LQlvNf3AsPtmln7Hn0gwoNt8C0o2J3w8pUMjSth22olBQdJEwYqAUTkHOpsZ%2FBasRgkhvnPkN4DBpU4PVaKJYOfcLJXjpMGiWJQhfAdvZfIPqcglKYEvHVPHSNy0rODmbYoLRLzPd9yZoc40VmJn7sA7YKrWMZ09Qk%2FvgSsJVFjQpGns%2B6FZlCj7UTYhh719W5YWAaxd89cxcRMiQ3D3UxwvNo2zcGHsDlOPfVvbVWI89RF0tX2fwekABPvO6KWtghvNlEOUuvvT9JoopylG9Zf2MhC2Zp9A%2Bxl0C73qqbzSTxULS8NwJfnMyVxdg2rzFd4HvKgh%2FezVoDgib%2BcQRBuXh0UbMQh96A67kuyKocaK8PukH1O9BvyhWCA2Kr%2FbYenhx3SbgmnYqUZXHOWvg35jLp8kZt%2F%2Fdn9Fvy9ImCDQdwh9n2QaKQcELzpeohZWYxUHa63zutnR6kyXDafZ%2FQ7nBj8V2ioLQMFftWY6yfKi%2Bpx1IDIAGtEQsuDGHPSZHSp1Gqj%2FueufpQFQ9gn%2FtxjZCPhi4MEHLx3SJGg01VJztEgnAaewDjiDi7l694DAX9zYxAe3cyUKcoTPyPlMA33TN5jtXtZRyW7%2BJBhLo4PM%2FRPaFFoIIXHHiL%2FyBDcgAg6YLCvpbDjIdoFdhxgGw8R48VWAdx1gququbauu3ijovSbafDgLD9sDweO7GmeH6ReP9ffAB%2BANt%2FcUEXIZAGYEb4EkTUGMQUqjRgFmosRNvRhyn6Aln6zIQjl07fKx9xAtzkv%2BSgDf%2FMcK4r1XQxO%2BzLeDAK9O97tahKgwNB61Ybx1%2FCdr%2FiVpq2E%2BaRZSWrRhoAEpd4SG%2BKnd1dP3VzDIqy%2Bx73Qu8sOfdjkafPTHdJYsPA%2FJBBvGksmhEAIS921bbyXjm%2B7thJXS%2F71JthjUsPuQgmvvV5CwjWKboB6MhE2jlxo7fykjpA4z0G4P2YITG56kE2X9Mm2%2FGfD258ILqdC9l72Z9k8iKjB6zk9Q15BCG8kzxmZvjbvcds9vFBHakLM0JnYXO5ql4VS%2BjnGP4TgcQiXPtL0NGOSJLWajDhJNSrQfsA1jkz3X6E6pcEHj0M2xA%2Fvq6T1LHhPvD9JHGe%2B7B8y6vpUUTeFaLEJ1Td3DYX4OMV6PVAjcf59jdSGJz%2BpU3SFXIv0sLo1TCEnY6vnZmBuAH0mJId9tAlhkpBdEZmoveXfjHDWCUPLy8aVV9NBiTIUanYTJyKQSC%2BNXVmoOtKA8zLmwS1u7XjYtFyN3Xc%2FEdBwL%2FvTjU1jB1wYrCVoEYJLB%2FMrFX%2FHWdbKdmMkQsDewTTLUusxJIT5lzZ6GYsNoSAAJKFGu75LyDf%2Fg417EvOLu2MqWLCIb33BxQeKcarIwbPg9D2c22zy4tLziDOYthwNZgT5EyQP74dUffLln8CZYMFQR3vjIXF38NfRMxYtcYg23vr3Bp2Rxya7MInb0M597eWJRaCOU0SJtWKLW8dAshOl4VjzjQpujSIQQT7tN8T%2BZ0fJ9qAEe%2BRz8H9b9N%2B95z7QBE2vpcI%2BRwbqGf2WCWZJdNAqHOdfsaZO4sN6CM962U7GvVHM5wbzUk%2Bf9ay45gKrbvj9jiJR0gqBIgCJPLmOh7jA93AQR1dTO5puwu7jWp7uTCfgF5KPUp0eluhhk7vC5BomdXVQucLTgGE4NYe1YJoptj1tz2hnsC4j3LMtO0RXh6v4%2F6l0wrUnx%2F%2BZnkYm84HPimpNxxQfXrENqfnf2RGXwQS%2FOFu6G7Synhfx6PJoW2gGVc%2BzxABByMosxEYtx%2Fzg2yuopXH7pJXPM3%2BajHwvdoVTWCm%2FX4YJJkQJnF2ngICLT5EgVCQSfNkAX3YbweRPUtjnhjJs4vuF7D67qoGdRqdeSKY01coHkM06S9AMFN%2BuwjIDuZyV8hkG5cAIamv9U2qsJLQ6aHqybyxvV%2FQDNPVjoLmvzUfZVmEUWphVJShnBPv5H3USiYmMhtGDoDI5M2T%2FL3MGmHqgBHIuiM0ra%2F9DYZhkS2BXp33rrC7k5oJdUvoGE0sb3w9LoVTi%2FsSUw5I%2BCEOespyP1Ka%2BbWhLjaTAXBGHpZgUr38MS9xDk6Bkx%2B0ZmHNK6eE8U7BeswiQldeDaxwepQo5zPLKGOisCZNAwucXlGaYQ0upFMYK%2F2bzE4O16mj3SCPfxaco49F0ETFK06mx39E4P3hI31U7RHKvgtn8u%2FP%2FQMCeFs7dFpg5xfXXfK5YHbhZE4xSRMF4VULmQvLW9EJ8meA3OHIQrqAw33Ts16%2BW9iXTaKP8%2FLXDkpXAQrc1fI%2FfivAhbdqqgYbbYCMqFCFPkFxgHkqDvrRCwDabqmHVTzesWMY5BbbZ3UP7Y8tNYWrDGgB2tYnq%2Bgh8K1V%2FzoCyD6k0QcJ3xJcjvcBZWj7mon9CVkEYZKNa4XtDxk1f5O%2FMojBVjbmZSr7QSmycjvsjEHnZox0DevVFXR6khQnxpqC65JUGNwXwc53ka5glPNJn0OyQO1fyvVoII1699vdrMaHsYqYDqSivTm1dDvJrGbnSMz0jju88GOzxF3j%2Bexe0R52XBBkYcx87Ds7VNOAGLkPoUJzjcCIAlISMOsHOgnNGuiScszOdPlOHAs2zMm0HsWqE6jREFfqNOe7Q%2B3izxgDmHIh2KJ7jUKJgpNqA1Q9CchI0ysslWEIxtOdVjqrJ1DEik1XR600cqP2aCze0Iueb5Y4hbU4Cal3VGy241ZM0luU0f6VoCJZv1NVljkbka%2FZk%2BOfZUH%2BNR2pyZYERmCYalDXWhjNtrGKT%2FO%2FhvhqLu9PaAWnCEf184i4dFDByH0f2LPvj3ocZJI4mBb3Wu2WgXIYAo9mJMAUecFlS7F6Mfu5AEE5TWnYcNpDpLqytweZc7e0l3L6ZUyFKGRB4jrwHWQL2qJJ%2BcFy1UNkLddK9PbOIO41suMZe7kQ5fqfC8%2Bi57tAPt9ihCDH5wiwYlSx2tr6NUIEr24d7DIqo9WslI9vTs913R9eEO%2BfcM%2B3AVBRgD512VL0gkQAWnxLAMBaf2YS1apdGbAVQfkn7Nm1NEW0n%2FD%2BraDO2Nkab5eGa3jPP3h3%2F798BJ609THVzd4ReWg6ZAC9TBXzop6pc5PqXE0%2F3y0CuWAyANTNur8KJJt4ckMerHSP%2FiZkJ4fuzc%2FEpR%2FfiKWjVmczaaIWMM65j51DM3aR0Fxu4E%2FgwIHrGIxgUaxdYUHgDSAs7LXluZJWuTBFUTdvpGPYHF7xMVVG%2Bqgs%2FjmeENMRVPYQZQJfUCmoExfS17ZbNkRj7jOoH1U3PnK%2B6%2BendcEcokPuSxxCjv3vZED6LZOK%2Byt52VRhClS6IPGOnLtuKQmVCZCFqM3Pm6xnHWwkgkhYz7uaiZ3hqWrXVdpKj5EDSwRzdIvd5gQNU5fQw3u%2F2KMp3Tb26n7xP4ZpttlMIZ%2BWqYAIISCBUO3XMmi9O58zfdfwltqQByZMI2RRy4V28915um2jPfDlOK8JPMRV92CCJo6JxZthXXMtrcdVZZAIfO%2FU4IkPnVY7GavwDUX12f6ezv04qJaWHzsWwq%2BmxZmNn%2F4i%2FBMt1OIalgyJOvNS4buK%2BxtbhbHcOXIEwqeE23xat9GTQJYXpDO4NjTVE%2FDw35TT%2BigsjeX93a7WTHHSl%2FUI%2BFICn68KDIvsuPBFvT1ZGVKDD9OEoj6CEoVaIyCcN1XtSnrzSkoO6F9sHBTQREkG5D7tfv4ogzf7DMpJ%2BkPBz5Nk9d6aB8H4lBgsFgkmp5eckkjsiw0O7Z%2Fk%2FEo%2FkwjA21XIwuAySemCxq0BeustnxCuhYWWmWJS72Rveo7b%2FJHhbE7i2YBc4Mn2iEBVGBHDZW3kx2%2Fil2h9VRqoHzUHx1rf3PUq78g1apuNhM%2FTR2D3HQdRg8bItUdfJVrmGBPhePSfBw4U7BKry%2Bce0V2CjE1J7yBNdLI5NAs0CcLv%2F1wdHoYQmX2KNXWLS8gF5VGNsELWvUyGwAYA55momz7VH42uC7BjD6XX8KWe%2BQoi6u5enCbYY7q%2F6l6RWAToKTv5bRzT%2BkOKB%2FcW%2BhTKGujGlUna%2Fww1GuYoxNMNJP2vcyKHQSj2eKXIG1FuQSVFt9vdZFBqMr64kZVc2Xpx0x4q9k%2Bj6Qjya7vHagE00gr12OGq%2FptPDCzxDmFdx3q%2Fz840xXTXypGRdgegw5F5O7T2dVFCxndZSpYTb8iLj6xazlTo3kOluWI19iZD9OYN%2B4ycb%2Bzid8AjkftPAB6rWAaVBFWvVp0L%2FskicRGHy9zgEoFH1nEngaxwQJuxRZVFmgMf%2Fgf0OZNdAkRCCAZngzEkZ7KdBIkCtceZ6psarMWiRV4g6k2CECG%2BofoGB0XQi8OYMnFG55IjCeZDAhGIYQVrficl%2BmbB6t%2FPCX7FKCM3ovB4vsXolyjJ%2Bb30AQYROjoT8KwO%2BR8IYceNCBhnUxTR2Xc8eG3Fx7GBJghnADgeqqlQDbaQeb429Jb9a7tkPlNvYpU3HscEGOzsrP4gwvPqtCH4DUY5YJXIgNnPmF6Ny416w2ASdrgJjtWGl8ONRwH37SLXhHvaYzaUaZl%2BRjL8EDdk4o%2BrNcqyVbJqC31LXXB2PY8lWWZfRhyGQ%2FhQvIF8nYPPPASuF9xogjbo754fSE43uF7tR1Nxs5h3tNXCve2xHci2KquH5qDJpB5CIwklsgF9%2FPe33v5IyIhNBh%2BU6sH6QCXQuA%2BF6%2F0xVt9%2FCQCVYQkTuFs4iZ27MUG%2Bz%2BDxGNxZdk6%2BMvJTfXEiAJtSBNtLVBr%2BgsMlI7giUD8gAgndCUzabcqS6P7FbC%2FDVZB6uM11rjdAPJBCICtGA2Hb4iueiM42iIj10ItWkT%2FzpKPA%2FKFKDjy0rLGN%2F9VV4hvuctAZXwYX6hPwaTbFp3jwXCK%2FYXPA0gUbmV17E%2B67%2BvBuB3cK8L1hyCM%2FjBYclLLkeEo%2FrT3R5ZtB7YOuRpxVp77KLk4TtPM9R2%2B1GkEtQofFpFR3p0MUzVyRSA6sQtTo9Ziy%2BJCpgdtiWo%2B9q9P%2FCaeIVAUJRKHC%2B%2FRFSK1WHS2tGR1z9yOhHq%2B4xZ2Yw%2F0zOhr6q2agc2FdLxhuzeXNQYQm0ETndsNa%2FzCQpKFTq%2BfoWKodo6E20TeiR%2BI4SfFooHVOKuCLEn1FJoKBvN0msfsRlkYQ4JSL2dKh%2BBnJVzMDofZYZY5y%2F0aO%2FCXOSabZ1k13tZn05s8nmZvVoOdE0%2B9JVovRFh1PjW0N15Vg5KjYJI2%2FhBryRncMiUAz6BAfyv16t6pPUCM8kLVfv5lOcNvnED9R5PGBU6oDpDdYdY0qa1ixDOXPU9aNYvxvJ8UG3XlUBDr%2FBRrlqQduRrbmHhg2NHEmVGhOtJKen1WYliFO7kxL3LR7h7sMvvw6AKnC%2BPV7DA8d%2BlL92c%2FjwJwglcoV48omMvU1Vjcoz21X2wz1GySX1Y6AC2iecTomlCIks6SrdGzqUCQoVaAtBkad1DqeodLRc%2BO5YGYL9%2BGD%2BlPIYZ56jtpFZX0dAsR0XODN6%2BCGS31YL9EGRrGF7uyrjKtZYDcpb2Bi8T76VE6YBRE%2Fz6YLPL8xbI1xltU6HVWmUUuiuiPUoOQhoPL0hCFn%2B5qydYhGniF1LBL4XRBzQ4vnZTS3D1nlC0BMclaS%2FYUYawsqTbbqYCZj2SiOkLwX5sCamB56Qrd8nZYox%2Blz6l%2F4S8MAjqbgZFtAiloBm7wEt522xvdmu0xXIc9tcpOIYmVFXwAietmly3I84DqUCtWezcqMmCIHv1%2FGKonYAw87%2FyjqtuBSBgt3f7gWAaXvJwwoCybShK550exP53%2BqzCJGKJGk7KwNeWxJU8%2Fhn6h3bS0qItJxk2LLDLBY89OhdohNF4jvp2NFaWXM0P6FJW27JNscHWaB%2B44DsyRmtpcMvB05GLUhUd%2ButnaAkAjjSKm%2Bpd3trPnr3tIgJzyL%2BdNVY6Vxbxw80D53zSi4APhHM2ZNN5eeh7TbDdt05ZZSawEytW2VlrSBPGjrSEvKjn921qEToHAgSyRD3DodQL8%2BN18TQcpCLXijKiv9H4PQe0l1KMNwULf54X34rihboVAzGfD4uuJy0%2BjRbmHoQhJxLDNImWkisGZ%2FgzBcj9MQYESi3E4NF3%2BpkzGrgwGYNAfF0I9Zzj7uwlOyFy8EwvJJLBrmjCLoBqZ4uEuG4yE%2BNlf93GL9lJ6UC0o6mIdr5OEoZOQ%2BJMYFu3kK3hPZI6%2BQk%2FxAXeO4c%2Bpio5KY6gB07rrOl0nUTOTd6FIRFdo8u2miMmmhW6VPZpUIHS3YDsUIiwYB8dIwd%2FueN4R8OiGzupuW4oIb22NdQ7hZQ28Eb51a9CbsJCuNal2Ft%2BTDQs86P0B8nzNnQAmbKNaxiXloa9RKJiK6P%2FJ4eTr1d58aZiQhoobeE6nnBgdP32Tg5BoYVNF8U0cCWPfBD8%2BGK6KbuTIOij8pkd2mMnRC360MJQcWfBauFtrZ9oNWCkQcHB0UPe0Agp8Zx6LHsuu39KXKz23FLaHDLVPvc88OpNKZ3pm9%2Be9sRAOvF1rFvcFy1IGDvqQw%2Fdc6%2FTNxzjgDa7kNFWFkOTz1lpoZUBycQRu7Nib1NgsVATH0ARLpoAIYy0SOOmVfPMx3ONe56HeHxxfEjfeqx4%2BV8VUmkqj5tYeRh7q7iWIK%2FWGx%2FpEiRy1ldDObUljUFJyq8uG5DgVZF7A5v%2FnfTzhXAYBH6zqcHLTnvSYfDbugAfDsXi14ooKISxrdr%2B%2BQdqi%2BTIPOVdrtCaF%2B4OjEwvvl4Da%2FqfQC%2B%2FAQH7mhGqUWokGwRyet%2BjNbukH94TCvetkoRw4AKA4mSW%2FwTDGnq8RrpF8RHeb3pkdY4p528WRFOpEu8%2FMfHBguJCeVveZiMFnj6aXevLoX7MnRXH7n0pphSLTMw0I6zo6zvnpWzbSGtRXUDZz4mpwvfx3wVLOIlFrsAdj3JWRBNW3i8oqe0l9Q29CgsCJYNJLZrjkudCfq5%2BAD0YnTiXeBUQCq6KMPRZMBuUbIMd7CaTtPF9UKxegKLWRZLBIDQx4mJIHr46qN3UBGRcBKlUl7RAMpJ2%2BtBofxTjjIm0ais9uWmvS%2BPOhmaK01dNubk6AhomrdH0KT86BpeC68Zot2lMApCY6WMM2NKqLC6loAejr7Y1s58tUVxqS8R24nOvKT%2BIqAOS%2Bsc5U3vJByOdrMAc3%2FbloG%2FSU6Le9W%2Fltl8zy1A2CNdfK89HBhI6b2h770KX0su%2FkAPMaaUFNbmCsVEGdzUR2Bzu4cv0U568TCq1C77Y0i0K85vfJCW2W71ilPqVl4qR1AUSWzybQUevCwDo8ri72%2BgE1ifh%2BbC19XBq%2BAtJbj%2BFV9LmtLGJHpobPtQ%2FMkTP%2Bt4NXahs%2B87VXywmMheyUEbgrBNHNpWHKXI9S2WFSIcAGbJ%2BINcnJACEoP%2FXVDu%2BxYFUjK9W1zOMd3Y%2Bw9aRPlfgMzQIqslfAFFqjz08wmEyR08ZVX765v6w86NX10tgcHnIU66OBvjWGM%2FLIsNHN3NAupcXwz89mB%2FSzhxPMtQ0TKmhWjtSrA7rVllKJQt0ijtbrXrzgxPrdSiedeqdWzjZPFAjCR3FyhkkXy%2B08X30GdA8QOlcAP%2F2D6BmjIJjnV1jsq%2F9FQ%2F7F6PM%2Bh%2FtEJJknTneSOIJkv4rz1LLfxehwqixkL7ZnGgOF6Wc0hml3aodwqR4XUg054RrGNGkBHtOE9FduahHqfxenhsTOx2SaqYWFE7xisVl9kQcPdNZt8KfxSyDlQdKo9OvYuIKBOPpYFyVGfToxc2LfYUmBJtTJNPOd6CWO8ZjI7qmqZ6J4WDQ6nhlJUYPTmtJXKhH0M4srGgGsU9owT%2Bewq%2BbCzbCg6Gmp54hre1ESA5IYnO%2Fc%2FjGqqxMwYZPveD8ZFLZaeHVvxbBOU43pz6lz%2FeZ%2B7Cx%2FvULpN67E6jt%2FN%2FWBxAmVhn4atCr%2FuLHetGOD3i199171Bkj4lUlCavl7ts3vsGm0iR1wZ67nDgy9wMv2FP1U84%2B%2FdgUkDJBGArScEN2zez76YRtnioHraTHSLQXWE53CUuTz1KL%2FDDva8DApqagxwmWhjbw2TYKwAsFpF5oSf9hW9wRlt7DwNmvl4u0WkIL45fKAH4i2xylAQja9moYLAVVZydDxqD1dl0PgLkMW%2B1EbC%2B4fC3xE0JsalNKgMQ%2FR%2BE%2FKQkjgRrCY4XNfn8xIzbTagnGKQiP0NJeZDXmIGDKBQjfZd3cg4dOL5F%2FZG5BsGxPKJ%2Bc%2Fjq9%2F8m2ybLl89%2BpGu4SwQDXb1A62qjfsUhF0RvX%2Bat5N%2B0HIJOlmjCOPv1BJW5rdnX7vmHFAkAl8tpzu7%2Brj471cq9%2BU6GRLwwq2TZweK36WDlucc46Z5oXgxDks7cG2HDOY%2FE%2Bbila6VtV87SN0aNNDbjhyz%2FpkqUhaV3p%2BDLuYz9%2BplRnPFf8q2KzTebISovCk6PTp5uUgglcFCwEE%2FIgsBG7e2%2FTCMorvMuj2id%2F9n6YN28QbETe%2FVUcC%2B9N3mxBBuzVphJVfOKoHVCRliC6cI7%2BJHaUX1amj07AzNznH%2FM8YSRZrBK4SjbnWKSHkwcAda9mkKtO4Tdf301Yi5aGfPwFQv40L4R7kgm0qgcYD94kyjJzRwBbCbeace%2FZLu590ahLKvZ45JnbDpY%2BmQQqk2xAOEiVKoGE7HfjxO6OglWS5l7yebpiRf0BrZ%2B8nqN4dNB8Pmf0LOJTAZPpOhslnknRLkgtGZTxzrymLCuPgN2c94tUsQ8E0a7Yzmwj2ZJsfRMf4Nx%2BdxGZwCeNuBVHVrlMG1qveLHeaUsDBX11NA8gNyO9sSvRt3VrBpxSnZtqDax6aIf5ukd%2FlMW6wgVSxRUqhweEpbqYSiD8dGpdOay1aWx88JKR6CYO5xaSXrzWUnh43nRnMtYQCcFARlml%2BA8xJt6NYsoLfkiS6nWvJh830wAcBgqL49ctP6GF5n63aFaN7Evt9xeYGMYNPVCdHrBVPkpzDovi1jP6ZDD5EiAe0suCXtXvhi8rgL%2FQDVYeAlxV6YkyxF0HYVasAnT8huWmjC5LtHhGevyHVN1OZlAbKWBhw3BcyF4wmkvR%2FmPuOuOBX2VOGghL5dxgFVf8dmpXK3mGxHeLFxRQjo2Uv7ABdZsFhSUQjgKYMI9Q0uqw4gIYF0i9mYcIYDk%2BOsxSE3QZC0a4Pi9xCCL9M1D%2FhsHBf6iwqUGAwnTdnLSY6WJcRYzbZwFhJDFaGQuQtrVMJKWL6%2FDrRuoV%2B3%2FaQdQdi9l6RBrlugH2mAmJPqq8aHzytQhElxrcI7z%2FdqPYSCvy7%2F9DkwzzcYrSHNM9%2BCRdpiQLqXWqiSBzzuJJyjn4eez2%2BDOkFpeYqjmmc7pvcLrTx5Go0sx6gAFQQAWTpO9%2FnMgEllmKpoEceC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_c2E9TCZhaT1DcFlHVDNObUFZc3JNR1pQSTdfVVBuS0NXOEFtVzVaNjVhYWFPZ2NmdUQ3X2hIaEFDSUFCZzljM05nZUFFZ2dFWFkyRXRjSFZpTFRZeU1UazRNVEUzTkRjd05Ea3pOekdnQWJqUHZiSUJxQU1FcWdTMUEwX1FSZUp0Um54NldHaTNWbWhpdUFwQnpHczR5MVNWam9QQzhja0k2c2hTcnNBMzVTTXVUY0U0WUxDNno0cmhndVR5UWdxTEhSNGR1NmhvRUpxVFRwcmMyQ3dVa3BNa3VYZzY3TzhSc2FzSmd1Mzl6RThKRGJ2M3F3NHhMRUpjUUV1TFN2LXR2Mnc4WFVaSDd3MnRjN0dsc3VHYW4wLTN6bHZWNl9GVTZ0OWJRaW1WLUw4ZXNoRTJ0SnRUWlA4MzlobFZsRTlLSFlPSVVyQVRRTk9fbnJqY3htY1ltOVgwVk5rVDEtdTlsM3QwSXNQSDBWQ05SaFJlRjUycEtxY0hYWEQ2SUhTN240UERjWVdWRFRjS2JPUjlJRDFHRzFNbElkVjdYdmp3NzJ4TmhXcm1FejQzbVNKcjVqd2hjZjdZU203b295Y3ZOZ2N5WHZFdkxzTEpfdUU5SjBWSDdSSkxXbDVBSm9OUGNBRkdtc3VNX3ZhQ1RrcEVsV0RmbE9aekhiUlRaVTBhNDFrVHBPMGRpUG9hMFQtc2RBanlWeEZwOVNYcmxGSXMwb2ZpSy11UTlST3kxTy05LUxzSXlwbzRUd0ZTZVVGZ3JzLW0tR0VhOTNSWWw0cHBNbWRHdno2T3k3WVU3a1E3QkhDbTBCUmhJNDZNR1dxUV92Vld5blRLUEt6ZkZQRTBwTzVtLVBsN0hTZzNNWjhPMHVBQkYwYjQzMXltMnpPVUJDeVpvS3hQWllUME9mSEM2TWN5TUhoNHpfU1ZCd2VEaUFYRHdOakZOcElGQkFnREVBU2dCbFNBQjdDd3dzMENrQWNCcUFlRUNLZ0hxTklicUFlMkI2Z0g0TThicUFmcDFCdW9CNlNhc1FLb0I1R2ZzUUtvQjdDYnNRS29COS1oc1FLb0I0SEdHNmdIcThVYnFBZWMzQnVvQi1hZHNRS29COGlmc1FLb0I3ZWhzUUtvQjlpbXNRS1NDQXRUVm0wMk5FZzNiV2R5TUtnSUFiZ0lBZElJR0FpQXdZQkFFQUVZQURJRGc0SkFPZ2lBZ0lDQWdKQ0FBdklJSDJOaExYbDBMV2h2YzNRdGNIVmlMVEUwTkRNNU9UTXpNemczTXprNU1qZXhDWEpRcFdTQXAxZzF5QWtZeUFtUEFjZ0prQUdZQ3dHaEN6RmJtME1xVmROT3VnczNDQUVRQVJnRklBRW9BVEFCUUFGSUFXQUFhQUJ3QW9nQkFKZ0JBcUlCRlFvQUdBQWdBRmdCWUFCd0FaZ0NBYUFDQWFnQ0E5Z0JBZEFMRXJnTUFiZ1RfX19fX19fX19fX19BYkFVQWNBVnlZQ0FRTkFWQWRnVkFaQVdBZUlXQWdnQmdCY0JpaGNLQ0FNWUFTZ0JNQUU0QWFBWEFha1gydUtwTlkzeFdWWSZudW09MiZ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diff --git a/m326/1b_Einfuehrung_Klassen-finden/Input - Analysis/2a - CRC Cards/How to make CRC 'class responsibility collaborations' cards - explained with example b/m326/1b_Einfuehrung_Klassen-finden/Input - Analysis/2a - CRC Cards/How to make CRC 'class responsibility collaborations' cards - explained with example
deleted file mode 100644
index b9c069b..0000000
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Live"></span><script type="application/ld+json" nonce="7NZHL6xUZ746GywnrxJPbQ">{"@context": "http://schema.org", "@type": "BreadcrumbList", "itemListElement": [{"@type": "ListItem", "position": 1, "item": {"@id": "http:\/\/www.youtube.com\/channel\/UC0oMr5v7p5321xhrHPBma_g", "name": "Karan Jetli Live"}}]}</script><link itemprop="thumbnailUrl" href="https://i.ytimg.com/vi/59tkQ-FwcpA/maxresdefault.jpg"><span itemprop="thumbnail" itemscope itemtype="http://schema.org/ImageObject"><link itemprop="url" href="https://i.ytimg.com/vi/59tkQ-FwcpA/maxresdefault.jpg"><meta itemprop="width" content="1280"><meta itemprop="height" content="720"></span><link itemprop="embedUrl" href="https://www.youtube.com/embed/59tkQ-FwcpA"><meta itemprop="playerType" content="HTML5 Flash"><meta itemprop="width" content="1280"><meta itemprop="height" content="720"><meta itemprop="isFamilyFriendly" content="true"><meta itemprop="regionsAllowed" 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uutIDIeJBkCi%2Bv6rOgxxduNLnlAXsoIiwEFmrL3%2BVCdw4BS9FAVpTmkrlMcqTGnB%2BWcgA%2B61IWJjdx0rSkqaF49ua0UeHolIFz59dU9he%2BUim6RKQTJB6%2Fz1mBUDyoj4gU5njbnrlOKVf6oQSVZCIbfHY8Mwk%2BR%2Fc1TJskE172QtBjRawt0RPBxg9tYLzvFix8LIfNXr87McI4dqiYKcE4wMRgodcX1ezw2h%2FffqV4ZgSWKCQ5WgTTPdX7FtBoEIvw%2BJY%2BblYuogDAVgoss2Cj2c%2FcXFIkOcvtsirUwWMoQA75ECzM0qNJEPQ7aaFgF%2FjQPBmZnYXRUFmPsSJ9rDp%2FGjkJUlomt4ULr%2BtqvqlIUyTEpp2P0m7ZKDDMWRdTj%2FEdlv7bnbnoKJQ%2B%2Bogr0BZ1i%2FMQuDV4mpDLhjravT2l6Sw%2F2W6fYNwLvVeO6TsWQSPSETj%2FN8OF%2BthVvWvWKPS9QQBaHvcrZMfREEMkeLS1GeAAQ%2FRPbFH85BE0I%2BbVC6mqqLxEtQS4klE7m4eGXrH7DfZtKcSU0swQ7sNPG6rmF9tFpOD12cLkNBCBkAQWkysUDIDoWh8mQXTjvC3y2uayWsiP0ijAVlkkej%2F0M2n15os94XAxUzh0WhYqjHx19b6MNeOcybVyupzik9NXbZlt%2FEHKnAfgdkIVEWnjDOeDA5Mfndl2eX46JeVdK3vKBO1kkqneP2MnFGwyABIx0XwcgmT6SCsGN394vvq%2BQAkZjrHiOdi1ySmWHR03Sq4IfqKWR%2FosfDq%2F53zYSMNTjoa4pWWtT7yo%2FrnslhfQLSeyZ2%2BUIHqsFcOiiBsIrfhspZxVhiSt1j%2FiZJviJjar3yeO9kPsbn2evCF%2BMJeVwuZ8DRkMYh7IJ%2F8jXoXtiD1gQfWbsDmSvj21%2Buoqp6hKWxXTdUDcNf%2BsQM1JfSkO0cbFC8yzFR2AN4%2FYEKUWjZpuEvrAj%2FrV2yF%2FuONQj%2FEr2dUdt4Ne%2Bi4gFeNCZwPDfCLitQOYG7RVp802mj4ytxMY7ED4wXwhGubcklPAsdhMJNhh7fzC0T6rPMtogblLw71lx8n3eohGltq%2BP9ZkF5OMlY5zhecPLI4OUPF001iQmnYJnUSl9MnQ0KOjFCAsDXWbhunXwMa9ER7v5pAeLDZK9ryVd%2FPWEZ2tTv8PpunC5k00DIWaXUapofwsrMBzqWWndwOUo6oRXmQYIhsjrq2iSys0P%2F7eXyTK0bTB1sWin%2Fewl9HwdCveyYW2Dfxpj5r3pL5nd1%2B512%2B4Qdp8h%2Bnw9w2lBJImkaPm6MEIkqSCVZFKkfnodSzhASt9BVxhuBD4yotBfif2NtajUEBmLPDjmo6BjK7YRgc0859Qh7Jr4kALxM%2BIG%2F6RCPdU3hIeofX4L41SkcVf9jBVWPzENZIDyeCGEsNGw9rKnvOf2ZG%2BI2RYnhB91feN2MqkdR09dH9wdeYg4OKmBBizTRqgmsJNe67%2BuheV7et%2FUTxE7uwMT4sfGCr1BTUAkx2m3buxTSNhc%2B21mV8drCUd1IyBM%2Fx282n6rMWDDDfEJ7XKDArrtIw9bBkEdyCrmOE7F3ZxsKwMRelx7uGdil7MXQ9CcQKfHRlkoixpcYaEm4Fi7dcYR%2BXiLoPgV7EcTIbZtWI0uFovm7h94%2BzRkCQ3%2BDO3njLmxU2rWtboimJ1cixh1R2iER7FF8wpRa4EZ801LNBNln5v8nZ3BdIaiRth0pbq84O5Nj21ubFdPQnJdGKT2hieU2o486ZPy4tYaDk8QciZa%2FkP1ucNdH74ftOQSJB%2B7Nbo79m1osrS7wvbwscEPoKLWObgXAg8uM88PhtqFYbyzvW%2FAjkJdP2aCCFTpSa%2FNgJWp3JHBLXY7%2B%2BG6%2FjyvTLKLJobnhz%2B8VMUlA3XN2jyPnRZ8XQSWEi6YpxcHFIceH6SCrjg1kTMsKVeTVjZy4M1fSac58trss%2FEGn8Mkuprmjz4EQLOsBSbTczhIoWZ%2FQ4R0kn8kuc%2FgEwptHkW9SMCwP15W0CJmofDxW6lMg2%2Bi%2BgNMdPZV7K6%2FkKkKWHykxsYy%2BMuKh7Bzj%2B5oxA7NOURwLUB6cBpEeKp5unlgFajiX1WlzY3Q9kdxZoKWQNDQeL31ruhKVKfaz%2F3ODbaT3VmHRu5dSE94emByvuKVxBeaLd7CeClGbsRPCbN4tHH6z7415q88NDD4Iz4ZIvWqUTsNPWn2%2BS0ynyy7BrOVNZqXtm%2F9ztzMb6STQHsgAk6Uctj6Q3B%2Fqe%2F%2B4sT8eW3P3%2BZdc9tPYiY2npV1WISxxCPrWRREGLxiwvGqp0gr9u2pUCMk978hlma62y0y1Sd3CZL5o16Ir8xihlPxKXT7Hr2oC2hAn%2FPHhYur5CxNV0FoF6fwgyD6YQh51lw6vRPPZ2VRKFooiqu9uc%2BI1TlS5HdpScIf%2F1Re1LtssFDG%2BGoYEd%2FA%2BMApVJKxuhxNw6PjUi1jznmCqjcz7M%2B0n%2F4z5SjIMOyfiuvBzC9KITbDt86S19J4kAwwrQAsrn446OkoD0JPejJFdROuciuuE4epvq6YUY8hvkjM3UMlKa2H9qsaUDHc43sGhH36u14OMOZ%2ByRu2PjTryhVNq17bkjRtgtf8guNewy9PmhI%2FnRPHYCeXERnyfYN84XzPfWnGh%2BPdXsWcTW92NAjiE%2FDo68t%2F5ZgVt83mpB%2B0pFLH0ZlW9Ok4Xc1VMsv1dsHyEEhZ1XrLWkhk3LU2WQvrh5xgPiR8MgxgwrIgo%2BPy1%2FxMQRVbIArZs81fJtIUKIwv%2BWq5m33Q7y0yhbxk9OlXPoy1o4xIA9nWNqUfIeVViZsdPGDKJj7I7aFy0Ujx4yJ5fqyQ6YK1XHgBE%2B1u%2BA1riLEu%2B59y2YNzS540YpDo55KHNDZ%2Bzi7xOxo7qu3zszBQxswEXoYD%2FMDvTWXHBBTvWvSsb%2BR8vqYgcFvBwjsI73uG%2F6TLxT4NBAIBr1PQcKt0bJRUYS52akhIntDa2FIuN%2F11MSNsX7Xmu4yordgCRe9pqr5U1zUlILcB%2Bkgi3EBEJFJBDB4ZkCnYlAAfuK9YclhlnLbE7995eoCt0zixc66ABpae9EpiiFmTG2aC1cacrSilhSK8fA1HbuMHA8qumDUE5TNkLmZGJ2RAJM913456Yi1sVuaD%2FsBjxHz0xBNR7oLg09YHtA7aojG3qoXyRCcNSRN%2FWloHyaeomJ8sisr%2FLC7RFTLUMZjoi8vAJXZcZiTTH1h8FuXug34%2BqaPHhMRdKPL0jKwwH0xBsqCouPO%2BrVXmpVEnqW8ue%2F9IiiOsiTIX%2FsneP6DroFGmINg%2BZ3hSJUyKEd%2BiyPRq7X5NSpaTMrWoQqayXkEwLrp2rxYr2quhKxTUBkGdxCJddcsQ7IAlpwYT2hyY2wrILJnjH9XBB%2BtHApWth0NaQs37xZNJvR1EP9CbaM5o%2B%2FZ3sjKTW%2Fsc1jSqtkvSjEPVhPOLtyS4D6P00%2BBYhK1NgdRx0EHB4ZmJ5tYpnKwKpeMFsOfRZa%2FLcHpACHt3vCRy21AJHCztOoKc88vFiPZo4QCZQqztN4aJfn7HGQjXVLKlb%2B%2BvPW3GeBrbEYQUkS8wKTT7MCBkSQrCaLO6kEUG1PWIuS25%2F4NPER17MTuTfRu14FWyXprhpO8gC0onhqviFCQlg%2FU0Rqwa3P2kGsOHilW53FTOXr%2BoZ8TE9Ba77SaPIqXdymeRV7p%2B6DY4Uizegqd%2FkXDfptAOKehZRAgZ0hbbAk%2FzqUWJ5QECgbgn9ISSqbQaXTdr%2Bs4aSiuhNtSwQ374hoJMWVEQjN8P7m5berEz2tuVZkqyZQ7ZTKWdNl%2FxqyXR7LJCaEQgEHTnpIVTiillv82NOqaW5vmp%2B1T1XnQLM5vZ1CeRPwkc%2FIdXC3%2Fr%2BBFGYMawK84lQRGAzHl55bPLqyBHgZMka%2BlRmy2zCqrOayIf9nZeyVnbdE2hK2lOyAU6AO1QTe2f6Fd%2FwYh8QVf1LZXmd9GANq0MOSxkv06OYZm%2FqdLGPtIVD4NLWzVDvoG6N7650Ky1PpYWV4QCaLGizTn9B28Bra2QreFdkueQEMczsDNXEbGt4dv6YIChZQIyEaJAiQLt2Oh6x5S9gjiIp%2BX0Jl2nUPexkPdoGIlQJYZvgKtta3mi9dsGU1IyYMty3cQFV1uLVj8vrICIJ7Ugecyf8QVmgvuM7cz2pZOOMAm9uiC5fyg00WJ7LdJpzZ3%2Ba%2FoVsAXTIFV3Pcbg8mZg2eMZfsZN97qdunLv2%2B%2FaHzvp14xemjvvnESAQW1Q1cK7zrPQU1%2BZ%2FQtMa1%2FA6BSvMgUVj5zXRs%2FVGs1CN02%2B01hRkbI9MvOxV6dX%2B6fVgyK7wYVNtnzfB3%2Fx8uKhDRz2j7GTq5bfZijkBA5NBenB3nnghrDd%2BbINFWM%2Bl25e2lnOfpvyDsrucPgS3%2FF93%2FlySkicrvjiZVteM%2Fbj25OReIh2MTfrEHP4ocqhxHE1B%2Fq00qzriNOtIqCK9K7zYON2S4IDeCIVF%2B1HdJrEo0psQEwp9LBgIPBOWpEeATyTwWHMHLlUH%2FwUpBss0A%2FEF4PE34UklBuZ7AtwIuTF%2Fgt%2FJLS6oVHXPWFaMMAxyYa%2FZ9Oh8J6GQL7hTEBDuavQogsW1I9iWdBNv2cyPVU4H0vPfI%2F9%2B4OgYiZV6NzQshthjs20kU0AtdCsiCZ6r3wdy4yXHWnziOl8p9kcz4%2BuWTxPKN0OpQnNur%2BPuQ6zgItcQMc7I8I35lm0pYEjpERoH0eEJdh%2BFJbAmPs1Kk3LZAbtndIlb%2F3tpdopKpZswmttS4F79yBAw3Lfs4S9h%2FTDY9%2FPR4gx0groNQzIJe5aMV1%2Boy7WGplJFlOZAhli2k6WBaG5mhB%2FY0d1c24xqrON0ibSfZp%2Bm3U%2Bxfg5xign2uzv0LygyYFTfhJq8k1noAeM%2ForrBv0kSPykt5KCM4TwyLts7FxiTmB1Pl3F8NybxeyRs%2BPPN0NLqoyel%2BJTn4dNa3WCT3jHJx%2BAQwTLBVgds8iiFRgHqXWk0gjeeAYDUCOGN14AJCQaTkVwsqQmdtcc0DpahpCGQYj%2F6dArItcInEJH8xu7sScg%2FCLOcpZJX6Qy6685FtaZDCmT7q5ABgyyql%2FXNmr09rESdTFLPse86CH0FEITh4z2syD%2FznI8IcLZENjq4P%2Bj1Dz3fMGifHUyOutRdB8MfzzdD5Uomp40ETulsfVVmReCFezshqSDhz%2FRXGwABxjm7JEBnU0NTtdYZFoT%2BmqDQcAXpFsdil7WT1vo5Iz4zLwWjatZ9juht1gvRHo%2B0%2FfnLt5cA6EvPvWn08P65k5qOj5S2dErqEVXzPAg0%2FQehYTCfsAAOXMRtNpnxDmmEXrBZ5UdfOxTAsWCB%2BhFjZ7aKJZqgjcSnTzPJqGltx0hh%2B02TxGrB22j%2FJIOQZj%2FVh9txyMLzPVW8zjSTI5S7038nzMYJbf5z%2FI%2BfZCEmTxMZ%2Bbu1aYLGx%2BNo8KyOPhJlX5AzaYQIiRv9LgjLDzNJt8iEnjySibo2ouFUSHwwx1jP8uDFVwwcg9CmXfwd9VGBPvIWxR8Ak%2FLGd9bs3ULX1g9UtUeOUmNF3ABwxVdDYUvGECerkEriU%2FZ9SpyfsXXbZMg%2F8nuxniFr6Rjsn2M%2B9EbLbo56sgQ8yCJ5Xr8fSSy2jR58ke7k%2BLoApoQBfoWZruxGUv%2FrC9QKcnejyAigolL4DheHwOtQ%2F5gFDGvYywL3O2Y7A1atmbfhibEtiHocpMotj2Jwpm3NAIY3nrx8WLp6FumIa9O3GnAZ10nyT1VPGlBCEkRCBM9o7RtB%2BLFdNl0gJ8XptsFbhZMKxar3Qn8fKvlxEDW0CEL2ouRub%2Bog6CFzXtRCYZvnvK6%2Fy0klicILX%2FPYzITNl3J5Txetb8Qv6%2FwfHHEMpJyHz3j5aYQQNZf8uGcnuY0Itb%2B%2BGkv4ht6AKgfFqHDwPMfx7WPn0h5jeeya8TjDjGitGbcqsr%2BF1X5PAHUgw7emU0q28QwVh%2BPlY67ZueCc5rRDsusZUo2VAQu3F3MhugGSnWbX1xNi9k85XpZiMQaoyj1uI6qnvzt3fX9Q78O7htSdQlRWk2%2Bdt%2BdD7A2vkM%2FPOF3HUU33jPOCQ5Uk4MtwUD9SwCNuYyzsi89zkHvxqEgbOAWzT4WucPJdsNM8NJpQyOqYIgTwRnR9mf14OuwSc%2BkMvO%2FR8PgKgV7hiK8FMt0ygMcri0Fbyhigiw72K7R2ER1Ahl%2F7Qa%2FtH6bzh7og4v1qU8raRMl5Rj%2Bt%2F9vpN%2B%2BFcYLQMJjkgIqclHoV6%2BIVZJA3NKZ%2BdU5ZgtK%2B5W7djX5DZYyMME6aFGb9WsTDUEV6Svqj6piL2g%2BplRNwiWZ6BXEpQDBhAWTJZKFD6fAT1ceJrEX15wtcPCaHrfOow1reNlj6Vw5jRjxHo9QrfRYXkUay%2FkR1mNdd%2F7hMJTov0qf76LerivL8rZ1%2BRMIkMgtx9E9T9XfMByRYilafoDqgivGrl97R9tmbdYJb3%2B%2Fiypbxjv9MYCz5HoQO%2Bo2ikOgqnjHjBXDvRLcfQxHse8ToSgbrVZy3Ve4ryqtAh0Ppw7vdUC9K0eg9PjS833aLPcpsZt4cxC44hhoWEkpK8T877DSdinn2PEDJfFQdKQJNeBLZZJy%2F816LtUTiWsAEBCHaXrfVj%2BvNqxO96a3kNJWmpq87EwVoCfoOYhgH9aprkHt7a7dFVLv3j4n4k5boHSDDoB5Wa29dlYsujfsUSX2jhP4dHirLwpPWw6%2FqjV6ycwcow6hUIyr2fduHX6K4lJTg2ghqWf9Zr9nPllXVtrVsCQ6ejzlvY9ayAJeghUpPphCC1uHfxXZvI1CPRqHFco4QYf0CahIqZIVayLlXZRLyD%2Bq0QEOwhRgNqz3AKhdY718ze1KtDWLuVx9UJwsPfCSxDQ1Mf1mdtnhh4iBGrN7OEHeT4gvci7%2B6XpVfItA99yTOxBIRvkrEGCVjntcZGnaSzT0VlTu4MmD9FkZ9DwLRwB5m3HSlW4Y0ZlWEy3DSTSYp5fAscJoErmD9Gom08YRnexQmL7VHgublr3PabyC%2BUK2S20EAR%2Bb8DucuSnKbnsSMUpeYsulPaft5FsjiHsBh3pOUz0%2BnlXcmJFj4%2F9l9j9YDhB%2Fye%2BUGpR%2BiKxfQb%2Bw%2BzDwfqCqD%2FekiczPlpqfISVurYJolsHxr%2FYILN%2BsjjUyWQRETdUz0sgigBUZVIUv7y7Hl8Ya%2BkoCFg7H0dNFPsncLAcCMQOfjii8%2F3TQ8MsN7SF%2F7boCtoMRd1xaFdXiWSKl8jmMbOAyDmERKUlrdzNji%2FJOPMGIRRpEoT2Ge7qwCN3V5yVQzraT6qGnCoiiP5HxdtvpE7FiCyLElNZjGyY223waFMe95lrpCHrevG9IXriJ6d7kzeA12M7g%2BZvvvCwPer85CrXmh8askrd5Ia94kS3qTy5YM19cVYGSHPY0p98AwO2X5E6NXtM%2FcVvtXwEkScBZU86aRkMI8XJt0V0NyTiCDhk69TXTaJGh%2B9p3kLd8Y2rl4tHX%2FEqZaDR5%2BaMsilezY2urhwL0e44FQjHnJqWvqmWDsWAlAI%2FxAYnVrffFo7%2FhYQmzG1pbI6zafC2M4S8S3%2BZq4BIiS5fETfwHZxUkXjZx1kbHP9Nj6u52pQQ%2BLvFfMabwwE87vVoSljNHhmhHQFWrL3TCzY5juU4X%2Bo2A%2BFmGvp%2FhbBA5ZJEyiGfB%2BHgQelFm2v%2BMM0zIIF0iEoTljr8VJQKYoDhVnDbHWjQwIrLP77q5kdCjK69hGoh2hnv8E3qwRKdVs%2B%2F1631mJT7xbMtOBqbe8zIjz9xM8Acqct9oEHV8XjTt4Kel%2BGXk9f32wqwqd3%2BxwbeT%2BLeddMhMBD4o04xAJQC3ZJYamS4AiqX8wK3Iiv1ZDH9iUHB%2FXJbJCC1DiYsmuFZnZrlYRXSCJl4QTXMDt5vY2bxzGldSwRFXJpuei0I89M2k5DltBnym2Z%2BadFklJrx%2FzeTF7pF3BtFnkA9wcxx%2FpL9FWxwwuR2GDHx7y5i%2FO0HRFynOfXWs4VfpicG3m7trDCm4TMteXYL9zzDHPxXwXMH2GP%2F8sBN3uDkXZ4ydsvql5lXEv042BYUab5lHznbcVh%2B8lmV2jwOZC2H6NWELPT%2Fid33i%2FEmjzfNEpnpFCcTk3pWgvCOR8gi3tgEhQmH%2F6ZduNyEY3re3x1pP2W4geZ9qUjrmKUNerhCF8XrDIm7w%2FpBwqF6X%2FVim68fHpwDcsTDu9FB3PcGEfdr6hnRlXJKP4YeIBYkZIGsAWT2sPIjqNNXccdiy6g6qNINAGyh8ktenVItAzhgmncI3OnzqtQPzAChgt88YGnxBwIRSiWv5xWuSRdL7J8evNDOfyQwQJfOcOktYnF5v65Ko%2Bx66g7yUmMvveX0iCitvWG0tBhBE2l7Y1gswHrq%2FGvhW%2BFdgOCpwW3EMOaljIQfJReXP6AuH62MwIIOwPNa0yc3C2eaZSp8LnUt2h7NEn4Fu3xMcWFajw8tODn26lK8nWauSgzmZ5fc8CU7ljRRh8KTRI8eKR%2F5T%2BbQgEnpdISKvZ%2BWZPDc0Q5xhbWQD6Wv7FbXJ1vDmzjgTzWR%2BSwGbjXUnEUnuaKQh1NLZD8kLBhZzjxKik1use3Yvu7S%2BlAOvKZlINtkPRoqCr5dnxSv37wkew64fGtF9vH9%2BDqo3t9IUNXXbcz5VTRainHARyxfNSuCK9OKJNtpZivyKr%2FFP7pICjH4uW4WxgXFDd476kwemR%2FNfm%2BVDh%2FwRK9ZFa44JNbN4bkNW3yj%2BiM8csyswup%2F4hSN8F7XSN8xNwBdsfTDDJ97ElxQ%2Blnq%2FqW9JMRFRuy%2B%2F4QVZr5FYtbGzQDCXgrLs%2B6lB2IAPGMcUgldd2xPNPbew0H5FLDt9usduQeZgScjdZ70G%2B9%2BDc8np1u2w93htqWSfaSf73NZ0rqSd%2BVmoIOeJYCF3ZUWrNxbw17UlODdbR%2Ffos93aFAPugMI7yinuNOfFsB01JGXvQkJ%2FW%2FARH9inUqTJo%2FfoPUXu4%2Bac7nWUn%2BOdUAJ8ggbh7fYJQG%2FiY9KMfOIsOP5o%2FkcSWfq9Bx0T6SOclrX5kbr5yI6XB%2BhaCMlpQW%2FtgUXFISBb7AGTybetqRq%2FOZR6H7b%2FvCFUrZSEZJSEiIlo6GoBMdAV1gR8PcJaIcqWuquGeo3GaQagLnFFwCRbqUoo4eq0SP35PLEH45aq%2F2xZeHauvap7hQRIgaFjmY0vl3WCdmK8bLnGKLwBnOhMEYJYYqvaN76vFfk5QtNT16qfB0OS1FMhd9Iokc%2FXgfG3teIhurCW5sHPzDaLN5gB%2BzH6BXF9dPnEfwmL9YLcunf%2FXkplO4spPnzNuy1N%2BLl7AVSjS2W0P173vz5nhup90%2FTQJ0Rv537SvD4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_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_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wWneMYuN4BDukAsS6kxqQK1cAl%2B1dHyvbzpR18MgUODAGE7%2BvRICer1%2F7IrZzBnyED%2Fb2E1g2jQMqVxn%2FSagDfnBuOjnXho%2B30OsGnC%2BeZuCEq7SkZ2b0J8T63CDcGQvSETZyUuptgcf2GRBlljvGp0aWQnoJ2N1urAUjAyqgmVnBt5sQ2kgEXVKO9c4QxoQUe0Uazn85veIiylzg%2FKqHwt%2FoVZQ8ujdPtjkj1C0FKetc3LhOv4RFO6txLzoDAWku2fK%2BvRIjG7F8oevebIrle4YxgoLugNKasnU7EP4cKjL0IhTSQbQS53iSxWZfY%2Fx1FEQmgb9vAJBqkrsotbptvWlupf9GJFPwYXWsrNCCEY%2BssGp6Cxe4kWGLEb2dmAx80jFU53V2Sq1%2Fr7dk4bxQNF7rs%2Fgmr2LB44GwcGSdfWOFv%2Fdh54xdWg%2Fw4ejFC3UoJOZuPWvwDfq12%2FWV%2Fdjry5PDGasH4Krl1dXK4T4YrqxoVOygyXbZUH6U7hduhVpOtsjkspLnlNY4bTTEH8tda1EmF4JYtZqStwHGCTG8WB%2BHY2ijMgRM4GgQ7ima6A2uGzlFXdnOCjgbSLJ8Ygm4Ha5yVY8M2wiBzYCqGN0skda7HROySDQ5l5TGV7hBQNZ%2FA7jxEPVbj8xDzyw2QQTFpqnKyiGnu8lZORM6HeJR%2BMen%2BNjRxNcjlStNL7wukB0nDBTQBtMlJIm35k70UqaC4S72zU5RvH43nWtF%2BW6pWRkdDjzgsIqn%2BUmJNLCE9mkmVk8Hqbepb%2FWvjt1cE24giTBl%2Bh1KVzrZgebusKljw58QC3USclVjT%2Bl1LylkZA4sPP3QsXR2msRO3mIgOlB35wocMjFruqhfF9mu8bxIPsotwSQdJfUOjsUrQsPNozDBaXh1xDOdejzgxWHq84c7mnkqQJ95e1uRD6WRro7uEjdBSDR2Ubf0ERY06pzDZA0z8tL%2Bf7QJOW8qkMqpfA0vhW8kvjeQN7hgTWvPSuSrJ1fwVST6Gv8t%2BOkfFW%2FP40OZw0R27nGTuly1e20KYAh9RLJzpU1PUyXYEpsh2M2Mbnm4zXo%2FEG4yjNFKVbE3ZQvu8LIAIenau4FTNsY9VNrw4jQktz7oJH%2FU8OSvtfpU4q5qrm9yGagke6MzaRN7xwpkP0hlKmNqQj9y85PTn27jRehZaoPl%2ButQdKiNPM7cA2cHIEwTgqk%2B4q5oFuti6Q6Zbuqm8liczowfl9urbbbpDqI2WvCNlofe%2FuRT0l2n%2FdZPc9Afzq8LMTQks61KcQveY%2BOGmUM2fp620ymaI9f%2FiQ7c47zS6bqW8RhpBRcCtK9l7iTYrIjexR73X1ZiOKrdQFa6%2FYZpG1YTN2fXv0OuCkZ%2B1WYdhKtlUsKJGP9pIPMSP7fru3kMdJ6SgqcbrXM2RPcL4BR%2FpJB2moZT5T9jSStEd4PcJ3sjVikeO2uuynUHWaEI62loAHfQyc0DSu6s4CGYYh7a2IHWd51H%2Fqcd7OZe%2F8yKtQ0bckRM2E9mnxEpPsr4iGcB00xdcZJI4SgN3DI8IBgELI5S%2B3N2oWOK%2FhhTqElhYCIFt8mJSlpWKRZkUOfssBJxSJ3y8ap7NVg1a6HC8UhUspkZG0nn7TCZHyQRSvFFrdl%2BGZ2FYRXW4VA6e7nTap%2Bihe5eYcQIhgMcOpSId1VHWvieg4Ls7hsNt5YmqUHlGGMyTbB4%2BRvvM4s4K7ublXVazvAWiTAmLL3dbOINpdFX1FafiDpGVVNF%2B8LSndPBrgfOhVgpuWFExJTulct4%2Bx%2FCV%2BLyemLYjw48yluth09ppzmc35LanQOYowAowyHvjYY08lzgJb%2Fv4OMSw8F49M%2BN5YMIjWQU47b8NMF%2F59k9ucOi8G7OVaJ7JWDQD5dVoEsLQp9l3OKdIAPGNpUniDKo4q3%2FKuxva%2FFqHwFvpemgjImYHaJO8emAziazCelqgYp%2BDyIMZj0vOADRn0TyVIK8SQStSYffEzx5Ma2nfGKGbKR%2BXIPdNmGEaQkfbTXfMoSGoF2dkomuKrgcObROHPNnUlp13WXL6VGx%2BeRueaRL0%2FDtxapakbBzJUu0X2bVqdrK1%2BuNXbhEAUMoyvsd9msPOm8q%2BWnm%2B53Sb63UWiEzrY6g3bT35OKJa2qGAgen%2FaKv6Yiq1GqKGrY1RaRZ%2BrXVBn6JVcvE9JtUu14h6Hk51daGNs5qOQyH581Orwt40q4qI8crJtQ25MLgXnl7rDtU6vbeeOH1zyMbN44DjxREwslmQV2uj74bm0NQPRyhmbyoZeXSznX3O94FvS0e6W%2B57U76AjojpfPwOz22kuY9phyd26DtPOMCNDBFw4B0hZIozifFNkHXlVxmo1EkjJ1YniFxi076ztCvsEPoTPOxdPULvLZcUhP%2FK7zjpugZdmZczVOoubTVu%2FdGNoYKvvRsvryKUgBEdMmmeTxjn4VtGjZZhL2iY6kmWhHZIKUX8Djt47QioqzH1VhFvzBWtX%2FBHD9mkEWDCdrdr3MWsgDwXhKG4xSQmZFDOmclpRvcrwbdjuEzLQsBxOtQA1sq5YrXXmRFIxnK6CZ8iasxCBrBKHWKpexBqEW9bSS%2BduhmJZe73W7s3N3AEnwiHP%2FOLUc%2F%2BjPVPSy87DCc%2FeGXLdHCEKNCoWsBm8df%2BZrswpQdDU6SFArI%2FN0iBGTxN%2F6BXd29cRU5vWNFUeaW1zX7uVDvVo%2BpcWO%2Fu5cXoNBMrMrxqKNqLoSdI7cuBXnQZeqZIrP%2Bgt0Ut9nQVv9iyWTXzMny4pMOLMNHb2y4D1Gm4rTx23SMXoFYSAcP7begP%2FHbJX66wsuPaWrfAkWjSErTgdGI%2B1aj7%2BrxjObWW65UHgtewZeBuoDDavlg231fofl7ChP%2FPIWPYjml30I3JfXu4eTpmPx57zccBWeQq1qZTyJf1wtuPPg2A7xe3pyu4BY3XQSjLCXy4vBW7QfIkVIQ1YwKy9McMx7DFw5gHodBxvj5QN1e2%2BkoAT9g%2B40gmnF1OceR8KsnjQpMFx57Vg0juMzvhooDcAHVhP1%2F%2BrBbi%2FIqD2ONfoTOPjEdpu8Or%2BO%2FHgl1MHjstgI6DSG0dlYsrqhsZBwtHoH1MhRX5BjTyqMXWnoXITcwJm5lgTfEZ2S1Xf5PRsHON5QFWyyQljqcHJamPgash2cOiLAwHu97xuWv7ZT7Kp3Pc3YKWbEPff%2BfI8ypd3I2KQEniiRMjwhkvN7BAN0LqzL57Eu7Dk4erFM2GOjr6Y1LFtcNSEiwBMIixbTlA0r1n%2FTKLaq%2Fh6Yi9vhN3Xwkg9SeeO18AliZ%2FNkoWINY57L1cH4zbtSDu6fQOC%2BvkzetV%2FMvufUcPAWDNADv9Zro%2BXXlJqxD9k4RDr1gDFcsfNkIyu%2FsAybsa%2FaNlwb4AdGBMa8t1ueTz%2FEpzCq542c6lgCiTfY3ksgak2cxYKetuubdfhqoic7%2FjuwVfwthR7vgtdPECHNGr%2FI%2FTdjZHo4Z5n27yWjeSJ35vG%2BrRzVueFkCx2F3u%2BJOZtLAuTJonL8EHQ1YVWh0%2F%2Fywmm9PntJQ1Z%2BTkHkZRuQySmQ0GxlLzhUJou4SyJtSHjCiyzP0y2SjjZ5lKonvFAvdNTOHP2mdaLLopL2CQTkxCs%2FNC8ezFvbq95LNPAZrQAPhmC1nH7j2KO0d1KtIcjJzm7e%2B%2FSgba7r5fpKAYFcsrmbv%2F%2F5nOscurPEyDKbzXwm%2F29ARdVqdn05zaD3pUHRUoxZE%2BbcXRGhULpHgOPOIiSK3vcyLfNyASU%2FbR3%2B3OGbOqa0%2FhE5rhW67rxEIhN1Z6nvR4WMrcDY8eR0fGEoWyPRHvNFbFHGr3AfYJGxtNyiwS6tPoMHBGtnxIxY%2F1Keu6RiICS4jhtvAUP2Fyu5I6CRMeZK25YgP7FpS3wzZnwnxDGfU7ihsPUi%2BaUD4N88QHOQpg5v1jyYqVkCFti%2FtF6OZ8IGZGRjgkTD8gzQ1YB%2BwTP3Kd68RJluAYNGOlNikd94zcKAPgJ0oTB7D93RC4TV0QvAWr7aThRW1jmKV%2BCRcYrOfbu%2F2q9kX4c04vqN%2FS8f99FE5tJ2kB06RPssAh8D8tqgvQFLNjHL6GmORyxlNWZlqJWLDqHphF6JSiBh8vNqynl7uPYovZVr5RtS0V%2FI8RpdwScgMPlKOlZ5rkHGheA%2Bvjmq%2BOduni1yvMuHCwbf3WgyQg%2FJuvL9Dl0zpfBE8xMaR1vUSbKscPCmVVm1p%2F1SYxZnVw%2Bzm%2BFE0aHsrhgStTLKa63XqVS%2Flg8fMFjb47akLTF%2FlJX0HhSE3HQ6mAART7DdF3ITGfy4eFMuXZTM9bWUloNac3YEUmrrR3xGO5MsJ4DaPENwOM3pJA04NJjoHf9gqfaC4sdr4BkOnpj4CoE9482JDCpV0y9RR0OfNAACefmXaGDBvcwcww1mW5V4RV0REN7d9ZV35eDY2e%2BHcSa86hgkq5Gr6hoqYuEHCadwu1KLENzcVH7JXGa6rM9biRnAe2Mz0a5185QfTc%2Fya1n8UgI4oMB7LMh0%2F6SNjZA%2FwZwdiYVuCWhVCfCGXKabpMGbVoU0neS4jtTlxKKrOXVTg6EtcOdOYSshXukNm0oXyHif9CC1%2FVorvmk2L1rXRir1voV2u8e%2FgIE8lOiadqf8MSYAYeELvXU7gBZFf%2BX9a%2FDoZjd7N%2FY3sygfMLlCE3YOZGgPzU0UR%2B8r2c7y0PRPoUDDj5Qy%2FBp9ElMnPYaofdoSyK70OyOhGVNJuzTckSbGcmxzSE6qfiYIlsKR9r7IwRzSWmRg2CIjagcIpHW%2FjBe7v%2BiHAwqT9w1KCkSJPCtZXRItI7sF9Jd81zUBaZ8Ob8hXm%2FUqDqrr14AmQTPcuA09a73K%2BgaXc7zg2oKHXXCGAl10PyZTaxRaJfVWwZPdloW2LFXVj4vX%2BK95RFFCZRCqoUIGuU%2BwsX1i8aOH0NpSQz1FFQneik5hBN7P2%2BudAv%2BNK1mn%2B8bzFIiMSMiHCaH3kM9vsQQlFpZ1vpWA7pXvlSNNHMzv7NeqaxtGPKE2ENeI6f%2B4XMpyA0cs9I%2FfY6ZzvGHM7eXE5%2B2GW8wuRUg3ztbHgvyEyM9K2bv7jqwdCpKALAgVN%2BXgCohjL8uMLSLWWOVTzp8O6tFUMrP6BNCIi3KxFwoNfY9cENvV%2BUcL7Tt3stahtpBJ0Qg5gHBiVVZH65NNaUvFCdxfhn5kRIm6id9djOpY3A%2FOXhfC%2BZTMXC9XQ1L8o8cUqi35g668b8xCsyLKoU1s9qt7aAOlsTqpgYNR0tsSdHqXK%2F1fJgoljlPESMjVu8gbdm37n77x8hSR10X1IgsZ1IFeZOc46bIBtkvp%2FkxI6XzeITV5P2sphp4o1u3XrhFIyzrFMXfIH5lrzxAFnMMPJ4eApn6%2FxcYttFNrar6ISm5ikNrCS8YHnfBGF1cLi5vwfaAp5gwwg%2B5UbHUlrfHnkhG5XB56CtEDZmm0kQ4ZmaO0cC3o2WvtbWbQdJoichtd%2B5ckrcgKl%2BhRD4HPygg0frB7TH0nMcmh0ux2OG0KOMCXk8Cax177zCS5xTxWpXw1pchCgG%2BOy1mNqu1ZiuDLMXqG%2FNCZtv7b0tf%2BMQjQ%2Bw4M0Ko84mixb3CN1PF7T0ik4iJOczRqecgcGXby0yqvlps8ohWZIsblxLFLTbPy8IWyXvnnX0Jg0JULfD%2B1IdhOMnMGKvTcX%2BI2Crln8OEbsmBer3fzpTmqL1KnQh11I84vPvOMQJvMbj%2BHlr0IQjnUP4F0FgiERl2NL9pcxR7McBbAbSzCi%2BVrPQFEXJaZAmNrmtdJx5oi2tz%2BhyvZw68tuhFxWz7X6j3BtHK5xGdygItzpfJt3jCpXjhKKuCYU1bG%2Fai6I%2FMQ7j9otQa8Oxo8NeI1Lr2n81%2FqktMCp8%2FmsNW2bE7GCLOWP%2FbAJv%2BMFt6NjhH59bhVtZcrXZok5XgLpL8sgF4ENPmfQXoHsOEZ%2FWANOvK7X2EEYUJGTRoJAeZFF8PBIWSgL%2Fh9nuQD4TVHdH57NRXOAMdq5iNnuZ3rchTBPjfEpmEULtml1qKLeP3W9CaryPciFLY3L7Uig9uYT0REi7qtQqHpbHv8IIu2ACt5Oz6nDAce1fToCdO0Vzcn8vKwBoDi6VEpAJvEe4BCc8x1rZOw1eF11W9FgQD93rNzXT4A9k%2BuLR8lQihVnWUTBV1BNEfnE6zCvnnD2kQGaGjQLJ9NViccWFojNPtBnw%2BkzX4YQGZ66frvOtY3CyUXkUJdREG8Uw6TzLQuk0rSc32FiEwcKpBEhf2En4RLlZghiqWEX0MCyKPTDVcC%2BZWaz2aNehLgS7BkoGhcRrWEeD1rlQEQQDnALcra2W0syEYdXgjB07rIlCKKJLvtedilWqdv8FIqjCzf%2B4OsDuqUDU5dVQlwgNIBv9qL0qjq%2Bd58xq7uZUePu30FYiH3fRFJBtr7VMpJ6mnPM%2FR%2FC1GZogRqJNLhyBBw8Tbbu%2B71gw4pshuoZ1ZFE98r9vlMNvzvzraok5fTxygVncgrU7Cm9TJJv3pSxAP72fDVi%2Bo%2BqcaduohaKo6QUrAFo%2F8tootTcD94ukI2zj53aRdn8l7Up%2FxfKw0ogerZTvf0VNW1fvG9%2B18QPvffxdDMbZr1xlkIzAvLquka5LuInIhr5osMU3RoHwvdfwJFWeGdgC5rQU59u1GMkZdnRH5Cbbzx1QmxzGrg4fVKlZfuxo3wpF%2FLSohaYVuamebqXjojMGc9h%2B%2BPNGNI53GIQRL6AmFNQTuPGQkGa2nERcad1qCWp09fRfukCnk5YKyFzS4nX9VRhsCk1%2BBr2OXUv%2BYeIixNwAei0372WOHg3yW553Ey1o4e0MCNunwU5uNIkr2h2DvO1Z7gkKEhCQWyeX%2FXUF5V3Sw4TiTPDKVvpYvWaX33dSjGpbyWPz3%2FSWaRaF6W8m0hgnn3WZgGO%2FSToiOETr0GN1l7eFAnXaxGuvQzQMihaOY95ROEmhssbCyQBtM09WvXR9U1I1VLCpyjZ%2FJbzVNckL9N67iJb2R6TuTazfm3Bbinsl8OfMyoPjHLUIIZ3aw9zmQMExWlxFaPogGWQorKHox6QxkgoQdoRnEYEIq%2BFAnZGs7l24EsHA%2Bbhbrl%2Ftzp1s8gOQqZJKWCK5muhIjKkJbyvl53Y%2BBDkbhpsi9YlJBQsTn5SPJQt1vPN5CvrwRHOWi43k4yuN0L8dCEwZn4aRYAjsy2mxJTssMwfJ5ZlYBcvi45LKC0d8Jccd8iWrLaqoWuPtFsGxDutyttNU7Ozx5%2BBBJQgOVv9L9KXRevhdKtaSqowpSirftiXmNAN8IsrgELUPz3f6pOdMhbyb4wbTDA8lWeq84Ik1v9YZFN29nCWA50%2FWoNDOpmt%2FKQhE0cPKihManIatoQ4JEejjWrG345jFNpbCzf6Slgr2NSuzmCKM62%2FM2Kb8d6QZZCe6O2PesrJdLNy589VUA2fBQxD4BjFBk%2Bj4gY%2F6dWFnE6Kxq09zsQciLwWAQC3SZGKt%2FI0%2B49sZj%2BPzbzma7kVEXzsQ%2BrpeEhQ0iOg5yUpZrEn%2FlUb%2FwbIkBW31cFA9J%2B5hcrYNdkKkJr%2BdTqhqHByrQcSmCfc2J%2BLL8N67U2%2BCwEdauXJXh9Z5zaiuYL%2Fa9S7j8kGV%2BA2HpYhewOdvOjNnYr0OyiIpLsmQI8d6JNERm3rXeb2Nuq1SZaIJwZROI1M1Y2YoCOEjqJqumY0uP%2FEFKauoDBo38CoSmpYq3IFI3HG1ocvQIr%2FigTp2d06A3sVQBwO8BnnDSHzUWD8ONv65D8AldED%2BXg32oSOUba8p%2FNAEOXVYs8e7fxjg5cyAsA%2FZfJ%2FPN97HaCOqpkhPA45KGFlCIRbdlk5oSBg0YR7bxm7tdzmceRaJ05GvX4i7TuiuYASuZxUocivLTqXzZRiX%2FsBv28%2BPYkmkU9l%2Ff6%2BCaCVTQOS%2FlbE6NtXJqsmNSMYbvGb96%2F6llD%2F9RBqDabSTmA%2FunG%2BFudrPH5suPP%2BR%2FGbhM%2FF0VLqXzt%2BERIR%2FIwEXyPc3f16coxws9wcCq3AhSGvQI1rJo8pQDRobAqsSftL273SPYbaA72qzFDpjFme5OQcqg613MRF8Pzi2auuIT7DlQUenCEEYicGXF%2Bq3xKo6VMRyFVDriDmDYkgR4TOXnfUQRkbI5cHRV%2B%2FsBGaUaFliiRtFhqqDoiQdylvQCcg1fShIjPCCnXPPsUQ6wAoQTOKYA9iMhCp7S7ahiaGLxGJe88Mi62PrCwotG5eEismac7e8P%2BOoiS1Ne%2B7k2V%2BR6ohar81y7f1nn6MmWeK6ui9gK83k%2B2jsjn3dNHWAh7mYTJVdgqIiuct8NU1tuDKVO%2BxUiSzGZlFeHx9FVLj5QOlAHJg8tvmuWUymGMVgLDjGbDghK%2FV0OSlf3FZM8n8yhA2FUaCKQD%2F5vj0SyAIwWopUvkaU0v1eaP%2FIzkp6aKNiNSCWabwctvyfLo%2FHYe1SXll1KLlCLy9Q1DCpXzpqs2fdWNL0bWpfkpQlS1wh6ZCApqF41MlAvPhTbDRiGEosa6o5eez5vhOqqXwLwgdTm46bbhHQMQKOQnJSgo7788mjVTgSOH4GcGHNizr%2Fk7XFVLIo17QCzw0JIPjTlS4s1qCkaijui4KonwaRQv14Xo8QvnFF4xr0DGU2BLeX3vqEt5ZrMVPts6ZY2XvlCa%2Fps5yxfJf7njQJhP06NayKXcNT%2B0A3C57MPb%2FSiHj9VfDSRe6HrqFD0vQWHc5tHetOsDxUA1JERU%2FLZf5qz7RSOobqdofyV51SI0ERyUxH9xgEJUtBoUZMsGicAGXfVzgPdPMtIEuiQBYZiqYBVFQv9N3vLW4tpkFW9v2x4uHDyPYZu7pT4VG8Kla2lvu4xnxIzaxEuV3Ok4C0wBwao5OzVAxzd5Q7vAH49j%2BWT0%2FLu1Zv4yHexbMOOhaOAu%2Fos5JzWMxsB0x05cGQHLexpHbEwtcBM73VUa%2BS2tbHG9koHy4MdFfQxxXtPynb90xF%2B9aP9HPBNHJrYjpag7TCpkDD47b27n6eyGopxdnWFX6YiveDmwNkmi28EHEl2PC4i2QHTkNoNxViciX7MoPPwe6SIBO9cGBAJ14hOMHcxdBftRR1lGAPjZWL4qeA1D%2BLI48IdrXu562FO08D1AIZ8Sf5mpg%2BAf3%2B7FHHE9DYDjik9MSVdu3TeozDZo7wKcIkalHxXtwRE6UtZF%2Ffeii%2BVVE6VGApU%2FsJMo5yoR0xBGEjDuDwnIJEyJIb8OroyGtrznXtpzeMQwyc4fXUk%2BF2L458WxNcdeQfoL0rGnnSbrkg9tqn42UtfrZ9dLYlqdvLPtyt36Hx5D1%2F2S%2Fu5Rq0kG9lKP6MImllMD%2BBy3EB%2BgPbQqIhGnHcS4PMlQrzsCnhqq69qs%2BvuS7xkB7%2Ba1Xne5etVoNUv1Vzc%2Bk%2FCDoTJkQO3awibbDoa3ohqozo8v%2BJxEbbZVtUxEA5yEHxGQ5OTi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_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diff --git a/m326/1b_Einfuehrung_Klassen-finden/Input - Analysis/2a - CRC Cards/Using CRC-Cards b/m326/1b_Einfuehrung_Klassen-finden/Input - Analysis/2a - CRC Cards/Using CRC-Cards
deleted file mode 100644
index d9f9b90..0000000
--- a/m326/1b_Einfuehrung_Klassen-finden/Input - Analysis/2a - CRC Cards/Using CRC-Cards	
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content="AD,AE,AF,AG,AI,AL,AM,AO,AQ,AR,AS,AT,AU,AW,AX,AZ,BA,BB,BD,BE,BF,BG,BH,BI,BJ,BL,BM,BN,BO,BQ,BR,BS,BT,BV,BW,BY,BZ,CA,CC,CD,CF,CG,CH,CI,CK,CL,CM,CN,CO,CR,CU,CV,CW,CX,CY,CZ,DE,DJ,DK,DM,DO,DZ,EC,EE,EG,EH,ER,ES,ET,FI,FJ,FK,FM,FO,FR,GA,GB,GD,GE,GF,GG,GH,GI,GL,GM,GN,GP,GQ,GR,GS,GT,GU,GW,GY,HK,HM,HN,HR,HT,HU,ID,IE,IL,IM,IN,IO,IQ,IR,IS,IT,JE,JM,JO,JP,KE,KG,KH,KI,KM,KN,KP,KR,KW,KY,KZ,LA,LB,LC,LI,LK,LR,LS,LT,LU,LV,LY,MA,MC,MD,ME,MF,MG,MH,MK,ML,MM,MN,MO,MP,MQ,MR,MS,MT,MU,MV,MW,MX,MY,MZ,NA,NC,NE,NF,NG,NI,NL,NO,NP,NR,NU,NZ,OM,PA,PE,PF,PG,PH,PK,PL,PM,PN,PR,PS,PT,PW,PY,QA,RE,RO,RS,RU,RW,SA,SB,SC,SD,SE,SG,SH,SI,SJ,SK,SL,SM,SN,SO,SR,SS,ST,SV,SX,SY,SZ,TC,TD,TF,TG,TH,TJ,TK,TL,TM,TN,TO,TR,TT,TV,TW,TZ,UA,UG,UM,US,UY,UZ,VA,VC,VE,VG,VI,VN,VU,WF,WS,YE,YT,ZA,ZM,ZW"><meta itemprop="interactionCount" content="14420"><meta itemprop="datePublished" content="2015-05-22"><meta itemprop="uploadDate" content="2015-05-22"><meta itemprop="genre" content="People &amp; Blogs"></div></head><body dir="ltr" no-y-overflow><script nonce="LG40HFw3lTLMxOAoj2NMkA">var ytInitialPlayerResponse = 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codecs=\"avc1.42001E, 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2FbeFMY1e8u4NUsjl%2FG6JbnmuzSxEaTPrpaW2OTWtljD4EuJa%2F4e%2BYCdZ%2Ft9KjZwsLb8yfZQDeXtO7HvALRM7oq4CrGOZ1a%2BXV6u111z%2FZ8SroPu%2B0ER5QtXZ0%2FQgn%2BoF2Qeepv2PvwfGw0wd6bzqdiA3xqUiZ1aKVUHh1mhPy9nxoiKsJo5dgk2LL6HwsZCXsynZlUB2TSrGD%2BCpOW8iXXCNvj6YmctZogwJRGSWHPHFJ3VnzOWssS%2BofUZ22jX3McRqWfCy1DzNxXUeDsIdsZncETQzTihScrmfhBptKdR7sBKkxbCO0nXy6iZchFUX7Eff4GKgv1QdOn%2BxNcuxeBpg%2FJr5jOU%2Fe2%2BTia4%2FG6KsdIP8r%2B0S3wi2LkezqEHSxBYar%2FA%2F0OsqitaYKaQ5xLX4A8ALkRC8LXSLlFmyx%2F9LAJJL3jmI861MtRkQotenvXzTRfGbaa9AJ1msXKipYd9eeGGcvR%2ByT%2FavcT0CCNHMJFLusiezaZviyBFUyB9UgTWEuQU4RYhwJhmlvNZldRkpjKlQMh5ec9NALwvNEnd5ZQP4YGz011oPmAKYUhyWfpQvCuZ8PMB99WveW4LKT%2FD4PA9HsKe35VAd35aC4u%2FQpimWEttmzKLZ2o%2FH6oXvEcwstqmx3Sly8jlnmwcwYFSe8NIMBVICxWH7qOZZAR5hgLqp%2FsXYh9PC0mmtP6m6KXE48%2BLmhqa7slei31BHgS814Rk7M33tD0quiVB%2F%2Fu5WD3ylRKZbzS9kF4gAryv5Q74OODO7W28v2b7ccuQVMZqGjqgCALE3p0shvesniCnSurM7S0f1VU22Te2Or6RhOXTSgA7ftMuxyDU%2BQY48AzySiSFmQ%2BiJCHnvC%2Blp4YFUYvbKiQ119bMn8G72p1x9p5FodgTbaxOOc49SRCJBx8PqTWS%2B6NwVsA2tPlvmehZTFB%2BDxvFRH3GUMgCX0oDaX2%2FAWGkjyaRbWGvWgDV7Kl5vPrYxILEIAbS9fBBWIAZ7HFUKhOIZZna4t4tCrrhV5pj6cHvgFQy9WFkvGtSMnDChaFsJGmVvvU7LaTjwdQVYuHwjmSGFOEg7KcPhFWNJX4vqjE%2BQoc93Ppl%2BffLtLo8pR%2FMzk9j3pVIJDXQd40Xb5iHCb36%2Fzf6MGgMU4WnSH3p8uR2z%2FJ8HJoI%2FsxjkIKYKUIx1cw8KeJDaW%2Fz6MKvqArX34zVGYM48h0qSkn2NU4pw70jYbbAkKJ8Z3Op8Gnfs2mcVAmXfE57T8zCPSiYgUVPsZ3zWoAc5vATDV78YPzXL7nREBbMsq6k%2F76SdHgjZ5PsyVQNYapAOzp%2FI8IoU5RzJQcZy8cI1kbjtw9RBZk%2FSoix1kSrCERKAl2ZrltVr7ri8GxG5IXvMnHhE18DKFhsYZ63MkEDXQLEvHFdc8PT6AP5W3tGJqUK921TO7Z%2FRR%2FRJsNaj1x5Cmh1fvjXh1OMluwg%2FETL2cy%2FcciHMWtLgEsiJIQ%2BI5z1S4AdBYJqO9CN7MpklyUZ%2BO1vu59RaCGIu0Da1dEvWAkq8nlAaJ%2FH6qyfOkE5iy33v5FHAB4HVxarMDgX6953D7pMQHyq%2FrLyqsBqVbZguFEEd1Mp52FWFfrqDhL%2BAzuqncIwJokISw0ZVaKKl2w2KhuNf561v9bbkw%2F%2BcqJJI9xa9Vc5qoP1VmhRFM7FhNAWvJooEmdJ5piMkmao05zpE7Nd%2Fy5eWVyP4%2BCLa7jc9fc%2ByA%2BPLzpvDcnZCxkQe0zsk9ZcZty8aIqL4ldMoiYIc5APRtU4ggBjSO5s86E72%2Bvef7tpZk%2F%2FJT6dI5FLor%2Fm%2FQC2SHQ2l8EcsmngeNKm3OYMAukm7I2HWP1ioHU0Fzm9iSdRvm3erghR7HPAZd1c8aEox3CRJJ1%2FBY5EjGr921ZQYD6LsPNC94I1rPPZFlLIUdmYr5qoJSZszSwiSYBcr4kdj3NxYcbR9MiWM%2Frc%2Bd6Ot6TNBXamdpd%2FGhlU1NMmOKkJh1D%2Fre3B4Ta4zD6QAXqVDmUC8K6kB%2BpcibrzA5B3E7f3hkKwdhqgnxH9AvY4uHZH2hT7K62ZznDFnmI1R7zlV6Ai0TtNZEj9w5mNAPHIFnh7zNYb2rCV2UWmqM%2F9YgBzux2Qn%2FMDDBaavusk2VoQDNF1Wu1cRZ7%2FNOYFDLj0nWI0Fa10cXTrbCAxMLeRaNRFHYsNei2Huscf1IvvXjHY%2BhBG8znQ%2FyYUkgrMQQKovGXuCu6g78BYg81Ob9Xr8HoYo7xvYQt665BFLcEe86pr7exus09us8h01TqMhHjkcB8danW5vlI9EABqn6fAAnERctRWK%2FRayQJLTd33YecUNTj8mfh5vhmyR%2BlKwWCeMia8pvidyVbdhcSAWWU4r%2BV69JN41ObLS%2BKmR2Rt%2Bk4dkSp%2FzIp8jTUm3iUXAV4FyGzkeY1T1cV%2Bvfv4%2FUTk1LEfjESwr3DYXBjYczva0%2B4LVXWBqBQc%2FueHzpXL4dpTMKW155XpjwujJXlOUBtWeLlK9yllY1tx5YCGxaNUS895BfYbro87DYwYzSlsIqdt%2Bzmyzh0u3haU%2FSjhz8EU2RZK%2BfUeWkxZ9cY7h3zLraaoofu7FGUA6bal0oEuzO%2Bq9OhKPNXi2loog5xceOjW8ybl0V1gqc2c051tCi7000iSgwm5LIVbvIoTfd0JJax8V62BJEI%2BzBizdX5PXoZHNwWPi0gDDIttLZK1H8tYpqbhjr%2FLf3xVBV7o2S2MqpnMpfxRzIblFvNqtFwgzi6gklQ7iwKQi%2FKakT02Uyc%2FNtEjDh8FzUNybMj7ox8YAAkZ2%2FsVJP7J7OhDnootC5DuRkH469bcgKasTx98Ws2dPC0cY%2FurHaOfr8YIAoMYtEFcnryoMwIbA4kOIxwEjnvuCKaZxwc85skpyedlKbdhgNOzKOpsngEyR5IN93za%2F3H53K7VLqR76qvfRJCqkAD7QX8dRFZkBQ9FfMb%2BVyfUZebUob%2BbEh8OL%2FT%2B%2BiUG%2Bo4I7HzsdPc1bXjbjVOw4VWXh6c07Q2XhIplbd5SCnHlGRJyj75wm4T9e4f4DL9ee8kswHmgeMPEYwSIODNQsGjsjEUSL7qLPHkN33EA%2BK8PZl4xDohbaG9ImkwRV1cgl%2Fgv1faeekRVGw0X9MJnHeOPOhnVyN6gWGRoHJ4y2yUwj5r1IBMBnhIv%2B8Haebj0AszNSPpUA354OOBr%2FOi3P1e1hzl7YiMkZrmax9umQ3JMGH%2FvobS1Vh%2FGMoBXoDRGR4ZFIRUuzZiYO7FnPzbDxwkuCRcCSKIAgAPzoAt7xkUmdHm7aIlR6Tfs%2Bdqekkip3UVKsB6lZFfT6mwmhou2bMC8f6zZhzUACQ986%2BF35eEkFp4zDza9ERLIxU6%2BS170MdIn%2BViTGqFWdu3XcEbF%2FuL%2BdKNqPMzTHWP8E8360Nees3ndUOtquCj1BPP0Pt6d1UgEO0HQH5%2FeicshzjVj7qEhOwWZJ521EivosSLpNeTV1CViH9Z7pGCPVyIqyQA8CKdqByseJ1Szm430TbFMn5oDSRlh5XKMXKos2Ox0Ns%2BCLE8qZHEDTqlWBtUPL7q8JrgoAaL%2BIccGJsIHutH4fwTkwC4%2FbiMNQwsbIhWJFr8YBvpMJn8Wyc4TCwoVS9dBVDP%2B3XmPgb3mQ7BuwzDCnuYBBbmFXbKcGXbUNf8xQAgKoAaVCUiy6Miwau407fcWynR4tI8bkI0NjCa7TYtIJAVoAKHWGhutFkhj0lUXQGKsvkPpumGWaJwUngKFMDNhSRKBo2e%2FI%2Blpt%2FRTrWHidgRW1BzrkNRpfMTeRM5ZFeZlZ7JEo4qWEJH7Juskpg8uSeYRMHJMhT0uokSDxlHo3WWhGGKykCRk05%2BgImP6gBms96j2E7MPxh8t5BtBRk1rL%2BnFLae9ZJZ2upwcfN6qw3uxqL%2BArajsG%2BqkF3WkcTpc3WLTeJ4L62OAzyG%2FS0u3vnJ9WEniF6gXgUHZpV1WN2%2FqznbZAHe7Ge50Dfx7Tit73gYH0nROethAr8%2B3BjA%2FO9crmm4GdYs3qSr6XkpVroeKWny%2BbVei1ASH%2Fcr%2F89Cnx9N0N9DYJ9r7Ldd%2BQ8yPorAjsEEAqCggqSN%2FcSGZb2bxcrnX2sERvEJsVXc2GuISl%2FTbn7EUx9RIfz46CH6XE1o3PyurtqwSFX1TIrPF4cbi80D6%2BORZxpae%2FZ%2BJfizBcZ%2FjHMTyQ4R74O4SJVCsQn3K%2Fxa0eIF0LzKFqV0vlmz6REo8hKcHaWzTNh18m05pZhKqa19bD5TCHvqGVtEpVuyzGj5oFaSlw0oZ7tIioboPuT%2Foy2VkczC60l%2BOGmVZy25WZI5g5ooFA7edTwymCGjDEx98YIR1190PLXiiTl3nyCu5GgWygJ%2B1sIkkHJzGX2j29p4DHDzgwjdyOV6T4%2BSEriGrmGx4PhbSevZBcUQX4NeGUT%2B5filOE59S2hgaKYd2UaPcd5jb0x%2FDTr4Jt2J3FVZ1q9h1F7Qin1BduPPrbt4LB2LQY36c0ezwWW3pt4pG6X96hC7aTjz%2Fyw1nxWr5lVTKeG3a%2Fof2hYDWcDSHtI3Fi4gZqbBsJ9%2BUXyG%2BOrzk%2FKTebVgHFzSvw0VVyDyGce9wX2Mv%2FfWEaTkjM4cQYgb%2BAH8xcWWaZ9vuYvCmOG7HJVHiFFjjeQyg2RaN8jLfymNS%2Bavnp1v%2FeC6SDBfeSFoCLIh4FpisQrzlXW%2BhZ0Dpzx61%2FnUOA5e6hipx%2F21oIt5V0%2FwRpgRYSvSGfV3V5FV4Ap4xeen2EhXUh6CTjDvPutDOs7%2FM3sCHeEkNhJMnEIzi5j86SnvnbVTBm5cXL3mhmgz3gh%2FstaZwchnn0a26oyZhYpMzbZ86a5GWEmVNqoOgbYHPQl%2BSRDhyWyiRMMa0oT1JIKqz4RrDL5ND7HPqtPMsI1lUGpF5INs2IKJYZlCECR6KYqLZbm1mPJUIm7EhHZTA3GIbfCp%2FMPbUH3H2eQewv7k74MS6DXJ7RFqfA0sdkEyNA89sebQo4Fbgc5ubm1e1XtmaWRm62DiMNSSAblVbN%2B311omskHwMiUa2TzZ%2F0fYI2FZ7nAat8RD65v3%2BzQK%2FIDdgfMOqlIzgID1NGXsb62v5i%2BRTCv%2FiHZhlbYqtZqq4mJFcwLTk%2FO0e5ggtYutQdUsMxNYLOo%2FRBpTo4edM50MkuGRf1orghLk5Ddu9TQah5r%2FOCH7xguaPdJeHIubSWmHLdarVkre45APJo3Ty1Ty6lmZEYWxhA9cR4W5adzoiX0%2FJ8MLLBg%2BVlnI%2BTJTv6uTRxLbRPuEFM7FkhPN6DSGFeL7IvvKwjSsI03TRwShEVyT2gQZDBxiyFWe95EJXB4zwl8VMcQUaeV%2F%2Fqh7BkjCK1A%2BdXxSiniWvPjBJP0JJL3QGDPoJaJcTFPScuXPA5Pm4yz8ho7%2Fx1vqxY4IUm1lUq9DvJteNYZLEOXR4wpp5kCli%2BOBzDOYE5Alnfyq42x2A2PeAA2JrYKz%2BbmBHzNp0FjGnXNrPW8Z2WayGGgxDxoIScYke3VpVKH9R9R6yY7uNvlASi%2Fi0GGcAGYX7mMqDFr48JFsleJC4Loua%2FHRbDARfYOdj%2BEbm3Zk%2FXf42cegSQH%2FLDJvxADn2ouBHdl0gOuWxccHYIGBTj6D%2FOLHG1egU1OCQc4zKomAenehUc0DfQty6oAcM%2BXwfxdc9SRtr0wiuSVH2FKtWpGkQt%2FjLppLBLlHknIQEgAVco%2F04PZfzOvKcXzwMEFhYxcU7K%2BtG0uw8sEQcVncXgNBL62EoKqdAd%2FNcvqOs3Ed90j4M%2F58bEceecCHI5tQ%2FV9e0NpIC%2Fw8v1DyKAeAS9o9chFtgM1oDxZpCmJsWOrBUoBJgE25yKum619fhxW%2B4feGN4OnLqRcB9zDe5fiQu2zBALbBqvNI3GvjtQaKrQ1DEhCRMyPR8%2FSOt5g1zsEUeHawQcVqGqNHBc8j12%2Bta59jWb4nAK5gsgTRsjAvGvJUt40OYCHBfRDTIN3nIRMiAbSJ4MmF9%2B%2B1Mr72gh9zhtYWKPVfK38xM4qd50gv%2Bggg2bPYILgwqjLoGJVmoPIDOuc3dOkDo87BuEneYkQfaj%2FvM%2B1Xsf0LD3KG%2FpZ6Brwn1bHbL%2BC4%2BNJcKmOzRkBbAXk4y1O3meYY0B9EIFcNNOY9l%2FYWQFnBnNNDF%2Fo8JvZmiVtCOAvNHtUhMQ8B3prQmtEH9CjllUwpF80K9R52xGCQ4gnQ%2F2S%2BoRN%2BzbTtgSiFlgwYh3q7VOH3iPnBTbDL1IyPl1dEkxBckV8JyVyEmwzUKmhe%2FL8XkvieoNQ7OwwwH21hdYvLIXEDhmjrOXvknSwHH%2FEIGjMT4BBFnXhQA6C2OgRLH3OahmeiOmDJTEziGdnbHsiHVhyAhQKWFbeTdV6nRae4VcfLNkJPVJiVtamW35YRle6bjOGNqd8uMG3jTUt8m6E75C7QieMsf5KomVUJe7wmandWywVqFlogWP8R1dQdibTQgYF7pFttmqMk3S0Cfb8R%2B5lXQHsI2YeTYKpLWL1BgYT7thTD1ss%2FA1CuBDcAwtKB%2FtY6xlyqQH8klyrkBx9EyXXl%2FPhFDEX2ep5rYKFk83OgnoMCS%2F0jbwXSUvt9KzvKiH7ONsBEsoilhmQVA5Jy6yLNFF297tuq2L11WCeTgeb%2BfyVAjoJvKGQGZw9%2FF1fhtAp05xlU0uBWmCjhAf8YUfrOCi%2FGn9B6xU%2B4HOuZBRRIBmFvtkDPCdLC5nlB9y7l7Zba8SAX0INKeN2pLTWxzj6befU0XzViGjEoVs7n%2FqcRmXi3wQFPd4fwFBPj0j3%2Fg2hXMw563bytcGPvNkAY1Utg0Aea%2BHOTY%2FafN89PsLmRFQsv%2FFWYF2sxPo81ESKM2L3VSi8tnuNsFsFCGIFVD4eGqh0ExXxuX9y0Viy4uBfdNKIVEGdvIde4B3TMBkf0k%2B%2F9c7zM4iqSl5WtHL9rTaXW7S5oZogY1SaTPe%2FAq6sF0JHDFuALB75K%2F6vjVRh2%2F%2FGgq6iMHL2iuUUjSMgkTXLOQtRQkYsNUtkx5ZEEb4XwnRqkzD6Zjy7Zv5FUhca%2FACeOkPBmaCJYjNUAdCnr2lfyAVWYOx%2BKKvH%2BjdosnZbnRRXuDTUoAFkuPIQ%2BERCErDK8uhNjG9LKR%2FmDMXd8NrYP1ZJZyxuan5Ex1KMHd5fpMuFRgwjCIpjp3gIrkZV17QdBkBZXpGG7iTCwl4syWrIhHNF0rZTlieVvDi4Nx89goZye3TYUWN37JBqPnK4blbDdzI7ofejtkryq7FS9NKLDpOu9tWFk2hi6qgmeR32HYo6cUsowmO8%2Fl2bZs75%2FCpoPsNdERSN2QZiw%2FCRa0bAStkDCcTJsANa7I2xTXc9Q6tsAz0Fm2XBAQE2G5WGNHHD0a6Oee3gs3rmk4yeK9x1%2FDWsB5RWqwdcq8dsJIRVvB1RTLmtpXwd4zeMUacWCiKD9u8qRlGDM387XC%2B9oK34w3OLV%2BUjo11LY6WhRAA6dEIv1kcjwkXKFW3e4tbBZH4FSXipNW6yuI2ZF524pVfirWoWXpBomf7RAC1a58yvhplJv9T8VlK6IHmLRpLQT4Ur7GsQWDOKahBGrqevKt%2F30sgpb1DBYMQ2HuGKLE%2BQGikeal8xzYlXfRI4620G03UELW%2BDUhv%2F2R1yeBqydSekVLn%2BmApblOumX2A4W8Ni5E8JgeggCxvuj6TZTIAEz3vXkLeG6BvjJSR7qqEvz912GeuWU2geHGyk7lsxHxSAYgmLLu0ax9A%2F3O3XpIdQ0aQhi2eHuXee12WWSgJBywp95LMKR5al%2BumAFm9luY%2FkKfXAhXoursioYOdj0JZ0afB5EA9O%2Blwf5gqh%2Fc0ZBRyJVfLly7zv5XjsN5MuBx7struCYxWLcQBh02gWLvz1bw9MNed3K%2FPEiGDgIjThWBZGnc877vt5UEUwsPkUXd4CVisAelUTdkguNM%2FkF8cp9e9%2FCi0oumv5T6TOjYvKKNm30RWL6FdxtaY22gI4e%2B2HJy9Qxw1jBcH%2FC9tFCqilVSM7OW34DfRxFURv8e0CeKwj8w4wfSS3lADvK6QukMDrMisQGnFivZDpxM3jHGcQscLf6sLbaBGll9G0vBB99%2ByPpbmihmz%2BeOKfKmhJq%2B6M577j4NrYFkM6nIC3FmDVY%2F0qisPSy0vctfkiDCBlPBhA%2Bs2xtUGCK6fhspU%2BPh66mxtguMKdctN7wxXeJw8cW%2FNvGySbduD92H4R7CrzTc3xnkHbSxztxitUqXZsItJ8OKVR3oDbekx2bVlCng9KZmzvUePkWfUk%2F6ntdD8DAdjWa6Dlr3vQ4hx4POLhKtB7LbA9RNRFQIMsDD%2BrZU9Zsw2Zt%2BCh89sAOoUH%2F1n95l8aCq1Fe7sqjSz5GpKd5ab8S%2F1ykMZ8oibRqoJuqqQ0vPxKh%2FFLqy%2BHsacjoK2zDpfyxonJgpf1sTorQ4TJKR5qyO497xQxWqnn5NZVwKbK6ppSpIeS2WhD0L0mJpG2g4qXlcpyK0ZAYzkvTHOKVpZem7wxhS7C6ESI8OMwx62vsVEDV3%2FdfiPaQGe0ujf45KmJjbPP%2FD9bOl8iCSYi6lxyiuO%2B9kJE7qo91RNgrSHAisWb%2Fpxly31z2gwoRb%2FfZqt1VkfzAQkbyP98DMdJNglvkhFKN7TdP2XXJB7GJI%2BKDp1q%2BvSoFTrHgk9EZHAjtClDIk4leVQXiTRWo%2BnNL%2Bg0cwBsMGQQYNkJjGEn7MSO6dKD1kswFBi5%2BP0Syk%2FARZRi5Fk4NEGZ7rxCHa1JfyRS788alPpZr3iX%2BsrGLVeQj3HM44v2u%2BAVfUKOUNEOAYYFL77AG2SA%2BYFhGbVvkD1DWlVZl2R7i25w46vxgr5w56uWw6TIHmT8l81F21p5Ql7bc%2BURnk8kVqk%2FWiSxC%2B6J3AhASownWXcSC0PK%2BMBrblgzRvMljKBac04wPocQqVYoIqdwzBb4ocqFRvG6DYP68NNYV7AmbsmsOJaPbeOQF%2FZ5w1TTXlFtVVCL2KmVmwW4SjbLumTz19bpIXh8eXV6ZswTk3jvscaO1n%2F7kI%2Fj7zxNn%2Bj%2BhKz8lUBhyarasP4wOf7e46UPww9BlKq7pHK%2B8Mv3D7AksGw6t0vv6hP1P4WWJtfcYCgjcrCh3vpexWvGhfU8KHAdHD4kKvarnaK6FpgHxo6nEi%2F7p1dsnxUnwqQfNg38bwVzOIif%2Fzie3OzDvDrGaZrZJR4pHGacnqlXotXhtcgXMQ76ubp7MfJpc9ZEOTXrBq0kR1QZ37ANCt%2Bkok2cLWydRC1azd3N7qyRwTXr5I9XD5sdRntYvf5qUCqF%2BM5fr06axezyMFnZlm02LAgxZ0jKOeZ59Ib4ap7wmjx%2F2TvaAAREWUFiLtyLHd8XfW30LQUlab9pIgjy8vVUrHjpD1A8FnmrnIdeVFS8MHofy8jP17hkN6ibu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_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_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_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content="AD,AE,AF,AG,AI,AL,AM,AO,AQ,AR,AS,AT,AU,AW,AX,AZ,BA,BB,BD,BE,BF,BG,BH,BI,BJ,BL,BM,BN,BO,BQ,BR,BS,BT,BV,BW,BY,BZ,CA,CC,CD,CF,CG,CH,CI,CK,CL,CM,CN,CO,CR,CU,CV,CW,CX,CY,CZ,DE,DJ,DK,DM,DO,DZ,EC,EE,EG,EH,ER,ES,ET,FI,FJ,FK,FM,FO,FR,GA,GB,GD,GE,GF,GG,GH,GI,GL,GM,GN,GP,GQ,GR,GS,GT,GU,GW,GY,HK,HM,HN,HR,HT,HU,ID,IE,IL,IM,IN,IO,IQ,IR,IS,IT,JE,JM,JO,JP,KE,KG,KH,KI,KM,KN,KP,KR,KW,KY,KZ,LA,LB,LC,LI,LK,LR,LS,LT,LU,LV,LY,MA,MC,MD,ME,MF,MG,MH,MK,ML,MM,MN,MO,MP,MQ,MR,MS,MT,MU,MV,MW,MX,MY,MZ,NA,NC,NE,NF,NG,NI,NL,NO,NP,NR,NU,NZ,OM,PA,PE,PF,PG,PH,PK,PL,PM,PN,PR,PS,PT,PW,PY,QA,RE,RO,RS,RU,RW,SA,SB,SC,SD,SE,SG,SH,SI,SJ,SK,SL,SM,SN,SO,SR,SS,ST,SV,SX,SY,SZ,TC,TD,TF,TG,TH,TJ,TK,TL,TM,TN,TO,TR,TT,TV,TW,TZ,UA,UG,UM,US,UY,UZ,VA,VC,VE,VG,VI,VN,VU,WF,WS,YE,YT,ZA,ZM,ZW"><meta itemprop="interactionCount" content="14420"><meta itemprop="datePublished" content="2015-05-22"><meta itemprop="uploadDate" content="2015-05-22"><meta itemprop="genre" content="People &amp; Blogs"></div></head><body dir="ltr" no-y-overflow><script nonce="DjuLTakROJG3a1oEXxvaAg">var ytInitialPlayerResponse = 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codecs=\"avc1.42001E, 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nXBeoDYrCp6Utr/UhBKOUiFENcEhUhnOWvVsDnIS0Rbm6zoHJuJSqimaDpzCm1sI/I7eHnejjB0BqdW3UxufS+CFKVsK9QCOlJiVjlgSwbAj9471GSbpbWiGgH/CZwk89UgSAF11n4SqNnlXrBKFrx/NsfEnrqw0PdoTrvy4ye09cEKajZfHlv8IjwkOuhwKXZlpfGulU9fJMWjeqYQ3vm2lt1RcByDey6k2rdR9N+orFJuaqyCv1X4YXQgayJ7KgzOjMOS5sZEMXmK7zDWbducJ1kmcuYd10ABswAN0PsGjrqGGCWu1hAssKVlFdz/NTQjtQGcuRrfVc+Q1ew2IKrccKq2wo8TwauqaKdLG1nuVEesY1tsKM/PyG/AXxpdF0Yn1OozuWOU31hAPuN7kTC4vDXP/raldksoS566AQbBE+MeTJKKB9MvihccUpXVEq1h2Bu9mT/LtNPW5W2W3RDqxXwGhoEFZryVTRQwxQcylWO17XZLcUOQ+kCVe9cp7njtwM4YDmc/odRbXexVYrK8sWW4gQDLOBHCcrID6vcVPaaEbkOv2DhL2jRTOauf/bl0+XMYqe+Lauxxvmos6BCfkMIvh0TD1HMJ0RnSe3ZesaK+2I7GKzvO/ST3wPMVkqEem3ysYeSlvrfYH+qczwCR1xxtOYF5LSeICN+Qv191itC/G3qRgDsT8TI+ECXR4jhD5AGwe1615zglFQ9sWKoFLEbHhpw7YBhr+8yC7JVh4yttNVVoUxcs9DtOMe/Z3ATtoyUA/otl37riXtR33eEHNppmiPoD0q2CZyHYr277yEolhfXjNH2EQ+nTAfz643macXP+FxhPbXq01jt5ycmDeoX7L+epsSMB2CwtZ/YBY41VEg3qWreXICEy7f6rYVj/hfvm5pVZ7s2vUo6QZ+Sp7DsYWwHliHfJ6yi22QxElg21Md16WAeh72Wy5HWPJ1BkCh20TkGvCpFC/FoP7UNAVXM9xot993AV34mNfOFrTrE+kvRSVtFoIc6YA9vXqggeEU6/xG9YGDMT01tOlMhUBv2swlfGqnFYGw5XWJp81r0qDi/fQS5k2TVQzs0AW4hVznhXYM8EdZb7fbpNPjy+2KnvYde94aknDuCN+FWup2gVknqw5V1KtCofYLXvE2ktLzt/9ca9MHtUfeIbE70eE/LK3LDtv4J05WZRR5lfkjaZSPNE8Mx089nrMEciG5h6TJHYa8M0v+bLJQNg3huNQMeJsYCCTiuCQhrOFoGnJa0YmyxxT8W+S9nbBrawO9QHQTEDCO24jpbQYTHNbyn3ZY+x9Zm9yavvIvCQLLEOx4YI+pLpx6oi1dr1eGeryDqgYTZJpS9pFm0cPMRrpiMpU7LQq73+FLsLEC5mnnroUue6eS97SseyVeL7ztsWq6Q9xq3HjYyEJKAInNb7fOblQCAIg3w/25G/4lzstI1ujp80dXWbCMZRl2MjW7EM9sqVfNMPJd5ZdC1CpU+CWoM5ARuzfU+/qsPPTaC9s+X/sTmokF+LrRLz0azLn8GqGziWNMEQ+sR8twSe0mbCUVc0nsTDh64uUNk6u/0Xj2XVlCPqopcsqQSLcq1A2bPTi0KdGgoHthewkrXOPLoROqskiPaEFBvVPexGlnHWP94i65axAMkf6Yn+Witd5nG1F/mBTE6ERkuo3mZVjkRErw0O0OfTOR9xLbbxrsbqb2YhqbrDBB0dC42QnhZg4oRAxSTD2UGb3sFuhFqJd940jpg77pDXVfHrgw8/CwvyXJ13pbR2/kL47RwHsikbk5hfE5zMpyH27ucSNRe1sQ1PtPWyncWgm02IxydGxzcql3In+nxoVDT7DFvpkxg6IHSkM2IgCUAL+/FU5E7a4BUoMzKmR6J+Gs7ymE1RjPMwNGz/d7/XUKCuXyeOpfS7uH0jWQ+arKnyMxSxfLc+/Vh1gxMCEYmf/QfLgu7uqsb/qmmK16AQag85pLAYJTAtTZi4mBAJknLS/Doi1Irvtsorw3qo0SGlroFuwv44w7hl1Jn5qAijcKkh/dbYgfy3TeSWfPA2mNtEZ1zuxl8xaGyyGDBZislXxI+DhZuNek9hpOSdB+poiG2xQy/6K/xOcomVTE/FP64dMgep01ZuQ+K6PxQioeSPdwIEp26P9fHedi4BUr/T11DmVNIJ6jaueJdimOuThCF/fpU45qhPdjqhXp0RjhLM06/uXASq+qXjAXeF/T+ukgoxm/fxWNLv26G+iw2TnmyOqEUD9K51xlSzM3X0tRYwt1lRYVBxnALxJNSHFGa8rt14HAU/KMeEYzjS1W1NIZycX2toJ4uUi+ceVSDhkmjwMDV4rN58GmMNPy3sAsC73YxHS151NsoCegf48jB5uAhSUCoPs9AmFPqh33ew/K3Clvqw6LWB2WcOjPZL7Y2lH53YA7PNCXOkdH87jaV89Big9tew8OG5lME5U+U3IfjcS9FhCpGEEY9+PzkW0OW2jMQxzLnkCHWUo+Qmg1EXfR0lwKE4fflEspu71kAY+Hl076Qk1ylmvaxf25z0oWxbLaaYpyperr9JYXPzhWOwZbDp7Mz+YMWIdRvbKQ73v9HexL0r3uhZRVzJGNgUu2MhHGURUXbpbJQyGC7kqtioXVdFe4Kpl4rRjFS6MOFNCXh797l/fMG2qKUnwY8Lfcw3Wju4t14pz2Ha5my5151DlUFT/Cik6etOXvg3dyOC/TuZI03muEkyPBHYmMfBfIpdurdc+wrGV3mSIV7TTNKr1j8eON777ZDNG1W2rxBa7Sq0vClr/DXheBnAVnPX9Y+PHKi6YrVvFJ6qYBIAmiQZZko5FPNMM39x/dJfMuS8QucRRDKm1E54Ed/wgG9ia4fBNw7Su1zcdn+Ia5R6jutMvyFvU7W1Etckslwpu/lpEm+isBoGxPZ5t5eR2LJNzlpbaSyVN/1WHTO/2JCv9uP8TL2JgZdn8mN5qsXidiGkCA2KIPMlkpodb9ViqWbPkLhdx05eTLgXoK1zYG74/btA68oulXIK3g95gmEl5fhzmtXwsCe+GnNqSjs0Qtg7NeZkV8dCuGsvBhJNqSv9GVlRqY6Vy0yCXveyQ8+c1aTuQLVgN6aL64wip8NqPt52K9+EVIed/bWuXHxe/E2WMWlofuUH6GOAbB9nXoJ2HK2rGQwXXYOp8YtovLJmIrG8UaWsAhvLxBWlvAld/vlj3lJmOg1JIJdn0GibcQ7qA9HsdAL+5WCnR5RAQLXIPUs1YQWPKAoMOPW/zzDMLfyJL69SIv9yBDzrEuWxMnjVF2mHLDB2ygnoTYLAxUFER+oU5mrUmjSh+EkTwCgf0rqguYu/0WvgmTSpHu01mi7iCRAd28T0AiXyjw8OSo6pEVtCQz7jzAclK17b4czVEFA9SPwZyAv89Vj8gim+DK9Qqa4zNyUVSJaAC+v7+9JyF/UdQ1WkUD2GATZx0s+W9fla1lkIqASVCOozWy37XHu1LX6S7JeISR5w64yDLddBhQDnb/TiUKE8oP717QTv6gyzIhOWrOkLtuAMOYIY5CVNgcQAr4sprs1AeHdmzEriPUQybMB4XfM5ZjBh3XVEMbrkNfyCAudgeoaO+TpJaxXbh0DrjaVefZ3HtgcLx19W+2xxl1whPBC3BNvcwNqLt7TLfWj9wMLInfFd2H7HxtIm/glDtLmVTKAfzDsuLtIc8A0y8hjGw4+ZRRiG9Mt6G4OEJU5TyJcIpF7SAXO0aXTe5kH7g6lgypIZUR6QRJhfvfMNMFkRCohrGRdFY0SYDj7PI5QqmZN4WeWnn0ctjvnMe/UQt4kRa+H3gOd1P8IKpqM4tCIuEh1tjuUedv9TTfTmv5LWSztB/8Dlqbr0qcew4ZOomllHk0vtckVoLpofaUDXqURke1TVflVdz9NDPEQ087QvoGl4Mm8VENGrWAs+gJkwl54NprJqXLXGVdyWDQG2KcbH3SPDDpVWxs9iTnYe5GwDsIzphKIEY4tLcq4YZBmk3FH2sNCIP7Lj4nSu6QKF/P+CUwWpfnSIKCtL5gBPOPL0jNM5lemVJ1glb3Wmrfjr3puEPEhFq9VTMwo0OvpyihhiFJlJfn9THkb9EY4t5e6r5/Slq1DD6wE1KMjTieLiKgensk6HWRNgpwg76T9fD6FpaTxHU5cGw6DHVH3hbSLYbNtk92g0+VCqU+8gBTeJCJfTLZQiz/beiRRTBuAEosfLiiJdog0lYs36So4xSwJDwV6ZtvNbhOdpuiWgWpLdflHS49XQMoXxu8eizEfoeAQNMZbI/B1cQX3iy3bgirpT2ytCSTEVlWKJfEcDsvckibWzzjfA7MtG1MmqTEggMP2Jj+uNVhrlPlz+Ycja+EkL45hlwj7aZcVR/+oSnxmAvSuSx8C9srHA++THmXgfNqAHzZ3Bw95KvKDI4/iHTs6CudD8WvTi0KQeUhW1lfXZcIxfX0mMixfqPiULrRF+7HqNitmYf8UG+qnSB/Q94nIWal2Sek+iXjcx5zPDQ0PevaQ1eHuYW1wW390eofy2i0hwJtkGM/1iv7jaJpdXwujL6JXZ0oUxmAij0wSJnPXt/m/iYOSmzlr6KUE+EtfycayJS4deOGU7gqkPZ32rjAeZO68wzTLqqx9Lznii3K+/f5Ak+HVC9Te/hhzCeFhFxnUpS3dtajUvI/HXduPQQu2gh+akC63aQEzSYVpRLZVL9dVitsbiMA82RhWjAXcZ6rTdV8ctQNUZ8dYKrQDLvxry4aFNUOInrgZ8R8mRmdDPc4SEOIoa0oT130ZqDu1u+6Nn5fCFKd35eXva3Cc53DqQ0mCGeKgfWLCoJO2oJHdEH3F+WNbJDGe2QODhoJxxi9BhKXaUgxS6iBddCaH3tRyB0uxUAnVUwp2QuB8ZU0+OARK8G1etnjp6vbBDhaOX/HCpVMf8neoC25tUYbvwSDF5+cccM5nx4UModjW8WKoFGLrOOyxOESIO79WW0VD/w3NAn56HTt18dks55pWt4tw573lUEPmNaTi23yx7KXQMFuATOkpC7C966tqw+zww5mZRCQLwuKk0y5zrQ7kWWIQ/14dwaF7gCxUMvzuEsisI0PlQMNwHDvgZANn6F3kJts2NR2jXbsZApU9btw6NjTfc3txrbQFFDKPQaiOUoFKjVt8VrBTeMwODB11XLGkzEwZ+3kkQv/IYVYEW+NHJE2sTvVa1qC2kzFo4RzY3FJ+t+HJzmIxSR1bDrjRmbO3XMPjC3IdYI2A0UkaXOphVziV8D4MQzP6HZSfqoty7lbKFjMQrGN7UDWDig8i4mGbEkciQVhp/8T/Iw/yjoTGcCsm7RKZUul3g/FuE/ygbzjzQl01r8lI03LmUeYIiebOMksFkZxLHU5YW0UCXoT7dd8OYxVO82o0/eSL00ToSTNPYNEcLIIVz7MO5zXewZV+569IF3kJOF6+sTDfW9D6kO9ERTrazHUH74oyvBRkOI4agczmuu6rv9U48TmYC87XCuTKDH0vdEe3mxt/vd78HTzNxU8tNs6z+AwAsbP/vqzIfdCsXajTbBUvYtQN4n9o+zZ9dwWAPA+yL0UwhB+o9W8dBsFd1sjbl8irW4SGlPXL2tXOjuZ9+NPhK292QFWgwAgY/T/gwGI9rR5XQcvsga5cXNdRwmfc0i7+Bax7USmPgWc83A9sdFZFHcBOsmmUbA0TqQvyXNneHRpLmBhbyVQ7xCL4kBEyPTBmkFgisDrJ3TpTF4lV7ONwvE0WrQ6rVkdHsCxMTK4vFt25IktWjVovkLIP7b5WhxdZH9mfFlhWrbpLE3Zq1hUHgQQ/XhwZfFP7jlj467UiWEpUvpLlqUZsLx9cYYpkH0FEAmH0wspK2ppH4k1RgcJL0VyD1ImIkr5wkekAveMoyoST0PPkI5TG5MZUENPEXECDwaJMY5g8xrUEoV1DWu6ync+IhUrs5kfKLshpBBwVZogZSy0L1zv3qB+nIBsP42+FWZ7DGVWdg67PO3Mrf4l77SaOW30Mxa7g8pq8Bpe1lHRHF1BCKH/E7UCEJaaMqHiPnysdvNfZlo0OrEWkxRlKSzddgdRX8kkL+SjGiMdb/hnZ2Mq8PYI0wtznAuhYMxvPNKWi5P2o26QH3ZqGiJ+5S9Xnsf3G9iDLFF41TmOY5poDI+vd1BoYO6+fQln2B4RKzo39aMQRHphu361Tgw/ASNj9LimrlDmlYD5f9tA+21wUGz6palaLSO3ZNHsfCbw7VjpbSZkPCqoNbzINT8d6yqE/4wIliN2mO7KTMazdXW06CU/EEB/xn6r7UoPCiye2Oa8+F2vRf8DVHAdFABRatBX5tUYBUaN7m2pOmkRoiumjqJc/ZiwSaBarG6CnKAkNyMp6pg9d2+4f3D0E6QcnmvglEVxrKF8hwmdxlf6nki8nQYUrhUohkhILm35GFK17cvo/qiRbXZKLlsJD+S6Sk6Um1BweEoqPRhzv8mkPU+p6T9okpdoZKAFjqd+UxlyXEpT+No5/ZJzsJeiJeaueiofsmMtW4DXOJhexwt5h49zellftuu1cpR+EY37NaiEXIByFFt4587RxrWOTFAJoXASGxdDeY8klO04Mb69J9Y96b5DsQvWSbaq6sfDjV5ByuI4ix/APIQRfU9MaLaVxVOTV5YyIBQGyMKZNWwqOLtoh1hwHCTVw6N04d6ZXZckX81el+o3ecAea8WzSqN6nbbf092evRedp7JC9mqd/u4DEj8g5yxLo6kGGTd1z6hKMxskRzPhx+j9o72REeZ77HE0Llocb3L724vr82F4hvjYTgu2Lf8m9Oks+EbfWdqoDP3Mx7EyGXvnIFAJADkkU38dqa9TD1mhiAHNrL2zFu8KLfb09nFqXmXk2pLJa8vNeEjwq3Akr4osNeXWosWjtBX4GzdJmwZByuGSg1luwzD78V3KHl7A14murD32P7vWKHk4Unji8PATc0kRE238ZLBeE0k8xkx+dzOh1D7ZFg+K6WE6tQs4lq7twmJJChNrv6ABMb7+4xdeALwAoFxS3hzYmSb63bEf8Ew+KmIjk92G9GcWiKRt9Aeow0rv0jARLX9RYAi+sQQnd4P62x6zp1TDSSQNPDosRwbPpGYJddp+4ZIY9rxdzASpZSDpTv8t+B9kcNrQBIf/m3zBQEVHCZkiKPJwKewUAvdZTHpbQtoOOcUKUzxtnRzE1YYJyWXnKhOh2hxtq77oraoeX9lQZXZD6GHSHywqCPGjNN6zkDHeH3wX7E4ToUGiJL3qIIXgyxh1nKSZMHKE8HvKWvN9GBSm1z1DR26DVY9VBKAjzUo0DoNtH6YZOcNygmORWzbtiAPUaFbpuAPKLM0Q2GFBIQHDQk2sOgSFoatYGDndtQJtt88C/FjtR1LSWVobSbDGuoqru5H79J5IiHV7gsjdUaX9E8CswosTisAYSmA4Ae+U6EMF4szWWSqs9+v5Ibfl7QnfTVPae/VfVGi0KprfRkiWBTUJLZQESqnUZ5p5Khqj1geNZEWbpcgkz8IqC8McsOR980l2fr7Bd2LUIRUoYmmHc42aE5LfHedxL+kaPtFWtcoAkatiElbL/MxREoEqOR4oz9z/Bji9TsaKw6w0B2b3n3W2Bj2pavE2Tif4e69UuIFZWbGeOqZP18uW/6hhF5PMx8MtgDEX+qEC71hv2gIqWIZd+ft7i/rbVrI6wIMuJDeQfLmYhv+bpCNjCGIIXgE4VupyVPveXShil5OQVEnP9RL55Qm3g7IutnlLBLNCzdEvpvZS7+zqVIMTXY9EaLowHuqprKDqVt1bhkzr56d4cXzgMvIHJsussd3to4lrZVc4EiFYPOmMqLu2jTxDyG5BnqjcdB67yF+BIucK7M/2VSdMH4tXApWvKbTC6qbrF2vuHIqwF4x0xOErkQOWfp1f40b18dVhKROhSaotRd2GDbEB6w3Q8q6Xlj91rxdp0FlCdyQBG7AS3mN/QOlkn+wh0tI/4nocPmqb2Xrbiaa1lRSIELIS3PzVyiFkF2KhfYYXLW+yYK1TN9fG3L5nZKhscYa+fIMmeUDcMg5w2oHooRwLsn/7jHBGfAnhh5d5nfWPKIvwHB74uGL8DoyHeXzt0SjGvOCok7wp2u99sCZq8oUjSFteNNtocp/6OKyEZoC8rnzAztMoPJ+o/E08/ZMz7Bi+Dc0uPGg+CEqdXm2PzHlAT1070QCEXqfVNOaXx1NXvWGur7nobwsQoM7jBCY9XkjfweC29+hhdLOGGDRwwyHKawxj26q6hlzkrfvtb3fK0P9dX07q13GxNQZ29AckQX3IYDd9wg9Ml8qtwWIcm8sTae4B0tFYew+z5Jm5sPI2cA8joM0DWHhnpAz76ljsEPgF6dRaKzPzkL92UEefR1bHAhXlyB1eUoXZ2bfyv7c9or/AuWDwcaPSFJQELrdMKz9W8gYHYRpkfE9CmINvih+9m3vqgPnk4CnaYhnQ5orC3KfjJYrtGNEdF1G1cBV7xRk+Kmpn5zaEArJmLjWlCZcDW4cgxiPQ3zVB3ct6rA3Lk3sXJDnKcAFfmeQ90AAMIXS2nCjUfKlyNL6iyZ3RApHpwu/6x4WN7NSs0/5ajclVgPDkcDYBl6kXqjL0nrOW5ecDMCBB65p6hjwreQWXTDy5awJRfBVHSxVx3+hI9yPMtzjOTGqInUAuDBIs8sSxFSAa1ohXXkBzF+5f+4y/hwXTTSyqWbTAkzF7qPHODLSpJIh6bm59f/80CbG0rz23hmia6M9FgtIvRlOquxu3nHPQEm1/TtMrD8KgMxbWqKLwlYKyvojh2XnQy6jnoUsVvDScRh6xKf7JnIkyKlHp7qeORoAkYcQyFILUr/dJ9MG9uEWyUvAQkzrUgp3yaCq8c3P5qnupVE52KBhYWXW2Lf4F4XaskCMlpw0YEAqVq4+gwrORrqVinxtvjoy/sVeU9Zd3KrzvTWUrxuV+3mI+XYBiNv1PzIC09DngqW05edfu2/B40chO80jDrkfQHysJICtO+lsbfPhLeu3U0sioiXH/wfpjCTC8qBZj/1kpWp1cck8Sl86ph2x8wNwyTf7KVPnMymB0wX1r0J2Xf9V5EElmE+CTUYOklxqqgDZBGFZcCMQFeVLBwzrKwuEpIOZOcUYafSxvdM60+eLBL35TJDTh5Q4O7UwgDylRQ/p7ybCYUKJQVAWYQHx7Mkj5KmFb+sWe2gokA0sN1OIJJGxXGP9xck3ZGp8C+Uf2YYxKScXzmoTCFAf4olJfSDHg3Gv70CacpTYNHrt88RTzlbYjsHq7JjwwNHlECZgQAI6/LBuaMJH+mCS4Cu/G3NnSWFpQC7OeGJ2iZp6/cQ/y3joxP7MRt/MYS1TS11ko1U8Ao12z9XknZg7JX+tf6W44JtqUbIB3EbP3KRPdHFcC352jvijPnFWJmH+fvMRMZqy3DucJ8Dn0sod1aJJjSFkhw/pX0b+IAjaV3n7LoH8ze06+STMWco7gq5VHhWxUARmZiNXhyVoy62bbD0Nz+vRoHQ2myVnUpBSLDYUiuzd1dsRDQ4ARPVgJfCwL5DRJxk75+NXjYRFzrPGE2Omwy1OpwRb7b//BcwYAmdZmhZknTApv4r4ejPukfIE9Ny0UsHQPGkUN0sPOH5aWWM+X5Ba5J7DBLJ1MsVn82fP2qBMxJe9XRjZEsY81PQtwG8WOGJWNaAJktkUEoC+duc70HCTqTJN+H2NFZ89xuiCPjff5mEtwLJsU/eruQ91rCMLQFSXfGMJiSPU7UxJHkL6twC1nmoo0NI5IwtH55hehKKTLQEO9GKJLn0z7YYE7H8vhvI0c0VyBoKWwUmj4L8MXlzYRt1VWgJcqCzOMXfSHHpHiBgHHKo/gAJr1j6IOU50ZLyWpyRbCr8BJmmcyb0dW6viNKrf7OVEHXEVeCC/uPtOxLovh8XVEd0wM6CYheajFMnuLTM87lzmQfX2PZDjBXS8OPQPxZJOoyzeJK1HVBaeX/J5e218XJrpdqw1Vt+fYcOsdoplO47cTfcPM0axmO5gVEkz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Daraus folgt, dass jeder Akteur mit mindestens einem Anwendungsfall innerhalb unseres Systems interagieren muss.\n\n——\n\n"},{"text":"https://www.lucidchart.com/pages/de","navigationEndpoint":{"clickTrackingParams":"CKgBEM2rARgBIhMInt7aj6rh9wIVZNMRCB3z6AkdSOHn7NGVxt-TzgE=","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/redirect?event=video_description\u0026redir_token=QUFFLUhqbWtBNmxBVzBUR191QVp4SUFYSXZjWko0eDRHd3xBQ3Jtc0ttcF9vTUhidWN3dUpVWXlfNlNyUENZbWROYlBZV2FGUzVOeGtLTzZ3dGtZRVgwcWg0MzA0UGhIUldJTTMxOVFFWl9iSVcxUTFoS3NWZ1A0V0ZIeUtGb2FxZ2hSQWd3NnBBa2pEUUJOUjNyUW4wa0hPRQ\u0026q=https%3A%2F%2Fwww.lucidchart.com%2Fpages%2Fde\u0026v=zid-MVo7M-E","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/redirect?event=video_description\u0026redir_token=QUFFLUhqbWtBNmxBVzBUR191QVp4SUFYSXZjWko0eDRHd3xBQ3Jtc0ttcF9vTUhidWN3dUpVWXlfNlNyUENZbWROYlBZV2FGUzVOeGtLTzZ3dGtZRVgwcWg0MzA0UGhIUldJTTMxOVFFWl9iSVcxUTFoS3NWZ1A0V0ZIeUtGb2FxZ2hSQWd3NnBBa2pEUUJOUjNyUW4wa0hPRQ\u0026q=https%3A%2F%2Fwww.lucidchart.com%2Fpages%2Fde\u0026v=zid-MVo7M-E","target":"TARGET_NEW_WINDOW","nofollow":true}}},{"text":"\n\nFollow 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Daraus folgt, dass jeder Akteur mit mindestens einem Anwendungsfall innerhalb unseres Systems interagieren 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qMqjfIzrjABdCo70saqi0%2Bn8W94tnOVYFbNXVDhG3px7HXfrTlSKodQrhV7%2F%2Bw4uft7hCbyrcV%2FjJSEkjDIlK%2BqHkz6tVuA5ViimMQ66D4%2BUL9LU3jqY%2B%2FJIE1zpjvjbackFeOFr89dvAVX0ISFzFS%2B59J5v0I9zLbPVda25%2FaW2%2BhvIY%2Baev6vy3MlJRXrrhlK%2B%2BwYJTxm9iE6AEmi4PdQsA3zc52Bs7jk2%2FDbwF9pwvQ1krCl5Jy%2BByniJ22hhFXzldTXFYLqVeug9NQyvHvHomIDIBYaCcZpg2PwVqjbZOxneUhBeKkqrCQ2wwoKHIPJ1wBElssh1NZaO4RjAsmtOE6%2BrDynyNQSwy7kjWqNOUfCxcmj%2BvA%2BLc4UAt4j9dk0NnJ7YzdFiqFYwF9mNac29siTTbDetssyxVsHV5ojqn3e%2FGvNBPOJ0%2FVvzcMlgZ2zy2QgPjpHEaMFMa7Zn5IGaJrawFTWa2t%2B4jj47%2FhXnXigCxSgCFXX9z0M%2B%2B%2F9e6oJdKmAhczAw92vgBFCXehwdoHE9jeNMmrsDLzf4%2FVOT27DTfOen%2B9Sj6Z4k%2Fzh0tR4lh%2BKhfqQhwv4QuLPHD%2F3MB%2F%2Bd3L5Tp9%2FfGtefB7BZr4Kfj56W12Z7HFz9FKDmopT%2FCT%2B7UOT%2F0kEk6UHpnvnBgddLVfq0vNCiP2yukEeJmRGS3Cosmo2noH%2BrS0CxUuEMiJ6n0HLnDq0xMiQrYDrJcU4yS%2BvB09sntxmOC0INqN5l7jGRiG2LQel6GTruIjMrEGI2G7hjnQMKSx5vg5t0by%2ByJ5Dienn2AHHWdi1RC6S5dwKuPEsMdZnfK7RR67HIbmAkqJIkEmba6Gc6hiu0MSyWZ7kDL5AUBvQONkoqTOFOL%2Bepj4mGtoJPTiu5SMIyRW39jz6Y3oHVEh1e9psiuX%2B%2FgRKzuy4OdQBfosZCZx5iIJ5GQE%2Bmrsru5Z7mn6ZvNxUEHGEZDQAE5KwhyqfDAJMuII%2B5qU5L2mFAVXkImTgRPLh17qffV1IqFsR4xA%2B8asmIjGfeZxH4eANdZDdzwDKP78jeYkumsB8%2Bd8aX73evK1XwI0Tgi1NQUUG4u3EGp0EwsGgB8fPUGI8DC7Ox5LR6qXQJFLguw6eBEQbodUEmM0EOiu1w0MikeqO6%2BbNf34%2FAQtQ7OLl6HwEZFzmqV86drEVW7tpYMRoqA7zbU1Rj8aDHRZ6jPwUa4RkYM0BFMJn6irZFgUYAnJzbnaYq1QKBP2xcepHZuzP5nrrs744N6OtJD1N6MOc58M0RhrLwbl79YW5mwejup7deMilFkGjRFxAjyRj9oHYuOlm9pkeDOO704azOafTyn7Y5wwVqjMz%2F4jy4PPE09nUOQizuvyFvV7693iUAW%2FDh4kMMyEk0mn%2FUcPKlujn%2FltTkZi4IaE21vqP%2FnhFOlCom%2FVjMGGp7d5KIB%2BeOfjxy0aRtyy1sE9EcvwmXpo6ckMF1%2FX5gsI0aXD%2B7YWm%2FJ4nhtup6GywkqWwPQMez1GCbsmgT%2FX%2Fp5NyJlxX3%2FAYNk1ZeDLDC51%2BFkrjuX%2BwF%2FnDxcJ76zyrpOrfh7w6p8pVM7%2Fb8NEY94Gfodjxgvuu2PyBnlYGTkrZwb3shaSL8r3h%2BCLmg6uSYGksihHVIqwZziqDpJKUZxtUjaLXVGsMhaY%2Btyje8z1GM7q8kz9pWAOmvtynxVQiGo2armY31NumedZTDmf2z%2FqMdemDMD2RdmSdWxDegUkNr%2FM6CLgKTaE158atmG7bMbVfx3%2Bvlntkst93slIDG1MnZ1IXJxmVjU2uPVAl0jZsA%2Fgx5bkMbUXiX4QTGhCln47ToQL7YBVWtL14oP5tj4zo37PJwwR%2BynpyFiqdqlS3wvR2sElG6JI9jeb7Cd8qCo%2FSQ5ijR7%2Fvc1Xu%2BCiY%2BfjqE2nExgqVyBjsWpXr9NWljdIKNGP118uZWFDdjBxD6NvLXVufXycEGZ%2BGoRRwl0wcFyONkpeG5eDQdafFGxKiZOG2qqfTYiVRC04HlHhvFiEXRNyfa9UoSWhJqYlUrr2V2H99ihj%2F3Kf8ozdu%2BR0vjOQ3PVmYfp26lAYRrK%2FrcSOFqIbISlhXkxMSHJ2UwubcUfwEBokquqEoqo3MS188%2BWpRwqV3D%2FyZnSIoB451LipzLlYn5YfzwFk%2BkEBpyPe59MCoxVNRfd4ohkmoNmWBRbDBbJb7qD2e5D%2BExNayv1%2BeavF6%2FbYKN0ht66nwXQIy%2Bvw7hBi4O3yQJMsHUZMZTvM37dNpKgMgq%2Bx433TsXe9LDiT2EX5CCre%2BiTjAdxg3qJoZIh9Z%2FaMWm5bLvvugaV%2FpYNmsEYyAERpBSNljQ18Ma3Yh7tF4Z3sPTwRvQkuwJ3bhJioZWL%2B%2B8OEdUDLgeCLwzkjnDwRskM3antmXbCG52CYhCmhAMtPSK7WTlBycgfuUTs7lACY%2FjLVbSixP59Nv8f5nPc6qkh9s9TAxIGssW8ye6b1RxNtxeC0d8iEfWfM%2B1p9R6lmgQaNC7%2BteaGg%2B8Qpi%2BDufwUpvQJoKzkla7TtsxBqPftNoWCMfT8a60jHqROb5RTom1fPeWF%2FKMAFz1%2B8ssvesQdf7mYSUNLEOexYGH5PRCpzeYc9EfQG%2BZ61pwaI%2B3RJhKsUDCr5J5G1sRb%2B6u9wW0R%2FXzYDqGvSnq8o7foOZflYH8OZilGMVIAynJzklztnBl2CQ6aIfNK%2BLbh86GzP6XZlyXkkl%2FteKWvwW5%2FiUUcIECitV7LkafPdSagAKQ51ICaftwOpZ0OvflDCTust2RbHOwb8p57HDiEiJCjBr%2BJIzf1Lf5Q8qneMNQ2i4GfHKUVzld5luINrkpJ7%2BkZ8oc%2B9H6XriWRhyLXaetJJ5rt%2Bfj1FdUlnrlKe2r60Z7OyBubx8z0IUgQO4DR%2FmZGiLQETLXPxjwtNSXOfDeNQ9AoLJExgVxBeIXJahZQqXDW2REeBz8jJA%2FTmPjPZnkk5guvSyMQUhFvBCzBYcV9IKuOuBUCNDpG1BvkPsPu6Z9%2BUCR3TWkNvkAFjk0YZ7BqWzkrH6NItQwVm%2FpCoaDQDBzRUhP2zvtTFZMkyyn2MPJNkEzlvVFJoPIIszfWAtYlIKZpPOuo6KbiJoD818jg2%2B3imLM6r7uuaDeRXXR961nRHwz5FDfkU7XNp1A%2F89QDIV7Xk76vasn4FejAh6z3b1Yz2PpIHdsEGEhOKkuc7maFnq8CytfN81Gv0R3PLdTjVUBcslJdWqBJcIIZZTc2q0q6RKzDvTJaoLOq4SIbZArimcTSeHPdGk49p%2BoYQLeu1dDLp35Rfbc8MKxJaOpVvyYZK0E7guJ3IpN1CTZ5eHqATyq%2FQY2vgaa%2FHvfsThwaSIAd69VpXX0hFy9H8JNB7s%2BIP%2FHdtjLUHcGF5s9fhKPaQi8DhfM1QZBLjsSwB%2BOHmSB57i6QnTdEcrsWNzLTtBn0d1ozBw3Qfw62LrtPg2rto2x7sg1dBtYs7BEImzn9C4zwt1KkujBKoZj%2F8l3AY063eE7LYy3EM%2FgtOAw%2BtvBTb5wkoSuec0HXfT2OP%2FHOxIusZ7wjUGoE6YAJ3Y0ywitHx9RfSx%2FOBVliIFO9zb5iNdAGixZTIITmWxIIrdQYGM2ybcfxUhZECFmQkVIDpT84a5AqS8zjiGi9petvKPwkuWkUTkWLGJiREpASWXD%2BgCF3BJiE32RVfdr9AoLLHXifdq5weSzqIB8wSuychS0s7ag2hjScry4ioUAulFxYEQTIRhlO95dfvnfgXc1JMg5WQGSmEgxmGZ5I5%2B08KxRtaWLC7tMsh8CzlNK5AECg1zMnBi%2BToNhJ%2FSivsXuHMxL4vZzkfGm9eB%2BGH%2BHet8wyzvECccyOm8%2F0rAgpHSO%2BwBYjXMusXVZU%2Flr31koLkUDdv7QPGoIwTCnD8%2BSxGpW5XCNBf%2BbbsqzM3SBtD8XwoXF%2FH8kJaz%2BtAov9hQQ%2F49GuvjUxXGBzCzC6cO%2FVI4SjXLNnCR3StnsbDaFvsyMWiAufzVdNq5iO8vf4qX83mYrBN0BhfjbufwZ6LwgdH1%2B1cQ48%2BBkQ1fo01uqX%2FszaEUz%2FWP%2FfFyapwgUCcKVu2nkHl7rDCWsDJPUkqjN1AYHHjESDjxjWv3j77esQb6745wiJzfTlhu%2BEoy%2BlUpgkvkARvrS1JfLOsRzYlidal8XVk6pNPu0dux88%2F7Cvx5P81iYKBE46%2Fsxlm5mGup1Z8ICqQkj4nA1qyqgBCM56gpTSrOPE8Qh50Oyw1t69EOOucmBTEmRDytJHhig67X%2BzgFwf2z%2BEhz63uL2kRq%2B%2Bp9oM1wLiH1%2FOkS2X3%2BNs3LnDTsExr8wGrQFiBeNzjrNknwG8Ndq2Z5fiXwYsw9%2Bbdx8LVJqSU7InKYN21Ny%2F%2BqnhPhg76q6wE2zPI3PRTvzwE6tH1BQiEqES%2BJ4Wsg38%2BZCXaoRSdT0uFuqH146VIPby1rVKNe2jKG%2BsROlc1JcxYbMXQl2LroQXvZ4WngVJm33U5DqpP3lESv7M1SzP3QqTqEIXrmWiS7P2e6B8MUWshy9m77IjSzRpT2DK5uIEL62%2FqawN9rmnR9FDPcTrw1%2FIyKFxQD0FC6QFAMPFqej8rU8BKpHuBcynxzbVa6EfdGBkvKrptn42yyy%2B9hhYSvzrv6khrBnjUo6cg3u%2FytevVGKG5nju4yvaLRKDcarjs2aq9IY0%2BsdQwvSydaorPzeodaUtMZMAdnVW9e1fpeqYZLw03lyJfElbV%2BnXseRNRY2sImFCjg9waSUyU3pGDx2K%2F0vExIiacWL7wDBghK5vYHx87QdRw%2F16mgYzVmeIioVZ1TSARtE0NOe%2BQSNZuupRtE01utTKTN5xppIbIGUqlPbEjYBxgZJxUD5Cs3FI0OxcRjqv7HRBs6asL%2BbuG%2Fts4hFjGT8qfCQla%2BMAFehPj03ScyGSuPb3YtywFpjebCB8AvNhhtkw4%2FBdsi1jz4O%2FO%2BJHxX4z%2FezuiEaXPPxDC%2F%2Bo4UYKvu5%2Fx1fKzKBO27If%2BNwizJsqBQCbDn5d9AZ1NSTKGCB%2B2aS66i7r9wKCWfTZcoPGs9ceI7RWm72CxeleGIo0nR%2BluQGp23K0tAeZdKVp9kDIIpJ4UakYZbfaA0U05%2Fujj58Z2hdOVs3b%2FeJ%2Fkj5SDfO73Bwet%2BQFwiQaRuebuKyYyt98pU%2B8pcCQml5lN27I2xYgICKzf%2FNXcyEqYEnqEjMnYAOepI9YjVkvgFlTRnYTVfTgHRqEh8Zrr1yPXy3U4h%2Fe%2BygkGerMPFhk5swjWuERceNaAyAIIgPNWv0tTRrSm4TtC8vQvIZ1VYk0t5Wo0j3IQHetJlMzmqDXJEy1s4BD2X%2Bi4%2BXnQSiYlz9vs%2B9YBkxeZntrpBBTmXg8wN9BCGyFdmN88U2OtrFsq8SmcgI0A%2F3peKeiTpHBhh9BRz9blN%2FnKzjaTcl26GnY9GMazJy09KOrSDXRoXvZdXCsshM5kiYDOwSJFxDQcggXJOh1CQpyHuCkReHpBxBfNB80b7ZgXjw%2B0%2B%2FOcMxNmzYM3cLBp8n5Myv8Y%2F3nI4ULzEGZyJgIFOLLq33vIxyfZmr7WeO%2BuVzGc3uU3SVPM49546jRCjkbxtav7n6%2BT4rg3JeeO%2BF6VrFxmCzv2a7RVCU%2FNJHP8%2Bp7Ys5tXuyEZtoVPqU6v5zOtqGyDhHSZF%2F0jxrwk4agvhOeG8zY70%2FignNsVdK%2B%2B%2FTmm8Kl7LA1%2B9NodP%2B4%2FuLo6fmhLRi8pjjZhhtjCu%2B7%2BB9AsqQArOH7IEPFeWrTyB9UbPvRv4zi7ovKscD9zphkdvc%2Fu7kvIC7KzCN3C0TOmEgpsUMjrmWtDD3Oe6UbBEd%2BgpLhSts9B%2BF90Qe71WVsaRZ5QbQLm5pAnesqb1IQMaHnW%2FFzmyVP7%2FQJsPnD9WR%2Brk4BiLNJ4Pmnlp%2FkEhi%2FV4H%2FmoNPDwScToG8aHoWiLOLjZUw3RagQysQWJ%2FAaSDaAc1zWdX3sZ6AjHKpC5BTxrCuChKcgzAXIVwXVqwpUrwdPJyQuz9VnDrX%2B%2F0XNnW0w5k74R0VAVxwhEh8ovgBfznRJCplbozLC4teXSMY1f%2B6g7zw6dhs2R%2BHu3ApGN6xxnnfXtbVxmeTKFK9kL1mghn9OJ%2FhGa9DWtMDGqnlqECZhuKk5eEcvhXivP1jS7tnSGGNbM2rWNmfCiLSASV55UJs8sIKtL2%2FwfbeZ0n%2BnghEMZompVTVwyZBwejAxRbKs%2F421TaRsCAIxEFI%2BE5z%2BUYNAOmnH2XRu06aHbZ%2BejHEWy%2BlZW8fuSB7xHbPGXukKwYw9xy3dHKj7vYeJ7MiDYDCe97L56oBwT3oFptnWH7Z5dk8YICqBpqUnN3jshO3%2F4jpqKJb5DTD58kIGzY90nJ5ElY3a2TjPEQo1ejd2YD0wAIp9H6qf7%2BFbqQ2HhlIqD4Nnqt3emzo5GWnNe1BdE%2FL6nb2kAUOhRujrWWgZ93%2FXg6C02YW6hzcpAjcG9FsJKDqk4ncq2P2hq%2Bj7cY5sCsiU%2B%2BuaniUDVI54OuJDfx7WtZCmKcbd%2FNLEtskPAh%2FrAIHdXHKRXFSef5yVA%2Fl8eYouecM7NkMi1%2B%2Bzgw1RSg8QSU413vgTL1DDD5BbvlDjRS3PNwRu%2FSYQV%2BvGlVU7oy7tsFhL3vbX57qAgBOy90qGsl%2BNcyjZUHIURMIMIcfQGIIljEFYsFLBUDn24nOPsEoX2RIGV60nNNqLo8WEoL1le36RGq0xUC41OV306juZmtNVvoGnWnR0Fds2rsEaTECQa%2Fw1C%2F1xzrhSokkzn7m4BCKfkwPNz%2FFSabj9D0b1XGAfGTyows%2F83W2oAr8T%2F5RP9u2s9FFmG%2Btlje9j%2B%2BqeNB0S0HFPpE7IztPw%2F4eVPMPjYFH7DBP1wiP8hu5%2BKHWPRLcsbjwKniaH7A%2BMBtfq5iN%2FjM%2FUipanBaKLIUKWDhlypy0T9mllxxxYXwPz87Oq%2FSUV%2Fda8yAD4CB9kIYiYVvcg5ob1LpIudnlpIYvPIxxSEjS8RO48aW%2BCguwVaahLvxyfERrO%2FOCH1ofBmvZkW8ZnZfzoILkyMI7JUxd8axN8neaegWOA5NPT3llabXOr61aD8ehRLFO4suqdIXk9LRrvH4p99b2EBDMY0HbrfEztMi5wDZ9prPpwQ%2BPeGbTKuouKl2qiJvHX0KvnBjC6fZHB7%2BXTQrIG2BikU92lz3mTnLiTc%2BFJaUlxPGtDjd9jrzqFI98WWpRUkVGp4SVq8MpEQEkbjwAIFYfgVVL8sU5zqPMB29h8c7Yf0aeWY0d1xtgFwONvbWQW2qGTlAWCmDHdKeKR3sSc2HaNp0ahKI0zilawhO4o3%2B0EYOmbODS0yo8K834yOkfvhN2l2Fwt9AhHSOMrPSH5olps88AG6I6B38Sr90YGslqX6Z6XU6ghC4FYrKTF3kBCuhXSojk83v1kNb5AKfN%2BQyWDOHSkuNfREU5sGeAXFqmYV5KkqWaw9hpP4QzYKjLxNnta2qRJgno4LmD9wPy7VtsTSrV6tAdpv1fLv8jw5Y7A%2BJFHWmbS8hPykkXE6CzFkK8S4o2ZgiHdeYftWbF4dTiX5uH%2BXbPIxHYbZ%2B04yVtNYaEx0IBESq8MzWyJw%2BhbYpOOq7FwGT8%2FTOnnhREFroYPer9G8DXfkxzPQLLFZqQwd6az1w54IRW53wqilgR3qRKKDgAYebb1i4mVWdv%2FBzJLzjNYRdp6e8h092fGjiGVNYa86sd5edXuFyWM6yJnNPmsPWGJK%2BZ%2FLrdklRZKkETRIJb84ZwF5rxoBApehqFapcrPCvTCEVVT7Yk3rQeEGLp4fhilK7N7KusR71Z8BkkD6iQPRughNHC08slIXAgSDKKG%2Fmhf5m5WBM2qX4OGcV9Lqj4uVCCODOL0d33Yrpm1CuMHtn41TG%2BHAc8SfBGRy2eL53O9Eg6K6KByh%2FsTVKvs2bwsFVcsyZolAF1LxyxijRNWb9%2FOCRQXy61dpJYK9PP2mEJt6imBqnrLaNR3cvJvQTCa3GmejZJ%2Bd%2BrvVYRrqL0dfr5jvQmyZ2VJL5LVzeGJ6izqxSrMS8rCT5eOVWtUxpGczh13SZ9y%2FH8rbVJkFjw5VPdS1eyzmt3jo4FB5EEEwceYS2I9awZnWhQVo2gMOA%2BJDmb%2BQs%2BLzg9Su3Bkmdkece%2BngfPk8%2FSTDI7aStTVVkTR%2BtYL0tjDmZexxV6AlAtzWES1DzHL1k7rcz4iZKrdqwPCcexPRNLFO6DApeMMyrnYuRoGBbry00U8f%2FD9ClQ88za9FHqpRcuuMzf%2Fyop9gYYmpvCcsqmVcDf7ZtpcvwIYlMEo4covCOaa5o1qOzmjDSBQaqKCJSG0APfVSce5721MzGimPYqu6DnDXW2VGtGb99nVx4FY92u4k83uJBJT7A2IO7Ouv5k1capMlJZIjxr%2FAerd2YjP2qXKHQZsVm9RV9LczBSgQIyP6NyG6x3AQG4tskxsNuYxRGwMQhdp9zYzg4W2pqRM4cE7Toko%2BrqqGpbIYCz84YpkZ1AkKW%2BQiDHoU6UsCahkwTG1HJue9XIb46WvOUzGTl3lBgXbcPbGitRHu%2Fh6b0zgu6CVJWGGtkPPpmYWpXwVkt0NiBLP74x3vwd3NuRGPvTn1H4uIxveIWcPr1DT%2FC4YFbevYwUkBbRPcSmkcMxRMSREqRUWp3v82BpQyYTzWavdJQKJP4cEK%2FFfCZZEaCRxI7gLRk1mM6%2B1ASBP%2B%2F2qiATwiWFYNCe%2FUKz7jrhfIo%2BmLZKA%2BMuckrRlaTzSOEROZT6CJmz4z6Ynb5%2FTV3bSojyXHnbiwavCUIPOqBK8zj6rjcAMbJw5wCBOJuiwubmIZkrzfC9TK7OLX%2FMA6DHFP0sQPfntTVROfGofnXIBEqEkqCVdDO4OOowaz%2Fv4zlOTDfEwD9bt%2BRqmKKYWc0Scp4M6ED0V%2FDiUaCD38OPNXojwKaP%2F07B1cqQLeUbY%2FolJ%2FNrNKRt7TEUB11sNjrORXcKmaKkqD18GyBAaIP2a7jgRjpz4l4Zg9a7UTscOgsQX6VCVyhZGnXbaQR4QMgf9Z4kTapap3B9AMTcj26wc3XGAQbRyP7iB7xuzeiGP%2BUVO2eflxvq0q7XbSS%2FwF1ZFgfrWGVq0TaZ4nWY9eNZIL%2F46ApXKmEDXqlb7lxjSdYGJxbj%2FljH3t%2FdWOTgOh0O5icJv3NYd3qbpgetptLz2cZzTDEGMARCbf6EpZfJfr96qkR%2FRv9r8OyQtmH2NoIL2obgqkOIt4zINcTlnEspVNmMHj84Wo5vfXN%2Fz0wBG8d7g4mAgaq1eCb6%2F4HVmNbnhlCRQQ41bSf54EY3%2BAdFlNBcYm6fW0Fyj1VyQUGVGUmKTeW6G16jTCYHZA%2BtmtacqEUxkkvWWGJMN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_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AaUbFP9YdYNfFndEq1klZCCUIvcsCMIHXOUs4SiGrQkVt%2BYW0qeAb%2BGLR9JQ6cTGXqF5Nl7jYfFbhM%2FqoBwv%2BW26o%2FvAH4YlXTrCVsKWnlY0Wp6wF%2BttfuS9AWY7bS8O4kBFOQ4bu%2FjQPPxcF9IM%2BxfVbt0cbquOvuoQ3NM9qxkx8%2BquJtOn1OmDfRhJFOVZZeINSgQCul3bFFEjxZAdljBrQKtp6fnc5O0is1fCmyaI2BzISPriWUbT5Yv2OmMdN1ILcvYCDnh7kKaT5y8SGxdhXnRD2R01Zg5h5tgiB0LBwcnflM4QaiGtQmofb2myWQvtnZPEBcwozmwPanBV1mvSZaYzkHQPVMOWNBuGpnlezEM9whm2CsQdnywNdNhFGWUiuIcLeUIhgzEEODAE7bwnz%2FtzBb%2Fy5lLQAHisQ8U2GDAsgW2BTqB4%2FAM4IKldupPB4zgzhoxCuOnsWHEr8zQuokcPpKTEaNli1MrBllfGoq9UjlWcFNs9v3nVlyho8EL5wtxyk8FOI6ByPk9LFZyrXmJXY3Iuz9%2FlZrcYf40sQZ%2Fm3yOpQ%2FE5yz6g%2FFUSMLpUsoFqAnIVExXzZUYwKZKFW0M8%2FY6lCVyxM2%2FxEwBNBoR5g6Vj3NMIdu2MuyfcDwmNCA33XnSXejbaOxqlUZ7yiC6F5em59WCS7vuafco8uBFw9ym%2B9XQMu%2BksPgg8CY18RlVRYKFpFZDN2ypcki0boqVPTzBFTe13oo4C79PtCG8xYNakJdZymVC%2BlTjs2EIqH8R4WDElzicpBJG0KQJFyI4KwstfjHT%2Foyg9d2PIQ5G4oaiwGru0zfY544MQ1GZ4ocGJqidV5uAkR78O1%2FX%2BvfQLRw8dSyk769m1G0WvaP0%2FCQFV7t2tq5%2BmH4%2FU6EW06kEIqI6jkxO7BHjFm%2B18ZG1Q31K8d%2B%2FjNBG81xAHpFU5Ao2uhtRMv0TM2EGCnYHwhPS3aZw1HoD8%2B7S8kc2lIiujTSKnjGJmgAeZe%2F2FQGJZWw5Pu5pw34E0zWHki%2FKZiXWlW%2FEtdeZHFTtoPcFwTWGu3pFb8FUD6ZRIn%2BpiA38z7jshjrIEuzeZxAzzMm5w3l00jBcq9mI5O6N7eFy1b0b4o7kwK1rpEWwMxJ5rKgZcMjNwSERYjTb1ylsU89urFsZUEMiM4UxizTGPCxMJAywBxBicNJZddws%2FsMQzHLuGgQ%2BRVvINXmqdz40wmvyriiA27%2Bj8pcsYPguk19H%2BZ2qJd3%2ByTynMAqrsoBY2HU%2FJCufNi3Y3uzguoB0roxt1WJNpxuPd3QsJeEBbchMxyKgOwZ4y8y6it925Ygv0zZetKdIfBetTVWboIs4PiXUzDLju49y%2FCLX68Hdsmwz1gE9QHNsjKdl02Q6blqOuh511EKhkwWw89mtGB7BQf8l9RntTmL%2Fc7HgXlDXvdEmSo12IVVAsFNGGSEGuIsSHwrFFkIsZs9KhbyoUZk84Y2%2FCeNsT3VXbaQNLzTfFisbe0YdAVXrSmGXTJGDQYTyRLdx%2B%2FZ9Yah%2FRgBxiV7Z25VyWq5MhEJ61r%2B4UPcy7A26dwsHVeG0hRF%2F1GUmR4QV3nU6FuLFDiZMl%2BSqAReKQmfcv%2B0bpcvkBvIvEgfkAUMaFsiLGVX2VZQw4tWqtyjxi%2BUzXNVTnlwiJqtqJPnXvWa5LaDzOLBUA8QDOH%2Fl4MUGD29IHcQRbn9vH6aQWkKmhZSA9FR19QAxrsVtj2PlRLU9jaZNzOBeQ7iQbHd%2FsiBw83KFtJIxxcGyBk68QB3%2BUjhR6gsOyNl6jkWpOMldhjEIsWt0mCksIUA4ktV1z94zgdbSMYT0mT2T22sZP0MIfAFJ6Ldg%2B1HtfRTinrGTI9bo3xeGcX8nGR16G%2BOkZit0mir4YB8MaTFDPF9rDXCk9Wm8LRkHoVSEWFcfT6lAlLGRYY7oxJmAwKemTa3EfGiZ2dBQtqUzg3IZprv0fkzPfCU4bBLI4%2F0iQaD%2BYZB3Qefbl%2FnXe%2B%2BrPm0dUfmJ2k43Wj3Fu9k9t3V0xIXEHTTUkjYNqJUW5SdMYx%2FXm2ii60JX5ILGAy6%2F2VlLcKeibc50mM7LEXhI%2BtK5VeC%2Fw%2BS1YQZkhll8X3m0nExd%2FpsDJkWf4HRBr5vskBvxg6NtqFN4sErqxQyfspnDCRjQS6T1j7i5kLOFxir1k6wTZb6qQ0Pj%2FvEb8ePnb5wJOkaefmyXpjgQvwjwWCGbgDQ5lhUvc4QIsz%2FJTMCgzbwNWC4TTxH5kwXod0pbubQSH4fuIBnVCXZEkqHmKTfyk9dH2FUwAtFlSq7n1lG%2FGGJ1jRXsFOIfxSSLEblU6%2FKPoLsGJGYi%2B0PnNW0dbnlh9B8kJLYDVVzMhKSzaHPFS6WYg4JZErUeOI7Q6qhWqwtoQ01gSPl0BsNVGJfuyx1g0ZOFqJ1Csst8Ej3hGaQXG6T0MxZvynr8cTomJCaGLfuod3XKL2%2BrBG3L4jvxLYE5wYQBQ8ptURh3w3i5xkXCIPlZey8qv3XjJjsLp2cIhf5IyeZfe7FW0lpSOP67DByDjfsGd%2BbJXrp29G7%2FRLd9JBKsXY%2FnrcFWk5sOAIIrYqRxeCpeGXFhkpK2I6PgUmLqFT7TFxETES3oolVhiwFZXHXinpds3zBBW%2FweVHm2cw5Gwbb7s%2BOoAUYKo3dmZ0XJvwEQbhwdXJgcTY0xKJGfffTbbmKFHBAx60kayebzkJZVfzzUSDsVLZHWUJZQaJ6fq1tmRHZjVSJty8c%2FTOrlg7GCv1eXX0I9Ppmpjf%2Figm3%2B7D%2BOk4%2FEq961vgVYWW2lKnp0Ey33jgPfjbIj6HV2usmB3R0wCr8qwdzaX%2F1SExqOFomFP6WdQTzyntgipDOrEA%2F8SmiFXTWTzQyZyAxbigDHh5oJSvRPyENrHqyM6CL1GKYgwfYBlCuoPRWZmZqItGLpcWEMjzySTynY3egPAtr%2FEK54NekUnfQXPh3dHNmd9%2BLb3RRkBKAu5ngwdALiGF9Hw3nAcq%2BLUnBvjuf%2FeSbdWDkQoFhh5VlgzOc9bgJtFaFB5n01pyfMOgc5tj%2FN%2Fkp99zR4KrrXeM6jf35tW4EQxkgh0YEieuAZDY5FXUlGrvHSUGJtj8QETRKjJk1Yltk8VFubgZ1iwcUIfg%2BefPPHHjy5ltDTVwdqUdMZTCUIk9sWKW5vuBEB1DASGRH79WbsDTBQpumz0bTEyDsuV4iBmn009AiL9UJOEUgoQTrhBcK%2BbZ9QCXpDvIhbvfx6bHGTlAWX8AupWsPmqw6buLMglUurma3EAbXehXOdY5mVEq4vbh8qt0EsLtxhFUpoAKpxGuylaBxsCsXxQZwXAVq8Fb0RvbExAfwX9hJDnpM78WQGblLm0Lnkx9Y5g1lkiM%2FuwqA%2FTSmIcmho7RdAZwkKwnitF6qnbn%2FsupLzlWsN%2Bo%2BtkdSCO%2FKCBYrcCEBmjwVZ8ovZbxOG94n3LQ8hZEfBKZUWYX%2BH8ouyBFmaUIF3mW3t0FunFVGOBDwcBybBBeUCNG7wLjJkcyowCXx6AQHYZyaquTjVHkBuS%2F4AfwaBAT2FZ7q3FRGik4j0LgyYcCSsKyl4KiQLJXom8RCHmTXDhvFjB6Tg3EFmRigAa3%2F66vF%2BwGJSZtC8B%2FAjpQAGoSu1mgt1KussmTTQeLo6bOiliuIkieiBYW9V82zp5knbQV3z6FLt8Q2dplLezkILPdPk5YJGlxgSFtr4356rOzd1%2F8cg1rCl6FImODPxXM06wKFU3c8kWl29dA8Fx6OR58QTLgus0%2Bm54e6igrr9ApZdOnepvxoCNvDt000Ca6Q3j4tOna1GCmeqwqAf8rpSypW6Okpqw%2BQ2ysRu7IX8leJpM7WdR8ZDmpbT2lSc0PbGRrEHpmZBX3wVw8QzBj%2BsJcNKuFaXIfEdRJvaxjLRBnrq5SZv0P%2FUuDtMPmheSbu95stXbsJLnFR7RjbpUYMhwQtxh5InUbHIs2dNkJundGAVissNIf%2BujPDUhCR%2FWl2vKZaJrClYA7a%2BJvwxjcs%2F4KywI%2FZRB3pBFWxSFPuSsz8UPVl89YveQ5l%2B%2F%2B4l4OKvWviZc%2FlRIXHnHwyZ3KzuMBkzcBOIgIVxxa2RPcbCqyffxayeXfxNzc4L%2BEqRlJEA36ParvD2UQ8de2XXyJYDsEx%2BVQhcQo1cAXFLqTOYFOJJr%2FMvzKEodf57LC9txxOyCsINxPA0C0GahJJYBUnahfS%2BWh%2BXxfztNDeT3u%2FUSEp4vYAGNgUBR4z8IjWwxqMujiCk6OzwowA41xdNr%2FM1atDigv9u0cPVZdZbS%2BzC7xegvqD9kiQIklEEnrJIVe0Br%2FkUwPS%2F%2FWAbaJ006QaOC0GyQVkMFksGTSeGS6LPCS49leHJjiu0xIxZjYjRk%2F7d%2FkwN3KYCoz0Tq0wAGYHn2V7FJ6UBIbthFtWoVZRaweurTfEKNq1n3wBO9sLJaFMDQH6I%2FDvaIhP53arfw%2F0mrPSudZ7tqiYS3QxWwjUVzTL7i6oy3tS3TOHFLPsvEWXaDtFl2DKjxAuL24jHeIt9zd8RJaBgbK8CBfVTIdgFxyaOT5Ph8ZmYkJO2FQncJZ72L5ISoPIquc8eS%2BAbSzlHaFtmGxt7PQCzK%2BLqD5d6QWWyFL8XH3m9oHfDsOP0FDf%2BWmn55z9Xslw9%2FzQJxtshjzv55iH3flXXbnAukF8rAtsfOk2x5hW%2BVkk6m%2BIOunBVTJ%2Fq5rfNF0VBsGBF8geAeO3aQiSHB8pHwDW5mFaybfnwkSFvHqz%2FrZu3fmFf9vKnnYWAMgedz4ajgC63umjTst67GwMh17Hlntrkq018rOfv1BaLi1si2X3HRNidJq72hKAVUG4mse%2BhygsYhFvMGHxJS8C%2FVYEw2F4Wh7rxqDo%2FvrqzoAsIibX4otFjmKpg%2FH948nCfXyfVhkOPSHNu8Bcu%2BtsFmztoCcTo5MQG%2B%2B90v5c7Z%2BmtaJM0SWQr3oDn86U9upLXMwBYJWlU9KPAd6ovjsS2qjfx5ctZZe9ItY7MAn80Q5liRCTJUxxuf%2BueeRh7qAXYS3pOvso0iNb5E%2BTb%2B05PWJh%2BKEE%2BPrQuzobikXNZdQVGZgixMLucRwBjJ%2BzVB3ygL2iwkmPF4IUqYDtcN49J9URXRvF5JV2AuX56BkRdodHX1r%2F3y%2FsmDRCk2WIdfsYdn0Hz9JMIGdfw4oxpOoj2l3t1M32D14zropki3uPpsbjrCRrj54wpU%2FySPeibifQFZpS6iFd4cgxzfHZdZFr1%2BisCb9HHF%2F0qCV6X7vdCCrh1YEklZr60QLNYZHKmKJI3K7Ry6an4rVrO4RZuC5rb2FnG2GOEA2Ndd2uTbo%2B%2BLs0Ql%2Fv10%2Fg4s%2B%2FmXtM5GjU%2Bm6Vw5FE44VNdefhUVVko2idAgUPkEOu0kxwNExyTg%2Fx8mXi5LfJT8BDr5hffE%2FRBWYRoDChRgIV4RzOoxL%2F7eVzQEKQsyvG9wWrotkN65eXB0WU6bPPKACVNjilEEaz%2BtAkA4ZNXJY%2FbVv7FxSCIfJioQnAbuNu%2FvogCOy2y6wlpm8fGluYAWC1pNWNuSjDDrjFDXVBhvqPxNT98hAGhDaI0Sat2zQob%2BXZyb5e2skjymgoHkSzk8S7MNC6lduRMyxXeb6Mp5CrU93O6kik1FO0BmWQVLoXQM8p3DoWdNxG8Pu%2B8aazYariLEMezrJ9SUDPNPEpbeNAWAsm3MV740E5g41plqNQv5HnDlFvak25rwfBmzh5AqGNRRb1fYlQTfKJl%2B%2BfDeWdCVCrlLeolHUA9s7bXAuOcm%2FF%2Fyi24RBMrqQFuBJOoSlGQi92RCi9YKgCCXsI0Z6uRaU4opjZuPq2MO%2FFjoMFiFynEWSOithPMtahQF7DQcnD9FTxsIp6xQLDFJiwimUUzqKkO5hVhGZhsoUEjjghCFtYHoW7HOJLQGaCeu9LJuffj%2B01CtRRjD5BH4QkgVs%2FBEBGavoeJNKmKfkK1J5cmYmuwdVjavQtUQstQbQB0KPg1ZTmIVRBcET1EDj22mOQsAQXhQm0rATzeC9SX6oDqtn5am7Xc%2B%2BaHwCQc0P0O6%2ByTojuEN7nVcqmDUTvkxhxIR4oHjDDP3KC89ecjz9daXb4JhRdWCJY1Nd2tEc7ZrgJjD0YSC5vTjVvt%2BMWTIhYA2zmqr5s0zJDyVPLFA6s7LNZOvolvczINB48EmHnNjt0GTtjsY2ktAZkIHhezBjduDmX2lDQ3BuedWDhuLrximcjuKyhPkoQXpAckevZdKPD5REwHlF8O%2F%2Fx70E%2Fg0Amkl0OKicuuUBW9wSxpLIxIjFuEh1EVsz1OlHJeFdiuKpH1URHOT2cKim0wzLUVpvYYCB3xaUVItp%2BPpHm3GIszQFcBtzSz5Dfm%2FADo2SyDlvptekixCv1OKX2vfw2nUEA842L5zZhkH2ORLqFERIqloVn16WUA2jlWULxfnG%2Fr6L8hZSuDrb3yDxGcxk40%2BVeKPdyx6Cxpxc717o01%2FjjM7C0XQfYfyGK3QHoppqqGHwe9x48tO7DRIs87TZq2LwWESOfQZbpDCfqE7rN2ppBWts8p%2FYko5VCEsnvzzqChI%2BKHrUNbK3FUCTYdRsfugQ6Io521eE6RnjgLyj%2BnVlufbbvnBBpM0PaDY%2By6h0WQOoRHfIU9bO%2F6qNZ2lPklWSV9OiCZ18dDXccTmEB8JDn5qaLl%2FIzgnJrDFopeh3p6yU1w6Ibht0gxXtfNS5yF3pEEtmTGS5%2FvgLLBbQ7EFRQDMTYWgbLY9W%2F9PdQ5y%2Bgm6CldWXYQwjssh7FtNnw0EYPqGM4tJ9qLIkeIb%2FRjoXsMzfTUAFRIMiZVXpypUn0pfJ70AS2MKh5%2Fd52s1mRAhwZUHNJSmsDACKtSViqgIMYvsNCEw4fwCb1brAjoRlkY2CsW9Rn8OgFf6Uxdiajx5ga6F5PTvbEvnzal5k03SD91Sgnpg8Dhv5y%2B%2FwAbcaRNlP5C3XD%2FUvTFVIvUSUJjvFxNR5OajW52dT%2BQ57BqlP8KkKBNt%2FCe1twxkyqLVvewH6G%2F1Z3W04ohoCpVqnCHRl%2FGpKMQYUafir2PrmLLB8jyVNxYTdKmux%2BFFcfeRsqH86yn7oyLRR8%2B6cahSbhMOVYuUI1keN57PwZz3dwxrXXd9gNRc%2BLuFAWvNofnDJ4g7ynM%2FQhF1WqFnM8GZwF%2FhnXsTePPbelz65QyggIHG8zr3L3f6WQgZ51WBt7hA1TNy0HsGVAd92Fx%2FaKmWPK0408WfADtkhZ%2FkdHU4OsgtMw%2BoMS1LjS6ne4iGQIjUmv8k5caLP299Wq9deIF38XPtKhrgcxVdzTlH93cqOw98KixxSfLYSkBEXdsBmTMzhTvIzAf%2Ff3kr1lLuP9RfSTf%2B6O7UxC0VQon1PiEGvDN5nRLXVUzqArof81wTTROS4HPODszBhXY74ucMyHEudIToESIq2iydtjhPN37jAv9%2FM057F4A8iJ8IxrwWiiZ3aD0NM5x3zebRnBrSbivhqwlg1%2BaNoUaCOGwrCEAeepNNzhx41QF4JZ0DvTRTHSTko0pajewjQ0KAcpCTSQuFr7i97EB%2FzSyNQf5tUPT0uj11bxP04AGCqTPzoNvMGfuK6RzcK%2FLCRjnBa2mXsY95rcWG3EOseUtRoFgMopj1R%2BAkSb4NWUYgN3DErpA734VP1h%2BI17PM%2BrFnUlGvwMyMMSxxN5UxM040AG3llLuVfY8mTZZvGUbHIE72s1loZNChlxzqbjypRuDp%2B0sRgd6fUDwTOA2c%2F08OQtiVaS6eAltfjgjYwP6sCziJhd6iXuPNAbysCS%2F%2BV9ShqhUlHLi2ambwQ3%2FfhxUNC44bwAaW9TLrTjcBF%2FBC64P%2BgQ6daLCx52cBmy4oiA5ic19ID2ST%2FDRVgwZEJVkSHpVQKHqMF2i5nYblQTBlbvm8Ag1FqlLu1bdstxg8yhopuj6Zt8EVOgzyHVtUwa53%2BFZ3KgJtzwExKhcaDXdog8ggFeSKvHaR%2BrcoOdEuL77%2F3kdmDAoy62xdgUqiyDS9ASet3xuLs7T77sVPmr2PHv%2Fq01SanGWJZI6AWNyxG8a2alN4z%2Br%2F0oBcX8ePXpjKoot1jySr2fEwKCKH5y%2BEcyfxowQ9LxZh8dEEfbLd1N4JQTL7ixUkgT5ZaKhDMc5jL2sW5QQbKhKPO47WHGovMd8XmK3KK3hPxBYgx0oKTUmPE8MboM%2FiRxAfFetYN%2FuffsaRi3fkahOLDsS3YPAUIG5lYMtMu0zySHS59PZvEamAYXWjXuuYGqwUziGm49BCv%2Bu9WtXaz0PztUxiX1oiL5ollBYBlsPKB0sW3GTK9Q1h90Or8QWjP9XSa8MqeVNlXIihqtnn%2F%2Brk0rhNJ0bxrwn%2F5q6nl1A4Aapd%2Fw5kc7grfRv4TioFlKSdA4KmzNs1q43FrcbW9dTrQeIV5JBRjTDBsCQ448KZfgnm84XBm2Ekj53zAfXbfiW0y0YPqYTHP6bUWvuvSHdjLWsFbE79KyC2FOMAAmg9YU1vWoR8spW4CzJthrjMfth0FOx7VFhilgx4Ly3s7AI8ny%2FK4CLVBKtfavAJygOLbUxVVOf7ZQ7%2BN%2B7iadVtmJmT4kh%2BP4MSrAcb13j8X4etRiHPUeez%2FHsyOoAKuzg9FWxPrqPXwtGAMiFctRtXrj2rEkpT8Y%2FEovGMCQlLENiL5zMHH2PzRZDfpvZzY2DrgGe5h0wNa3YrtOBySuFxwd7Gm%2FhO9MKna0vhhcMXDgX0MA%2BMIbSaciGsFm0mrsm0WeeKYHWTdkKVVON2kS10FFQOjKnmjev2e6ukC7EAYhomZDAZc%2FkD%2Bh8YtzIQAyn%2BUGuRPli5Ep7grcckQHdQ6Uy3Tz7SPhLp7PxTAPytlmjZKgnmbfqe3NRF7BPY0eSjIAoK9xDEVrZ3FA%2B0t%2FqEPI7SxY0H0smzg298yMENHrdLTliOswZuAcAeASGD70CI%2FtJPyXekCYhkChRTi9qHCsc3QrZ3M6SxqgadPSQgBQCGq9prp7%2BPVJ2%2BNzHEcyM9G40%2FrR232ofKDWdqvjGjgcr6xjGc8wi9KkBRmWCBqLA2q4A4fti9eqfLJon6yk%2FRlBKLHTxNlVnIVgZmJ2zsxA8q5KShSYstsDc3TFWxvV7YbX7klN1vIZt%2BixHEVB7UgUUVhdPjs9K1%2FSRhjBQiUSuEUtT0f%2Fkm8wjsiiP1CGOO7OT0O0hjmRWC0AY96BRMv%2Bkz5M5%2BBF0UEok%2BrukBefGqrCfaWiB3msBf%2BBP%2FS1%2FLXpfoiEoXCRbT1FTttfAFvUbqxOMDjX4deNV8RPcLXyyEMXoxRM2U6lMwFkuPDB383lmiD2BGm573ILO8VVf%2FLiqJln2M2OufeH0aQCmu%2BljcmfoUtsChaYRrOJWRwr0ozBnlA26QaN6B7tK9DiimIJe7Il2QyiWsmaZSVe%2F44wkxgg%2FRWOU9wEBtmCmGz30mzbfLG%2F3UnE7wY0yWwUP65asoXRZWtu9ICYJd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-CWh0dHBzOi8vd3d3LnlvdXR1YmUuY29tL3BhZ2VhZC9pbnRlcmFjdGlvbi8_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😎⤵️\n"},{"text":"https://simpleclub.com/unlimited-yt?v...","navigationEndpoint":{"clickTrackingParams":"CMkBEM2rARgBIhMIkv-2z6rh9wIVyrzeCh1J-QxVSMfs7N73g4WezwE=","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/redirect?event=video_description\u0026redir_token=QUFFLUhqa0JtRVJuakFyOWFZQ2pkTmRMX05wOEFzR081d3xBQ3Jtc0tteDFPY0VPYXh1S2dWZHdEVnVZa19vaVc5bzlYMk42VUk5LU5tcDRZRmNZSGZiMC01S3d1NFFKdTMyZVFSWlZ5WVViWnlmblBSOExEZGNLLWZJWDI5Q1FBV05SazN2Um4yQzgzQzhndUdURHRjbEtvMA\u0026q=https%3A%2F%2Fsimpleclub.com%2Funlimited-yt%3Fvariant%3Dpay92hzc7n3%26utm_source%3Dyoutube_organic%26utm_medium%3Dyoutube_description%26utm_campaign%3Dyoutube_discount%26utm_term%3DInformatik%26utm_content%3DzzwUH3vbNkc\u0026v=zzwUH3vbNkc","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/redirect?event=video_description\u0026redir_token=QUFFLUhqa0JtRVJuakFyOWFZQ2pkTmRMX05wOEFzR081d3xBQ3Jtc0tteDFPY0VPYXh1S2dWZHdEVnVZa19vaVc5bzlYMk42VUk5LU5tcDRZRmNZSGZiMC01S3d1NFFKdTMyZVFSWlZ5WVViWnlmblBSOExEZGNLLWZJWDI5Q1FBV05SazN2Um4yQzgzQzhndUdURHRjbEtvMA\u0026q=https%3A%2F%2Fsimpleclub.com%2Funlimited-yt%3Fvariant%3Dpay92hzc7n3%26utm_source%3Dyoutube_organic%26utm_medium%3Dyoutube_description%26utm_campaign%3Dyoutube_discount%26utm_term%3DInformatik%26utm_content%3DzzwUH3vbNkc\u0026v=zzwUH3vbNkc","target":"TARGET_NEW_WINDOW","nofollow":true}}},{"text":" *\n(Über den Link bekommst du sogar 10% Rabatt auf simpleclub unlimited! 😇)\n\n*Werbung für unser eigenes Produkt\n\n📱DAS BEKOMMST DU MIT DER APP:\n\n▸ Alle Videos (auch für Deutsch, Englisch, Französisch, etc.)\n▸ Passende Übungsaufgaben (+ originale Abiturprüfungen!)\n▸ Fertige Zusammenfassungen\n▸ Persönliche Lernpläne für jede Klausur\n▸ Wir sagen dir, wie gut du vorbereitet bist! ✅\n\n-----------\n\n🍿FOLGE SIMPLECLUB FÜR FETTEN CONTENT!\n\n▸ Instagram: 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TikTok: 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WAS IST SIMPLECLUB?\n\nsimpleclub ist die coolste und beliebteste Lernapp für Schülerinnen und Schüler in Deutschland. Wir glauben, dass neue Lernmittel wie z.B. unsere App in Zukunft das klassische Schulbuch ersetzen müssen, sodass DU alles genau so lernen kannst, wie DU es brauchst. 💪🏽\nWir haben unsere App entwickelt, um dich mit interaktiven Übungsaufgaben, Zusammenfassungen, persönlichen Playlisten und noch vielem mehr perfekt auf alle Fächer vorzubereiten! Mit simpleclub sparst du dir Stress und Angst vor JEDER Prüfung und gehst gechillt durch deine Schulzeit. 🚀\n\nEs ist Zeit, das beste aus dir rauszuholen!\n\nKLICKE JETZT HIER UND LEG DIREKT LOS:\n\n➡️ 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⬅️*\n\n*Werbung für unser eigenes Produkt\n\n📺 ALLE KANÄLE\n\n▸ Mathe: "},{"text":"https://www.youtube.com/MatheSimpleclub","navigationEndpoint":{"clickTrackingParams":"CMkBEM2rARgBIhMIkv-2z6rh9wIVyrzeCh1J-QxV","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/MatheSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/MatheSimpleclub","nofollow":true}}},{"text":"\n▸ Biologie: "},{"text":"https://www.youtube.com/BiologieSimpl...","navigationEndpoint":{"clickTrackingParams":"CMkBEM2rARgBIhMIkv-2z6rh9wIVyrzeCh1J-QxV","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/BiologieSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/BiologieSimpleclub","nofollow":true}}},{"text":"\n▸ Physik: "},{"text":"https://www.youtube.com/PhysikSimpleclub","navigationEndpoint":{"clickTrackingParams":"CMkBEM2rARgBIhMIkv-2z6rh9wIVyrzeCh1J-QxV","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/PhysikSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/PhysikSimpleclub","nofollow":true}}},{"text":"\n▸ Chemie: "},{"text":"https://www.youtube.com/ChemieSimpleclub","navigationEndpoint":{"clickTrackingParams":"CMkBEM2rARgBIhMIkv-2z6rh9wIVyrzeCh1J-QxV","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/ChemieSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/ChemieSimpleclub","nofollow":true}}},{"text":"\n▸ Deutsch: "},{"text":"https://www.youtube.com/channel/UCUju...","navigationEndpoint":{"clickTrackingParams":"CMkBEM2rARgBIhMIkv-2z6rh9wIVyrzeCh1J-QxV","commandMetadata":{"webCommandMetadata":{"url":"/channel/UCUju4nzpiAFzYyEolqEx3Fw","webPageType":"WEB_PAGE_TYPE_CHANNEL","rootVe":3611,"apiUrl":"/youtubei/v1/browse"}},"browseEndpoint":{"browseId":"UCUju4nzpiAFzYyEolqEx3Fw","canonicalBaseUrl":"/channel/UCUju4nzpiAFzYyEolqEx3Fw"}}},{"text":"\n▸ Englisch: "},{"text":"https://www.youtube.com/channel/UC3Lf...","navigationEndpoint":{"clickTrackingParams":"CMkBEM2rARgBIhMIkv-2z6rh9wIVyrzeCh1J-QxV","commandMetadata":{"webCommandMetadata":{"url":"/channel/UC3LfMQQfaEMl0yPjJI1DkgA","webPageType":"WEB_PAGE_TYPE_CHANNEL","rootVe":3611,"apiUrl":"/youtubei/v1/browse"}},"browseEndpoint":{"browseId":"UC3LfMQQfaEMl0yPjJI1DkgA","canonicalBaseUrl":"/channel/UC3LfMQQfaEMl0yPjJI1DkgA"}}},{"text":"\n▸ Latein: "},{"text":"https://www.youtube.com/channel/UChwo...","navigationEndpoint":{"clickTrackingParams":"CMkBEM2rARgBIhMIkv-2z6rh9wIVyrzeCh1J-QxV","commandMetadata":{"webCommandMetadata":{"url":"/channel/UChwoZGlpS-9VYxCdc3WJXhA","webPageType":"WEB_PAGE_TYPE_CHANNEL","rootVe":3611,"apiUrl":"/youtubei/v1/browse"}},"browseEndpoint":{"browseId":"UChwoZGlpS-9VYxCdc3WJXhA","canonicalBaseUrl":"/channel/UChwoZGlpS-9VYxCdc3WJXhA"}}},{"text":"\n▸ Französisch: "},{"text":"https://www.youtube.com/channel/UCx4N...","navigationEndpoint":{"clickTrackingParams":"CMkBEM2rARgBIhMIkv-2z6rh9wIVyrzeCh1J-QxV","commandMetadata":{"webCommandMetadata":{"url":"/channel/UCx4Nlteh9vi5nIHtHZGMWsA","webPageType":"WEB_PAGE_TYPE_CHANNEL","rootVe":3611,"apiUrl":"/youtubei/v1/browse"}},"browseEndpoint":{"browseId":"UCx4Nlteh9vi5nIHtHZGMWsA","canonicalBaseUrl":"/channel/UCx4Nlteh9vi5nIHtHZGMWsA"}}},{"text":"\n▸ Spanisch: "},{"text":"https://www.youtube.com/channel/UCDp0...","navigationEndpoint":{"clickTrackingParams":"CMkBEM2rARgBIhMIkv-2z6rh9wIVyrzeCh1J-QxV","commandMetadata":{"webCommandMetadata":{"url":"/channel/UCDp04E7uHVGn02DId153XEA","webPageType":"WEB_PAGE_TYPE_CHANNEL","rootVe":3611,"apiUrl":"/youtubei/v1/browse"}},"browseEndpoint":{"browseId":"UCDp04E7uHVGn02DId153XEA","canonicalBaseUrl":"/channel/UCDp04E7uHVGn02DId153XEA"}}},{"text":"\n▸ Geschichte: "},{"text":"https://www.youtube.com/GeschichteSim...","navigationEndpoint":{"clickTrackingParams":"CMkBEM2rARgBIhMIkv-2z6rh9wIVyrzeCh1J-QxV","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/GeschichteSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/GeschichteSimpleclub","nofollow":true}}},{"text":"\n▸ Geographie: "},{"text":"https://www.youtube.com/GeographieSim...","navigationEndpoint":{"clickTrackingParams":"CMkBEM2rARgBIhMIkv-2z6rh9wIVyrzeCh1J-QxV","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/GeographieSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/GeographieSimpleclub","nofollow":true}}},{"text":"\n▸ Politik: "},{"text":"https://www.youtube.com/channel/UCSe4...","navigationEndpoint":{"clickTrackingParams":"CMkBEM2rARgBIhMIkv-2z6rh9wIVyrzeCh1J-QxV","commandMetadata":{"webCommandMetadata":{"url":"/channel/UCSe4DBMkcnmbyBUBSmwgEIA","webPageType":"WEB_PAGE_TYPE_CHANNEL","rootVe":3611,"apiUrl":"/youtubei/v1/browse"}},"browseEndpoint":{"browseId":"UCSe4DBMkcnmbyBUBSmwgEIA","canonicalBaseUrl":"/channel/UCSe4DBMkcnmbyBUBSmwgEIA"}}},{"text":"\n▸ Informatik: "},{"text":"https://www.youtube.com/InformatikSim...","navigationEndpoint":{"clickTrackingParams":"CMkBEM2rARgBIhMIkv-2z6rh9wIVyrzeCh1J-QxV","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/InformatikSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/InformatikSimpleclub","nofollow":true}}},{"text":"\n▸ Wirtschaft: "},{"text":"https://www.youtube.com/WirtschaftSim...","navigationEndpoint":{"clickTrackingParams":"CMkBEM2rARgBIhMIkv-2z6rh9wIVyrzeCh1J-QxV","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/WirtschaftSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/WirtschaftSimpleclub","nofollow":true}}},{"text":"\n▸ Maschinenbau: "},{"text":"https://www.youtube.com/MaschinenbauS...","navigationEndpoint":{"clickTrackingParams":"CMkBEM2rARgBIhMIkv-2z6rh9wIVyrzeCh1J-QxV","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/MaschinenbauSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/MaschinenbauSimpleclub","nofollow":true}}},{"text":"\n▸ Motivations- und Lerntipps: "},{"text":"https://www.youtube.com/simpleclubDie...","navigationEndpoint":{"clickTrackingParams":"CMkBEM2rARgBIhMIkv-2z6rh9wIVyrzeCh1J-QxV","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/simpleclubDieLernapp","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/simpleclubDieLernapp","nofollow":true}}},{"text":"\n\n-----------\n\n» CREDITS\n\nEin Konzept von Alexander Giesecke und Nicolai Schork\n\nGeschrieben von: Niklas Müller\nVisuelle Konzeption: Marcel Schubert\nTon: Alexander Giesecke\nSchnitt: Ullrich Köhler"}]},"subscribeButton":{"buttonRenderer":{"style":"STYLE_DESTRUCTIVE","size":"SIZE_DEFAULT","isDisabled":false,"text":{"runs":[{"text":"Abonnieren"}]},"navigationEndpoint":{"clickTrackingParams":"CMoBEPBbIhMIkv-2z6rh9wIVyrzeCh1J-QxV","commandMetadata":{"webCommandMetadata":{"ignoreNavigation":true}},"modalEndpoint":{"modal":{"modalWithTitleAndButtonRenderer":{"title":{"simpleText":"Möchtest du diesen Kanal abonnieren?"},"content":{"simpleText":"Melde dich an, um diesen Kanal zu 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DIR JETZT DIE SIMPLECLUB APP FÜR BESSERE NOTEN! 😎⤵️\n"},{"text":"https://simpleclub.com/unlimited-yt?v...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAMiEwiS_7bPquH3AhXKvN4KHUn5DFVIx-zs3veDhZ7PAQ==","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/redirect?event=video_description\u0026redir_token=QUFFLUhqbGpyQUJiSGYwZ3RyM2NFM1Y2SVdUN0hjbmNLZ3xBQ3Jtc0tuZ0N5bVNMVFVpSFVUTWNjaXIwSnNBcW5pMVZrcnJsYmFOSkYzUUJRcWl3RjBGTHRna0I2azVqWV84MGFGSEJxTGRGQ0d2YXFqeHFXQWVIMEJLOGNjZFJaQXVJRVRHMThRZkVocV81TWRzelBSWWhZVQ\u0026q=https%3A%2F%2Fsimpleclub.com%2Funlimited-yt%3Fvariant%3Dpay92hzc7n3%26utm_source%3Dyoutube_organic%26utm_medium%3Dyoutube_description%26utm_campaign%3Dyoutube_discount%26utm_term%3DInformatik%26utm_content%3DzzwUH3vbNkc\u0026v=zzwUH3vbNkc","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/redirect?event=video_description\u0026redir_token=QUFFLUhqbGpyQUJiSGYwZ3RyM2NFM1Y2SVdUN0hjbmNLZ3xBQ3Jtc0tuZ0N5bVNMVFVpSFVUTWNjaXIwSnNBcW5pMVZrcnJsYmFOSkYzUUJRcWl3RjBGTHRna0I2azVqWV84MGFGSEJxTGRGQ0d2YXFqeHFXQWVIMEJLOGNjZFJaQXVJRVRHMThRZkVocV81TWRzelBSWWhZVQ\u0026q=https%3A%2F%2Fsimpleclub.com%2Funlimited-yt%3Fvariant%3Dpay92hzc7n3%26utm_source%3Dyoutube_organic%26utm_medium%3Dyoutube_description%26utm_campaign%3Dyoutube_discount%26utm_term%3DInformatik%26utm_content%3DzzwUH3vbNkc\u0026v=zzwUH3vbNkc","target":"TARGET_NEW_WINDOW","nofollow":true}}},{"text":" *\n(Über den Link bekommst du sogar 10% Rabatt auf simpleclub unlimited! 😇)\n\n*Werbung für unser eigenes Produkt\n\n📱DAS BEKOMMST DU MIT DER APP:\n\n▸ Alle Videos (auch für Deutsch, Englisch, Französisch, etc.)\n▸ Passende Übungsaufgaben (+ originale Abiturprüfungen!)\n▸ Fertige Zusammenfassungen\n▸ Persönliche Lernpläne für jede Klausur\n▸ Wir sagen dir, wie gut du vorbereitet bist! ✅\n\n-----------\n\n🍿FOLGE SIMPLECLUB FÜR FETTEN CONTENT!\n\n▸ Instagram: "},{"text":"http://www.instagram.com/simpleclub","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAMiEwiS_7bPquH3AhXKvN4KHUn5DFVIx-zs3veDhZ7PAQ==","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/redirect?event=video_description\u0026redir_token=QUFFLUhqa3ZDUXVvM1Vla2p1UEdUQU1rdVltMlRjd3R3QXxBQ3Jtc0ttbU9hWmt4SVdZSDBhSVdPdnV3QjJYVF9mYmRiczhtX0J0Ui1ySExGNk5TSlQ4THFwTlBoUHZ4cF9FVkdtZjBORlRMSEdZbGtEbFdydloyRWRaOUVkbUZCSWEtdkF0cEhGZk1ESXl4TmtzeHRpRHBzTQ\u0026q=http%3A%2F%2Fwww.instagram.com%2Fsimpleclub\u0026v=zzwUH3vbNkc","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/redirect?event=video_description\u0026redir_token=QUFFLUhqa3ZDUXVvM1Vla2p1UEdUQU1rdVltMlRjd3R3QXxBQ3Jtc0ttbU9hWmt4SVdZSDBhSVdPdnV3QjJYVF9mYmRiczhtX0J0Ui1ySExGNk5TSlQ4THFwTlBoUHZ4cF9FVkdtZjBORlRMSEdZbGtEbFdydloyRWRaOUVkbUZCSWEtdkF0cEhGZk1ESXl4TmtzeHRpRHBzTQ\u0026q=http%3A%2F%2Fwww.instagram.com%2Fsimpleclub\u0026v=zzwUH3vbNkc","target":"TARGET_NEW_WINDOW","nofollow":true}}},{"text":"\n▸ TikTok: "},{"text":"http://www.tiktok.com/@simpleclub.de","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAMiEwiS_7bPquH3AhXKvN4KHUn5DFVIx-zs3veDhZ7PAQ==","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/redirect?event=video_description\u0026redir_token=QUFFLUhqbDVvM2FZYUx4N19DOU9ua1dRN2FxMTBudXlKUXxBQ3Jtc0tuaGd4WkRSaHNqVkhKMjcydVNmYkhfZ0VZSUpnSEl4ZUROWVB4Y2t4aVpaQVlueHlGeEpvZnQzT2U0X04tZ1MzZVNEVUljZXZwUWpHbkZiRW11eGtQYmRmeUNTV2JFcTZnMFdqbk5xMGZabXJ6X0xYRQ\u0026q=http%3A%2F%2Fwww.tiktok.com%2F%40simpleclub.de\u0026v=zzwUH3vbNkc","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/redirect?event=video_description\u0026redir_token=QUFFLUhqbDVvM2FZYUx4N19DOU9ua1dRN2FxMTBudXlKUXxBQ3Jtc0tuaGd4WkRSaHNqVkhKMjcydVNmYkhfZ0VZSUpnSEl4ZUROWVB4Y2t4aVpaQVlueHlGeEpvZnQzT2U0X04tZ1MzZVNEVUljZXZwUWpHbkZiRW11eGtQYmRmeUNTV2JFcTZnMFdqbk5xMGZabXJ6X0xYRQ\u0026q=http%3A%2F%2Fwww.tiktok.com%2F%40simpleclub.de\u0026v=zzwUH3vbNkc","target":"TARGET_NEW_WINDOW","nofollow":true}}},{"text":"\n\n🎓 WAS IST SIMPLECLUB?\n\nsimpleclub ist die coolste und beliebteste Lernapp für Schülerinnen und Schüler in Deutschland. Wir glauben, dass neue Lernmittel wie z.B. unsere App in Zukunft das klassische Schulbuch ersetzen müssen, sodass DU alles genau so lernen kannst, wie DU es brauchst. 💪🏽\nWir haben unsere App entwickelt, um dich mit interaktiven Übungsaufgaben, Zusammenfassungen, persönlichen Playlisten und noch vielem mehr perfekt auf alle Fächer vorzubereiten! Mit simpleclub sparst du dir Stress und Angst vor JEDER Prüfung und gehst gechillt durch deine Schulzeit. 🚀\n\nEs ist Zeit, das beste aus dir rauszuholen!\n\nKLICKE JETZT HIER UND LEG DIREKT LOS:\n\n➡️ 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⬅️*\n\n*Werbung für unser eigenes Produkt\n\n📺 ALLE KANÄLE\n\n▸ Mathe: "},{"text":"https://www.youtube.com/MatheSimpleclub","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAMiEwiS_7bPquH3AhXKvN4KHUn5DFU=","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/MatheSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/MatheSimpleclub","nofollow":true}}},{"text":"\n▸ Biologie: "},{"text":"https://www.youtube.com/BiologieSimpl...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAMiEwiS_7bPquH3AhXKvN4KHUn5DFU=","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/BiologieSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/BiologieSimpleclub","nofollow":true}}},{"text":"\n▸ Physik: "},{"text":"https://www.youtube.com/PhysikSimpleclub","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAMiEwiS_7bPquH3AhXKvN4KHUn5DFU=","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/PhysikSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/PhysikSimpleclub","nofollow":true}}},{"text":"\n▸ Chemie: "},{"text":"https://www.youtube.com/ChemieSimpleclub","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAMiEwiS_7bPquH3AhXKvN4KHUn5DFU=","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/ChemieSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/ChemieSimpleclub","nofollow":true}}},{"text":"\n▸ Deutsch: "},{"text":"https://www.youtube.com/channel/UCUju...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAMiEwiS_7bPquH3AhXKvN4KHUn5DFU=","commandMetadata":{"webCommandMetadata":{"url":"/channel/UCUju4nzpiAFzYyEolqEx3Fw","webPageType":"WEB_PAGE_TYPE_CHANNEL","rootVe":3611,"apiUrl":"/youtubei/v1/browse"}},"browseEndpoint":{"browseId":"UCUju4nzpiAFzYyEolqEx3Fw","canonicalBaseUrl":"/channel/UCUju4nzpiAFzYyEolqEx3Fw"}}},{"text":"\n▸ Englisch: "},{"text":"https://www.youtube.com/channel/UC3Lf...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAMiEwiS_7bPquH3AhXKvN4KHUn5DFU=","commandMetadata":{"webCommandMetadata":{"url":"/channel/UC3LfMQQfaEMl0yPjJI1DkgA","webPageType":"WEB_PAGE_TYPE_CHANNEL","rootVe":3611,"apiUrl":"/youtubei/v1/browse"}},"browseEndpoint":{"browseId":"UC3LfMQQfaEMl0yPjJI1DkgA","canonicalBaseUrl":"/channel/UC3LfMQQfaEMl0yPjJI1DkgA"}}},{"text":"\n▸ Latein: "},{"text":"https://www.youtube.com/channel/UChwo...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAMiEwiS_7bPquH3AhXKvN4KHUn5DFU=","commandMetadata":{"webCommandMetadata":{"url":"/channel/UChwoZGlpS-9VYxCdc3WJXhA","webPageType":"WEB_PAGE_TYPE_CHANNEL","rootVe":3611,"apiUrl":"/youtubei/v1/browse"}},"browseEndpoint":{"browseId":"UChwoZGlpS-9VYxCdc3WJXhA","canonicalBaseUrl":"/channel/UChwoZGlpS-9VYxCdc3WJXhA"}}},{"text":"\n▸ Französisch: "},{"text":"https://www.youtube.com/channel/UCx4N...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAMiEwiS_7bPquH3AhXKvN4KHUn5DFU=","commandMetadata":{"webCommandMetadata":{"url":"/channel/UCx4Nlteh9vi5nIHtHZGMWsA","webPageType":"WEB_PAGE_TYPE_CHANNEL","rootVe":3611,"apiUrl":"/youtubei/v1/browse"}},"browseEndpoint":{"browseId":"UCx4Nlteh9vi5nIHtHZGMWsA","canonicalBaseUrl":"/channel/UCx4Nlteh9vi5nIHtHZGMWsA"}}},{"text":"\n▸ Spanisch: "},{"text":"https://www.youtube.com/channel/UCDp0...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAMiEwiS_7bPquH3AhXKvN4KHUn5DFU=","commandMetadata":{"webCommandMetadata":{"url":"/channel/UCDp04E7uHVGn02DId153XEA","webPageType":"WEB_PAGE_TYPE_CHANNEL","rootVe":3611,"apiUrl":"/youtubei/v1/browse"}},"browseEndpoint":{"browseId":"UCDp04E7uHVGn02DId153XEA","canonicalBaseUrl":"/channel/UCDp04E7uHVGn02DId153XEA"}}},{"text":"\n▸ Geschichte: "},{"text":"https://www.youtube.com/GeschichteSim...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAMiEwiS_7bPquH3AhXKvN4KHUn5DFU=","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/GeschichteSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/GeschichteSimpleclub","nofollow":true}}},{"text":"\n▸ Geographie: "},{"text":"https://www.youtube.com/GeographieSim...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAMiEwiS_7bPquH3AhXKvN4KHUn5DFU=","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/GeographieSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/GeographieSimpleclub","nofollow":true}}},{"text":"\n▸ Politik: "},{"text":"https://www.youtube.com/channel/UCSe4...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAMiEwiS_7bPquH3AhXKvN4KHUn5DFU=","commandMetadata":{"webCommandMetadata":{"url":"/channel/UCSe4DBMkcnmbyBUBSmwgEIA","webPageType":"WEB_PAGE_TYPE_CHANNEL","rootVe":3611,"apiUrl":"/youtubei/v1/browse"}},"browseEndpoint":{"browseId":"UCSe4DBMkcnmbyBUBSmwgEIA","canonicalBaseUrl":"/channel/UCSe4DBMkcnmbyBUBSmwgEIA"}}},{"text":"\n▸ Informatik: "},{"text":"https://www.youtube.com/InformatikSim...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAMiEwiS_7bPquH3AhXKvN4KHUn5DFU=","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/InformatikSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/InformatikSimpleclub","nofollow":true}}},{"text":"\n▸ Wirtschaft: "},{"text":"https://www.youtube.com/WirtschaftSim...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAMiEwiS_7bPquH3AhXKvN4KHUn5DFU=","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/WirtschaftSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/WirtschaftSimpleclub","nofollow":true}}},{"text":"\n▸ Maschinenbau: 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*\n(Über den Link bekommst du sogar 10% Rabatt auf simpleclub unlimited! 😇)\n\n*Werbung für unser eigenes Produkt\n\n📱DAS BEKOMMST DU MIT DER APP:\n\n▸ Alle Videos (auch für Deutsch, Englisch, Französisch, etc.)\n▸ Passende Übungsaufgaben (+ originale Abiturprüfungen!)\n▸ Fertige Zusammenfassungen\n▸ Persönliche Lernpläne für jede Klausur\n▸ Wir sagen dir, wie gut du vorbereitet bist! ✅\n\n-----------\n\n🍿FOLGE SIMPLECLUB FÜR FETTEN CONTENT!\n\n▸ Instagram: 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WAS IST SIMPLECLUB?\n\nsimpleclub ist die coolste und beliebteste Lernapp für Schülerinnen und Schüler in Deutschland. Wir glauben, dass neue Lernmittel wie z.B. unsere App in Zukunft das klassische Schulbuch ersetzen müssen, sodass DU alles genau so lernen kannst, wie DU es brauchst. 💪🏽\nWir haben unsere App entwickelt, um dich mit interaktiven Übungsaufgaben, Zusammenfassungen, persönlichen Playlisten und noch vielem mehr perfekt auf alle Fächer vorzubereiten! Mit simpleclub sparst du dir Stress und Angst vor JEDER Prüfung und gehst gechillt durch deine Schulzeit. 🚀\n\nEs ist Zeit, das beste aus dir rauszuholen!\n\nKLICKE JETZT HIER UND LEG DIREKT LOS:\n\n➡️ 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⬅️*\n\n*Werbung für unser eigenes Produkt\n\n📺 ALLE KANÄLE\n\n▸ Mathe: "},{"text":"https://www.youtube.com/MatheSimpleclub","navigationEndpoint":{"clickTrackingParams":"CKQBEM2rARgBIhMIg6vclarh9wIVWeERCB1YSAcP","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/MatheSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/MatheSimpleclub","nofollow":true}}},{"text":"\n▸ Biologie: "},{"text":"https://www.youtube.com/BiologieSimpl...","navigationEndpoint":{"clickTrackingParams":"CKQBEM2rARgBIhMIg6vclarh9wIVWeERCB1YSAcP","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/BiologieSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/BiologieSimpleclub","nofollow":true}}},{"text":"\n▸ Physik: 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😎⤵️\n"},{"text":"https://simpleclub.com/unlimited-yt?v...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwiDq9yVquH3AhVZ4REIHVhIBw9I75j97aCYqdahAQ==","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/redirect?event=video_description\u0026redir_token=QUFFLUhqa2ctUDIwVmNETEJfZG0yUWIzbUlOUEFFdXg2UXxBQ3Jtc0trRGd5WW5KZXh3bkNLQTczTWZ4b3Fwb2RzY0dPMHJucDU5T3pjaXY3ZWFydXRUOUgzQmxWNEtoQ0xyNzE3U1BxTDRrYklfTy1ON0ZNSjZ1akZsdnlFUThPSkNfaTB2MjdtY05RaHBlbWNFNGdzTTZxcw\u0026q=https%3A%2F%2Fsimpleclub.com%2Funlimited-yt%3Fvariant%3Dpay92hzc7n3%26utm_source%3Dyoutube_organic%26utm_medium%3Dyoutube_description%26utm_campaign%3Dyoutube_discount%26utm_term%3DInformatik%26utm_content%3Doaykwg2_TG8\u0026v=oaykwg2_TG8","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/redirect?event=video_description\u0026redir_token=QUFFLUhqa2ctUDIwVmNETEJfZG0yUWIzbUlOUEFFdXg2UXxBQ3Jtc0trRGd5WW5KZXh3bkNLQTczTWZ4b3Fwb2RzY0dPMHJucDU5T3pjaXY3ZWFydXRUOUgzQmxWNEtoQ0xyNzE3U1BxTDRrYklfTy1ON0ZNSjZ1akZsdnlFUThPSkNfaTB2MjdtY05RaHBlbWNFNGdzTTZxcw\u0026q=https%3A%2F%2Fsimpleclub.com%2Funlimited-yt%3Fvariant%3Dpay92hzc7n3%26utm_source%3Dyoutube_organic%26utm_medium%3Dyoutube_description%26utm_campaign%3Dyoutube_discount%26utm_term%3DInformatik%26utm_content%3Doaykwg2_TG8\u0026v=oaykwg2_TG8","target":"TARGET_NEW_WINDOW","nofollow":true}}},{"text":" *\n(Über den Link bekommst du sogar 10% Rabatt auf simpleclub unlimited! 😇)\n\n*Werbung für unser eigenes Produkt\n\n📱DAS BEKOMMST DU MIT DER APP:\n\n▸ Alle Videos (auch für Deutsch, Englisch, Französisch, etc.)\n▸ Passende Übungsaufgaben (+ originale Abiturprüfungen!)\n▸ Fertige Zusammenfassungen\n▸ Persönliche Lernpläne für jede Klausur\n▸ Wir sagen dir, wie gut du vorbereitet bist! ✅\n\n-----------\n\n🍿FOLGE SIMPLECLUB FÜR FETTEN CONTENT!\n\n▸ Instagram: "},{"text":"http://www.instagram.com/simpleclub","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwiDq9yVquH3AhVZ4REIHVhIBw9I75j97aCYqdahAQ==","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/redirect?event=video_description\u0026redir_token=QUFFLUhqbGM5UVpzS05JV1JUc3gzWVI4RUlEcHlROXc3QXxBQ3Jtc0ttUnBFZHp6d19SaDhFM01NU1YzRlltTE9fTUhlRFdJbTJ1emswbnhjMVhKNi1yMlE3SUY4TjQ0b2Q1VE5aY1EweEFVNEpUcG1pQUpCWTZoNklieFJ3UC1XZ0tkVnl4MHpSdmFIWDZMblpZRVlianF6RQ\u0026q=http%3A%2F%2Fwww.instagram.com%2Fsimpleclub\u0026v=oaykwg2_TG8","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/redirect?event=video_description\u0026redir_token=QUFFLUhqbGM5UVpzS05JV1JUc3gzWVI4RUlEcHlROXc3QXxBQ3Jtc0ttUnBFZHp6d19SaDhFM01NU1YzRlltTE9fTUhlRFdJbTJ1emswbnhjMVhKNi1yMlE3SUY4TjQ0b2Q1VE5aY1EweEFVNEpUcG1pQUpCWTZoNklieFJ3UC1XZ0tkVnl4MHpSdmFIWDZMblpZRVlianF6RQ\u0026q=http%3A%2F%2Fwww.instagram.com%2Fsimpleclub\u0026v=oaykwg2_TG8","target":"TARGET_NEW_WINDOW","nofollow":true}}},{"text":"\n▸ TikTok: "},{"text":"http://www.tiktok.com/@simpleclub","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwiDq9yVquH3AhVZ4REIHVhIBw9I75j97aCYqdahAQ==","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/redirect?event=video_description\u0026redir_token=QUFFLUhqbmVMUGJiZzRqTThpQzBOa0t2SGQtVHhMVWJDQXxBQ3Jtc0ttbFcwQmhZRlJISTgzSHVfVkd2TXlKeHF5aEljTE5Bd3phZ1VTSWtqZFpFMlVuX1VhTXRjVEozaVhONVZBckREaTJma2dvUUxBMWJ3QjFRZmN5ajdwb3I2V2ZobHVOMWdvNjRMTzJ3U3JfcXlqNHo5OA\u0026q=http%3A%2F%2Fwww.tiktok.com%2F%40simpleclub\u0026v=oaykwg2_TG8","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/redirect?event=video_description\u0026redir_token=QUFFLUhqbmVMUGJiZzRqTThpQzBOa0t2SGQtVHhMVWJDQXxBQ3Jtc0ttbFcwQmhZRlJISTgzSHVfVkd2TXlKeHF5aEljTE5Bd3phZ1VTSWtqZFpFMlVuX1VhTXRjVEozaVhONVZBckREaTJma2dvUUxBMWJ3QjFRZmN5ajdwb3I2V2ZobHVOMWdvNjRMTzJ3U3JfcXlqNHo5OA\u0026q=http%3A%2F%2Fwww.tiktok.com%2F%40simpleclub\u0026v=oaykwg2_TG8","target":"TARGET_NEW_WINDOW","nofollow":true}}},{"text":"\n\n🎓 WAS IST SIMPLECLUB?\n\nsimpleclub ist die coolste und beliebteste Lernapp für Schülerinnen und Schüler in Deutschland. Wir glauben, dass neue Lernmittel wie z.B. unsere App in Zukunft das klassische Schulbuch ersetzen müssen, sodass DU alles genau so lernen kannst, wie DU es brauchst. 💪🏽\nWir haben unsere App entwickelt, um dich mit interaktiven Übungsaufgaben, Zusammenfassungen, persönlichen Playlisten und noch vielem mehr perfekt auf alle Fächer vorzubereiten! Mit simpleclub sparst du dir Stress und Angst vor JEDER Prüfung und gehst gechillt durch deine Schulzeit. 🚀\n\nEs ist Zeit, das beste aus dir rauszuholen!\n\nKLICKE JETZT HIER UND LEG DIREKT LOS:\n\n➡️ 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⬅️*\n\n*Werbung für unser eigenes Produkt\n\n📺 ALLE KANÄLE\n\n▸ Mathe: "},{"text":"https://www.youtube.com/MatheSimpleclub","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwiDq9yVquH3AhVZ4REIHVhIBw8=","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/MatheSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/MatheSimpleclub","nofollow":true}}},{"text":"\n▸ Biologie: "},{"text":"https://www.youtube.com/BiologieSimpl...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwiDq9yVquH3AhVZ4REIHVhIBw8=","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/BiologieSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/BiologieSimpleclub","nofollow":true}}},{"text":"\n▸ Physik: "},{"text":"https://www.youtube.com/PhysikSimpleclub","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwiDq9yVquH3AhVZ4REIHVhIBw8=","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/PhysikSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/PhysikSimpleclub","nofollow":true}}},{"text":"\n▸ Chemie: "},{"text":"https://www.youtube.com/ChemieSimpleclub","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwiDq9yVquH3AhVZ4REIHVhIBw8=","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/ChemieSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/ChemieSimpleclub","nofollow":true}}},{"text":"\n▸ Deutsch: "},{"text":"https://www.youtube.com/channel/UCUju...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwiDq9yVquH3AhVZ4REIHVhIBw8=","commandMetadata":{"webCommandMetadata":{"url":"/channel/UCUju4nzpiAFzYyEolqEx3Fw","webPageType":"WEB_PAGE_TYPE_CHANNEL","rootVe":3611,"apiUrl":"/youtubei/v1/browse"}},"browseEndpoint":{"browseId":"UCUju4nzpiAFzYyEolqEx3Fw","canonicalBaseUrl":"/channel/UCUju4nzpiAFzYyEolqEx3Fw"}}},{"text":"\n▸ Englisch: "},{"text":"https://www.youtube.com/channel/UC3Lf...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwiDq9yVquH3AhVZ4REIHVhIBw8=","commandMetadata":{"webCommandMetadata":{"url":"/channel/UC3LfMQQfaEMl0yPjJI1DkgA","webPageType":"WEB_PAGE_TYPE_CHANNEL","rootVe":3611,"apiUrl":"/youtubei/v1/browse"}},"browseEndpoint":{"browseId":"UC3LfMQQfaEMl0yPjJI1DkgA","canonicalBaseUrl":"/channel/UC3LfMQQfaEMl0yPjJI1DkgA"}}},{"text":"\n▸ Latein: "},{"text":"https://www.youtube.com/channel/UChwo...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwiDq9yVquH3AhVZ4REIHVhIBw8=","commandMetadata":{"webCommandMetadata":{"url":"/channel/UChwoZGlpS-9VYxCdc3WJXhA","webPageType":"WEB_PAGE_TYPE_CHANNEL","rootVe":3611,"apiUrl":"/youtubei/v1/browse"}},"browseEndpoint":{"browseId":"UChwoZGlpS-9VYxCdc3WJXhA","canonicalBaseUrl":"/channel/UChwoZGlpS-9VYxCdc3WJXhA"}}},{"text":"\n▸ Französisch: "},{"text":"https://www.youtube.com/channel/UCx4N...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwiDq9yVquH3AhVZ4REIHVhIBw8=","commandMetadata":{"webCommandMetadata":{"url":"/channel/UCx4Nlteh9vi5nIHtHZGMWsA","webPageType":"WEB_PAGE_TYPE_CHANNEL","rootVe":3611,"apiUrl":"/youtubei/v1/browse"}},"browseEndpoint":{"browseId":"UCx4Nlteh9vi5nIHtHZGMWsA","canonicalBaseUrl":"/channel/UCx4Nlteh9vi5nIHtHZGMWsA"}}},{"text":"\n▸ Spanisch: "},{"text":"https://www.youtube.com/channel/UCDp0...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwiDq9yVquH3AhVZ4REIHVhIBw8=","commandMetadata":{"webCommandMetadata":{"url":"/channel/UCDp04E7uHVGn02DId153XEA","webPageType":"WEB_PAGE_TYPE_CHANNEL","rootVe":3611,"apiUrl":"/youtubei/v1/browse"}},"browseEndpoint":{"browseId":"UCDp04E7uHVGn02DId153XEA","canonicalBaseUrl":"/channel/UCDp04E7uHVGn02DId153XEA"}}},{"text":"\n▸ Geschichte: "},{"text":"https://www.youtube.com/GeschichteSim...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwiDq9yVquH3AhVZ4REIHVhIBw8=","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/GeschichteSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/GeschichteSimpleclub","nofollow":true}}},{"text":"\n▸ Geographie: "},{"text":"https://www.youtube.com/GeographieSim...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwiDq9yVquH3AhVZ4REIHVhIBw8=","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/GeographieSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/GeographieSimpleclub","nofollow":true}}},{"text":"\n▸ Politik: "},{"text":"https://www.youtube.com/channel/UCSe4...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwiDq9yVquH3AhVZ4REIHVhIBw8=","commandMetadata":{"webCommandMetadata":{"url":"/channel/UCSe4DBMkcnmbyBUBSmwgEIA","webPageType":"WEB_PAGE_TYPE_CHANNEL","rootVe":3611,"apiUrl":"/youtubei/v1/browse"}},"browseEndpoint":{"browseId":"UCSe4DBMkcnmbyBUBSmwgEIA","canonicalBaseUrl":"/channel/UCSe4DBMkcnmbyBUBSmwgEIA"}}},{"text":"\n▸ Informatik: "},{"text":"https://www.youtube.com/InformatikSim...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwiDq9yVquH3AhVZ4REIHVhIBw8=","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/InformatikSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/InformatikSimpleclub","nofollow":true}}},{"text":"\n▸ Wirtschaft: "},{"text":"https://www.youtube.com/WirtschaftSim...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwiDq9yVquH3AhVZ4REIHVhIBw8=","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/WirtschaftSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/WirtschaftSimpleclub","nofollow":true}}},{"text":"\n▸ Maschinenbau: "},{"text":"https://www.youtube.com/MaschinenbauS...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwiDq9yVquH3AhVZ4REIHVhIBw8=","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/MaschinenbauSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/MaschinenbauSimpleclub","nofollow":true}}},{"text":"\n▸ Motivations- und Lerntipps: "},{"text":"https://www.youtube.com/simpleclubDie...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwiDq9yVquH3AhVZ4REIHVhIBw8=","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/simpleclubDieLernapp","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/simpleclubDieLernapp","nofollow":true}}},{"text":"\n\n-----------\n\n» CREDITS\n\nEin Konzept von Alexander Giesecke und Nicolai Schork\n\nGeschrieben von: Niklas Müller\nVisuelle Konzeption: Marcel Schubert\nTon: Alexander Giesecke\nSchnitt: Ullrich Köhler"}]},"showMoreText":{"simpleText":"Mehr ansehen"},"showLessText":{"simpleText":"Weniger 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*\n(Über den Link bekommst du sogar 10% Rabatt auf simpleclub unlimited! 😇)\n\n*Werbung für unser eigenes Produkt\n\n📱DAS BEKOMMST DU MIT DER APP:\n\n▸ Alle Videos (auch für Deutsch, Englisch, Französisch, etc.)\n▸ Passende Übungsaufgaben (+ originale Abiturprüfungen!)\n▸ Fertige Zusammenfassungen\n▸ Persönliche Lernpläne für jede Klausur\n▸ Wir sagen dir, wie gut du vorbereitet bist! ✅\n\n-----------\n\n🍿FOLGE SIMPLECLUB FÜR FETTEN CONTENT!\n\n▸ Instagram: 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TikTok: 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WAS IST SIMPLECLUB?\n\nsimpleclub ist die coolste und beliebteste Lernapp für Schülerinnen und Schüler in Deutschland. Wir glauben, dass neue Lernmittel wie z.B. unsere App in Zukunft das klassische Schulbuch ersetzen müssen, sodass DU alles genau so lernen kannst, wie DU es brauchst. 💪🏽\nWir haben unsere App entwickelt, um dich mit interaktiven Übungsaufgaben, Zusammenfassungen, persönlichen Playlisten und noch vielem mehr perfekt auf alle Fächer vorzubereiten! Mit simpleclub sparst du dir Stress und Angst vor JEDER Prüfung und gehst gechillt durch deine Schulzeit. 🚀\n\nEs ist Zeit, das beste aus dir rauszuholen!\n\nKLICKE JETZT HIER UND LEG DIREKT LOS:\n\n➡️ 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⬅️*\n\n*Werbung für unser eigenes Produkt\n\n📺 ALLE KANÄLE\n\n▸ Mathe: "},{"text":"https://www.youtube.com/MatheSimpleclub","navigationEndpoint":{"clickTrackingParams":"CKQBEM2rARgBIhMIyr3al6rh9wIV2JtVCh2b0wck","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/MatheSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/MatheSimpleclub","nofollow":true}}},{"text":"\n▸ Biologie: "},{"text":"https://www.youtube.com/BiologieSimpl...","navigationEndpoint":{"clickTrackingParams":"CKQBEM2rARgBIhMIyr3al6rh9wIV2JtVCh2b0wck","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/BiologieSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/BiologieSimpleclub","nofollow":true}}},{"text":"\n▸ Physik: 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Wir glauben, dass neue Lernmittel wie z.B. unsere App in Zukunft das klassische Schulbuch ersetzen müssen, sodass DU alles genau so lernen kannst, wie DU es brauchst. 💪🏽\nWir haben unsere App entwickelt, um dich mit interaktiven Übungsaufgaben, Zusammenfassungen, persönlichen Playlisten und noch vielem mehr perfekt auf alle Fächer vorzubereiten! Mit simpleclub sparst du dir Stress und Angst vor JEDER Prüfung und gehst gechillt durch deine Schulzeit. 🚀\n\nEs ist Zeit, das beste aus dir rauszuholen!\n\nKLICKE JETZT HIER UND LEG DIREKT LOS:\n\n➡️ 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⬅️*\n\n*Werbung für unser eigenes Produkt\n\n📺 ALLE KANÄLE\n\n▸ Mathe: "},{"text":"https://www.youtube.com/MatheSimpleclub","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwjKvdqXquH3AhXYm1UKHZvTByQ=","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/MatheSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/MatheSimpleclub","nofollow":true}}},{"text":"\n▸ Biologie: "},{"text":"https://www.youtube.com/BiologieSimpl...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwjKvdqXquH3AhXYm1UKHZvTByQ=","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/BiologieSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/BiologieSimpleclub","nofollow":true}}},{"text":"\n▸ Physik: 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"},{"text":"https://www.youtube.com/channel/UCUju...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwjKvdqXquH3AhXYm1UKHZvTByQ=","commandMetadata":{"webCommandMetadata":{"url":"/channel/UCUju4nzpiAFzYyEolqEx3Fw","webPageType":"WEB_PAGE_TYPE_CHANNEL","rootVe":3611,"apiUrl":"/youtubei/v1/browse"}},"browseEndpoint":{"browseId":"UCUju4nzpiAFzYyEolqEx3Fw","canonicalBaseUrl":"/channel/UCUju4nzpiAFzYyEolqEx3Fw"}}},{"text":"\n▸ Englisch: "},{"text":"https://www.youtube.com/channel/UC3Lf...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwjKvdqXquH3AhXYm1UKHZvTByQ=","commandMetadata":{"webCommandMetadata":{"url":"/channel/UC3LfMQQfaEMl0yPjJI1DkgA","webPageType":"WEB_PAGE_TYPE_CHANNEL","rootVe":3611,"apiUrl":"/youtubei/v1/browse"}},"browseEndpoint":{"browseId":"UC3LfMQQfaEMl0yPjJI1DkgA","canonicalBaseUrl":"/channel/UC3LfMQQfaEMl0yPjJI1DkgA"}}},{"text":"\n▸ Latein: "},{"text":"https://www.youtube.com/channel/UChwo...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwjKvdqXquH3AhXYm1UKHZvTByQ=","commandMetadata":{"webCommandMetadata":{"url":"/channel/UChwoZGlpS-9VYxCdc3WJXhA","webPageType":"WEB_PAGE_TYPE_CHANNEL","rootVe":3611,"apiUrl":"/youtubei/v1/browse"}},"browseEndpoint":{"browseId":"UChwoZGlpS-9VYxCdc3WJXhA","canonicalBaseUrl":"/channel/UChwoZGlpS-9VYxCdc3WJXhA"}}},{"text":"\n▸ Französisch: "},{"text":"https://www.youtube.com/channel/UCx4N...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwjKvdqXquH3AhXYm1UKHZvTByQ=","commandMetadata":{"webCommandMetadata":{"url":"/channel/UCx4Nlteh9vi5nIHtHZGMWsA","webPageType":"WEB_PAGE_TYPE_CHANNEL","rootVe":3611,"apiUrl":"/youtubei/v1/browse"}},"browseEndpoint":{"browseId":"UCx4Nlteh9vi5nIHtHZGMWsA","canonicalBaseUrl":"/channel/UCx4Nlteh9vi5nIHtHZGMWsA"}}},{"text":"\n▸ Spanisch: "},{"text":"https://www.youtube.com/channel/UCDp0...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwjKvdqXquH3AhXYm1UKHZvTByQ=","commandMetadata":{"webCommandMetadata":{"url":"/channel/UCDp04E7uHVGn02DId153XEA","webPageType":"WEB_PAGE_TYPE_CHANNEL","rootVe":3611,"apiUrl":"/youtubei/v1/browse"}},"browseEndpoint":{"browseId":"UCDp04E7uHVGn02DId153XEA","canonicalBaseUrl":"/channel/UCDp04E7uHVGn02DId153XEA"}}},{"text":"\n▸ Geschichte: "},{"text":"https://www.youtube.com/GeschichteSim...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwjKvdqXquH3AhXYm1UKHZvTByQ=","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/GeschichteSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/GeschichteSimpleclub","nofollow":true}}},{"text":"\n▸ Geographie: 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"},{"text":"https://www.youtube.com/MaschinenbauS...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwjKvdqXquH3AhXYm1UKHZvTByQ=","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/MaschinenbauSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/MaschinenbauSimpleclub","nofollow":true}}},{"text":"\n▸ Motivations- und Lerntipps: "},{"text":"https://www.youtube.com/simpleclubDie...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwjKvdqXquH3AhXYm1UKHZvTByQ=","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/simpleclubDieLernapp","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/simpleclubDieLernapp","nofollow":true}}},{"text":"\n\n-----------\n\n» CREDITS\n\nEin Konzept von Alexander Giesecke und Nicolai Schork\n\nGeschrieben von: Niklas Müller\nVisuelle Konzeption: Marcel Schubert\nTon: Alexander Giesecke\nSchnitt: 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verwalten und zu verbessern. Wenn Sie zustimmen, nutzen wir Cookies für diese Zwecke und dazu, Inhalte und Werbung für Sie zu personalisieren, damit Sie z. B. relevantere Google-Suchergebnisse und relevantere Werbung bei YouTube erhalten. Die Personalisierung erfolgt auf Grundlage Ihrer Aktivitäten, beispielsweise Ihrer Google-Suchanfragen und der Videos, die Sie sich bei YouTube ansehen. Wir verwenden diese Daten auch für Analysen und Messungen. Klicken Sie auf „Anpassen“, um sich weitere Optionen anzusehen, oder besuchen Sie g.co/privacytools. 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😎⤵️\n"},{"text":"https://simpleclub.com/unlimited-yt?v...","navigationEndpoint":{"clickTrackingParams":"CKQBEM2rARgBIhMIlPTFmarh9wIVQpt8Ch0CCw0rSMb8kN2P9arQZw==","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/redirect?event=video_description\u0026redir_token=QUFFLUhqbGJNckxRcU0tUEdZVF9sSjNKaWJTS2dyMlZLZ3xBQ3Jtc0ttMEJIUktEZ2RUTVJNc19NbGt5bTIzd29fSU13eWdsazE2ZFFTbXc3WmgtT3JwNHhIYmE4bE1rS2lFcUNoeEhYT0htd3BMRnpRS2F6ckpoTlZ0cXp5SUFoUTBsbU9JMW5ibzZRTmFsUUttVW1VRHVFOA\u0026q=https%3A%2F%2Fsimpleclub.com%2Funlimited-yt%3Fvariant%3Dpay92hzc7n3%26utm_source%3Dyoutube_organic%26utm_medium%3Dyoutube_description%26utm_campaign%3Dyoutube_discount%26utm_term%3DInformatik%26utm_content%3DZ6CrqPukPkY\u0026v=Z6CrqPukPkY","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/redirect?event=video_description\u0026redir_token=QUFFLUhqbGJNckxRcU0tUEdZVF9sSjNKaWJTS2dyMlZLZ3xBQ3Jtc0ttMEJIUktEZ2RUTVJNc19NbGt5bTIzd29fSU13eWdsazE2ZFFTbXc3WmgtT3JwNHhIYmE4bE1rS2lFcUNoeEhYT0htd3BMRnpRS2F6ckpoTlZ0cXp5SUFoUTBsbU9JMW5ibzZRTmFsUUttVW1VRHVFOA\u0026q=https%3A%2F%2Fsimpleclub.com%2Funlimited-yt%3Fvariant%3Dpay92hzc7n3%26utm_source%3Dyoutube_organic%26utm_medium%3Dyoutube_description%26utm_campaign%3Dyoutube_discount%26utm_term%3DInformatik%26utm_content%3DZ6CrqPukPkY\u0026v=Z6CrqPukPkY","target":"TARGET_NEW_WINDOW","nofollow":true}}},{"text":" *\n(Über den Link bekommst du sogar 10% Rabatt auf simpleclub unlimited! 😇)\n\n*Werbung für unser eigenes Produkt\n\n📱DAS BEKOMMST DU MIT DER APP:\n\n▸ Alle Videos (auch für Deutsch, Englisch, Französisch, etc.)\n▸ Passende Übungsaufgaben (+ originale Abiturprüfungen!)\n▸ Fertige Zusammenfassungen\n▸ Persönliche Lernpläne für jede Klausur\n▸ Wir sagen dir, wie gut du vorbereitet bist! ✅\n\n-----------\n\n🍿FOLGE SIMPLECLUB FÜR FETTEN CONTENT!\n\n▸ Instagram: 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TikTok: 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WAS IST SIMPLECLUB?\n\nsimpleclub ist die coolste und beliebteste Lernapp für Schülerinnen und Schüler in Deutschland. Wir glauben, dass neue Lernmittel wie z.B. unsere App in Zukunft das klassische Schulbuch ersetzen müssen, sodass DU alles genau so lernen kannst, wie DU es brauchst. 💪🏽\nWir haben unsere App entwickelt, um dich mit interaktiven Übungsaufgaben, Zusammenfassungen, persönlichen Playlisten und noch vielem mehr perfekt auf alle Fächer vorzubereiten! Mit simpleclub sparst du dir Stress und Angst vor JEDER Prüfung und gehst gechillt durch deine Schulzeit. 🚀\n\nEs ist Zeit, das beste aus dir rauszuholen!\n\nKLICKE JETZT HIER UND LEG DIREKT LOS:\n\n➡️ 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⬅️*\n\n*Werbung für unser eigenes Produkt\n\n📺 ALLE KANÄLE\n\n▸ Mathe: "},{"text":"https://www.youtube.com/MatheSimpleclub","navigationEndpoint":{"clickTrackingParams":"CKQBEM2rARgBIhMIlPTFmarh9wIVQpt8Ch0CCw0r","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/MatheSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/MatheSimpleclub","nofollow":true}}},{"text":"\n▸ Biologie: "},{"text":"https://www.youtube.com/BiologieSimpl...","navigationEndpoint":{"clickTrackingParams":"CKQBEM2rARgBIhMIlPTFmarh9wIVQpt8Ch0CCw0r","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/BiologieSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/BiologieSimpleclub","nofollow":true}}},{"text":"\n▸ Physik: 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"},{"text":"https://www.youtube.com/channel/UCUju...","navigationEndpoint":{"clickTrackingParams":"CKQBEM2rARgBIhMIlPTFmarh9wIVQpt8Ch0CCw0r","commandMetadata":{"webCommandMetadata":{"url":"/channel/UCUju4nzpiAFzYyEolqEx3Fw","webPageType":"WEB_PAGE_TYPE_CHANNEL","rootVe":3611,"apiUrl":"/youtubei/v1/browse"}},"browseEndpoint":{"browseId":"UCUju4nzpiAFzYyEolqEx3Fw","canonicalBaseUrl":"/channel/UCUju4nzpiAFzYyEolqEx3Fw"}}},{"text":"\n▸ Englisch: "},{"text":"https://www.youtube.com/channel/UC3Lf...","navigationEndpoint":{"clickTrackingParams":"CKQBEM2rARgBIhMIlPTFmarh9wIVQpt8Ch0CCw0r","commandMetadata":{"webCommandMetadata":{"url":"/channel/UC3LfMQQfaEMl0yPjJI1DkgA","webPageType":"WEB_PAGE_TYPE_CHANNEL","rootVe":3611,"apiUrl":"/youtubei/v1/browse"}},"browseEndpoint":{"browseId":"UC3LfMQQfaEMl0yPjJI1DkgA","canonicalBaseUrl":"/channel/UC3LfMQQfaEMl0yPjJI1DkgA"}}},{"text":"\n▸ Latein: 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"},{"text":"https://www.youtube.com/channel/UCDp0...","navigationEndpoint":{"clickTrackingParams":"CKQBEM2rARgBIhMIlPTFmarh9wIVQpt8Ch0CCw0r","commandMetadata":{"webCommandMetadata":{"url":"/channel/UCDp04E7uHVGn02DId153XEA","webPageType":"WEB_PAGE_TYPE_CHANNEL","rootVe":3611,"apiUrl":"/youtubei/v1/browse"}},"browseEndpoint":{"browseId":"UCDp04E7uHVGn02DId153XEA","canonicalBaseUrl":"/channel/UCDp04E7uHVGn02DId153XEA"}}},{"text":"\n▸ Geschichte: "},{"text":"https://www.youtube.com/GeschichteSim...","navigationEndpoint":{"clickTrackingParams":"CKQBEM2rARgBIhMIlPTFmarh9wIVQpt8Ch0CCw0r","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/GeschichteSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/GeschichteSimpleclub","nofollow":true}}},{"text":"\n▸ Geographie: "},{"text":"https://www.youtube.com/GeographieSim...","navigationEndpoint":{"clickTrackingParams":"CKQBEM2rARgBIhMIlPTFmarh9wIVQpt8Ch0CCw0r","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/GeographieSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/GeographieSimpleclub","nofollow":true}}},{"text":"\n▸ Politik: "},{"text":"https://www.youtube.com/channel/UCSe4...","navigationEndpoint":{"clickTrackingParams":"CKQBEM2rARgBIhMIlPTFmarh9wIVQpt8Ch0CCw0r","commandMetadata":{"webCommandMetadata":{"url":"/channel/UCSe4DBMkcnmbyBUBSmwgEIA","webPageType":"WEB_PAGE_TYPE_CHANNEL","rootVe":3611,"apiUrl":"/youtubei/v1/browse"}},"browseEndpoint":{"browseId":"UCSe4DBMkcnmbyBUBSmwgEIA","canonicalBaseUrl":"/channel/UCSe4DBMkcnmbyBUBSmwgEIA"}}},{"text":"\n▸ Informatik: "},{"text":"https://www.youtube.com/InformatikSim...","navigationEndpoint":{"clickTrackingParams":"CKQBEM2rARgBIhMIlPTFmarh9wIVQpt8Ch0CCw0r","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/InformatikSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/InformatikSimpleclub","nofollow":true}}},{"text":"\n▸ Wirtschaft: "},{"text":"https://www.youtube.com/WirtschaftSim...","navigationEndpoint":{"clickTrackingParams":"CKQBEM2rARgBIhMIlPTFmarh9wIVQpt8Ch0CCw0r","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/WirtschaftSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/WirtschaftSimpleclub","nofollow":true}}},{"text":"\n▸ Maschinenbau: "},{"text":"https://www.youtube.com/MaschinenbauS...","navigationEndpoint":{"clickTrackingParams":"CKQBEM2rARgBIhMIlPTFmarh9wIVQpt8Ch0CCw0r","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/MaschinenbauSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/MaschinenbauSimpleclub","nofollow":true}}},{"text":"\n▸ Motivations- und Lerntipps: "},{"text":"https://www.youtube.com/simpleclubDie...","navigationEndpoint":{"clickTrackingParams":"CKQBEM2rARgBIhMIlPTFmarh9wIVQpt8Ch0CCw0r","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/simpleclubDieLernapp","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/simpleclubDieLernapp","nofollow":true}}},{"text":"\n\n-----------\n\n» CREDITS\n\nEin Konzept von Alexander Giesecke und Nicolai Schork\n\nGeschrieben von: Niklas Müller\nVisuelle Konzeption: Marcel Schubert\nTon: Alexander Giesecke\nSchnitt: 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"},{"text":"http://www.tiktok.com/@simpleclub","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwiU9MWZquH3AhVCm3wKHQILDStIxvyQ3Y_1qtBn","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/redirect?event=video_description\u0026redir_token=QUFFLUhqbnVHY1FyMnJ3clZrZnV0QzlRUG5pZTExSVhlQXxBQ3Jtc0trUmlmWXB3T29LZGw0THV3eEZRSmJSUG1qV0FEOXpsTlUzR1BETDROMnhvOGg5QzNoSHJpUjctOGx1YklvSkQ4YXdkU0R3TVdteER0UmlCU2hSZVBONFUxVzd1dmItdlk0Y3pmTENzemc2TjhIMDluOA\u0026q=http%3A%2F%2Fwww.tiktok.com%2F%40simpleclub\u0026v=Z6CrqPukPkY","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/redirect?event=video_description\u0026redir_token=QUFFLUhqbnVHY1FyMnJ3clZrZnV0QzlRUG5pZTExSVhlQXxBQ3Jtc0trUmlmWXB3T29LZGw0THV3eEZRSmJSUG1qV0FEOXpsTlUzR1BETDROMnhvOGg5QzNoSHJpUjctOGx1YklvSkQ4YXdkU0R3TVdteER0UmlCU2hSZVBONFUxVzd1dmItdlk0Y3pmTENzemc2TjhIMDluOA\u0026q=http%3A%2F%2Fwww.tiktok.com%2F%40simpleclub\u0026v=Z6CrqPukPkY","target":"TARGET_NEW_WINDOW","nofollow":true}}},{"text":"\n\n🎓 WAS IST SIMPLECLUB?\n\nsimpleclub ist die coolste und beliebteste Lernapp für Schülerinnen und Schüler in Deutschland. Wir glauben, dass neue Lernmittel wie z.B. unsere App in Zukunft das klassische Schulbuch ersetzen müssen, sodass DU alles genau so lernen kannst, wie DU es brauchst. 💪🏽\nWir haben unsere App entwickelt, um dich mit interaktiven Übungsaufgaben, Zusammenfassungen, persönlichen Playlisten und noch vielem mehr perfekt auf alle Fächer vorzubereiten! Mit simpleclub sparst du dir Stress und Angst vor JEDER Prüfung und gehst gechillt durch deine Schulzeit. 🚀\n\nEs ist Zeit, das beste aus dir rauszuholen!\n\nKLICKE JETZT HIER UND LEG DIREKT LOS:\n\n➡️ "},{"text":"https://simpleclub.com/unlimited-yt?v...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwiU9MWZquH3AhVCm3wKHQILDStIxvyQ3Y_1qtBn","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/redirect?event=video_description\u0026redir_token=QUFFLUhqa3VYb25qNFVDOUJ5ZFdrUmtXZzhsWXI2d29rUXxBQ3Jtc0ttNG5JSU9jRUtBN2xlRG93cV9pRkxLelpJYkVLZmtUQ1drcDFuTW02cHlTb2c4NWE0SUxRZDJnYUZ2VGllRnJ2VjdFUzZFTVo3SUlwcFdRM1RQWnFsX0dNWTRxQWpYUUlLTXdTSDY2LWhKUVZQRm5ZNA\u0026q=https%3A%2F%2Fsimpleclub.com%2Funlimited-yt%3Fvariant%3Dpay92hzc7n3%26utm_source%3Dyoutube_organic%26utm_medium%3Dyoutube_description%26utm_campaign%3Dyoutube_discount%26utm_term%3DInformatik%26utm_content%3DZ6CrqPukPkY\u0026v=Z6CrqPukPkY","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/redirect?event=video_description\u0026redir_token=QUFFLUhqa3VYb25qNFVDOUJ5ZFdrUmtXZzhsWXI2d29rUXxBQ3Jtc0ttNG5JSU9jRUtBN2xlRG93cV9pRkxLelpJYkVLZmtUQ1drcDFuTW02cHlTb2c4NWE0SUxRZDJnYUZ2VGllRnJ2VjdFUzZFTVo3SUlwcFdRM1RQWnFsX0dNWTRxQWpYUUlLTXdTSDY2LWhKUVZQRm5ZNA\u0026q=https%3A%2F%2Fsimpleclub.com%2Funlimited-yt%3Fvariant%3Dpay92hzc7n3%26utm_source%3Dyoutube_organic%26utm_medium%3Dyoutube_description%26utm_campaign%3Dyoutube_discount%26utm_term%3DInformatik%26utm_content%3DZ6CrqPukPkY\u0026v=Z6CrqPukPkY","target":"TARGET_NEW_WINDOW","nofollow":true}}},{"text":" ⬅️*\n\n*Werbung für unser eigenes Produkt\n\n📺 ALLE KANÄLE\n\n▸ Mathe: "},{"text":"https://www.youtube.com/MatheSimpleclub","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwiU9MWZquH3AhVCm3wKHQILDSs=","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/MatheSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/MatheSimpleclub","nofollow":true}}},{"text":"\n▸ Biologie: "},{"text":"https://www.youtube.com/BiologieSimpl...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwiU9MWZquH3AhVCm3wKHQILDSs=","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/BiologieSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/BiologieSimpleclub","nofollow":true}}},{"text":"\n▸ Physik: "},{"text":"https://www.youtube.com/PhysikSimpleclub","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwiU9MWZquH3AhVCm3wKHQILDSs=","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/PhysikSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/PhysikSimpleclub","nofollow":true}}},{"text":"\n▸ Chemie: "},{"text":"https://www.youtube.com/ChemieSimpleclub","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwiU9MWZquH3AhVCm3wKHQILDSs=","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/ChemieSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/ChemieSimpleclub","nofollow":true}}},{"text":"\n▸ Deutsch: "},{"text":"https://www.youtube.com/channel/UCUju...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwiU9MWZquH3AhVCm3wKHQILDSs=","commandMetadata":{"webCommandMetadata":{"url":"/channel/UCUju4nzpiAFzYyEolqEx3Fw","webPageType":"WEB_PAGE_TYPE_CHANNEL","rootVe":3611,"apiUrl":"/youtubei/v1/browse"}},"browseEndpoint":{"browseId":"UCUju4nzpiAFzYyEolqEx3Fw","canonicalBaseUrl":"/channel/UCUju4nzpiAFzYyEolqEx3Fw"}}},{"text":"\n▸ Englisch: "},{"text":"https://www.youtube.com/channel/UC3Lf...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwiU9MWZquH3AhVCm3wKHQILDSs=","commandMetadata":{"webCommandMetadata":{"url":"/channel/UC3LfMQQfaEMl0yPjJI1DkgA","webPageType":"WEB_PAGE_TYPE_CHANNEL","rootVe":3611,"apiUrl":"/youtubei/v1/browse"}},"browseEndpoint":{"browseId":"UC3LfMQQfaEMl0yPjJI1DkgA","canonicalBaseUrl":"/channel/UC3LfMQQfaEMl0yPjJI1DkgA"}}},{"text":"\n▸ Latein: "},{"text":"https://www.youtube.com/channel/UChwo...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwiU9MWZquH3AhVCm3wKHQILDSs=","commandMetadata":{"webCommandMetadata":{"url":"/channel/UChwoZGlpS-9VYxCdc3WJXhA","webPageType":"WEB_PAGE_TYPE_CHANNEL","rootVe":3611,"apiUrl":"/youtubei/v1/browse"}},"browseEndpoint":{"browseId":"UChwoZGlpS-9VYxCdc3WJXhA","canonicalBaseUrl":"/channel/UChwoZGlpS-9VYxCdc3WJXhA"}}},{"text":"\n▸ Französisch: "},{"text":"https://www.youtube.com/channel/UCx4N...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwiU9MWZquH3AhVCm3wKHQILDSs=","commandMetadata":{"webCommandMetadata":{"url":"/channel/UCx4Nlteh9vi5nIHtHZGMWsA","webPageType":"WEB_PAGE_TYPE_CHANNEL","rootVe":3611,"apiUrl":"/youtubei/v1/browse"}},"browseEndpoint":{"browseId":"UCx4Nlteh9vi5nIHtHZGMWsA","canonicalBaseUrl":"/channel/UCx4Nlteh9vi5nIHtHZGMWsA"}}},{"text":"\n▸ Spanisch: "},{"text":"https://www.youtube.com/channel/UCDp0...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwiU9MWZquH3AhVCm3wKHQILDSs=","commandMetadata":{"webCommandMetadata":{"url":"/channel/UCDp04E7uHVGn02DId153XEA","webPageType":"WEB_PAGE_TYPE_CHANNEL","rootVe":3611,"apiUrl":"/youtubei/v1/browse"}},"browseEndpoint":{"browseId":"UCDp04E7uHVGn02DId153XEA","canonicalBaseUrl":"/channel/UCDp04E7uHVGn02DId153XEA"}}},{"text":"\n▸ Geschichte: "},{"text":"https://www.youtube.com/GeschichteSim...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwiU9MWZquH3AhVCm3wKHQILDSs=","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/GeschichteSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/GeschichteSimpleclub","nofollow":true}}},{"text":"\n▸ Geographie: "},{"text":"https://www.youtube.com/GeographieSim...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwiU9MWZquH3AhVCm3wKHQILDSs=","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/GeographieSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/GeographieSimpleclub","nofollow":true}}},{"text":"\n▸ Politik: "},{"text":"https://www.youtube.com/channel/UCSe4...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwiU9MWZquH3AhVCm3wKHQILDSs=","commandMetadata":{"webCommandMetadata":{"url":"/channel/UCSe4DBMkcnmbyBUBSmwgEIA","webPageType":"WEB_PAGE_TYPE_CHANNEL","rootVe":3611,"apiUrl":"/youtubei/v1/browse"}},"browseEndpoint":{"browseId":"UCSe4DBMkcnmbyBUBSmwgEIA","canonicalBaseUrl":"/channel/UCSe4DBMkcnmbyBUBSmwgEIA"}}},{"text":"\n▸ Informatik: "},{"text":"https://www.youtube.com/InformatikSim...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwiU9MWZquH3AhVCm3wKHQILDSs=","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/InformatikSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/InformatikSimpleclub","nofollow":true}}},{"text":"\n▸ Wirtschaft: "},{"text":"https://www.youtube.com/WirtschaftSim...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwiU9MWZquH3AhVCm3wKHQILDSs=","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/WirtschaftSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/WirtschaftSimpleclub","nofollow":true}}},{"text":"\n▸ Maschinenbau: "},{"text":"https://www.youtube.com/MaschinenbauS...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwiU9MWZquH3AhVCm3wKHQILDSs=","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/MaschinenbauSimpleclub","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/MaschinenbauSimpleclub","nofollow":true}}},{"text":"\n▸ Motivations- und Lerntipps: "},{"text":"https://www.youtube.com/simpleclubDie...","navigationEndpoint":{"clickTrackingParams":"CCYQ040EGAIiEwiU9MWZquH3AhVCm3wKHQILDSs=","commandMetadata":{"webCommandMetadata":{"url":"https://www.youtube.com/simpleclubDieLernapp","webPageType":"WEB_PAGE_TYPE_UNKNOWN","rootVe":83769}},"urlEndpoint":{"url":"https://www.youtube.com/simpleclubDieLernapp","nofollow":true}}},{"text":"\n\n-----------\n\n» CREDITS\n\nEin Konzept von Alexander Giesecke und Nicolai Schork\n\nGeschrieben von: Niklas Müller\nVisuelle Konzeption: Marcel Schubert\nTon: Alexander Giesecke\nSchnitt: 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verwalten und zu verbessern. Wenn Sie zustimmen, nutzen wir Cookies für diese Zwecke und dazu, Inhalte und Werbung für Sie zu personalisieren, damit Sie z. B. relevantere Google-Suchergebnisse und relevantere Werbung bei YouTube erhalten. Die Personalisierung erfolgt auf Grundlage Ihrer Aktivitäten, beispielsweise Ihrer Google-Suchanfragen und der Videos, die Sie sich bei YouTube ansehen. Wir verwenden diese Daten auch für Analysen und Messungen. Klicken Sie auf „Anpassen“, um sich weitere Optionen anzusehen, oder besuchen Sie g.co/privacytools. 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SDkiqUKt5RzG6Re7pdEiSuYe+trCMOLD6c2k0ouLv7koOEYLK5t22uBFz0vJxCr20rxxZohv1uc/5/MUlb0JG2aoWmDcn3iQzYshNjasnhvAPirBw/TcskyCW00hA16Vntq/BgIao8tiz81LMWh+iaLTKgnDs79sCp0L+KRwlNAzC+ZAD57HX8HBqByN5NwtvXCeAWONhnEHAOboQKiHGypjh0Hh9WmpGPGRlS1mEM/2MHYnUYu2r+xgaPmAaYQWvp2awMqs8soaeihu/UgWsQhaKgSdS3HasFGyJ+q6IESCsEmamFqWC+Jd7z5aRlnEfIMyVf6IIO4EM7WRr3jJbcsp78DJUaGr1LsS+2uzK6LSjE7OvHI+RsFigncck2L//iGBqGExfofhaNoJ0ICckHJATWmKwEa5/OAtOYV9w/ul/VJWRvhLOcrEcVy9GpSnXR7QaHhKsLCcBKGdYNPZ8doieuUMwMuF6VNcYTCcW+6E9spkvIjj31OrA7cAZrV860eSXjMG4/UR9S1GOJG5v57sCe7DxQHCTxuCCO5cEsQ2xTybW3Fp7avFHziyDf+pWAasehZgSUUSgVo1rf8qHEU296TmHKhhK9masLb1tikoD3cw+acZ/NYkauoV57CANrxoMkLyV69gfpyE3q2eD0gY56lBH6mRPJZ6sddrpCRKfNMQ3HN9JHdaCyoj9eMdAEWQF9bdmzXtGRa2uVGaQGmdbdBbcbEwdvCBlmEEpCGDXeQEqQRFLRK3CACSnx5ZJzDyFQqZEQylLp62GZcBMe1VfiiMEFbYPLIIVbN2gbZSEHKbSz8uZBHPeE5xygJQor8N01andHePE0gHRtHJ0IagpbmVZxS89EjVHVkqfksNYxwGvSDQsONFI3gHWZQmSNN9MIcvut6iKWtp5TkKcoO1cHagocB/amIndIN2Cqdyqf/l9uOhYBgjgbzpK/y28p/+DTDAvcN758N5eEzYpEs4R+KQzL7wdzKWkNRj/Ofuk8i7MEzcITFY+xOLIlHZb191sp+bCnOT/QQDa4/NZCQ9pdJde+AUDpjmvea2oyAFVNKG+2G1xW9Z6BokcnmwA5mBfkuWewLM6gygFUZmwU3kG+fDNy5brEq5xXUMc/9ckSgE2s1c98YQe/QVQO+6apXAml8GxYDBOXGYLmKqFEhiYzhTJ3AuQXOCuRaRA7DifXFQcKMEhvGo+8uqgFPqMMhOo1LZfKvnvdm8Svq4j0ElnEZCOYrpgTLkhcqz6wt5OjKzd/anCiuOIFjjjsAMYVOStPwLAjDXjoHE5DO4OeLQCN1L5Cicod1v3sDdQiHqNMmwwQGAR5fr/DjeZl6R55DkF4osT065k+cXF8yGPGEAeARLr1jcVFheK7kjb7uioM42bdfpELUTi2842544EgL0EiL4cRcW8kKz/+hjRBPCdEPLbSLt683fTMoMcBjFcvflf+ZG4dpyqiYmlCHS//wJjPvbzGlnaC+aT7Tllhj+no2NJ942TLvXOxEr2GndI0RoJ7uXs6+I/yvbrrLNy3yEmYmt6HPjJ1MUFTjHjUdRcYlkvmdUQbimZE1qpdR9WH1bjurMMXl5jaZ1r/9c0S8qrEVeOg6Rtj6z5eQf6VBg2VTrjTB9+I57b8sFA5eFWrBm6Q8Rc6JhzkCRY0NjJGCogHDsoIqvS+BvWr18dh4X/lM6dLVRdBU2OS4Cva8n+ZWhrtby6ARrfJ1mBqxm6y91Vfo4FRG7pGthGrf75W5Oejth+01Z2tDnoC5iHRteWHqa1aXQLTjG5+cBM16wg6BdxVaR+1CmIXvce1bke9E0m/kd6WVNmILKApEpOKPiJbXQFB9sk/tIZftF15PKEpjhhfh+74zBMa1QqUSP7jvgyQVs0fZ991ml6pD+Lv7qnpvc6WOK8dwMxro+q1SkXPoWs78YfkG++kG5lPwsmnj+YREd0I6UYn5sGUMwEK+6I7mzqE7RXOpvaPQGHrr2Gi+prJStVCTXJw8+jxkul31YlU3ziTltgmYphLZN5QNff8a0aH0ZrRWI0a8o/F0l7o8moZh2li9T+qmmqt888X26n3CV+Z3zZ6jb1VZTnAvADIFtYrSdJMf9FdwbXCDUppcRkbfuE0ahDa1GlCs5EZSHItWQDY2xYmfWbyxanWmAL4X0vfynHIK+UtaxZM2PDw/R0fHqvvcm+PhG+9bllqOozzaV4wyYDDjiCfG9IQqWPn0KLles/pXbkel7+top9U/pJtdPrcSR4PKl41A+91kB/lre1i5NU8DIukrEBvowUEnDPq2SgiklKgDq6SZdoDm1jRSfG10bef/ifzcuj/eI0wB8Xh/STkIGkt6vjnJwWMaLsObknd6cNNBSVQAshA4pNHhOe9Aw3uuTq5LymYC61qGc+siewJC7zNm6mXbO+VF2+kMxz2+f/g8wkdzZWcHgsZU/p8G4u8GjVPCSDOT15JGW8ICjDN+kgMTOF8tkSvtBlKp0L09ZB2AFBy0y3q8KPmBrNDtp9G+cjk52nK0NeTZIRKlP4xq1gVDEJNt/FTqTdf7Ad7IpnDpXYDeYY83gX3bClgc29kTfn8MXWHDbSvT5VcnXRtViBfnLmSIUE2r9W8ibCPP6IchBl0rFm8znDWCPYnwRCUnn0OF9B1RswKM4b++vD5I3Tsq2eie4/+FEAfTOrLyRU+81bO0Av2SL4X8N3afEsiXHd2GOhbVqL3GOkE3qj/aE9V6ZqhBvk1G+LFEH7umMGcOYWh9WQpO8FYs4IcToiypzATOvP84N1XI5G+ZMHSYuFLhXUOnF69xRwVhy+VWEkjqXMVrzqrtFZLe1+yaQYFwGdF37O5lVpcypwKw6+7TjLaslRj2KsC8P+OwCuwD3aRQbQ57h6zEdRiVSuy1AuJgFPzmaayDUaTeWDLgXuhgQPOCD4tR4SDDpCLjC26FNVSVFHxh3Pg+9ucj12NLCfVtNKbTw2jZM4Bwngbegk4oMWWltmd1BxX2cfsqcJ7DZa/fEIsQdL5xoPs1McA22BQwNs6M+VpKl9crHyDvuRZt3DGiL+CuSxql8O98wkQw8IkQ8McbdpjcJgTg3OWdSchaDccu8ySJ0tVLOJH5MvHwW2blcHHcM7p+jyae1eeBuA1Yh74X5KN2tBqpEMECgkM4AASO5W3EDhXvoCvzU5YpgRC9wJipH2cLGspofPWMCHgTnp+iW6RY8qXqDBB66NQ16mbUH2ggvDmfpXctx/joeaOXCqd6ASNSSDwP2FrKBMRbkLN9Cei6V9bD0C71Wgx5RgTSLisrjLwZvW4Eyf3ZgWMJRig2TSoHBH2JIue3rx1Jo9ZbTuKIk/z6Ut0n5H5YWu56gbQLJJ63nQ5hGJru61X3DRrelfZw366kfzxx1db4cdTCQkVOi5n9CH2fFamtNDKtLDR814+nrSMIahd/uWMhkTWOlSI6BtuAEndhf/u6d9pwZXZy+mvBO0WBPnu62wyCT2sx7AcZmlN076qm9oBEwd51wR67FC1/U2vt7s5WfT+9xuSVvGr8Jj34J02WR5XYZRUYzul2/IXF+EoE4m7nZ+fiLC9yL1gMYq0fxCT0c+sTY+PGtOmGNFseBZ9zKYUWhTkhRO6KTFtnXcF7F+tP9P9T94SmGKy8cou+t/VbW6EUtF0BfXq1G+WXz5YHw2a1U94296mfLtjQGnbKS8VOo3VJtBz1/Vd2fo9Ei6k9jZVcLwnbRJ5Ud2kX0fqCESVjyHvvzIpiHAGoOsSFRMLFhM8NYAc4Vi6jEvXaKKtVPOjsz9P5nak8TPEez5ZDYNLMjJ2mgSPMdtLdNFzm6ZNzjNGy4gTc82H0AYkP8xS09xk1MTf7TmlsY0BANVc7f0Vq14cMvt9ZSai21yDBOCVN94FK8rbQwHvT8vy8QiFjgTtagsmDSPbWGmQZ7uyFYo352eqvr3zSnT/LS+Ie5K8JQOKv9DKYJOkfadZwC0mSCuABAn1kTfrzTPLqAvBTgfbcJljWRCOrCT1N4eq1mqlPhY5mLNjIGQp9nyuh1cyj2Z17KhWxlqh89KU/JR+qEQDnC54P4elLKjTP/LTeLgyZpz5l5eCz5DNv/YC1X7kxmTUfsCE6NY4v013ycPbsmPeOC3zbQadiCPpNgMLbcOakk58dgwb4zZ5dYQr3tMtgzq74Nl+6Uk3EGYgJSsnVmtXZ7kuh9Du7Nlv6pfN2FkwFD+eOr3LKBPT3F/PEm12twNT3BA9PJCJBrmQKVQUf10sSxXjnGwKzL39nNss8JzRl9s9KNFgiBi0ZvIh43s0MXaHU25bl49CIO246EIIPYwUAfkzrzeuNFqTPQOSn2oBPWjaS3nPlRLxCs+4NDnluEhNGDzubsSd8G50YSNWW4xzBdqiZ/UaE1fnPlD+AZXpwuEQ7fhKS7AXbx9NOipIX1toYqAkBVZa4Ntkz8+TozEKFlmgu1yvc89iIYzZ+PoHARhEyuTZHa3ZO77BMbGi2o01XCKEMoNuzeiteI6Zybw+SSSlmVZnYkHKeGoBYMNQF8mDOMkyVYD+8oQUyYJoFOXkBWSdhs9bqG7irxx+YrBe0WILkzOIdshsSlhjFpBkgj51wpe6Zo5mcXleYBDe7vrhz3BFWcKEI6MJxqiqa6++WYt0UPJ5xdP4v3WxNxWuhSaZ9OhqYjgx0+z3TGNSFUR0Q/sFggnVhVxmwdbY8qAR5dc+X7fPDaZtxbBH8+Ts6wVYXDRR2LQFNyAUdCRCBFSuEm/6897MBZzkWfPHszengsasuA2SzfFEDMOmBEsYtX2k17q4eRT/OEjS7KFg/2CymUHF/PT1UdaZBxNrLX2RmrkxR4NncRWfUzfz2ZfTePIFfx7XCmn5yc0fFf2mp5asOMtuoL6fhm5w88q+joE0sbur/zP5Em54ZT8GEi/pN8MI3IpcZaaIQ48EoW2vFnBtjImpIC9MzfvSmGUEIbz1CHn3AoBvU4cK+NCQ0FwYKiE4NAsF7I2fO/4Syo4QDOOaUX9Y9LlsP9CfWdey9O7Dz0qKdsJ7aYJ5gb3OXyRkjWtvxKWlW6QRSrTDpoKz5MfSLugifrK1hLWE0pACXcMZPzZeve98jGmyNxmdcg33zSkX0ased9ABZeRkMBMtXZCVCWUZpNZTT4QwLdljo0zSnwdwwJtWefJWLDJbPbT5YAhGV5R8OidGaQjpBXA0r5YYgWOQcM2qTqTyJ6zi9MXUV8BPfIntKJDZWlBgAjfZxad3gIbl3EHAzm+12OpMk0JO3agbbFc63V4Y0VzCm101655TOWlmlCnVIMibxQ4NzRJrqP4L2/kSZiX6UfmZhlWSRW3q63Uxx5p23QaVTNn65fFIqN77ocQDcBuL0k05QpwIMPy03uYXBZ27d+hs+AQ4AcKgQN4LKI5RYy/DrL8swTfzk49tvyR6mQhaBHfsJmZvt5PWCKrgRKDieMqa4ni1CDxgGcohspNyOToub0PWoyAy99OqUSjvwH07dHUAPJvD6+pLFdYyeI1FoOnNlWCSdqrUl5JPMEyi2J0/6hPFQMqy+4KbKHEWMRPb65y4Hx9jrp856ytd9RkRtUcSf/twiPDBScLks9LVwfz38eXHst121FY06iZQXIRggRe1XMirM7gGgX4cYFTzvylVl7rd+nL9maHck3jewwEWILJKqLFEa5/XzITaC2dEQnGDTzeK25hv3p8rYAvw9dB9wz4moqB8pvYTmBpMtYNHy5O4lpm6JTVWtMVYrDVCnFycPvgcNHDTTRtJ/0IG6bcizhEDXpiKf9WWxZDfoa1xZQFm9br+otM9+/yioJpqK5jyvYhGCUjI0QWTNM2gsx26JuPNUaj/+5j/o4LbWQh5/IhPp5k4cQDVzMF+LY95IsuR63B19k1esxSDV8aMRani5jmNfRl36CNVHjZJv0Tk0zBdgtoE7cfRtHP3Bzop8667cDOKmijgZ3keyWbRzrdBgfkuEASaZBjv0il3e4HmMvatbgkCoe6WaKdqti7F5YeqWjY0wg8l6OPPieCn6qu1+FJalgIaRVuPHsLdWjyu8AelKiOLhWAAwR2f+ENxWWwYdexuQ/fsFpPqKdHr+VW1Cstuegli3cUMMuRbgSoY6I2tU/8jHaUgx/gUgJOCyUaroBwUltTQoVMzei9xNmgLZ8H8Wfkt8ldstl7aRwWOFjki1AuP08AMpJ9CTmi/YAR3RPtULahIS+wRS6J91jTfSUuFKPexIYcDo/sskv9KSDcRZnExwHnmhA53JBEzTaTVRzZ2TrpPTgmzPqUisP1V3DDkTCsqTC1I+qZBOZjWTBvqJ5DoeUOjmJ+/Ss5ZBwk0Xy67WrdJWYb+tUVoNiIgihztvK/AUEg78EWZWzHrdDxqgu6dIMtMQEve0Guzz5tIXKRy+7SpYAcOTBomr3PAeU8oJT7MS22RtymNl0SO6fOCqNaUN/+ebjTJmm2gCNBp9zhRvzN4J6/CTr4xexLivvzQ1tnmvnz2yv/DdK1G6nq79gKbOQSJU1ULCo2E7PSVANZgK3XsjGjGfbZZ1qjuBkFbgLMdWkJRKg79eGsd6q7UL9hxkI0u5tNxJpI+DGcxrZp9bQmYnAzsOLbtUnuKNdjC9efGsccAGeO99oeZxNGDsaebhYP0c44J6dcunc7AtZpY+m5KA5FcBLBYZUpHxKSqxaOItiV4vMahwFKgh8PBOWjeUWShpvZifuJH9yqX5oV/Q84jigcUhK5RX1JQF+30l2+ADN0GuqO4VHe4vY0S8hGO/3XR20zwp/5024QgimngjNz91wAVf0UC05L0GfofeVgoPsIFZ0QKwicDzoAZdsy3c03hD4kfnZWV9ae46/lMO3vGaFZrw2xICjZ4BwKdmB79QWSFUCdc28BkbSslPX5U3r+rLtQOSTbSSM8DiIXntWTqCbRJJMac5+nQvwFNqHQ8d9knAnTl1RXAfnl4Nd8YwZi7INBqcwRm+ZgQFakvovxXatLCsr/aD6yntsnb4mgrV2vNgoTZfylX8BUext1iUu8jXTMKH3+lpCntLVvnLdZOrVs/cYBE2eN6oJOxd3I3RdnUGYcBxS5nZj9p2VtpyS4GoiEEnsXmq9jA21G3RYtTtyk2j1Bt7NfdfTNRjVvKT2sm5F4Q5FRx1Gk9+NKfCvSHFFNyoi/NK4tHj2En6PpSon1wwUoCdrsq3UHMHEXOF4JWCtP4s/cpzBfhCSmjYadVrRr/vFMeJZgb/XecyAHfj5qi4Hdv2t87kAB4UmF9JenjehooYeYrdEOwS5I1zF5lqBCgEHvFfF2H63K8zNbwDRrp4Y+jPQIHkyABQA8uhGBiH3qErEhxBvmX7uAxnYzuLZCZwdVr0fRWo0ccxudx4nZEPtmmHA8Rm9H086RKUZUeMam/Ds5ILoNZRGTvyzRMT+oYHocHjlg9P8zguKy4Nd8GBpns5Dl3fx8p2gWJGzGXiMWbM74qssQyO86O4+pVBxDE/LE0RBhB3Z0BV3lepiMaqh3Gp7AMZ3cvTlUKUQ2cGNcr20JsiIteOSEglFXTdFUBCaKCLP7xpAuaYTpdjuhL8JL2OoRaZgBjiUYZb9Ynv9uD7it3/subRI5MtR1FyAIp0op+94Zv2fXJmnQ/SYCFxjZlouylVzPogSqTxhvA4wHvvwd9dAKN+YTu93clBbHFhcpd/wczwfxJnptKc8h3NR85QH2OwetiR2RJLgoIB+Yxy7pvdbVYIrwRl7MBn4cQufJUFgIFCltIq/HyTJyBvxz0+b+lXbsgZzhLP9Y14CCAfOfcLlKLeCFSzCd2bdSy8Xy/AprcSHy3kQQbCowoROFit3xf6kiTDRFD5pFGeoofPQxbHpbQUjcMWqHFXDuqFeE92AJN8XcpS57XkaV5XmE/LXAy1Hnn2PzH203ugS0feB458PMFhzE5cG2rHb7ff2uqbCCQHxbFZaN6sStqhtr1g/kSaoL9p3WSqSQLR8Wh+67Enh9dyumHjDYqaTetNfc34z537cPOVaSZsTBHFNS+rR9L4q+sYXkyOq/FHlZ46W9NvjZXKvXBc1xmHv9sQlrh01ninkIGqMlPl96V1u6Gy50ndhj1AL8Go11G5hCCUHmCDJG+giRfoq+0SZJdFQBfKyzxSAak9glw3EdyzAgOoH/uSCaw+alwBx8Vg4TrCHyTveQsZw+ah4H6sn3EE+t9rGibqY5ZUuavWz4nJj0BeNBP2Ftk0La3cTGbxysXHPr4bEz1NhCo8wRWyauZqAdBOR9ibw54yGi5vFHorsthIcIaUhrNsniBOrmfVnwZvjywlhuTXaPa8hG6gL9zuzu1blpUvEBsiN+gZaltENXBn1IPtx56dSXbsxhm3g2x3E1DvrNJ0jLbkMvTa+MT48GAOeBIMfqT4FRcdnMbyK3x/gIiwZERQrpHOKR/UwiccSyHI9z66AE/zSknsHUHnDJOB5k4Zbxj1eY/RQPGjIiJEQozzlqaDaVDQtGZZgOM8jAnbuCRgLDd/Yuca7PBIC8h9cdzWpet4RvtRbmq3l/qS50sJ4ck39axrqrX2uJdf3pphdyJ7q4ouO93my/h+dER8qvwjEH3oOk+AGO/xsgZQji0mDA9AbiQvf2xgILSgwzvn5dbfPDqI3FWwZopOX8r1Zb1nVhYo0w+WsHbhj0iz/EiwxZujth+0rRZc9X6ivM/GaCE9TZUv/n6BB+OsknR1Hvk0oerEsB+dl5IcGR+YlfNdaMF/eHAwSMZcScSAU9Xi4nBvLiVd8fzJCyoyuinlFpshfu2Pro0ygiQdagAjySXREEgtmA0KEwGJyaKYGeek0kyj11nFBhLCPtVsCDLMLHPAuhaitqOFMKds2DOeOYqJ/BRkXz4zl5sxPTCz35+CO85cCHsRI8y/CCOe4Wbp1naDldAjKIg5lH11sku07Gmy4foa0Dz4HXvi59r0tfnFU/IKgioasGJhmUpAIDKLQH7JYj1fqf1eYpufHOQKdLpdt45QsKe6d3BkwlLSfNVkfco1vufe+kCRxtdVlXJmOIgUweycG++OHN47JSOEmPHQDVflvof0RaWCy5lS+8qyF1nWyg8mrdd9B+jddl9gpPnsOrEIrhFKzouADfJYbvNhSviUhW78P/0BrsNzufYtvFmghkb934DGYFIaOFYJlYvBEx8hIZqjhu/jCLAAEmsiPNysxxAXosfw8xrJ3n2FtDOfh3/B/WJWifrO7/lwpXyFaUlXQy3P4OOJw6iH1NtlRi9fmvvaTHOUvzN0Y26g2qNxKxWf6mzmszqIkhoMU51lW1V3oCbvRNttGjmxyV3DXyBeQ4bd7tuBbvKouZh6WT6VrEkgrkDoTx9mLuw0X+Uer0UKL1iCr/bUGu+kbl8VpAvqx6MAqbx0iFPImoD7LcR0wJG5HlubC/ByNSn32CM0JEMdFtcajXJ8GFpAA61QFY5ZDhidF9i23RLOdCIJP1V2sudCMviv4umneS8jCjjDbONVf5md7pIKpWXyArKW4DOg6vUnYCcHsTYAZdcpwzaDZ3awNoep4g/mQjcNbPgl3PnFerOo19RPITcq+nd7B/vxvttm3AcxGQ7qJVYXYvjFyir5JHqrswfY9GYwiuBgJLXxez5U9HgRwAxQDlnywlM6KsAuvIGqaV7C8amIZgz2uMy0bHm8O4ZZqwRH/69bCSti0TtDwaecoUUV7MXGI+Jf/6Ynp2pPNE4u2evgGoAWslaQTozdCJVgx5TIVFDnQKeeHZRyiiek61jbhj31cRdb2C8/rpsc/vVyTA+chhrw/q+Jxik6oLVZydG9ib/i3jPMD1FPEEbUARy8p0cYdbQaYIiGMPpVandssAlqExnK/tmxIXg6oT/UBtauF5vHhSqQSGuI11IsSjECHtcp/ZBU8w/BHznQM4MiN/acy/bVS8dK9kta7Nz7mGh53S3nXuQKuZYc6WOroWlksC6Tu3rP1hFAHH2yWUd5xoS7UG4z0iYPQf5ZFCytVYKGopFyORqqQkI8XwNlFGuL2qG2fiC1IbULJQNKDLGtmPx+J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EDbCE6p6tKj8pX%2BUUDjmH58zHnJrJ60L%2BD0Z0ilzEhJLLhfqXvnQp01bdvPNWP5en9%2BDvF%2FrwnfuwBFAPev6mLSyjoeIU0Q%2F4BTMcLC9G%2BtV%2FivvxF4EY6FD8PR0tkbE8iyPLsCW2YSs0AqYEOQCmp5CGqztaBHyflJNK5WWnbeE6Bm6al0Nif%2BrQfzqDENLWPJy0r4OXWhHGftAeKfq5cFreBcp%2BORdVukYWEEMGayQNK8kScI2ULSJ5m%2FcdNVCW2EhlHvatejBoOwsevbNs%2BCiYeLQyBuic71Atxb7wgQY6kO18Tsgdpz5rxamZWSm%2FS%2BeAuBU9ChnrjGL29H1hEmQyM05D9wOfxARLUCv85LtrIz1xruvS17hJbeRnf2bvqTrJmxMraTFw3D%2BZA4D2MQiTrpyI6E185wUpa1SfN3%2Brbn%2FSZt1nPu6w%2FEuqZzBDz7fJVBNaZxig%2FRN45ncyiLVWz%2BXK9Rdd0YLvx6XvxnkWdtDSOzsGEi5zob5T1WrU9idWErGPlPwp8t3S80niaLb9kUjaxWf4lXrac5u6P9xIrtybbePZ2tpRfdD212pQgD%2B85aghIoTbVVPMmCtHK3QxuWkXKVYMa5gLTjwVjm3NY4t4yin1LClV7xNE0Rc4MZtoU75%2B2%2FIy3ez4p3YKzQ%2FkoY%2BOnqrjQWT%2BGaltCjTgKr5KNrFaggExmW0p7w1ZiNxY38xjS7pj61EWEL%2F%2B69ffZb9UKSOnsdDHhjra6iciyVqGG%2Fw9XY9Z0FGpCt7Fj8X%2FTL31pTbISjyDEYw9aeZ5%2FeS%2BMeM6MVllbJLgWDlW1IVfbUsWxt7HNnWf%2FOV2qehmDxQs7xZmHy2mL7Dq8Tq0ICOuM1XgyFoeZyA7%2BUSTnnvrlnxFyVXT0GhNsPSXBP0cx%2BDUXwoYwxrCSQe%2FbsIp6WeNQw5L1QQd%2FR61tx5Nk8tVpWHIXenjXY1HUFtGuyo144bR4I%2FZNnhIfWwh7dr4CF38WYEV2ZG5fQlKCuq1yFaFUsRgFfa60OgtuJbEsoj38bJXu%2F6yQxZsR4jP8Rx72ExaZomjif%2F14M6rFjTaeoJk3YkyqY3MQH8WbRAuOyRLin8Rhwj6AijOHbu3rGWV1MhApHfeWvtjHpv1kz4dt9c1qpjYTW50mKmLpSo2kkyIXrAmLeTbNNrcj75D%2FTwNHF3GRej8tJ3iKLmlLdEDYBdd9k20TabdTmZ2qGPSberUGU2H%2BBdhV2e08el7DwBd3oMMiESa1bMpvg%2BJK3KWbe7%2BA1HiiLr9nuXYC%2FENuDFNbSoFXD8sZ8sRD2e%2FISTQp94ZDAd9GBj4rMFuJnqtO%2Bi1DE6QcUSwDL5EXJK9uI6XE4rqUWU%2BLvGKOT4QdesHEAPGVePyQFS2rhrLkXffeRmodcG7XcTBdRKbCEMG%2F5RVuwPCs2CeMGWHhRFPU1G4KIBvD93cN9qr%2FKqBo7E2W%2FcIhRWCwaGLNMXcA2cVdHo3N7mKPyy6uLxnCcPrSiOIlFvp3et0ASPAGfvjGvCM1OHo2ptX9emhA3W401%2Fr8QQnL202Yqze2LzICWyINSs5MHOIwndhVJU%2F5giNNPN%2BigO6Qpb1m7oonPXIqPXsLHU9WGHSkLfSnZ7%2F1DEgioSBD2MMysE96cf2N%2BZJ3pKRAEVaSpR727DLxMcMbPBTCMPxMelHQ95qEX%2BAzFrlV%2BsehGLs5S7q7Ib5zXyYKNcgNA7v8zu0w9a7w18LkoufCDiZYC%2Bx1JgA68j%2BI7fT92dtR8g6KvGolPyVbz4g1dHg7DGX%2BKwyXTUA4QgPsQUovX8HOn5XVZeK6pAKWyvVBB%2FwDqxdwvF1muF%2FNKeigew7IlKnYp5Zm6O0OHNdW5tRQ2s1GWAnKqkjkMAeRXYQ0vfW5VOPhYEiE9pyIfpBqoK2Fe0RcMS6ibcKGgXIUoPrF5JYVA0vmE5MlpEwaipKqR6fNeDl4umYVCWWANeA4sfEu%2FnHHYs0lnQnzWQ8YtLOmag6DwtJ68GocDZ4Un30M70OfAHROKhj3aIkqIUuQWURvbESzhx6g7mmidQHGR70tyIHsbbKtXlSiHBb2X5YEatTVkr8EWNbbitpr24RSzDZ31ehD8YN0JOoWLwI0zINGuGGQQPsT8nzbPtY41H%2Fa589kLKPwTwD%2FdN33oORDr9yLnWpl1ymqAKY5v2Px3uZttpfERhYXR26Qmce8w6kFs0GFZkpC2fUHhKBJp1foflsCcJ9n57rlRvJvBvbWuBQ2igWTjKOF%2Fh0zapZpP6jcN3obkIsGgazvI%2FYRADL6ON2ZchrHB8huJFu1KCmgCejMIrfjYKBxLtE9%2BtqQzS1Tsft1MVs5dZs9gX%2BJ2PH0DNbHybWfPY%2B3fGEpTQu6tceaQXvvC1Y7YTHhzqGDmPdSrF71s6TgjWsl95anIskDYlmGMZhiTh3QlE4y8Po%2B59O9oS92Vqp6UYS2%2FdY1p4VdPyMuzmUwWSZeVEm3XBuO8K0%2BxJbrrSafqH4WvePBbnFddd1dUpo5rX9Wvh5y9%2BqM5yAkLkqRy2sceVSv7OPSzmb8UwuwF5CpgfS35rvhUdIrfxHC%2FDrHhMm7e4Of0z9tj%2BMAORQHFN7qSGrWBMDthnR3LvP9KdJbeBnlQo9GF%2BjUqAihJiC8cVU5P6RYIxpJCg6g%2F0RILM3bzgnIPCEKk%2Bvkr3A1RmIjPiX8q4ei39oogiIv7K0s9DXZcRVY4r3q0MfQiZIh%2Brsz6%2BAb7fY3PgOI2W%2BQH9jT19TgZOYZF%2BJedPp3KYEbZlAivXa0iNd6%2BWClPIr0cA2S1u84pnEk5Gz%2ByDeaiFQlVayeYlPKkyhrwM3weXI93x9gj9k1irO3uXSbctbLoR2DxwpJG%2B1%2BXOdurWthuluQTG6LQzRYFomawbBdlXlHijVlyUsNLLKEkTn9bbjsh6HxsIf5hqjrVC%2BzrE2aAtmcDYfqMF48BbZ3yxY9AFWmqrzvXhxTa1VTaZUmeo9fP40NKgCEfAIDVsiE%2FuyXHLhNYJQVEz%2FD%2F5zSmljtmtBwxSSzWgsUVIC4TX5uqke3ZicSekeK%2FQnztn%2FvrkZSTcDg8vN5iCKCS0Lg6T3zK9LWofcRJ2YgER8Lj8dRwcCVwTqBvOxKsEJq3gGyKP5J38gII8MVnMo1ylQk8n00vM%2BeQ8Obe2zlPYav8%2FXdgfmqwQbdPuJeZfR7WX2L62a2BHM6N3FuggZoIqzZXl06dWnerxatnLCKgasBHIRqJp%2FLUM33yrlS9GLN%2Fhu7tEXSe11UdCSu159B8rgUFYrkyH%2BrKX4jy21lmWLeiHKZqXEk27h%2BhrNv%2BQZsXLFGwvFRBP5JROco6Vd6ekm1BXnrBmD4yblRyg%2FLgPthmimqtvjQV4zOJpYT43Z5lu0DCL4UCMoQXupUMXk7KhEkwf4xbN8QFSGXQdNwj%2Bck6LxeErXjsz1uUeioLwwuRI%2FBGD6CQVkUgDrRSj4q1olg1ipKLybj3s7oaZ4GhQT8MCmkh8fbNC0tI0yyhpOxYkPAMv8xVlP8ZXte1D%2BkjChcRsVeThseKMZLRVaruekWu6JPgALaplem7Z%2BW5cdfht9RxepR%2BCARZEGW3oNrhh2Sr72UuF9fSrwE1xnbgavBIyHcwSK%2BMEaksOLE7bQx1Utr4IMYWCYUF32PDhmw8uD1MyqFnRCDAvW74cGW1dkdUXz2zKtnvlicFklJrzAHSYtFpZaZw6GX2hML2H1u2qWjdSkaR92g%2FsCQS4FHJaLzArWdG51VMRYyPuHj%2FXot36AG4pRq9%2BQBJ4qyHh3UFbUWT14u8wF4dIIRqFEELsx1dJBZ1gxperKr%2F8dwkq8a8d8W6hGV5dBk3SctF%2B5P7tEinkeRgdGzv%2FyogfpCuckjn0Irpvc6enJ%2BHHHrfuJBXhl6UzUSpNG0tAULDQwax108YTMYH%2FZVbZmvkEwcjzVCyrwkPr3hMrPWA0oX1RSEFiI1M2SVQlonJzVHKUTCkDQOOBZS4qhuYUwb8vCcVGoh3zppJqchYtUVqUJRxwveqfnTnCHM0B%2B64TwZIjfmK1MqUAWADXVl8XmPiwWVmwxtP2%2FKzQ0bwfM924LDm7Olslis2oMuyZDNZIDIRbODEvYnB9BlmuGyJxdWuQrxV7GwT2hqX6Gs4lbL5qc14fF3g0rh0xZWOlIdeLOdz8mCF7gZ8bSBqO7gYrg%2BlLxC4TQTZ5YLBJplolHrnBs4KSrHZpiq%2B1e23c6mUUwl4ZbfyBJHEFNfGS4wzhV8ga4bSccTXavvnC%2BVTO9SVz5U0%2BXx9WZvbY2eGK4DK3%2FQd80RpaAgxkmjfZSyBNYVURdwcTqCKYWD0dtvA1po4Wp0tT2VedurUc6dYiAXtQ3RQrGDI5ZZBLtSssRERVyirqvJEhUB3tQewSmZmcBNv27vpVUFwvAFrZATg9WeAcLpI3v4hyi7dtcLVhSTYVL2rsUJ70sAH6vp69SXCPqolRgkGuj2iYCk7hsbe1lwQqwed8labqFVRqkUWDEIpMR3tPht10DHOFDoH%2FOio1YN3FwVOKcpxkbZ8WsFBWdrRwa7Rcm5fqNJA1EzXEsZFSVkYznu29eJ5Q8yA22DJ3hDDpmU9Mo3IX0uDoz0Sq%2F9tcCl1EiNkf2eWETXcAMRldnIhFz8cGTNT2FV5jFfi3NuqEtjifOM4GlvVZxN5TbjfxiI%2B4ipP359Yea9MwONNHxATzToDFHF4qgX5CHlmt%2BdWW1xHSWjfGaLsO7Wnobuyds%2FfAL%2Bmghx4XC1b7pa6XEc86FhbgfCT5t1%2FbXUP2rzLul7QP7rpVwmMUOTDdlBajjnvh3BVVl7zYIrhHygpL2IN%2F%2BsmzcBkn5q3eG3jB115JnZgHH8EZQffaeDXaAaUo%2F7ryj7Vm5sBTSh%2BV6RJ%2BRL5hRFuU3nnLw2gPVRGZ00KrSWASnHAhbz4FaXhyPdi6BxppwQL0DFhk4of5V3U0LXDJbbJJWLN4rhtvXm8LarXEtjiTwel1hixIN%2FcbTx60BTs9wSGqHS8HKDFxY0kievp%2B%2FGA1UJAYi%2BTJ7GHjp3Rr9FhPDiMuzlF%2BdEetKI4kQf7o0Mc7HXmN2ZSAwJHMrUggWhYyM6CAScd719iO7Sfk86FbzJtbhwipmBPqFB%2FB%2Fq9p7ws1NYtvugET1A6voSN4uqIHT4V9eSEyZTKhe9ldedbEHSnEvU34TF4wLTa%2BxquBQ7CLr2B2D6powwPoxDY7OOyjOOjXh9P%2FXFucJZMB1dN4WZqXqg2YOs6pStM%2Bm%2FxLhX%2FPkJUzbi7JurAZVjj4iBZw8P%2BNA0vqsUijA4BFMkUOpAzEnWtE8%2FCAaQrgaBSLu%2FWuk62Dq7ayD29pvMh6C3Pk3Eo04e3aaKTYYB2su6xgUGnccfAB4PdyNgQoijfg3On5JmCZ%2FCq%2BGmZO1N6XzVpH1MEiJ6kyArtqsmJiQcUxEBFubUKferT8ZBtEweTj31Wd2W%2BZnI%2FsGs6kwdQC9pAxKC88wNNtFXnFBNI%2F35EO%2F6ZEUaVFd83I%2FUMY0IpZK%2FqDXijaKk8ScM7nZ1alBBOfyY3dD3kl3wwxesTADagfc6TkK1SvmugXLiHlr32rkY81oIg%2BH8nODoPZ5T%2BMMEOvMcmmHKDDAvrCwcC2AddAe44K7CCT3bQSspZytBuVtHtq%2BSdewTCqBPsnTt71rN23zCM6LTAMA73as%2Fw2%2BnxiCfNnAKxqEnQKqb0HwquKO%2Fl13bQsXQznHgztkGoPqXuHfDIfkKVtkT%2BzNVPn9RP5NLuXngIr%2F%2Bkert%2FnamrFXIu6NWUhv9Tjjt9oSSPoWNkEpIBGsAn9depCLiLUbZ83GaSy1kjJQNeR2y%2BTm6yOPc3vg%2Fs9S2bNtDE1IplUrhxzya4jN0%2FsQdsnjbXntd8TMqu5ZKSs229DVSLiVlGXk8Cm8PBD4zJw7YzPIHA84zEk%2FwTyKEmvkHLOLQZkOoynJpoojnNyrhzQZSL0VueVYw%2BsUa33q7owxFl3LAPVUua14weOwDDcvWLKX%2FTqTb%2FQuNqw0W4RJmBdJB43gDzj44OWSSgb2U%2FdfKR6ylNHs8oJz2SWnQNEag7ksg1TuWIPGLJCfYO%2FCeUB0%2BxfTMyXs6nacRxzoBsW7R6csZJTHFvBTlPLcwmAyawN0Pcm6A4O2S%2BxaHSsI8n6ynpZ42PuRH70fmelXAJBx%2B%2FGwzQH4EoDW3MYaLGoijeelYB0fHgOW6LvnGsfFSNdPZnRAfbP3MDWPALYHJbVUhyLfd%2BlYCAuAHqQz5ClQAidawQWq6LyIYUwO%2FkTI85%2B2Z0UYDDXs7QNf1KXS9LNGvarBN%2FlQ1FtolVL4hM%2BSPWwcEKosi3YMXkT%2B5Wn%2FYxTN0l7RFvfWUyer486%2BAMUr3uKS%2BJXHjtvKCUT%2FrwgIuIAj0PF6seB2MIDmfZhCrgwwzXALgJuPYSNCo7POIhLR3fv45PBugv%2Fsfe%2FHiY6h5x5HfaAumjdwcPewwGzA3tsp8j4ySSnma6iird2x6tzq%2BCKhaEc1l4McsI3UX8oDWa6GkzDkyETO9RA1gGIRR5IhAuhUdWT5uK%2BdaxMHaf45HvOcA4O84ublp1eNyuNaNpfVFsBDfKrovGV4%2BtXSNyDSpcyHQxXhbh7Tu%2Be%2BGFMeJuxfKmuPk8BflNdqvKgQQVLZZtjQbUFWgtaUVHmXbhz3%2FAYPQUupqxUcHjiZIPZdmqYfr3UU0LjahFolcTr2U9fTi34ZAoR0ofWsx%2BC6xv6hPt8p36gbZrafmgPsRfsOeLCSUlE%2F9RSA%2FMLvMdlSedwrSvHLHmpg6uqZeGou7GGrfhDfyGxGkTlmfdTvZyTr82sqVaF783njldHewmJyw%2B%2Fk%2BiFqpFiT3tvQZbyK8bqTMmfeukVDv2ojV1%2FlzPdE4Fqxtj6tLh7Nxm3zyy1twEZzFkBkNIBN%2BlV3fiaQ6ihZXrLn1ImXKAyYLTWaE0GPdEgv%2FgUejTO63QVZ4cu5DBO6sMZ6XYgb8ZGErqA38oIb6OoYJzMTdE%2FBljH40pCVia9rD0zVSWHNGOrlPrMP1JHSZxqxhuPj%2Fy%2Fqyw5WsoIuqjopb%2F%2FVhmFwGvu25qW6bnHQAMUFpfFv9twQVhYU397ur3t5vqlw1KhHYBdfCs3PoeFJ%2FwmozhRk1%2FI7YRiBzuAyHXscU%2FFvBwZ553%2BBOECj7eoGnMcpd3npP%2FbLbmuN1sNMtQu6LcKLI1k1nH668IVRhU%2BO6JkHad0Z0gXWy7uOEClA3R4O4sVeBBKF%2BtLxaThih06%2FTRQahEUCWa5Z4YjS6nRjMikjSFziDSuhLyHzaT0RJIPSk4Fdc8q7Nsa%2FvdS8VYwRbVrMsb1rOpz6vCiSg5OhmoKR9eIE2X%2B%2FDDRaIyefQLj0uqUPZqAj5lvhZzfG2Qe%2Fe8utM0fuWfzXg%2BfyseIWu1LUR%2F1HDaD978oFJQzTjXbKLCtHUgKaHezOS6j9cx85htsxQxEpDjyKUHsu0GU3wuErNUx1RH4g7ztfalYPsSc7OEgUa4IecalW5kL6xDAKVzdk2i7%2FrhfyDGADa3A%2Fc%2Ft51Zvc845Wt8gF2EGayD%2F4JnQ2hx6JDXvkGOGPQD6oratOvlCxfN%2B8EW0NRERHtKcvXr%2F8D69YfWu%2BFgx1QbC%2Fzx48bvPjPASxzWQLbXICis%2BXJ30oN4SXoYSLogZmjtl0MKK1MpFI%2FskHSgQgh7L4R%2FmBI4Jn3LpKdd52I1TETqSWFQsoRLsFTL4QMgW4CZpzQkij6hIPnNFvbx6wL7ytoHUwzyCw3TMoUGd2DA%2BcFDRCty%2BmzXZ2x6fjCAbrGlo7SWiiUbiszFOi9B5Z7niWeSIl1HGt4eO1qxkkEo48yaSZEfYEJofGyRdrhPOPCZcHmb1fWkbNPDr7fQ7mbcwUDRPGf6EFB31cvDCjPGayHP%2FCFaPfKR3vN5k6sy9ESxUDy6uDFSxqUVcBY7dv%2B6SWh%2FP4yKyNekfjU1ALNB5kcdrMp66SARvj8Izp8kxb1CU2Zea6MHuPrGPyHhU6%2BbYIo7wmGVirAG%2FZo%2BoM6gH%2BmC9zEp3%2BPge4ddiK70Z0sgp2TvdGvjuX%2BM0mLG4XT89TNGogMnhSEqLM5dest%2BA3jzHgWy90gmUdl6RYWLLt%2FXIxWlgdKVb9SuYoypg9DXctd5h5ZfGJwNaCBxQjOuYLDW30UxsSfQPmqSePsomHqf%2BsP3FP3Jh8KC7NNRY2ifN1wYjQ2hVMB29yuypPubKCqvFXrcExCTBd2i6DRUPb0oAsTLKtG%2BZQOrfMtK0G6%2FGHPUI51Piyny1%2BlpQ%2BCCuKtXzyiwItj%2BiitZPNw0q23Cj8CGbYr%2BL0rAJVXQViwUB01EKCWg3VdJo2jWO1mBkmq7rn3ZNlUttOPDTcHUXwziZDQk4Wgmv8f3GKre6vrh9RSA0gjD8l7G0Aaa5GQvovoIrYfyK93evjvS%2BNl32erTmiRbOqGJtz0mSMqtOL9jmRW58X7yI13wWryYDcL1zicpOMqJQxFNqMLnOZXF0IdpQE89ULRGUPn%2FJTqGpScatizIgDfVMPlqNzudsQytRjfAjKsA4IM29LVFPV%2BmgRhI7ojP%2FN93OGa6LltYgQIp351sPiQVl83oPxFCpJQ3D0j4PW1ouyXOZQDJF5yiG5vqJVIxralRTplNiSAb2UjM4CgYupyE7yk0105Ku6K6wOW%2B2%2F8YJ4GW1A4WaCFwXrpCeyRzgRh0aMgY3VV08BxPH%2BtbseBdziPZKSFGt6Il1hnMEqlgTlfcmDUJxespZHjixHUQvAmM9jnEXs04%2FAkR5YeOV%2Fs%2BSdYDpT3uxUK0l7fyVLuUBJoKM0x0X4JQ2vc%2Fzf%2F4mJPmnFdOXFv29gEFQOGu%2FApiYTWjlT6BtzSzKj3pCRUU2%2FVktE%2FH8qvCcUM%2BnO1s4%2FJVK7KuMpXOA0ASC%2Bgqb3r9cGnOevQQI5ztdsqJ3lUda1KtdXHkKpJO%2F0HwlxwbatKd%2F92ARFaGlb4nPAkIH2nwJPyTbgYsyiVqaGFpkve8D8q7epnPAJPhZinE3PWkDlrmvnN6Oh5jDmevEMUA0QBx41r47aQ2WOVWP3%2FFbi1PYxejAX%2BE7%2BmoutyM%2BGU5%2FJBlOS%2F0sgwkgeB52miZxpMKnqzOSiI2KgbjRLV0RNpNaA6KS1%2BOoWYwQnvJi3iOFD4jnwMbrWhMMJyk2V3TGT%2F1W7OGcVX8IXtCPDbr40RPTHUxapL1PsxYN5sxzagli3aw57VT9l71p7FbbMH5p%2FLIP9z7z1aQUMQ%2BBnaWVUp97OAw4vHzBFurjWoe%2FN8rG4bG2IWGM8m7tAAA4veew73woshkXwYyw9Gw8RmmpmnY8uyAt%2BY7qJNpyl39JpZ2clj188uiFZmmUnW%2BeqHirZR7%2BaL5yF0QH%2Fr%2F3GPd24iQd3apXJYmPqM5GsxFS2SuqE2qEHsOQ2IUYyWav8cB04Vj2Zk%2FYeL8X4227XJXccnSP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BFQCzITshov%2BnizFd86TIXaurJ1DweBjzeHrcFnol6qeb%2FGxO0HcVGnzvtDMRL7kEcnSzi3KbQsHLhGEPFmIZ%2BEzo2ipA3d4hL4b%2BzB5TVNfyVW%2BeUGX7EAv%2F%2Fr%2FpYodGU%2FYxXwAg6LOD3fPNzWUCCUlBi6E790EtApIzmDJONOzjfcslueskralt1i0gFk5CqwIxdUBysnAJylQciZOJVWnkGJPDVOY4PI6nyhrrV0oXL9%2BorzWabY0NMspdbFXYr4oqKMuGvXTyCmTcy7HFwS5mtECqJr%2BG%2BBySWba588Srt0r7UZ5ueB9bdKc7I%2B68PEVakhC20AlritKLvvPihgu92vtn48zLfkLBBG7xDCT%2BZURxWgc%2FAaItQIOQCS%2FbRxu5%2F2QXyBjyiXRFJ0qgnhSErgL5Z80XkIgL2E8YPCbv81IzbigYh5QsB%2FKXn4sPeIXn2DWIdV0InR3z0izQp%2BQIeIFmp8EJvxdzwGg4ZNKoD3ZmiRj3%2F6vk0IrqqkCoPLmFuRJi6iIR4CchbHxkqqNcROYCY2l43c5Zn1TtB%2FXlsRtrBHf5H3ewa%2B%2BOeAqMtk9kA9VNLFuIRpQzEul7X3FmrzLe98UUf6sOFQXgdL6Hem2bw%2BPTES%2FBgjyLE4OqfkcWYRVQswaC9C9s0GCNfmO7%2Fpqj50qqDehtqGxZH5cOYMZIvAxVgtnUGgQ%2FuQmnEpMXY5%2BipOXzQdWwaUccSNoY2907LgewmjxADgTZMTGkNWz64ot0JNNvZdSnavMK4rnYM%2B%2FveLJAEKl7fVb9l8jQOJH2uYqT3ynDczg%2BDaHADQnQZ4WwSeMScmqpzV%2FUu4YhyhyngAFNw%2B8K9wiAwyImB77hNcwLQHqUTniNajpACApZgi1tWsuzNcMna2IyxDZVFgFot012Texf7lf27z3MgiATiU6kuQObNRDzUs45whW7Bomh61ekVIdL3AOXl8nEu7J3KI3Hk8WgquQJYZslSTyhnOuSqfvA%2FNl3jo388ubtIiBm3Jh9sAtOvcRR88Jclu8SVyT%2FgR1g0fMtQQcQlnj4GpX76IMlga1%2FcyOsPA9OXQOuCWJEiHMiXDG%2FmSOtwRpFX63VXJu6WjOhreaDHliQ8VBVftpp%2Fr5uk2y%2FQIh%2BLSQe2bjfTAaUAlzdppy9cKGHEnU%2B2VfbOXMw3YO84JsmQLtwz1U9uI5lRP5Y%2Bj5i%2FzTD3mZh9mmM1UI1LCHYtn8Keh09eztQtPrUSqlU1jC8QoRcV%2FCaKq92aUzLYW1DvIxdkBWD3duWQ%2BXahwU7eHB8PB3Y%2FjKtb5QL5muxCxA9MN9Uq5rKpbh8gcgOmrUiwDC%2FOtXcZrVczgbx03lPmfnWzulPlwiVaBvK9YES%2F8AOyvyFAIIuJggp8qrWCvkiU3Xu%2B0qva%2Fpndgla6oMTl4%2B9behm%2FWnLNA83m9RPZBWy6rm2H3tkGvLo%2F8K3Tn9RIAr5RJgeJgtC9X%2F2WHTCxIRYkboqf%2FtXGIu%2FTnRR4OBAh8Pe34pHIxfZY8rbYyyn11RqNg4Jb%2BXnRmQxwKaeC0jAKWrOCL7jZe8rnL38MLSVXNqnV8eSu1BHPmuNpf7b82rBpt0odW4GzeVEGaamx7df%2B%2Bl0h0%2F%2FSBFHdKXCWIGN%2B3txg89%2FGE52MCApezbXdQT3SpxCpZ7PjqdRz5IARDPc6%2BlaOivSf8a07efCIMVv4q9HVxIRWTOEbkvSXMUefujwgN0dSMKoxSa9MEaTdGZf6VnpAk6UHUzRAUyXdY%2FA8LZgE9Fx11M2zbtqAGOoyoDrfNWpDq%2FW9xcc17KEBmqq1jxwv6OrBEMTqRqK3Q0ignPKxpf0xGzSvtBVZyHIyjnX%2F5oNymZ9%2Ft4EhX9OPamKwjtDlOFTyQpHHOV%2BZUVynwrwldG8B6%2BePq8LyHwp3Oc0OL5i7jQJMwZcH0c6y%2B1kFl5vMEtIJKpbr%2FCaSbx0dKKVDEsW2KRgaxu%2Faq4%2BgAV6hD%2BFMKRvgQSn%2BdyjW1%2BLTWI37reza3NHvxfMdLUONAf5MVlh1T0QZiripC2ejC4IJb9to3aq95ut71xN8fCnx3djl9uAAMtFS9t%2BnlsbGNuFVq97xGI5GSrYE%2BLegJ6DgEou8DIEqdiXgFRGNQqNnPEo77pk5iPhbkzrViF1YciOQoggD%2BZHy02VEr4FkVfJVcqgGACjFl0oq6q8dmSVHggIZIjzzfYz%2F0468aTFNi0CT%2F66mTsduuDIo4I3C21YDDEPuOBR755IFMLNKwValgvkwylKiyB799cWgh1Yohdi%2BUpJZ5AibvJxODlF44Qul3E06SWxZCBG3YoTiWRhSGHFK%2B%2BWY5kbLZD0oORExphXgDaiqID%2BDVpBH5xYVmLzLRtzpPgCEkie58WWsegHi7zZEPjT%2BIt%2B8Bw3n%2Fm8ilPK%2FnJ778cKgxDmN9wgCyXsOkLppTGtbTj5CSAXXkYvvFXTH6GrZ7LJaq1pYCAsviKNCTR8xOM08hSukIUxi%2BtAUGsU5b5P0X27IeRNrdFrar3O5IU5zOtNwb5VBQqSQkJ81q4%2BufIOs9SrfsjqmRDf26eGhjeYbjbGRn%2FVUaqPakVwckI1yrlsMXRCbXz1ksy4bBhAWpcWoCV8F1KwpVb3SxvYH279o8G4kUmt4cGG1UWdx%2FB5hdcNXG%2FdAgNGAfqMDFIxB86SHx6AvnFH51dx1Wt2z0ennTJ1k%2Bevg91Hqeq3xn8CZRTd6lNlCEDcIPCsw6w0b2nyn4yRAYcXqyMiWULTRhiHNpnpW5sWlRKUazMECSS%2FOnVVTWkU4RMgv7cNX8M66N69fGoOgY5yi836vmHRoIfvBnXdbT2bZ3CWYEx34xEEC6PEsrarlouIJd5T0bTXHd1jVkhge6W5WIK87Hp29hk6Kn2l0jiuN2QAhp12rX9ZxRU8%2BgCiVFMCQJN%2Bxb2aOOozBHEL1e%2FipSl2QXb5%2F71RGZTascRyRtneTHonkGdhvtc9yKErqeI6jO1iKEub72SgdSHiFbsuqQzlvL%2Fg2Nb0ULU8VETt9Jv8RVhQmCgPNyYK5hlHZtwDBOP3ir9TUq3EwZYW0ty%2Fn3SlDqav0f3Ur%2BWdCjW%2FdgsFc2KT3m6gLnBlMCd1vjzaglQrem%2F6IXSDdEcwMnQhKYEqaT%2BBEJ70vLvfZGfNM5wFTC4%2FYQ%2Bd596ofU3f2SC3rs8qeMtGxeRxIwZtlhREeeGF%2BYF2FBW%2BiQ2N9mSyUJwlEW0go8KrEkNYfAtrXWjsIbPjPc4rzdyYIcOWX4ucEwLV%2BzfVFoEw8UnWwm163%2F1M3YPXGT8iwyZ7Em6EfIb3CbfwEwDe22IGbOSjyI4nCIegzWM9%2FtpGKZnv7%2BKZtyD%2BPj%2B2LOmTlN143ji7e1KHamUqOEnYyZMBmFEvvcJNXxYARhcjehgse432DLpS0eZI0CNk92%2FX9i7qndJVRsZc71xsIKkP1P9h7%2F18uyYyAq7hvp7FVC9ir0RsvEW3VFk1nXzR%2F2VHd7F0fbTYo5L2N6J9xWwxpSuhBli3rMTVJKYPgpBr2an1SCrcvsZSTnjtzl%2BBLvM3PkwIv%2FDKrV9uDdQuBkL6z1T%2BMTC3whKQP4v5FIgTw%2BsUx6t3Wk73HuWQS6pv%2BcDhpuMdFe3IIE4pKwgLjlUEIinbDI1YDvE%2F8Bdq4EpC7%2FLJ7X5IhmdtfoTSLumRfsaXwOGLoEDCfNqmq7Xwacwlh%2BrEzvsqjiKmqyVRUOo14spM4Wvh3ZR4UXidEPUmqjiiUdsrEun6ZLNRmXjpZGm6aCWpZXhRfreztRdATRcWWatT6TOVybQBVJUviXeOZW5dw0FpcJr1uU8pw%2BhtDpHa5pk7ssUHaO2EisSfIn91jLnoC4JG5EzINKYf%2BPTsBuIKBNgZFCl%2BcyYScpQHFf0m8jltf79%2FFn3soze0vm6fwh5l6HGFgxNPfinJy9XAzjzkldcx9lNcQ4jJDmRRBjTzMXiamdXt8gmu1l9i5CcHkJ9zwl6WHvNGvZQT3HeVePLTZOZfWgs4xbMBwjqLaOcsGfLVEzZDFYAGGfxgOigwGFLEphDScJkbURHRkzlSjVRbMuqXdTItM6%2Fkqy0ic8od2M5GNFRnW1lkvK2U7PU9Gxa5NIgybyLaLIh6th3BHeiYgj1scHsBfOMl3KbSEynR17dWnQOGkdAcF1qwjAND8l%2BcfWCKfnXbZoogISp5888FAZvzVrk54TKG5TDeYNtfagmwbYF0vpaCWgLj7ypmn8a7BRIvqj%2BxtWmkbC9F5NW5DqFfnWOcot4QC%2FkZPDx7di5fPmXS88vLbRAt1blgd8R3fwMxzjRnqZ2rtXbl2YAuDf3uEZMkqiS8iZ1Pgr7owla1%2FBLFgJPVMhAtMq6acPavwLp6PgsP14A48Doht5VqyB359lGoLD6387e4d9aLUrD1gc2QiBZVhWYR8roFtJg%2FAZ9xDLg4G8dl3uflFrPPQ%2FFd6sLrtRfcxUgJT9COS27jm%2B9OposKYM%2BZJjT6hMU%2FzAkBUgJ%2FT%2FRlkSF0cv3%2FwWP4w9ZTSl7uD0RY%2BsnUhnLQLZLXzZL8Rouwno6JJ9E3duVG%2Fe62SoM%2BVX8wUg%2B00lzvJXf56SABlQHAV8jPaSLbUgv6monzoRtpzo%2BL4EuGFyKbO1St5y680trwH6dfixgKQTxQUyFndj6oZuPVvxzmKgQRt0NVwAdWDGLwLVOpKE7ECBbHSn1Rfe8%2Fnyq%2BH2bzpSNmeVH23ZEFVo6RYakr47maVjee7F26DuBCxKPpKezRn2ntO%2BqxnNCXW3WqFNq9F6UVE6gYiuJzVlu5bTPfbBntFUUGUd03IQoAyLlZdEGJsjcojHm6uXtCkZo1L1anTiJ1kI8JY3W0yAdDxkLYDqhh8ffQFuT9sCZgHPjJEMW76iT%2BU1bKC2ewFs%2FFWtII7IYFqPB19F5EvwhHEAD2BM3QK8Q%2BkQ1zpbxWvFFysR1DVUUTTAmvOY%2B5Ff65IIihV5SwwqM9a0qi1SRsa2FKcuhNOVKDD0LUCMCgJ5pwx%2F3wXopL6Ek0rjS%2BP5uPXtfU7AlMnm5zh%2BgLH1NQ5nx0MwdbLmD9CsI6zWUmsLype%2BH8ioPN0d%2BvlVrk9QbEK0mKLio9L3JhQaTqd2GnhRnmEr%2BiZsL9Ar6Ku8za%2Bf%2FyxUMZxT9K3kutu6Cmw%2FhAjdID9YIctonCf845HYkG7BT%2FVMHFpGJ807QQmGHgz6O10LY4D3BYIwOLJRIn3H1S2kxQwlZpgHuP%2Fx5EEKY%2BfUAu8T3mrTxJoIYrJw%2BRvd1IilhET5qASCTwJLZmzvEO2vv6ixtCXvdGWFVVbMJhbIGLkDEo%2FDnTAHMnpEVKQoEhjbtKiVddF195pjHveKAvBPebDkURDvLltBcEUFnV%2FV2qJojHBZ2mf9%2FT35rP3V86%2BsxB2Mtjp48rp6VyzYa4iQrSKD8n63VOIcsd2szUaeq%2FAbm0exaFkam%2BGU5Yy%2BEEK%2BgxJSkDzAyBrmS%2BdBWviA%2B%2FQVLh82PB2bge3cGms6vjpuXTB7FyPbZKbCEZlfxZZCTu9XX4i%2FwT7IYseybYnHWy%2BDqKQ6mqzKoWv6%2B8d3224SLVD3fG2BFWLgy%2BCzMW6a%2BmI5M4DEA33eL%2FDNAqNFgiqkBiXfkmXUs4cSQvIlYmQy%2BdmTtUXzVTKnrS%2FdToJh3Jkrk7CexszC%2BEepIkLUoPP9iCCLqTmqfk8K1yupqBh1K8CecnjuVfsctHOao4%2FaBV8w8Cafe%2BrDM1YF3k%2FfVJmEv66RpVzZkkQVfb5TTQLeFj6MdX6bIXFTNjTDIQ1Day%2BwitaU7GrlRJ5tbiKCc%2FWvnaGjC8W2fcH5hu6HbPZFrLNDFrBcUwvmD3jrN0%2BFQQetZP9VQDGSo3925Qt8fAqANTz%2Fdh%2FaVMPdU90AnRodVT6y0YF%2FQfmz5vJb839bEtx6aS9Ij90lkOwKIs%2BFkDvEkAD9svMlWNYgfcjgqfmAdiUNyJ0JRT%2FWdRm1KiPqNXIWkk2HPyAs%2FfDzUdrfF7lfYIjO7MMFNhLNA5L4iIjRHg6hqb%2BxHfL%2BKd%2FeuSM1HK3wAEMUNLxp3rYlbNyFNyJZ6iJjrW6VDlv%2BpXCj%2FUuAsT1GNBuYLLCyN%2BXEhSsKmKLCf5H50eIt7fhkMLRlXM2ziHU6rgdRSrxMA73Fle%2FNdeMLXibxkl7LGJYuO4ReXUJoEo%2BPSloygl26efsCPvtuSqPdlSNsGkVY2n93y%2Bgda47E9BVySAbwju8Onv%2BkmVyzHgFmuzGVMQhf6zJ4b4lZVT%2F7BiaFJMJaGQrpILf%2FGiHg%2BLaeiivFgvz%2FeY1Hm7JzaepnHp3QDl%2BBpglYU5UmkDj7%2BslHs%2BfjpIAthgoaakaxh0E08waRpkOVjM%2FYK63vzqZg0Ynn%2B9domTeO8sLV4GWHpTLS7PVCALNrnsa5cdXIxWoVLqex9DqFRXJo2lCYItRWsBlVLxiVI0%2FoVCUw%2B1Nil%2Ft0NXNBCIeo6asB0Vn0zSN%2BT4oKdI7HtRpgs1P4eq8AYa6AHfir2SWW18pJiwIEUBTWCfUW%2FTNwW3P5GAAFHzw58ux16aLwdu5XWcLdzX49CRJg%2B5UNSuPy6pTASm7FtR%2BhfBLMtpwJO0ZSqYGohjiapaHsOijLMj00Nv5vbugJtldp%2FvfPXDfxGa87oy3k%2BHVglOpHrllEX0ojEA5HKQStPM%2FuN6id8f3JdhFCOUrK%2BRU6UUY2ii8QKMQJ0TblWxRUXQ3guQIbm0eBfO8Eumo2hqH0BKUpxlihxNUf2ccJO%2BDSYyPNLigDgWg89gW4GFchidGRWXekVB2pjzd2rd3sWr%2BX1rbGe%2FNFp7vlKXLFHcT7TZSrVnrrdhS2lO%2FtPU6G%2FP%2F%2BJ9pnu0IqnmrH1dlgdIsuXFMNf7kegNz62AWpqy1zo6P6Wn3wdvjBjMhcQJ4OVNqtMl0Mh5vUNpVLMieo7iJn2HxJl0zUdrUOrv673G5bVW%2BDGAQR7rvKGzU7AFvLUjeVqiyyPJwY78fjAwQTDTLlmLUTALB7Dzwng4UJUEjsQDlpyYcvZRq64ItfrluaaQggxT0An8L%2BIEGZkuYjgksPJLOnWI45%2Bh%2BXj3mfWIiEK8gXtxtrQ3e6eRnZSPTe6p2N0qfsZ54Yi7oDcgWP%2B4qGVHN1Wn8qXmw3%2BuSsnual5zLJM8uER9KhZQ6u7H24ups1P%2F7jQGH3XwBqzXkB5%2FkvDgpncYAMHcZTuSfve%2FTksg%2B4orbT8YL5nQ8Tys%2Fn2VNaW5%2BpJUE3oviGJXpljIh89AgbkhuHRwFJzRZDYILqFUy4v2CeLvdeG4dc9Ms1D8WQlUhSSQGQcgSEkp9rtY6l%2Fr4i5xpkEiZD1uhdqkowVjV1r8UpoCCVZz4UylXTpUkpze7eSn1w7uCdXFur7bE%2BP6cI4dK%2BzkVnqfLOOkvfkrhpBZ5n5XZSgK5o1kAg6p4ZhVZCChNwVQSmzErXpGsXKyEmgRiOrlqdfO32lYzyq9orts63oNNnNfWP98lgJPqh3RVVqnp6k9aaR2wfazCr%2BbNQDy3FKqhUgdDE52S%2Bm3wx2ABpXV0phizzyuTkTuWrddsp0dELXW%2FKsuV9gGVAYs6L02uF1SWcP2cIcqv2y22dkrs7c9YDChFrpJ8l25UtDSVVoKq5r0ZDBrXex%2FGXl9hKBFDySaKa1zpmFhVpnc5kx5G9idIu1UmIDCfZfY9TL%2BHdR81vV%2F1b89tJiw4teFDFz9k2xyDhefZPyPnSswkdFAe2HkJ5c9dqlhizHxI6MCfgiGDiE65uwutWbiQ3lzRe36boT91DZwiVjIgOuTR1p1KDF9HeCMfLZXbkuttGZuFZppiUW6fqxqcOCIDmGL2cv8WMLXXAVrmbV%2Bv%2BQPjMW4j8hzKQyj6GE7YuSbFmEAPsVFxmo8sX4A2NfEr85NpRs%2BWaIc0umk2hyPaW9rbMm3WukAUxJtdwWxi%2B0D9h06WwT9qJE8jkhi6dRhYsyNLZLjcG%2B9cXfp2Rnemawc69kgTfZiNdBS9TjKjV02ufAFjBRM0GbKuO2KKBoY1%2FY2uzQpwnu%2FB0zc2q%2FZsw1pGeKffqPJVgXrysAYgSEc9i%2FKfUrhsCLaTZEoB8M%2FkIdKHP7lW4r4zfqIe3sW6uy1iII33GVUMKl8fa4SKoxXZtd8FVuDMw7CT1Ia%2BjmaLHfyPIshDeJUrPZrbej0tHff8V0wWs6Ty6Ik0wwuNZhHHdSbrMZtzPZ5oASgWK04caiAmbj2VGQeSOoz%2FzhjjfauzyfVzctHTwXp9r9bD2rJKQuDayEpaO6aiZ7wHLKQZAa3hZ0RTAhH6fTHOvAZrdldgYfGWC9XaRFelbMtI3CqKgJd1PcM6UvcNMGWZiPj41Nfj7aNqcHJOHByQoybe0k%2BEuJmSHG7RBspVCo5r1JxnCajlGxTHGDhEth6oqMkXiRph6np%2FXgTqk1R125f1Fz9EeIw8teggIs8QUzsA6JdPN1cE6PYok3ReHHHLRw52kD4CGYzYjQb4FHw6Kgx8wEeuDpWfAYMgoDeVeiN1ZHNpucoKEH8kAw2CLllE2FjVJAwVIQD7nxJPmuv8gEGYw1pZnR8L%2BnjgYPXgWk75n4uarXTyTgpXyKXDog4cqW0CWthcYa05Yn%2FWow2t%2Feb0Ekj6koyHQ2U070zB6%2BxmihiIPYjpHAzq18uLe5UfnnwkTad7JDISF6M96jQf7mWb8OYThD5xhGASzU4p%2Ftc%2BUzqKrnxm0LOiVdZ06Gcvm1HyNpzhBCUR8OINQ6cRSOm4dKCsysZUI1WTWbaDTRsncEhsE8odm%2B7z%2FJwPsaPDKfhA0R8VLxiVbKcV9Q3Nqj4aJmDOQz3%2BAW98fo7hXpufTjm4Xn%2FzzyoDG1jaG5kGGSU4W97dJUpySEPoIelAogUj1ya91s8i4y3IONRanJTQj9zjETBtTIGIvrAfbwRPY44e51S1fRh3juZ9itN2GOzeyTKuDGwz1HAwqBjPXiDA03yM5SnIm7wDZiJBpjetYt6iozFVhgVKjVXontAsyqHwynBgSMfuAjXav%2FGulI%2FvbHlJCl7C82xQG4H2v31vprEj5JQM8RYAeW9HO73%2FEyPoJzKzwFT7vDjc1Oj62HzHzypDzNGuVdyn%2BXSvs589KOZ06kK6teujGTuDyMbfHVMKiSeCxcvlDBMl9UhcB5tSKBIRDTKfLAMSo3NqRRdRnWb1ofoqBdV1Ta%2BqK9B88rktbItws6B%2FNinCO0%2FnztAqFRjqEoXleAVSFtUKruq4gq4nhlt0w4tgttvmV40m8ObC5JOFTs5sbBERxo3F26dlrfeYPYxBqCQ6A0rBlvwP9v1svLXiDbb6zglSR3ydcBY%2FaeC9Ka7qP5mP%2FCWwi7eNa1fzFBi%2BREMYJyRuGim4BV5U%2BD0PK5Qm3h93AZp5BjcNBtlGFtEM%2FDzJAvPPJ%2BWizimMUm4gct%2FAnXYFDk08nHjpF%2F2%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_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diff --git a/m326/2b_UML-Diagramme/OOP_UML_V2.0.pdf b/m326/2b_UML-Diagramme/OOP_UML-Diagrammtypen-mit-Uebungen_V2.0.pdf
similarity index 100%
rename from m326/2b_UML-Diagramme/OOP_UML_V2.0.pdf
rename to m326/2b_UML-Diagramme/OOP_UML-Diagrammtypen-mit-Uebungen_V2.0.pdf
diff --git a/m326/2b_UML-Diagramme/README.md b/m326/2b_UML-Diagramme/README.md
new file mode 100644
index 0000000..fc7b5aa
--- /dev/null
+++ b/m326/2b_UML-Diagramme/README.md
@@ -0,0 +1,18 @@
+## UML-Diagramme
+
+
+[OOP_UML-Diagrammtypen-mit-Uebungen_V2.0.pdf](./OOP_UML-Diagrammtypen-mit-Uebungen_V2.0.pdf)
+
+
+**Videos**
+
+- [09:55 min, e, YouTube: 00 UML Tutorial - UseCase, Activity, Class and Sequence Diagrams - Essential Software Modeling](https://www.youtube.com/watch?v=RMuMz5hQMf4)
+- [13:23 min, e, YouTube: 01 UML UseCase Diagram Tutorial, "Lucidchart"](https://www.youtube.com/watch?v=zid-MVo7M-E&t=292s)
+- [15:06 min, d, YouTube: 02 UML UseCase- Anwendungsfall-Diagramme, "nerdwest"](https://www.youtube.com/watch?v=YY6ozKlp0B4)
+- [07:31 min, d, YouTube: 03 UML Klassendiagramm, "TheSimpleInformatics"](https://www.youtube.com/watch?v=zzwUH3vbNkc)
+- [15:06 min, d, YouTube: 03 UML Klassendiagramm, "nerdwest"](https://www.youtube.com/watch?v=YY6ozKlp0B4)
+- [04:08 min, d, YouTube: 04 UML Objektdiagramm, "TheSimpleInformatics"](https://www.youtube.com/watch?v=oaykwg2_TG8)
+- [06:32 min, d, YouTube: 05 UML Assoziationen 1, "TheSimpleInformatics"](https://www.youtube.com/watch?v=sTM0EjAit7c)
+- [05:19 min, d, YouTube: 05 UML Assoziationen 2, "TheSimpleInformatics](https://www.youtube.com/watch?v=Z6CrqPukPkY)
+- [09:25 min, e, YouTube: 06 UML Sequence Diagram](https://www.youtube.com/watch?v=4WDbte6cPa8)
+
diff --git a/m326/M326-Tag2_Hausaufgaben-auf-Tag3.jpg b/m326/M326-Tag2_Hausaufgaben-auf-Tag3.jpg
new file mode 100644
index 0000000..38bb0ac
Binary files /dev/null and b/m326/M326-Tag2_Hausaufgaben-auf-Tag3.jpg differ
diff --git a/m326/M326_Tag2_Lernstandanalyse.txt b/m326/M326_Tag2_Lernstandanalyse.txt
new file mode 100644
index 0000000..0330ee3
--- /dev/null
+++ b/m326/M326_Tag2_Lernstandanalyse.txt
@@ -0,0 +1,12 @@
+M326 Tag3 Lernstandanalyse 
+--------------------------
+
+Was heisst CRC-Cards ausgeschrieben?
+
+Was ist auf den CRC-Card drauf?
+
+Was ist der Zusammenhang von CRC-Cards und dem Klassendiagramm?
+
+Was kann man mit einem Sequenzdiagramm machen?
+
+Was kann man auf einem Use Case Diagramm sehen?
diff --git a/m326/M326_Tag3_Lernstandanalyse.txt b/m326/M326_Tag3_Lernstandanalyse.txt
new file mode 100644
index 0000000..a69035a
--- /dev/null
+++ b/m326/M326_Tag3_Lernstandanalyse.txt
@@ -0,0 +1,16 @@
+M326 Tag4 Lernstandanalyse 
+--------------------------
+
+Auf wieviel Arten kann man ein neues System beschreiben/erklären? 
+(alle möglichen aufzählen, 6-7 oder mehr)
+
+
+Welche UML-Diagramme sind die wichtigsten?
+Welche UML-Diagramme sind für Sie die wichtigsten?
+
+
+Wie funktioniert die Substantiven/Verben-Methode und kann man daraus erkennen?
+
+
+Bei einem Use case Diagramm. Was ist ein Include?
+Bei einem Use case Diagramm. Was ist ein Extend?
\ No newline at end of file
diff --git a/m326/M326_Tag3_ooDesign-UMLÜbersicht.jpg b/m326/M326_Tag3_ooDesign-UMLÜbersicht.jpg
new file mode 100644
index 0000000..306c5de
Binary files /dev/null and b/m326/M326_Tag3_ooDesign-UMLÜbersicht.jpg differ
diff --git a/m326/README.md b/m326/README.md
index 7175f25..a393260 100644
--- a/m326/README.md
+++ b/m326/README.md
@@ -6,20 +6,26 @@
 
 
 ## Bewertung
-**25% UML-Test** Online am Tag 3 
+**25% UML-Test** Online am Tag 4 
 <br>**55% Projekt** als Teamarbeit zu 3 Pers.<br>Applikation mit 3-5 fachlichen Klassen (z.B. Bibliothek, Wertschriftendepot, Börsenticker usw.)
+<br>[Benotungsraster, Notengespräch](https://tbzedu-my.sharepoint.com/:x:/g/personal/harald_mueller_tbz_ch/EQV_tUxxzj1FqmflrcTAgNoBtFlr5xF0Q6HppCM4SLjQvQ?e=SIuxdj)
 <br>**20% Vortrag** inkl. Live-Demo 7-10 min über Design Patterns
-
+	- [intro_designPatterns.pdf](./1b_Einfuehrung_Klassen-finden/Input-Design/intro_designPatterns.pdf)
+	- [https://en.wikipedia.org/wiki/Software_design_pattern](https://en.wikipedia.org/wiki/Software_design_pattern)
+	- [Vortragsliste](https://tbzedu-my.sharepoint.com/:x:/g/personal/harald_mueller_tbz_ch/Eavs1GQwwtBCvNONi2wkOY4B7Phm6ce_mLa5gjueM0dDvA?e=kACLXP) (eintragen bis 9.6.)
+	- Info: [10 Dinge für eine gute Präsentation](https://wb-web.de/material/medien/10-dinge-die-sie-bei-prasentationen-dringend-beachten-sollten.html)
+	- Info: [Wie halte ich einen Vortrag](./WieHalteIchEinenVortrag.pdf)
+	- Bewertungsraster: [Online](https://forms.office.com/pages/responsepage.aspx?id=xf0z91USjU23kyvHrKDyFLaxCwQ4iDJAjLw4mZ8X_R5UNkVOSUxKTlNOQlo3V01KUVpEVTNYOEtTSy4u) [Dokument](./Vortragsbewertung.pdf)
 
 ## Termine AP20c (Donnerstag morgens)
-| Tag  | Datum | Thema         |
-| ---- | ----  | ----          |
-|  1   | 19.5. |               |
-|  -   | 26.5. | _fällt aus_   |
-|  2   |  2.6. |               |
-|  3   |  9.6. | UML-Test      |
-|  4   | 16.6. |               |
-|  5   | 23.6. | Vorträge (I)  |
-|  6   | 30.6. |               |
-|  7   |  7.7. | **Projektabgabe** |
-|  8   | 14.7. | Vorträge (II) |
+| Tag  | Datum | Wichtiges          | Thema       |
+| ---- | ----  | ----               | ----        |
+|  1   | 19.5. |                    | Analyse, CRC, Reengineering, Projektdefinition in ausformulierten Sätzen |
+|  -   | 26.5. | _fällt aus_  [Hausaufgabe UML-Videos](./2b_UML-Diagramme)     | UML in selbstinstruktion (Videos)|
+|  2   |  2.6. |                    | [LSA](), Uebersicht UML, Verben-/Substantiven-Methode, [10 Schritte zum OOA-Modell](./1b_Einfuehrung_Klassen-finden/Lösungs_Beispiel_01.pdf), Projekt-Ausarbeitung|
+|  3   |  9.6. |                    | Projektarbeit / Implememtierung|
+|  4   | 16.6. | UML-Test           | Projektbearbeitung |
+|  5   | 23.6. | Vorträge Serie-1(5)| Projektbearbeitung |
+|  6   | 30.6. | Vorträge Serie-2(5)| Projektbearbeitung |
+|  7   |  7.7. | **Projektabgabe**  | |
+|  8   | 14.7. | Vorträge Serie-3(8)| |
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