{"id":10,"date":"2022-02-23T11:06:52","date_gmt":"2022-02-23T10:06:52","guid":{"rendered":"https:\/\/wpt.mohrsiebeck.com\/edit\/?page_id=10"},"modified":"2022-03-20T15:46:08","modified_gmt":"2022-03-20T14:46:08","slug":"methodisches-werkzeug","status":"publish","type":"page","link":"https:\/\/www.methodik-kg.mohrsiebeck.com\/index.php\/home\/methodisches-werkzeug\/","title":{"rendered":"Methodisches Werkzeug"},"content":{"rendered":"\t<section class=\"hero-image bg-lightblue\">\n  \t\t<article>\n  \t\t\t\t<div class=\"col-2\">\n            \t\t<h2>Methodisches Werkzeug<\/h2>\n  \t\t\t\t<\/div>\n  \t\t\t\t<div class=\"col-2\">\n\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"945\" height=\"250\" src=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/mohr-siebeck-methotik-der-kirchengeschichte-methodisches-werkzeug-945.jpg\" class=\"attachment-full size-full\" alt=\"Mohr Siebeck Methotik der Kirchengeschichte methodisches Werkzeug\" \/>\t\t\t\t<\/div>\n      <\/article>\n  \t<\/section>\n\n\n\n<section class=\"submenu\">\n\t<article>\n\t\t<h2>\u00dcberblick Inhalt<\/h2>\n\t\t <ul class=\"submenu-list\">\n\t\t\t\t\t\t   <li><a class=\"scroll\" href=\"#vorfragen\">Vorfragen<\/a><\/li>\n\t\t \t\t\t\t   <li><a class=\"scroll\" href=\"#quellen\">Quellenerschlie\u00dfung<\/a><\/li>\n\t\t \t\t\t\t   <li><a class=\"scroll\" href=\"#elemente\">Grundelemente historischer Arbeit<\/a><\/li>\n\t\t \t\t\t\t   <li><a class=\"scroll\" href=\"#wege\">\u00dcberlieferung: Wege und Kontexte<\/a><\/li>\n\t\t \t\t\t\t   <li><a class=\"scroll\" href=\"#situation\">Entstehungssituation: Ort, Zeit, Autor<\/a><\/li>\n\t\t \t\t\t\t   <li><a class=\"scroll\" href=\"#kategorie\">Kategorisierung: Quellenarten, Gattungen und gepr\u00e4gte Sprachformen<\/a><\/li>\n\t\t \t\t\t\t   <li><a class=\"scroll\" href=\"#aufbau\">Aufbau und Struktur eines Quellentextes<\/a><\/li>\n\t\t \t\t\t\t   <li><a class=\"scroll\" href=\"#sprachanalyse\">Sprachliche Analyse<\/a><\/li>\n\t\t \t\t\t\t   <li><a class=\"scroll\" href=\"#praegung\">Geistige Pr\u00e4gungen: Intellektueller Horizont, Traditionen und Autorit\u00e4ten<\/a><\/li>\n\t\t \t\t\t\t   <li><a class=\"scroll\" href=\"#kommunikation\">Kommunikationszusammenh\u00e4nge<\/a><\/li>\n\t\t \t\t\t\t   <li><a class=\"scroll\" href=\"#perspektive\">Die Perspektive des Autors\/ der Autorin bzw. der Quelle<\/a><\/li>\n\t\t \t\t\t\t   <li><a class=\"scroll\" href=\"#theologischeanalyse\">Analyse theologischer Deutungskonzepte<\/a><\/li>\n\t\t \t\t\t\t   <li><a class=\"scroll\" href=\"#auswertung\">Auswertung<\/a><\/li>\n\t\t \t\t <\/ul>\n\t<\/article>\n<\/section>\n\n\n<section class=\"anchor\">\n\t<article>\t\n\t\t<a id=\"vorfragen\"  tabindex=\"-1\"><\/a>\n\t\t<h2>Vorfragen<\/h2>\n\t<\/article>\n<\/section>\n\n\n<section class=\"img-text-col-2\">\n<article>\n\t<div class=\"col-wrap left even padding\">\n\t\t<div class=\"col-2 \">\n                        <a class=\"lightbox\" 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class=\"caption\">Rahmenbedingungen<\/div>\n                        <div class=\"editing\"><a href=\"https:\/\/viewer.diagrams.net\/?tags=%7B%7D&#038;highlight=0000ff&#038;edit=_blank&#038;layers=1&#038;nav=1&#038;title=II.1.1-01%20Rahmenbedingungen.drawio#R3LzXkutIki36Nf14jkGTfCQ0QGgNvEFrQWjw628Ec1dPd%2B8em7kPp2asyqqymCAJRHi4L1%2FLwyP%2FhjP9KczxVKljlnd%2Fw5Ds%2FBvO%2Fg3D7tQd%2FIQXrp8LJIn%2FXCjnOvu5hP7HBbv%2B5L8uIr%2BubnWWL%2F%2F0wXUcu7We%2FvliOg5Dnq7%2FdC2e5%2FH4548VY%2FfPT53iMv%2Ftgp3G3e9X%2FTpbq1%2FTwm7%2FcV3M67L648ko9fh5J4nTtpzHbfj1vGEc8p93%2BviP2%2Fya41LF2Xj8wyWc%2BxvOzOO4%2FrzqTybvoFX%2FsNjP9%2Fj%2F5N2%2FD3nOh%2FW%2F8wVSmuPhErYzHos80mSTqbj%2F8%2Bsue9xtv0zxN4zqwP3oBLwo4Qsrrvp8SPKsHsptKPMBTi4flrTq6rT6%2FirGA3CIYQEvoSUwhM2HNoe%2F%2F9wLDOrvt%2FtljPX6w%2FZrfsLr1dp34AIKXhZ11zFjN87g969BcTru6nIAv6Zgsjm4Tu%2F5vNZgAZ%2B%2F3ujrLIN3pI%2BqXnN7ilN4%2BwN4K7j2XaAc2gGBtx%2BHlY%2F7uoPOKubdnsM7gTe6OMk7%2Bu8r%2BscQ%2Fobhxfefv4%2F%2BH43%2BhwXBePLzHy79WgQhH%2Ft8nS%2FwkV%2Fv4ijyf8mfL%2F2KFoz45SLHf%2Fgeiv%2FysOof%2FO7%2B63PxL3cv%2F37z%2F1h38OLX0v%2F%2FcAPiNzcA4y5hqNf5bwv2H9ZE%2FxN7%2F%2BNa%2FmfG%2Fm1F%2FxzroxTyT7b%2F%2B%2B%2F%2FYPs%2FzPyPpsf%2FX5me%2FM30r67u47%2BW1f8Ogn9YHf0ftjr1m9W5efgbg%2F%2FtSVQzQLm%2Flvnx%2F23mv%2F1mfi%2Bf27ya%2F1p2Rx%2F%2FbHfsf9ru99%2FTPfB5mmrHYexrkNIB2iP0P6b6v9Jy%2FEsUYP8G%2BtHbn7kcj9%2BW44dJ%2FdXMfv8v7f6nRsEfUfgPdpeGYo6Xdd7adfuLgdD%2FNgxCf9ccdL7%2F4FDX5jD7LhlQFutfjHli%2Fw3mieJ%2F6kpgv62EkC%2FAAuDp6wJmtoxz%2BZcjQ8R%2Fgwyh5J%2B6DvjvEVF32dfy4JlU3EOT%2FvwEV%2Fx6Wb76Oy7Wv9jSEP%2BNEPlzl%2BZ3ZayAFH3U8%2FrHAvybFXLytBrq9q%2B1ODj%2BXyeSP3lxfldxVg6MU4%2FDX4263tD%2FOjL%2B3Cz%2Bu4Tz826Nv7i0%2FQXFA%2Fmv6uHfuT%2F2py7B7%2FJBynIw%2B7L%2Bqxmf%2Bt%2Fm%2FtjvJNaZ46xe%2F4LYQ%2F03dPOfa%2Fzfeetr677C7d8k49c2LH8xnkQ%2B%2FmsK%2ByD%2FzBX5ncGqYHrAPOtPUXX97hPtI%2FwpzNs0%2FdWChPwXdYf%2Fj7Mj7HfqOo1gQf4o83n5XP0sTrcOUFL8tRbk9222v1fB%2FyljP%2F7vnxoov2%2F32Gscr0sxzv1fLSaIf42Jf7MAf27i%2BF0wCPkCvvij5Za%2FZgGQuP3X%2BfvPLTxhv%2B9DWEAyr0u8FUW8LH%2B5mhNKYf91dvjDO%2F%2BcJfhdPPhgOvs4Lyv4%2Bl9QwFHU%2F6CAe3le7Dvj%2F1mtXrALcnil6evfNN8ANEqrDobCX8v2%2F1q%2B%2BHcQ9P%2BKsJ7aIZclwTyi%2F8Mw3oIgZNb8276nfzH4UsUTfFn33%2BYxOl6mn9azoj7hOtC%2F3mCzeAWmff78ivETBC%2Bm9mjdOpCXUI5P8I9muxXnluBVpIIfjMY8Q%2FB%2F%2BlrJ9G8YDT9Cixpje6bEPEupeFZtDS8%2Bu8Pmuw94sSngh1IfNNtvVvL9QodYXoW42KPPxKxKe%2FeZ4Rmu9N0W41oTBnSn9I8rIvfNoMEomOfTdi3aE%2Bv0FqG4TzsBeocj3pBld9%2F226bzU5JqxuRtpi5HxlutcBGz5nb5wDU12RJ0ebeXdzlKPHONI0O%2Fm1IqR6%2BZlNa83cCtFs4IKh7L%2BjiKzP2TR%2BSjk7vP7YOoqp77LlreRWAevjiw1wkmXqrh8%2FWcn%2FQC7EeXoUCXsf52n2JJS%2FT0VCXwWREuMQAjWn7vca%2FQoSIgz%2BIQiSnh0EiA32JMvSXYXsWbe%2FKC7WZn73x%2F2tFBxzXqoj%2F3jiaiVJ%2F6SRndheP7AcKMJ5yVHd%2Fxdg4akvZmJCS5sMtnujvIobJP8J%2BZXcus3B2xe1JSPZJMMaCPx%2Bb475uajvzIwhV8kQGODclc472Ctk%2FHxrVzzf3vY12hJvLoWHxDEZFassFTG%2FCdpUwTLyxWsJao5rh5iHw%2FHQpGXb1jX97CvTc9z3sUu%2FJ81ON9HZknW1L6TQrNuwKH9jQlC0sBlKX5B6QPPva3hLdBJPGH9GykK7rj6feW9CKE%2FQTmC61DuZoA8J%2FnW4cRb%2BbPNCOjoYO6vs7Ylb63JozloEvn%2B%2B0xFA7w3XNWHdqs1KIZbbgqT6Unt7Tp0klUPq66dceyaWdB5kFnul3MVOB7fd%2BNJq85zzuCaOCSW%2FiWRz4DaPvJdpBOZoIXHDG%2BY1swSJ9iKHb02F71%2BB5fIoknRoBIjBCtwQAGT98bepqq5tmy5UETBn3Ld5Fie70MT5bSzjg1RJS3XJt3A%2FDp%2BU1tjfm2VSoDv7Wqji83TdNGa9axpc0wr4nq4R7WcjMKqf0oxrg%2B7FcFPkvqThsKU18vZKZT2qe7E4fqqHx992s%2F23qbVBG5cj0%2BbZSPqQcXnELBMjkevRPgEnz2Y2ze8j1Eoxe6RLVPNEbNO%2B7pxkQ0fwWDHl%2FMpoAPelXFWTxfcRGQbXxO3EKKLu%2FAmYRdO%2B7%2BPmuf%2B0MkVVWyWEp9Sjtfjn5HFxp4LH1weUPkePIgfQEG9Cgop1K0mbKDN4OODGoHumi0c9DoJf7qPoim%2BOaWbl76HSU9UojWybYb0%2F3wtpXPOdrJgQT396fh9nASw%2F2cIyFqxzdTPtlHb5%2BhEPleFwvTdCwfRtSSdfbFDK%2Fea8OPp3KYE7nsg%2FKpbvfyqkUkVfZiLBk4PfENfmjX%2Fby1bJAb%2B8QECT4noe93kVnKbMsfIc0QundZDZk7Q6gfPcZJ29kKYFFInR3JYyjclK4xlXZITJEkBmE1Hw%2BuhzqMyOORNfpsQo%2FdCZq97hALnvswQ5dFr0ch4N6iBS7qK9leYTcdzxjUR7N%2BrdUOrjuhvyLmVn0o4iY1YVlmooWq4sdNDYfY%2FNzp5ebI2U%2B642pBIlRmeVHfdRVKBE8iFY298rmmaoTIfFrHC4zC7NmNuPmGjn7o2vmQYEA0cRce6a%2BxsVOcD7VXps8RuH0Nph4UjBPjRZjNIV%2FdVWtFRtVAadeX7Lk7VKtg3BAsV0d08cC3iTAXotLLwgGdrqyTzuOs7eP48kFl5Vi4H0rySS9%2BMeP7WIyE%2B5Bs8WLAo%2BQts027d9QejOMewhgn%2FecLb1D8Ws838pKqNwAk5XggWd4AT%2BUN5WWKYPYXF5Q7fyZq0MrQzZRbTQvCFwHv8oixW%2BiTG%2B9XTVHIN1xEEFoEnnQ46%2FXm3q9tDm%2FsHooVkX9i2bMlL1JfocdHPrELzXkr7ZQe9hagFK34J%2Fp6Mcs8IjDpgxHsLCKWzzWx0fP9UNuX3U5HRGXQ9Z8tMYtmYZfz626YCM1S0AlGgGfMCF7lzUxR%2BrHQ9BT7neS42PpwO8M5C2rmwMqXpBO1FB9fj2AMfJ%2BniUcu2Y8N3Bm1vG7sPXHB%2BgN5GAkag7QGMReZwAAqxaZ2HDzBSj0mT3m6ZLEgx0%2FqLpEumBU%2Fj4bvGu8m7RXyehy5cf9OhjYUsr5VXmzRVzoox91InsBSbC%2FqnlWbt9e5Jlr%2FobdbIXfaGvvo2gBop%2B%2BGcpWz%2FlEhdqzX%2FaM6ks1VzJPQ6RJP1vOZ9MQWWdidHqbqYZSn23QKufPEBm5uMFS%2BuzU5h7FA7zN2M5ddgQCG3B734hMt%2BPSwISq8JYazOAve1hroQ9WV%2Bg0dWgIxnoSF%2BJKzJ468itSrYsvvdRtGJ0HkOpEJrAVztg%2FmFlMfR8QkwMroVJRPbk7f6gKbwjVkCLce%2FD7Il61kZzq8mJm672Aw91AgdfwTOb7XRmJD3mudLUPoz%2BYE1q5vsceEUuFFgjxEZ4zvelS09N0UBwd%2Ba8U2vNd2UlhIJtKUJgB4DLoqv2Xbw3gTRbLhzsLRZlAdo6vkBjBp3mHUNr975YE8swlPOHDbRFlfL5TuHWrG1%2BUqDIbGFvmJh5g2lcjuyCBLIpwCZtMOXHk0C55jBrKCuNyVFbsVYlejCaEP08tXtFJ6Mc%2FtEy6mkaw9ypouR7%2BdcG28qabiqXMbXvksg35koeZDT8YoG5lyC2aYK9EgmCn89RAWLK4h43jf80Ltu%2FqMyq0wBlK3SfxJ9CyNSvuMUJdWf2w7EQlEpu9MTNWQnW2PmcV5%2BWL37mUj%2B4mekAZIW%2FXi1Fm5Wpfix4ItIyoX62NRNGZyrwy5aaWFrXPs8rRp8l0k5H3QKkw7xUl127AbogWOiS3OVJnPwTuo4gBsjb%2BxD%2B7afDxKNx9TvBlGbrLjx31%2BUStgcKQJ7vf8kMRD9QdbBovxDYdowfJxfh1tIutFR9zFx12uogzx9Xmkmvg1qOIJWCEdAiDH780KeBZA3SPOpDZQJoRxCHiXjnY92gmr8qZ%2BUuTM8sn1%2BSkGYI7x3bGl4aE094xNRFNlyjdMoektnzse6Tjbbh9E%2Fei75ZOl9vZR5Cu90V2JJW10coUP%2FUK8Dp85CJ3dmmL%2FgImBp6Azu92QR%2BFXI6WyGuRaPL7szNG%2B2umd%2BPp6KY10cjZXSiqgZrGmWk9xRm8hIrdXeuTRORL6bdUfDU5%2BKDqFQdDVn6jEexCRw6M1%2FBXKniLcbulmljpbheObevd1i0LbyonE%2BwjgXxlAmHvFO7v9RtMdAmYQBDcGW3uC%2BxSV43fjq4DnC%2FiZr89ytSFNSctT%2BvAjptMCwn2uVprWebPbSADPplsSyx183fvq%2FX6%2FjAGnDnVXGJICkpANJjxLRuV1cR3gXXBcS4zGj0xSAPKF%2Flk3RqfwC3PIlq69rkNOzS5ccWm9lk32bkGMrSNQPfXzTa0zcVXCs6KMCvVnbxNxHL8HL227PHe%2F7wPWWEqfdqTvhTn20txKtWlz1LHdV%2FRPvLpbTcwgq72VEnqBzqIaGFDT%2BjXh84DY1vEnF61VVtOJJsJTIV805F46nD4S86vsICBpEKFaRnnAPz4pTk%2FrZh7P4UM%2Bjtmb0fPp8pJttjRAgtMDeayfw7x%2FR37jrCUGcCbU1FX6LOKHVkcud0mQZWbAMKxxUWwk0bQbSj1SS6QvNYIkIDcBuxehJ00lldlTN1NqoQfBm2cifWDKY9Re2HJh%2FtyRwqZMm2OcMMvkBvgxBBunVodO31b8dk9UkMUT6%2BpfhTEjjAdIeCkNNQeyUweDPzN11QmPxHYM2Xy9tCv1PzwuVh%2Bxr4pC9FDNPmKNqxW%2BPkxGsZ3kQdxNWekukre5WkJEBJCTCd5qUshF3%2B3eTbRI3myiei2BItkvmIBz7v4mt3mswZI%2BIWqYMO96HZmLV6QOkP4B%2FoMHG8hAM3GvLRjMIIqgejThf9ozEoCBSyKtDQshlkN%2FHoAAaqVclAhg5xSjdJBW17Y6MIIfa%2F4mQFMWxviNjn3E2i6g7z%2FsO9RGJDfOyZ29o%2Bkyw0OWvDc%2BLvKG%2BsU2ztasp4bvJj8Idx8JPhP8okyaVRvpzkEcEciwPIvdvG0JZjSWykN%2BAnGN6Sz1yBeJOVa2u27MlJrjyx5oFEosXNrPTVfx%2BLJDoHdhpN2K0xkZ8YRZ32BhhhUwS3oK4M7agAqV9LS5FbAspoJGEDHFaXd5IAhARitg9Rchdsxd9kpcQR8rwjdaZA0Opp33rZLBWAGeaDBRSzsDssqcyM9DYhaBpZ%2Fti2wMU000MC7EyRn%2FXR9N1muAO16MlkKU4j4TeDMygKAKGpSqAjjIAqsmKhMXPEEIPQGBX48v%2BSDTI%2BqjPnYxNHM9FVoYPQEa0eH7uaFtTayDcj3f6jiZ0%2FDD1sC%2FezMM%2BD0WleK46zwrspDWDTzTL8rThAIkUePsSTyBSk2k6xtdULmo4uMkn24v2%2BU9daoaLvKOscGjwzgOkaBm5ugjb4pgn%2BpMK5fHEO4DcjtHBMRBHXBy%2FpSOVNcI0ubGKmzcAVUMWSOq%2FZVYSCrST4sLhWf5ZJDYNsjoGBe%2BXBprPJ9mKzEZpH25k0F3G5aiIQqGPvDSdZrb8%2F0ezke6BgELbMfXHtMHyYrp4o4pDCbuQbHhDNdlf5gAGsqMs8HzmkS41Beab5xM0N2UBwQQtNKB5PZZ62JzMsJzF6JZO6nVnDDgaQg7bZArGMOHKHWQ6S91U0oSiK8eaOeGaAv89qC0G7QpBdJ4tuNgNTZCWiQ%2BatJNVPNQ%2BFzGGGoYECfNSTyZdKDCJQYxGZzUz%2BCgapzBmw%2BneTf9PWjCBVcNeBXrTkxT0ab6EI1VKRzAwgWxeNri%2FItNLzLd7bT1eNr51nV2HMDfBMgIdxC5HN0ee1Cnr0dQeBx%2FezxOxaCLM0%2FWi%2BCyW46XSA4HYIjNo75lUMsKbIW8RMDboEY4Hk0oiBGW9QAhGhSQObt8v2rJe6Px6OaGuNZIbGn57k%2BE1JWAn3jpBshEKuY0LC8ZFanxDmuRilAJiRp2d17qn%2BkhuNgM60iffKc7sakuSFXrt4iuiV9L71c5bYlAeRjIZx6mkOT2AEqztj2Nujv3orSgVrK1O8jQsFrHCe%2BktR4tuAcqg6ViZjC%2BUYDOEwT4jb4A%2BjB%2BoA%2FsqV3YW2JZKJ9yg4O6yWlo5Ma3m68Ig6nLgtVaJXR0tlE%2F6nHA6IhU%2BmlyEgM3pviq9pdZAlz0dhfMe26oLFwCa3RVsZf7KCwCkPQbhbuR72mkgFR%2BAYLDVGPKB%2BQMkQhWRVj%2BfmZMcwlA8PrhtyxAVzd43JVn2tXyPNcT2ZNYXDgJRH5xAMexuToBHPYfuaLfHgqyeIvNGSY1okWVl98JriDuMOYfDyujHtspU2SjfxYKSILPevP7Arz3OpOVII8OshKSwIqUua0i%2BByYyDG2De3Vb72RDiLVGfqX2htIqKq%2BztUAiRShJ0SUkxxNWKTBb%2BitgrOa0bvBHKXy4847yTwe%2BhY4W2oMWOzqiYtEao35byei56zXLUDqePQ4o1cVVvEq1EBR0QdLE0tOCj3UI3ejwM8bCcPqKjNGLwYSMwJ0Quv5GEfGuTTAUwkPpqL77bOQui%2B%2B0VePwMre3pG2eyCyqEU9ZPsY0tzReknoGQWCRcKDb9ZFbpczxa%2F62Wf6oPO34e7V4U%2FViC5cRcyXgDtftDMhQFHt9tjSsy%2FbavO8AUUYvrTGxOx2tBIiWImcfsZ3HChtqBzGQIltpHzXbojKedCSK1T3qfVukYnEMjEi7rkpg%2FBbrLiOwNOmFkuqCWA9Kr3SYYPVIi4pG%2F7jv%2BNrOV9dc6qPJ888PqM%2B8XnhjG5C5XYAqPFaY4m1pgF%2FAuyhprfd9w6s5ukPnPSjKmLK0TdSW2Fv1oa3xdsrSId484ApCekQGNQb06rwod8y4Wfl8t3SfMNVauInfgGSnPAl%2F8a2T15ovdnmOtRiGtMFBJxgWeDi4syVlrckRHWYx0wtfpBLJ3hZ4H1g0qVpJu43a3bQu8KqifN%2BpTXKvUGWKM0yvRfGd8gGzpamLDw%2BEvdmqS3s6RpkfSSG2F5FL5vrAPCU3p5gD5htoVPuH1KqluTJx1vADaNLQ7%2Bl41lau%2BX9uhYrlaA5EkuGYLJgCk2%2FlVtDAAy%2FbcSm6l1t3gf1I9lJf27AWtIIggVbl4SrLYPE24dhI0ULWYE0PSg%2Fsxq1l1Ku2sQtGZileyrWGzWnYO4uq3%2By3PmWgfYMCehIRCpnGXRRFL3FatfII8oZQAo8SCoFch5LsrFNK8TlLf%2FMNjS2OA%2Foeubg6C8FAFAUMgyVbcj7PvMoQN8jN%2Fh63zNAjXVLlpzZsIZ85whOI2B4XzgAEa09tHech28bWWkTZNNPmd8qXUM83rLKMxwtU%2BweM0oRXcEVvLWkiMX609gJqu1GFBAbFiaRUPfSMDmzTyyJJpmFexuQPImiSDndfnr3A8YerKWPnSnd%2B3ZXIFzy9wSGLBw%2FrGZJrYMk0YohicsIr6lkqx1vPsxOBjtCOM6VqSNM4I8X4Oer8pOq6eBbAUYpNKn%2BIYN%2FV3ZcR5CB2lf2OU2fX5QAPXO%2BCn0Xq9pQoGnh%2FPkGDETtIdyp0dEItHYkgGncQaW2rpypchL3wtoCw%2Fm0LhrdidSRR6ROnPsIK0OGxG9JKfq2uEXWWfU709lkYesd%2BTSfkHdu4trjCbPjE6Zwjfc%2BwxImCjhhWDrQXGA8K3QPvVkFSzEaQVJW1O6cqaUVm1ivAftGmir4irdK17kkAmaAdzGpDjs6H0aqHjelhdBQNFQGIFTZ8RkJDZy4U5HEwHA3az8b2GgV1odscdBCz4y689NB%2BlZscuAB7lP1eOOV49OMbjjb6oCPCpW1KiwOZO%2B9AHT6AwwhMS6k2DA3iXcFg6mBMt%2B8k4%2BjM0Z%2BNMfH4nCnEZ%2FlqDBAoI2uNgH1AIRJLtXjDNLthsd6a7wNaSFueff43EgjeX2Wt5jtAk9eCjEojqsB5gJjYoCcF3nRtLl7Ctp7QdARuUUQ6ZH%2BqJG1tacYXnzsDr7ccuQsiglxZITiv5xFciJTeSKxJqrBjiXc2%2FFdjTUfTYJBzJpg4pq%2BLB7QtVH3slzfWtWnbT7tYdkR%2BEHl3XGptVWe7lVUjkf2lkJ6%2B2MF6GWf8vUwDe7temPV4w1xN2ZfzQyxMhf6yR%2BLwsSGZ6eDhVQvalPglG4frMmpWqYeYyxUILxHoDqIx4YnlJWWWrdoI1EYBGmNgDPZ87BTei1BR2wft2tSpOs9xuOu6ONatR0bcXH7YEtXe9FZSOlNqTgWa%2FEZEIoA%2BEJbmQ83ZzoT1m2INXzB%2BX7uqSZOr%2BIcsFYX2dpEd47j3b6GtVdeNNEpFnr8sWTdclRpjHtrpprOIEOrgogSIc191otxqE%2FoBTgmILEqcMKUQK7%2FuKgsXF2Fz2AUdI56Z%2BkSYAsM9S7IgperhVbvAMF7oWzKMKSfvO47e%2BpDc8iwVu7GbYNmQLsJrDW2fhs994s5aYy4xZIGV57%2FYHp%2BT4A4HbwZ0%2BZYe0tYOwpBBzwgx%2B18In23Y9hNDiASyYB2AOm842c6wv1MRkPP2gfhWPnTnAKUKGfiJ6mtDrXuIA5uJpMrXnGTIa%2Bp2yvElcGr6gr6DYt%2FPcwKff4t25YdhZv4rCjLuR2hSKvVPXJu5nsMNsVGpyPDi0E4%2BSLgLzV5%2FIInR9azLsTwx30HeQ%2B99qF%2FDwPhirSQAM4v36wF815wLUq%2BvK0XOekgKSuQz939%2BnAN9vi50%2BOmXn3kyy7MWTr7JuOtjTRwy4SnHv5kvRkeZNB%2BagNAe6IuysW6wF%2FCY%2BUkxLX4fkcJ3%2BU1R%2FqchfTZSO6wLOMTYtrbylIAs%2FYJEk3ow%2FzKVUTaqJ5woChQOBNicSeQ1no1ju500z8l0aojJlZpYOFt0r4rgflk4mMznpYgq%2BJKflX8e4kMsT5DU6yOz7fCYE4uUg%2Bz%2BTMfrj7rJDUVxNy1Q2VKzvEtRar8%2BdalR55aEcO87Hdx3WjX5X%2FJUw%2Bhshef0YpugCgfuS1QYCUnms3L0WWvYguYbNJtjd9eU4iLbPVgSNotzKGYYCQQg7VsaBevXOquwLpHURRX2kEqBlGGtofdReylLcoyf3Mo6tPB%2BJo3g73HIeYxj6zf%2FUQVfkUC5WK%2FXj3ixXf16VPkAIIEptOuxnqY9teD6fwUhiriuJhNe7gytbhEFjJht%2ByNTgrmCi8gqgq3C9wfoCEcPMLzqfbqBDU%2Fx42fkZPLk8j9cCPruO2Tq4st%2BECLTJ69I44xNFxv7k%2FoRbQwnaLio2scgjBl8NRQAAf365sJyYBqHNVHjlxKGN9StTOmBveFx%2FihBgOTrZxyM4We76T3UcmYZlLss30avWe7obAGE%2F1j0yGGs3oWLfshgqS75ByzsPUPjqwROftVS%2FslrYqJREIE%2BOGqMOCV1X8jUW2ks4R7IZmA8EVn%2BV4tQfeSGbOTQMpnYbbT6VP%2FRPXqzz7TR22U2HdSAxwH6m9CdRWin7Yfa969Bg8zbOWu%2BW2WlOD2zX6Gbamc3ri2QzTcbcWvfGUFpAW9ZXRrl8pxXulHnTR7n9%2FEhgkntoMB7SAHmHhH6rnTWjKJWMIHeusEj3XwheT9VNMY0nJc%2Flk%2BpH4wocx2qdyQ2k90v5Uwiz7HdYv96X2sAApwmN%2BKtzmThdgcoSrq4H8SJ7PmEejhWi3aMOO3ETvDe1bDDMgC5IVMz0F4oVKfDEvZiaMKkW6HO%2FRYgor9qJjEWoFxto1yZB8N5XqaE6Ns8bBaVy8RgBJB1WkPuDmIb2NU433KVqbHO20PFf02KSWX9u8rRs4Rz8NaOBv0fofPNVE021OxGZxv9gdpfE11Is21g7iHmru6yeYdG1sdxJMGnAOtYiDP20qcz1EojOHN%2F73EdANJTRWd6SBMfyQDHqxVBPQMpiCUxh0qyz7vIIAF1CSqq6kfw2IzzGja9RL3%2B2dOSEPeL0fhDGTTVqMMvoVMpnVQgCZ0B02xPvY841dbYt4RYvYtzDqepE87frudmm2mbJm%2B37P8MNprVm3%2Bdtdu5qjA7dyXKrKtDUStAQW%2Fn3xgRbSdGIvIhwmg1uhNknF%2FbLeMOVKRJmyhKsdH8hW%2BRgO462jlezBZxmbPUwfy%2Bdt%2BqzOpFHX2oTw%2Fjh2n2UjfGyJk9YyLnjkWUev0enZmqW4RMkVotGChdluph31bqmfIAJST86a1kmr36Id%2BJVr%2BVUDXMiPCqdJ0HoQJH1aK79CFCIhwAe3I%2FtSs%2BeRtAHpLi2eu1URqG9RD71lRUp7jMr%2Fs5Yo1cwEeSrWzBeSBWBL6UGyNWknUGoDse8B0twezjDLbMkt2bfZXZ74SmHz4pxNBmp%2BVc5Yndsu4cmP2T%2B79ouWWn3JM7awiqaltBbgDV%2Ble%2FABZ3tGfqKENj3u6ZNw3Fhzq0QnZW7XzOfB4Beqg7bPeQk%2BvUOBOz%2BO75wmR5B0RyQFUU3Z0s7l%2FMNgLRrvQQ31TclyUN8ESVs6bdivqfa36Y46pmidHJ%2BtDiGMx%2F45iYT6Va1nZ9JGLzOJsE%2FWQOT1R3e7lMFKHks91XnpHvtTeGqxOfT3yPRwfMMwTd7OIUOBKyuefIbIajhoki69O2y7it0cddFxUXM4eM%2FzHRadi4%2BV6lAKsRD4h1eFRbQZRC1JePjX3KOTd8VqV1icF27Exs59Z7ttlFqrORLTQDFMASzxQ1Vp5oQ%2BZAPf5DhBrX2sSKVi7lAugBlrAvM3dGRFThWD4fJc3uHNbfADO4aNuHXoioGsIpAD9WW76VU5AJQNtSwwOSbi9XgzoGwVhOKEvMgR5S3nnhw39l9I%2Fi6LIJN8hAFc4ETFr9XanHAZ58WyMubXTdvIRubOH1Lj2eR6HAXAAWzMO8Vtj5TAOQ2bukFlluz4N8X4d2wDCP3ixgOSwDNDX7Ut7eraXzyTVeZ%2F80IBwQo339hHy3bbY%2FsNVHOk4u9h9Mv0TtoFSdJHv%2BUq2ifYQORNCEYXSXZ8nqsXoJ7kD%2FRKVR2gqRfNir%2FsuhToeLXPwaqDVbqRMtTHzAdmkqcCaneBxk0c%2BKCrLtyNc3NdNe6M1VF63oUFvbTs9H5eWbXjoxdznsvVyT6xn1JJf3AI6ukeaJpvR9xkHRC5UnXTJQKidsPAFFmCSnPYmdNcDqj6N3BsB26Dhv7s%2FMRqvseLK5K6dAFc2YBfeSgPtXocBEJ%2Bc9dX3lTlO3%2F4I2CzXZVZh4djrkGfuhFspdFjDvY%2FFy%2BoI%2B6m5gaTZMrIJWMnzKdVSTTVua%2FL%2BgYDM6T2EH83NP4C12pRdADshimCGYQrTEKuy0vUsny5P2zDTlT6%2BzDIDpJ26hyGI8NnaA2Nw6rPY54%2B%2BRwSMDVoBgLd9qxn3PAeeKAXMIl7CZ7425W19VPBJ8ADBNJ5gnnjsAkLbIhxk3ZpxW7t0%2BvSulzaeWeVcN4f%2B6HIy85bzW6LBJW7j2XdsTzNOlcp0ZJBdDwNpFkgRLWpUf1qtVwvuFYdwyCEi15EtLxnzidyJAg9EbOF5jeOLeUpIrpucxj6xA7A1TWyQ6F6wF9BBnX0eJU8fadPfHQwPQ014MFTmb3S67f7s6sBxkSfKhjVb8LHka6o9TgrzNB4TzSf5Z4OFTgRI7tRH0C4P%2BDeZbUCmDBP2EH28gZsWmJijJL4VNzaxH%2FdGuUj9vZ0EkAcZonArZz3tenzL0mVJJPFwRGgruPHybq9rl0YcFeMt3ZGy1l6nAXgsyASNbC8nv0NRy9tUNqCPwoNF9d2adnFGmTrTB4npJt9%2FpADfcVoMO8IHpgsNsT3fwZMSSwRMf%2BVr6zVWFM4z0XvV%2B44G4BMk2Qo4zJEKdBPX2qYMAH33ijWaT2nuBfbTycQUieGA9V%2BAgesSZ%2FJov9S8IVLAYIAG3ym%2Fl2vJBY7WRjKaDSCZs1KlbiYYWlwaoe%2FInNJcIPn6t%2Bdxbo7cXnm71lfvRKsAVM%2BP4kGSbPNdKVZVEH3plYSJ8TIWFzJ%2Bh%2FqQKiY3LwLNAr4t7gpk0jFl14Pg8z4wI2fHMKSFCvb8xZcN6GWm769VRoHmbF%2BkW3PP5ltPG1bLR%2B9Yot144u4rsA3UjUBYivwZ%2Bgh%2FFl5nlM%2FUwKksueE3Bbj6IMrP2QxbgG9M5bQMScmuEST0yIYYX9npmsB6j5BPx8TAigWePO6vTtgDZz7J%2BQ65sYsOCKVPjMru%2BqWWJjW6%2FezBxFfIw74HgM22vFVnVLTEr1pqJozoYXReYgWlSlj7XRX9pMncDdxZAnMGYUyorNJR90ss7Ltx%2B2axzwP8c6S42gyJfVrEPU%2FFDJcp5OMK%2FlLTR6E3qRUiL0VD0w2oAZeijuN1qlcOTRgmbLImU9QiyMN5AO4ufGCfFR0qkmgYyF1owu%2FAHDIWkoCZoLYuqPm76WsAHNTBrKFLOz5j9nIF25R2zkVhh9StRp7uiRSBWHgYlT07IGsF177q3Vc45ofVyImbcBaSNT5IeW%2Ber89oRKhQ82drLK1w9Td2Rqk7iqX6NL70pkRB3Hb8%2B0mwJnKzujeZmAiV%2BjZsnFoRwVIvAasYQVMv9RgfhoPQ7CW%2FTICcTxpWzFyJue%2FObdirkVBa2MaESNfckrpdzjGyqqo%2BKS9SLV%2FvR47fBBLIY%2FJTQSXWONMeyJPlsTYgclrDLjdM0lG4T%2FnggGPXVugMuuFVcQ9Q1QMZZkvUPnYSuHtYBXRnPkOsJ1AAO6Q1VJcANLgzTCnSea5sairmYeQm1i0Z%2Bm%2B4rcULPdcC53SU5lW3k%2B2aBze1qTl0JCmSArIkxh7c%2B8%2FzdaSb93LXvp0iFzKAUmKY5w1HPwyuhoL07u9vG%2FhTUl0f6W7wxwi3pUUAw3njfLsiWQ8YrFqw5AWMY3rPUGbOFBZ6qxB7taz3VhkwENrnYUDd2%2FSS2roZFXVTAT5ayjnWyieQvRaVt9ZKF5%2FSvbzAD8NVvF0Z32k8vZhRMsbWN%2BTB5aTrggYdjzJz5XAD7h3diZkPAQOY3B3In7wQ3u%2FcBOSe3QFdIrLuIiMrGfYJqd070J0hmJ0oI3nok%2BxHBVooZrneevIqfmkqXhGZaGG02v1SrC%2FhYTBYlJpi%2BdOzsErEzArO%2FdZ4sAA1Xm3rCz%2BMlpbi727aj8AhcdfujPinE68idA2Cjugf1KEmvvU2KUFxsbJfdu92w2FoKHWqN6aUzo%2F3u59g04r1qp7B%2FBrf1NLobB0udTq6su9PCVGSwgziLxIaeog4w2%2BbNkTlUbnchyv2UQZ0YDuR1ivJpEOp4aKFJOB2LTUF0rLJJOxn1p%2BPXnxEEHM%2BwCMayCxW2dfbp21zgMvFltweVWftLfrpeusGFRRsZEtG%2BXlnv%2BbQeXtl3tM7Fhblecw8duv28OP6jz25A54gP98E%2BiyAd2jHBgQExNQc5gm8q6d4PcUtx9YGwOXldpEnJ4ErLx%2Bp4tBWf34bQooXm2qnABv92nWeR3FK39FLp%2BWcXyzSVAW95BUfJsY4H9hjkUYxn14q8PO8YJEHY6eD6H0oM%2FrYxCogbn7bnPBeFHVgXuWiSDa%2B3jKTu%2B6k7vTfnSMErP8qNn2WDzZdgCzpamXIsEUoePSv3YxH%2FeVzvzYsYHXoda9KDOmykI9dHxsl%2F4pPvQJ%2BFRmZVtm9n%2BWz%2B0rIQYTdPw%2BAaJYR0o9OPde7I9CVtCUEYiBlwp1d3pu0R%2BIJaxFI2bHdQUis1F7YqwfqJy2PRCuvPdi53VKzfvnwIKtr22IeqVqx7w%2BYGbHfLtLc7nuCWj5fjh5sPQL51WNgJxvg2bUqGr2jvcj9yZQmkeq%2BEgGmj1AdZHDHu3segOgEMk%2BwnfdH22v8IprtCQQzJxRALUs2imkLUE0hUBll8AIQjNXZt7%2BESCW%2BoYmH0OPxqgog8xdvNjjqBb0nQgW7Ub%2F6%2F9ZAmkJc6SDfjQCtoj4SsngLwv3%2BLU3bSQ4AnOUq%2BKtuZd1521IlRCXLjBaBoUN7G2RFh1uraQHm40rR%2BiE3QC0uy9YmDyxC3ch3Ov0IcIwqWFzqGYNEDfT5Gd0e2%2BfHwwzXo81SyXb8kgidbpK1x9mJ6x1VBHn9dWbbmXx7NR4i3N2CNZx%2F2mM67omGUVxLak6JhpgK3F4AsMcLfE97LuqZR6y3zajGdmR1WMSIWv8cGbe%2FmOC6B%2FkerPKjKIBiT5dAKU1TczE0qU7iwUwulVK%2BV8hbnW8BFPA5Sj8kuD8cLVhcZYrtbk5H%2BuCWjXuoH4MVoRS%2FS4GdZY0iVCrac2RMdlYAsCL0lW6FxTkF9b0uqkm1tnIDqFZbe1slnMWNw%2FGfqTl21STCyOzE0AitDviRg96exXBbKE6d0j2gYpcZXUmbFk0FlD4XJwpgMKA8FXFnWOy2YgpQNEF4f7uvgsUeYyzXZruGINDlVFQuYj2i1IP%2BixPZ0d%2BTzBdP6Bof033CdUk06eM3viK3jBevfusS6VeWEKYGexUikvo0JPBS2FdtjvfcsJ6ZaCJPSM7KWG%2FGO30q6EWUnMDSlSikE8hjvdJeMicBujFlDvJRT1XhL4qrQpeHNStJhEqFbxx5mjTZIF8G%2FX48cWTx2clclBBm1s%2B9MIC6dvVReFYn7BSv6s6ZepavK59Lpynuu5qK62F9e%2FqoCobuSPwAVWNC5MVAPrhN8x3JPhZW%2Bu7SfPnQqgkjCFEfkSPfjLDxkumxWzv166DH4nGP1xY4uy24%2FgxbJQHQAtF7qZUEUZ2ApTIc2ObJ9x%2B5pF%2FXMu%2Fi8Kn6ewG3veEpgvfeUWT69ibRVNnnyaEUmS0%2BnmjrRaSmDiB8kD4pzi9YYSyCIbJTHfU5rNGvdwz%2Fw9t5ebCzrkUjWQnaYoguWln1WyKewsANLQFlWKiLzxLudqJtFTNu5ntV8q03lUdqcEBAArBskBDkbFgVnj2UNg%2F95dWUmAXyat725iRw%2BpMCeTcEZ0NAoro3%2BDcEyw5RgmK%2FETAYnjD9OtdSUivvxbKiXi%2F7vltIJTFcrE8iQWwi4LmjLVSTRPFHqzCIFvp006kh88Y5FqyGqwrs82n8OP39yzzz3d6OxJfrcaWVnIY7rZ9in9BL%2Fygyy3qQtBnMw4CV2RA1xM%2Btzr9SInlRIKy8cBfLE6LsIv7ctmgVHIWlmXOdwz7wS5l7EQdUhyAO7rvMpANzmtkS7yrGRlbT7LIyW8gKG7Y9ZRHnKV4Uz0IsjqZhuRHoccZyaS%2ByXJDmmrX%2FRMeeeqX9bCZ0UcXbq%2BIS055f1SeqzUfc6uzzcK%2BpCn10b2C1xpzd7kJ%2BgJ0PHe%2BNFgEAGOzGDyGWtahu3A0DtWBPEbz20sxHvosV%2FZr6bK5uqMbG16HVcrE3UJaYW35%2BiKFjV%2BrB1HY7ycc9l3mk68MGQK8aFFvAzu4s57NHPWrgoeekKSVLIyfPEA%2BLvq9O6Tnpx1AHdgGQXmwSexoO4CBlon9UQNJ1SaCfR4qNY3K3XVQ74c4vLu54g9FLDZBmYe9Tocor6ifMbK0p2iNLyNzLjX2OK2u6su11ZoueQBlIh9MfFefD9oGBJR%2FbShZMA5SLByKB40vezSq4j3bKXGMRQAkDSjUBlja%2FrvVlpCtzY6NEPTPj%2BRDOUW466ytsnpViI9sSAJebGVizG%2BAmDN%2FM346kuyKeRO5K%2BbBhrVaH55sCAc3Wmsjd1umJRkkzAqQidLGSMstXUMTlaav8RCO6KMwhCZ6kKS5AIsdz3%2FX7PU65bvdPrVfrb03U0LqYCdA3uSV9W3TsHVNOUsWTHW%2Fx2VFZ9jgMoJU4dIUtjvPxGCIBIAOXWGR10J6WDzt%2Bg3kYMvegjNrG7CzLlSML8Xg6X7AZUYcNIZioMD7323dXMfT5qvyVzR%2BwCXMgX3bZ8M35pj%2FknWAC2LpGv%2FfTM5FUPeOTXC4n3nzFXFQh1Af1%2FU7Al4NWfppw9zaEWBQ5zvnJOdgzdwMpCeJO0pNdfctqbLpCe9qsFkJmwkVVjY9KgFSfjO4diXlLzdlyrwhQ9gKmkG3bmSeiQWbhhwYF6%2BO%2Bwtd0%2BGLKtuJrsXijzwFaJdReTVVsJohaSqrDtiJtFOSjNhKC5iKl7qm7yOrkZeIyj5fcbgBOpxqDSl6x4eahCeCzD9c3EueNOZoqgOOydOExheZnq5cvwjvgLAlzLQtIaVcmb1E5w%2B7sGyDjdwPtNs5M2n6iHjmmefkamCiWFSjdaPDQnlNhN7qJV6FnZXfzCU2Hx2vBrRAO6Cxb1Ae2Z2HjADwPBpWjnT0jWPpJl4RS8p2%2FbUcZZ%2FTb0eBJmcdrfosgoGjq24OqVdK3%2FcPAcZww53qfTVRzOFzpPpx1L5oDSbTu%2Bd6orRkJTemuWwU7wzte85dHt7B0eTw1wFDg7p5Ys%2B6WAye2zRdg7JGLpv1cT4cQf9Tg9qK5KzemAXkDcko9iuNR%2BDy4qV6VR1T2htg0LkGfl3EiGpKxlj97Iy%2BcS9LL7zhccl2MTc0b9Az4A55bWBoAlTJxWYNQJKtjn3t46qo%2FGTf%2FQjZlScD31yoSTC4HPH8GybEaHM%2BzQaA%2BtG%2B7KV19t2wIk8tEGnYA3QFkVFChFDis0sF3iUsU1eATB%2B2s8W74FMbenLShIaKimJzvflPhwOanOFYH9wCZdodnYo41DkSZ3EWIDiK8QmT54gNmdAMcqTAuqZGO7%2BqabvdiFsD9GwkDCUqunyWA%2BeMojOlEXmUEKABO8QmgEOlr9W9Ai37H%2FgABDYK4HUG6Zxk0WUcbcKwOEtAy8n3%2BW2UL514m9H2%2B7j8%2BKdzsh9odyZ01PDqCG1a51GX9hyxRe6KsRwVW9MiGWNhuy82fs4390oUyFFTWROgnoCwjypE63CX7npKBRZvP7Xa7S0w52tgkssuIdPwbDR32fb5ry%2FZ4m8OzFZOKeEqluILni76n4UZMc1LsA1UhCXe3ETTwurCWLr1BZ5iT7zrHws7jMm0km385C%2F2wPN7hZrH%2FEHq56Kpnu3APyr84JMUNWMtWtg2BW6O60uySQPGMdvsMDl099xtJknehsX3pWqaX%2FV702GpvOpC%2Bch0CTo5g%2FR0XSl8VEfdqerdBWiGydyqCjT73CLIVmWYCStbZMWUDD814OvSRjlJvepEbmGGvat8OgGiIFmVUD0OE1S3jPbl0bCMZ7PF52m4r9wCPOmEDcM%2BXsUSTsPyUsKh6uWtDdrBXmdaYHN1hFZl4bKRu6%2FgM0jaU5wU34HfFNbuLsx5ZCTg70a7FPGOvtgmRhoAnv8sXpN%2Fi%2B%2FMaTGR7FUlUvmBbiM2h2pT55gqPz4TPCHbsY5Iz7XfKZFyV8QQkaAopqfLv6aR3jhoDuiX1DSRKeVQvE0zgHaqiW2fbLTut0ubWpx%2BhL61LXA%2Be1AB4mZt2FfheL0%2FuFrR7JIXvpoY7qZiiDezVfV2O1CbMHlUF5FHDeWMn3KDagkiE5yUCBXF9Zr%2BVTnmqDiDgitBE7PioSP6MrzPZzQtuHwybzCGZLrFQTtB9SAGy9LR3M7sdwmbysHsojZdGC57P%2BQXB8pip2UiPVUCjvl28WrLvOHt0592UO%2Fx2kk8UduDMWeL7mR4YfcuMCKRmECBgWdXpU51p21K%2BcjGr8HiMsptCAk2xydm92eMXntuW%2Byhg%2B5KTvri3pVUI56TOHiCPjFV2J4vX%2Fk2TL6vlRcJRWvQBdyj4Q9ebATPvSleDwLqoTLIzwBxp9EymttLzbp9v3NI61FZEnzsXHG3NRxcB%2BzoNcbgsZkoBPGmwqTzNFY7xXheMneBem30%2FtuWn8ePvqsEzwWlR%2BKJzac3Ci8LygMHzEoDlzEQ%2FVyQL7KcN6%2BuBvLd2eOPDVB9O7ryy7RLvSVPXEmyTK%2FcTRtoYn%2B72pIfXVMc9JSjlB6W2uWMc9GGQuiG%2FaoWcwS3RUZ5v5EMWU0u0kALKfmP4CCx535jKbe0e6FL0dVU6f%2FoKHRFVO71i0yoPlXXo68bcQ70Ig%2BmVd9KVvF8RKZw2u5H2Hj82PaE%2BlsgT6baIxVjuYYY9tLzrohieBirRpdBuDZq6mmybw49ehz1A30IOYjdRMwqwsxxrIxMlabFCF70LIW2jbthz0mx1YtgMFrG3uFHs78miGdX69qtJgPC9zFZmoRDhAJeiidyZJ2Z4Acl3hot%2FVXUTjbkVenxO324s1%2B34%2BEoOCqdSZSjJzS4l2P5eftY4HN9SDRkegInpCdmGX73jVg6cM89uwlmFfVgP%2FYOxN%2FHMuYpqCTP4oET5%2BhifDWg2yybw9U5sjLxrVqNr0f6A%2BawLjKDTFA7D43UUtNnEO0Ms1awYrB5ZWwqDR6zwO6qotxtEOFJGn5ju%2FBwjPLQ3GiN%2BByiuA3NUXoC4iMJCl62oC0smsrxON%2FCWfeUFVcXP97seTYbA%2BVtPbh7te3AyZbQu7qECEb9en9gvWLUprp2ge0KH3M71yIx1kdb%2BRC02VN9OC0B1NSzmmqpW6sPW7OgqZkAXRCDRM1X4hCovvGXZU3uWoTPD3hM%2FS8rUlwW9Fn96ErZbiy2YW8sdyPcv4X1Oh1VXukX3CjznQTdsRJTGy2vz5tuCDDjtHWRzt2MmWfT3YF6CCaEy%2BQokQgRuZ%2FA3Tmi%2BfSmulVtWEeoCW8dZrABp%2FSy%2FJOIGdbnRf2rFt9kFaJZQReNHbHbV%2FUCey%2BrPoTm40vdvdxQ0Q6oRYL50FppAW%2BzDh3xW90I8Tb9eiiDgX4AefOCZZkNsvXPQsmhqKIOppNWWvn91BCYXrYXQxK2zugZMxYVA7p8qa3yQx1L6Rk3uX9nMs%2Bc9FmCsD5%2FFYu%2Fjq%2BHyF4wv%2FVUhEfCxCHmwaQxIltMpKHWvtT8aFFF4RqYt3wFDBMNE5Zdalk5bfIyYegQvd5Odln0S2oL4DZATncy4qw8sLEzbs%2FYAPQxu97w%2B052vp25lbbuTTU6%2B0uFUA771yQbV3hLShDX8%2ByXlVY2oYlPw3LCvWHc1DspTwJN1EYF2ytyuOydyoTIdpwFltxizVCZtnH4dcYyenFOqwfNgaExoUDEnNyxx6BUIk1cSvr5dZ%2BJyk054%2BEq2mf1c%2Bu9G1O6s2FnAI0su1mK5UYI07L1fNrN8%2Fw7LfbVe0yUj8nX4aE%2FG1Q0wEjmXjMC4awxZ7Nw5Dfrb3jLs1lJbJG09kOVZ85kOElNWHAa4jx1Iqp0nY%2BPdXjAzWd3Gg1x1Fwvh39AxSsvvwt6gCeOXWLg79mzv0WiFSMIcaU8jTQ1YwzDiyYKzsCJKO7z3PVEpHwVcrN11rgkAkNibWm0%2BU%2F0qRuIAkp8uOaZHqalFKuO6F8%2FnPVPYyebeOUTbvV8CQ9pk2slFG3%2Bn9Ti%2BAuACPDw0GNBYNiUvovGgzfj1luLvZGyNh%2BLMdgo4Y8Xo8MSdCQkSyD7G50jTufk6OM%2FQaKM7h0Q%2FJ%2BU0JBvbgU0l2d4CZgqMC%2B6GFOKPtltrMr2yl40s0wqLIsADTePvFScwJXKM24lxXjcLyzZMjG9637JuBzC9BVwGHgemB%2BNJfP%2F2j%2BeX6PevvBTN7YNjbiD2CfxrBidwhxD4pTX095t%2BLh%2F5W2ZGAQFvvnt0s8PRza9tH%2BNJF99urkXRPyZWjW%2Befvx%2FtV3JkqtKlvyaNutedBmIUUtmgQQSM2gHYhazGPX1FYd8%2BaqqqxbdZtVpdu0qESkBEXHC%2FYQfD5HvaOFxD75celn3S0LNX%2B2Dnqq9JcODO4yABuwWG56L35Ocdj3PyvEkuib8VMt%2BALUIt%2FfFHc%2FsFqWPdi8fe%2Brtr7S1NdOU%2BddFWHMEDifTeO%2BVigYJT6OYoYOkVHeULe9r5m56lCiPTHNU2LSFbQ9NUmslsLcA8Fxfrekxlr4iopMrR168F9eDTYOYOhqOKd83dQ%2BsL22GvkBCHluDigmQjB0Ck84DfflBLy4VfSADdCn3bVNECdEwgTiz2U99LsYkpD1%2FhxQkGl6EZwJEoT6IwNEhRKznCwqm6g52TJEhlkq9ZkWJGZ%2FgEmuDPIgSoJ9KhczZbWGVlnS7q1BxUKaKyFrKPuJT0SuWi5g7iSV9ZLegK7msOs%2F99FD2mD3OybHmTRXO2x%2FxVbj52GTPOPngqVOcnLRdSi0xiX7spOy11PeQw26yY%2B1b9iFv9qNl8d1ttdNjZOTGal1zeavszceLGJFGMgTlzIgYFnbdnjp9oY8cI%2BjiZyY7JJfcKglS0YW%2FeZgKT%2BZxgnDTr09wYOiM74m4Nl9BzANT%2B8xHN1VMc0AdLheZM%2BHI0NUauzjN8ZtSxLEYYBsDnoxoatOftQYTKYxx8WhZ4Esw06oidr746HG7heFEBGV8XVz26qdvqxSjoOHNw0VEuQkT3kr6w3ISU1iZXXESLhzNXld4KqbDlQZ6KvqFQeTcIdhCGGKv7hUTSoR4LiFAduajSHhHIRz%2FXF3FM3LmzMvDI1oknKqIcMBrTkOsbIiafnhT4E2By6YrcR1UphwLpEay00HA7d5n1PY2u58h1jSvs%2BaRJ7kw3cPvidRfhPGdFCZREIjz3QIBeflq512plqr0aGGggo4dnT4nbYA4pCrUWhpgtHRaiRdWVjIw2HBuuycVPt4MeZSeh6%2BfO89ZLHsOn5tKBqJJ0MA7io7AxiypLTXSz9yKCDrnpnGLxbGL81GhO1A9tIiwPvPWBCdn7xdxvox4VBJijMh7Yb2WYHKeTbEySYnAv1jwp1t6LREblorb0N4bxNmTO%2FX5rMl98UVQqXQ%2BMX2TLMbcuSYnEf1pMTI%2FEW%2FtXgiaVsQYAcU%2BZwum3cB9KaJISq1thkdAKFToF27WWLjB6sifsDaq0ikHnJjAbzWVuqrIVVJvfvirMENKsmjIJJhGR1tPQnQy%2FHVJLIJKH1MIj2LFsgexv9343piu4c9do5UBv71cGU0GsTG5p9hoLj02%2BDgF%2BuKjRrpDg2MR5FekiBao5vyrP2XpEswXEHd1cUn6Sp5oTxz0GVY6NEHdoziSYMlvZkzb3WMiLtZWxJnpw%2BAwjgpyUpagWmxSvFudoSB%2BqhNcPWwRN6OOnE18j2IP9OObvDN5lrzZoaaXRp5BrrWuVLK9H9T1%2BQ7fxnDOjkT1azGU1p%2BUqpuaWrI46wWUzyvLAf2oFYy55cPejpp0ucQjT2EzSKimj2Dwnth0K9nltpoX%2FpuoD6xVEGh8QB1SZ5kM79mT2%2B9Ja0nZ7VuwqmhiMmhBB4JooUaWBmVxiQYpr3db53RCp8YsLcwm3O7b1DioBMkHUiKzyPD3vNeg65ZevWPMOU9zMjSK7jQ54SHlXZxN%2BkafAPDZOOGTg2Jk5aIhU8BQkccAVLtNlSxiM4000WcZuCW1FQTNy8XAMYRf9Qtqk2w8K1MV4sYyPofRA38kYWfnER%2F9vBMQoiAmEBu29Js3MUP0LTRDhTQ8TXFLxWKnuFzg8qvZPN8aVIHfxQ8Tnq9vOxED2O9Dhn4HaxQQ7V%2Bz8ygUyFV97IsIhXfcc0ozSnlkS3sKdR%2B1HMM%2Bi6KLiGfOeZA%2Fzt%2F082HNP7188dv%2B9j1mbiKZixkQRJtNgpUIN6n2PC9wmN2s5yzZ8tMrsuuKdKTtuqUZ1sh385bslebq%2FmMrTSg%2FQFNCjO%2F9ACtdUKW3foYhOfkXUFWE0%2Bmcjf4HRb8d8YmJOV6f6Y%2BOLSf2IXIT4glRjUEWV%2FjpyvH0jJ8ncUVPrR19P%2FDR%2FO1egUkNgjGGzVUo1VxV%2BC7C62%2FFBpWJT2GTKFQ4NevTaJjX%2FoAoCH5mIocZrqcCtHoaZhRdLPBOMxUPQWiGZLCMm0Pgz00%2BDuS93SXx8wJQpTEIInLaI8bOVyq89BYYPOXoX12usSCh6IU%2BUR2ce4s1T7X9uEdVZu%2FRWyFin%2Fyt7UmFR72XRGSsbGgcO7BWvtJcnM3MjDqhUpjf5HUV8jGc%2FClo4whFhZMdubrAoTB5vhZfdB%2BHC0dwXf7wlLgsC4FjlL831w0sMiyxUn5ARkQQZ5LuTYT%2Bbo9jCD4Nq1bV5hXyF%2BuVMu49EKj5KN1NnW9G2YXn6IQBWK6oJGcrVepq1RvgbB2Etnt3F4KjUv8RT8qOQ76BQ7yQVKjeaaPEL4%2F8zcqOkd1Uj5twExjyWRHUmSlc5rFO3Eq3i2Zhsf91bBP0iqC9DGEQ7FTszyAV5napUO0ccsyHiMAoIq9m8l5xa8N8LyogqPOVFIYa%2Bv1vvdfoZUeEd29J0pnPV7K%2BAqVnTysAGv13FVLaw0arggBcMYqfZAn%2BMFtVUj%2F%2BBqoTt4ynBlthYZReMDEz5X39aOBRACMq7XduMiz8dSsyhCG39cUU3mWnCWo5HypbQDOjqZ%2BFSx4CwUR4xIC8Iaff%2FZvPz5HN2BeFly3XJdOF65gJMo8qok5NqbnT%2BObCe6w3Sfl9QuGkgW8IbftVuoj1DphvaUzZQH8ss5m4RRPNTEOcNF%2Bre91bUwV1MVxFMfQD41kiGMoJ3FuT0mf8trvG6XcVNCl4PCpUcN1AKdj%2B1JoCIjAJmAzBdYXKyZd%2FM3AKTU5%2BZXU5TE8lt4WfAMd3xDYKjj5HE5u6N5LlBX7TClgjOh318xKbWUlHljeDvS6dEq%2BY10fmGwVQO%2B%2Bvlit7QtNLVUx37yv0ptPt8b3tkbdwFYk9y3dPZ8HdQlAU1ocJdAuK2Hy12kTQf5xtshMbx%2BwkhUzutT36E6RfyfM9t9IlBcYU%2FBZEaTU4GAT3UIxejysK%2BtsruBz665NXU0euDHF4gfvcTLwIFUUrw7KcNtlzPU2ImrzHz9n5oY8T2Crorfh2kvZ5KtWTMdqwPAXfj4bnbmXFUgySUjpSg6PuP71S7JQ85HQOC%2BFpB8B7Hq8huJNpWZt9CX1xC5v1y%2FjrhxcrxArayXURorkK2ULQQvp9nKYhct9COt2MlXS1z4l5Gp28zWjKTx%2BXkotQQCURJAp3sAC5upfvdELIK4Gmbbr5ZpOn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target=\"_blank\">\n              <svg viewBox=\"0 0 24 24\" version=\"1.1\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\">\n                  <g id=\"icon-bearbeiten\" stroke=\"none\" stroke-width=\"1\" fill=\"none\" fill-rule=\"evenodd\">\n                      <g id=\"Group\" stroke=\"#25408F\" stroke-width=\"1.5\">\n                          <path d=\"M22.5606462,2.92393846 L20.6369538,0.994707692 C19.9289538,0.283938462 18.7815692,0.283938462 18.0726462,0.994707692 L5.5668,13.3999385 L5.5788,18.0273231 L10.1821846,18.0153231 L22.5606462,5.49655385 C23.2686462,4.78578462 23.2686462,3.63470769 22.5606462,2.92393846 Z\" id=\"Stroke-1\"><\/path>\n                          <path d=\"M20.8375385,13.1803385 L20.8375385,20.1264923 C20.8375385,21.5655692 19.6596923,22.7424923 18.2206154,22.7424923 L3.07846154,22.7424923 C1.63938462,22.7424923 0.461538462,21.5655692 0.461538462,20.1264923 L0.461538462,4.98341538 C0.461538462,3.54433846 1.63938462,2.36649231 3.07846154,2.36649231 L10.6495385,2.36649231\" id=\"Stroke-3\" stroke-linecap=\"round\"><\/path>\n                      <\/g>\n                  <\/g>\n              <\/svg>Diagramm bearbeiten<\/a><\/div>\n                      <\/div>\n\t\t        <\/div>\n        <div class=\"col-2\">\n            <div class=\"text\">\n              <p>Geschichte betreiben Menschen, weil sie die F\u00e4higkeit zur Erinnerung haben und sich zeitlich orientieren k\u00f6nnen. Aus diesem Grund fragt der Mensch nach seinem historischen Bedingtsein. Geschichte wird dabei von den Rahmenbedingungen menschlichen Denkens und Handelns mit gepr\u00e4gt. Diese m\u00fcssen bei der Rekonstruktion des Vergangenen mit einbezogen werden.<\/p>\n            <\/div>\n\t\t\t        <\/div>\n    <\/div>\n  <\/article>\n<\/section>\n\n\n<section class=\"img-text-col-2\">\n<article>\n\t<div class=\"col-wrap right even padding\">\n\t\t<div class=\"col-2 \">\n                        <a class=\"lightbox\" href=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.1.2-01-Epochen-der-KGx.png\" data-lightbox=\"\" >\n  <img loading=\"lazy\" decoding=\"async\" width=\"1448\" height=\"301\" src=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.1.2-01-Epochen-der-KGx.png\" class=\"attachment-full size-full\" alt=\"\" srcset=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.1.2-01-Epochen-der-KGx.png 1448w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.1.2-01-Epochen-der-KGx-450x94.png 450w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.1.2-01-Epochen-der-KGx-1024x213.png 1024w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.1.2-01-Epochen-der-KGx-768x160.png 768w\" sizes=\"auto, (max-width: 1448px) 100vw, 1448px\" \/>        \t<\/a>\n\t\t\t<div class=\"lupe\">\n\t\t\t\t<svg viewBox=\"0 0 24 24\" version=\"1.1\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\">\n\t\t\t\t\t<g id=\"icon-vergroessern\" stroke=\"none\" stroke-width=\"1\" fill=\"none\" fill-rule=\"evenodd\">\n\t\t\t\t\t\t<circle id=\"Oval\" stroke=\"#25408F\" stroke-width=\"1.5\" fill-rule=\"nonzero\" cx=\"10\" cy=\"10\" r=\"9.25\"><\/circle>\n\t\t\t\t\t\t<path d=\"M16.5,16.5 L23.5,23.5\" id=\"Line\" stroke=\"#25408F\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" fill-rule=\"nonzero\"><\/path>\n\t\t\t\t\t\t<path d=\"M9.98263889,14.5 L10,5.45833333\" id=\"Line-3\" stroke=\"#25408F\" 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EZ%2F8kG5CUeiBa0CzUy91IwofhDwqgwYt4Y%2BuQp%2B1RSFcsElBGEkYEm7u5wv%2FnVfp%2FDCbaFUEfk7Vh6O%2FIi0e%2FgQIp%2FYxOa4lE7KPLcWoBSj%2Bgd6v7PzNCCfXRrB3DhEKuklcdDjddPau9OOe0RB5S3QLTFJVuGU0%2F1qWgjDUdAIBoBn7AA%2B5c1EUcY%2BM8wY%2B53sethy8zrTPQpq4sHKl6QbtZQQn7dgCHxfYIhbLju3FdwZtR%2Fd0D%2BkGet35GYmaAzCGsRcZAQdqFSH2gCDYez0weapwJQcFuT4QV1l0gOjEqbB9D3z1aS9Sp63PTevn8EwpkrWl%2BoR28yZPtX9aiY0mCmul4yHXVuX%2B7Ekev9m1kuhdPoS%2B%2BjSAGhnrqZ6lpPx1iB2LOf1rbmyw1csTRhMiSfLQSc9sUY2dmWeY3Uzy8NrOpXcBGIFNzdZKt%2B8mpzCWGS2CbtY86ZCAEMut2vxjmZ8vDkQFV4yy9u8DW9rP5ldM9T6BQ1aBj6ehIV0VzIaR%2B5F%2Bqhi2%2B8NB3onQeQGkYmcDWO2D8YWU29XwmTAyphUUg5%2BSl%2FaDHdAdOQZrj34%2FlROR82O9HlnJ%2Bq6gc5cQ5E08Hfk%2Bo82khryWhtcGUJ7tkawdn2L3UaUCk8SxCEmY33vQUVz341xsOOXVmrDa%2B0khY1kEkPpIoDHoKvyS7bezBdRJCvuzjxjBdU%2BeGpuginNO4xap1ev3hA6G%2FGEB7dN1OV%2BR5nepSZ8mc%2FCZBlsVmg8xPSxRDZXAVES4VUwmvbJl3sz4zlmIgvwy01dsEshdTWaEMZzvPuqXsp3ll7f4WyZydKjnOXxzMsNl%2BYx1lQ8dl4jqO%2F5aexZqPvQkjHKQcbchhHmTHQIZqpw3sQZi2vIOF7XvND6rj6ici3MJ2k4JE4TPceg8jYh1KnXb8dJJAJRmCsbUzVkZ%2Btt4nBBObmtuzvIdqAHpAHyWt15bVLP1qOEoeDKiMqlep9VnR29M0MuemljyxR7AmNZQheJeR%2B0KtuOcVJdVuyC6IFrYbM7Vhb9fOxUsQO2Jly4G3%2BuPh6lq4%2Bpjwl6brLh%2B3W6UwtgcKQF7ke%2FSeKm%2BU9HAYvxcYdoxvJhuu9tohhFR1yl21WpogzxjWmgmvj%2B1KQDsEImBECOX5sF8CyAunucyW2gjgjrEvAuHeM9GDesyov2TpEjy0fPF8YYgDkmdPuahrvaXDMukSyNLV8whKaXfOoEpOMdp70R9a3v5neWOutbVc70wnQllrTRwRc%2BtAvp3H12JwxubYrtDQYGnoJO3HpBboVfDZTG6ZBrCfi8sXt7b8dX4hvLqTbywTt8KWuAmsW6ZtPShF5CRGnPdM%2BjYyCMy2LcGpx8U0wKnaCr31GJ98Ajn7fW9Bcoe4pwvaSrVRpcFQ4v6tXXLQrnVklkwUcA%2F8oAwlwrwd2cF5puEDCDILiw2NIT%2FLuoXL8b7gX8c0DCJNRHuTiQpqTlIb%2BFATMYEeHfZyuPy7Q6bSSCZzMtieUuvmx99Xq97uYTp3ZtU1mSAjqRC0Y8Swb1fvId4F2wX3OMxrdMVgHyhf5RN2anCjO7K7ah389dSa0uXHB5OedVeVyCGFsGoHpq%2BkUtE3FWIl1RZoX602OVcBy%2FBnd9PR%2Fedt2eWGOrfdqR%2FiPMsbvuVZrDWIOBbb5qvOPFW2tiAlHtpZbQCgwO1UGHmtavCV8AxLaO37lkL4qWjgwRHip5ZyD3MuDwkVhYFBcBQYMItTLKA%2BH2TnFmXFZrp59v8rZPjwk9aE%2BQHatlABIcDxDH%2BinM%2B1fkN%2B5SYgBnQl1b5PcsvRlt4HOPBFFmAgzDHmbVQRJdv6DULbUl5tQiSAJyC7B7CVrSWFKZM3YTpRVGELwENjKebLkP%2Bh2bT8yfOlJc1XF1zQNGmdwEP57BymvVbjCXBb9cEw1E8cQ%2B%2B3thTgj7ACS8lJ81D6JTB50%2FswzNDffEcU3Fut%2F1M%2FXfAi5Vb6mvikJ6oLqzxzpfq0K9W6zquMmNuFqK2p2k4PC1jEgIICcjvNWokrOxOb2X6JGyOkR1nwNVdu4wAOf89UWu01CDJaUhalgw7j46MpfOSHtC%2Bgf4Dx6sIAJNxLW2oTMDL4Lq0YL%2F63QkggkuibQ2bYSYd4PeAQHUS6UoEcDOKVbtIK2uHe3Jin6s%2B6sIp7Iwh493bAPWdgFz%2FWLfoT4guXmM3vTYmy4zH8ic9%2BbbQ15Qvzjm0Vr12Ajd6Afh5iPBe4QXKqRVtZHh7sQegQgrcNjlsc7BhMZyuSs0ENeYwVG3fJbZfeG688KOqTXcnSeDQomFy9uxGhoen04I9C70tEtxuAMrHTDqmxyMsCJmy7QI7qw%2FUbGSaYdfAMtiKzgJEqa67aY8CQKQ0QrM%2Bp2QOvaqPEpcRW8LIjR6ZD9dTD%2Bua6WAvgI80WGgljcWRJUpUehdZmeRY%2Bj2TjampSU66Bfi5qz%2Fqvcm63XAHU9WTyFK8e8RHIxMIKiCBqWqAHaywKqRyqQZTxDCSIDj18Nd2cl0j%2Fqojz0MzbyHBmcYPQAaMeGLXtG2JpanetIvbRit8fnF1sB%2FW%2FN84tdYUov9agicxEFa9xTYflZpCwqQRIszmqCBSk3k8%2BNdULlo0u0gaa9XnPKaulUNF3nDuODWYTyPyFAz88yeN0WwjXWml%2FPtGW5P5HIMCPCDOuCVnJb31NAJ0uGHKmy8J6qaik5U2z2xkVRiaJsPRbqkWSR2TDLah1ko58YeDtpqZTaDtC93M2huz7loiIJldrz03OZCv17P45YuQcCBuRPqB9sHyYIZ0oapLCZtQbHiLN9l36cATpQVZ8%2FHo0nEU7uj%2BcorBNONeUAAQSvvSO4ctSE1ByvSmxhN%2BkEt1ogBS0O4cYVcwXy%2BidIAkf7UVrUkgfjqgXZuiLbALzdKv8A5pUAYzzYcrMZKyLMsRE26Sloeiu%2FTHEIdA%2BKkOQiaTZ9UOMfAJ4OD%2BuocVI0TOHhzm1fTX4MmnHHNhK1Yd2C6hjbVm2jsSuUBFs6ILTA2759cepLp5qTtQ2DcT15nwwH8jYCM8DuRK9HltgV1er8FxYMXLrfboZpMceTJchJ8dsnxEslhB0ypudWXDGpZkauQuwR4G9QI%2B60JRSnCsh4gRIMCMueUr3stP15oPHi5KS01Ett6vvkjIXcl4CePdAVkIpVyBqaXzIrUBZezSVWsxEQLu6sg93S6ix42wTzSO9%2BYTmqqE1LV%2BiWhS%2BLX8utejmsiUg8MxLMHppLkegNKs3YeOnV1r0VpQ63k6FcQoWG2jhdfSWvfWnAPVAFLxU6gf4MIjScI8AtzAvRh%2FcB4cod%2BYi%2BZ46B8yk0e6ia3YZCL0K6%2BKj4tQxHt1i6hoXON9tb2HXpHpDG0xcvsCvVrVfvzJAMuermK1jU3NQ4ugT14mtQrfRQWAQj6jcpfyNc4UEAq3wHBYashFQJygkgEsyKccD0ytjlFIHj98JMWYKoL3JoX2HaxHw%2FvIXEHMXtwEIhy5wGOY1N1ADjs30rFvB4oiOItNmWY3Eg2VZ5%2BJ3qitEGfv93sjLqth0KRjfGeKSAJ3svF7wtw7H4kC0HuHWQlJIEVKXtZJHAeGMg%2BtA3zqF9GI%2B9EarDMN7X3JKGq%2BhhXAyRShB4QUQ5ysGCSBr%2BglwqOakKvJruX6pc5byR7uxlr4K6p%2BcRiz0g8JNJqzH%2B5ETNlvWEDUieg%2BxHdq7CKF7EGiorZOYaYc1LsoR65mgV%2BXEjoVmeZsUbxJDEzQEe0nvZhYN1TBzyVeMBQdL28Z9LwpRd67xGY2ds60vF2RJH0qIdsH0OaK1rPCTOhQLDIePCJusjldMf4XtN9ZjwN4fK8PurwK2vEFJ4q5XPAH3fGHRGgqDZnaJnJVxytoS9AEYZ3vbEwpx3shAgWImfo%2BIoDpQ2VwxCosYOUr9oLUSUPWnKB6j61Xy0yklgmRcQ1txTgfrMd1xF42thiSTUCrEfle%2FpcYbaIT8pGePuv%2BJyPe9cc2o0W2Nt7MEYhL9zBS6jcCQA1XmossZc0EA6APdT4cvrehdk844aTflRFbDn4Zuqo3MVe8bZ4PQrSJV4CYEpi%2BgxM6oXpVXgzLpn4tXL5Zuu%2B6ak18eW%2FAEkO%2BFF4Yes7L%2FTeanMDajGd7QICDrAscGl2p0rPWxKiOoxjlh7fyLkTH1nweMOgyzBs3K%2F25KJXldMS93VPa5R%2FgShRWmV6LcxPl02cKy1FvL1l%2FsVRa9gzNYj6SAyxvYruDt8B4CkfW4LdYLSFRrm9SbmaE1qI14B%2FDh4D7ZaJJ3np5tf9nO1UhtOR2AoEkxlTGealXhoCYPhlJVbN6Grr%2BtTespP0xwpmSx6As2DLnPC1bZJ4ezMdpGghK5DHG%2BVndqP1cspXq7QmT3buaNV%2BodYYTN1p9zTHHy8FaM%2BQgIZEpEqWQRNF0UusdY0yoLwJpMCNpFIg57EkG9q0QjzB9o9sRWObfwBdz%2B4886EAAIpClqWyFXldJwEF6LvnplBvWwaosWErsjuZ9jPfeILXCejeJw5ARG93%2FRXn4ctBFsYC0fRd5pfK0JGHYNvlEQ62JXW3CaWIruALwZ5TxOb8cehEzfEiCogNG5NJqHsZGJw5GkuiUeHg3gYkT5IkUW63HY%2FrDn0P5tKHzpKvfbupEC6FawJdFvYfZrPk1kWSaMGQxGPF%2B1hy1YY3b3Yjgw0hXPfMtAEG8Nsd8PNF%2FQrVTPDJAKMUmlQ%2Fi%2BCflR2WAUSg9p69D8sXZjVAj1yoQt%2FDqjYUGUY8vq6AjqjfxCs1uDqB1q4MMI3fqdQx1CNVD%2BJa2Gtguu%2FWQ6MrkbrKgNSJex1gZsiUhTUpJd%2BR1sg%2Bqn5jO4csHKMjaYuGvHOVlh5P2A0fMZVvHq8jLGGggAOGqQPdA5Nnh95uNItoq2YjyuqCOp07tozqEMv5xD6epom%2B%2Bljk85gTETPBUUyuw47JnwNVD6vaQmgoGioDEKpu%2BISEJk5cqUhmobtbtZ89uWgRl5ti83CG6Iy6CuNO%2BnZs8eABHq09BPOe4%2BOErjjXGoCPipW9qBwOZO%2B1AHT6DSZCZj1IsWFskq4qBkMDZb0ENx8Gd4j8aIr32eUPMz7KQWWBQBs8fQTqAQiTXK6HCYTbFY%2BN1nyZ8kxc8u72vpBmcn%2FPLynbRIE8VeKpup4OmAv0CbgHKyB3hrG2h4r2jyDoiNwmiHRPv9TI0jpjDBtvm4vPlxw5imJEXAWhhA9nkd3IUmkk1iUt2LCEf7m%2Bp3PWrUkwiFkjDFzjh8UDujYYjyw31lbzGUdIe5h2BHZQPa643DqawPQaqsQDd0khvf2aBWhl7%2FJ%2Bs0z%2B5T2Gqscb4mpOvpaZUmXNDC3ss8rG5sNJnzZS3alVhUO6vLEmp2qFug2xWAH3HoDqIG4rnlB2WurdrA9EYRKkPQDO5EzPjTJqGRpie7ucoyqfryEeNtUYlqrtuIiP2xtXevqdyULKaErVtTlbyIBQBMAXOuq0eznbWTBvQyzhHY73fU11abwXxxNrDYmrLXTjecHra5h7FSQLHWOxx29z1s17lcb4Y8k0y30qcFaBR0mQ5tL1bO4aDa0Ax0Qk1kReHBPI9W8nlYWLpwoZ9ILO1a4cUwJsga7eBVlw9%2FTQ7l0geE%2BUS1mW9JP7deMO49nsCsyVe3HboBnQbiJnD63fRvR2sgeDEZdY1uHKC2%2FMyK8JEKfPx4TpU6y%2FZKwdxKADFpDjTj6Svtex3KoEEIkUQDuAdN7wIx3gfiaro0ftA3es%2FHFKAUqUE%2FEV1BaXWjbgBxeLzdVHcVEgr6nbM8TV56OqK2g3HP6xMDv0hZfi2E4UrhJdUbZ72UOJ0apr5F6s1xCsqoOOe4YXT%2FEQikA4teT2DZ5cxci6EMNv1w3EPfTcnv3r%2BSQ8iRETwPmViz1jjztci1IoL8tJjgYIyirkc1e%2F3j2T27%2FudLtoZx%2F5igdjlsG9yHhtIx3cMhGomz%2FaL1YAEbQf2wDQnqiLcqku8Lt4W3gZ8Wyh31DC9wTdld9HIb9Xkt9t23yHmP6ysxTArHOAQBP6ML7yFZE22kPcURQonBGx%2BQNIa6MaBm%2B8GO%2BSaLUBk6o0sPE2aV%2BVyL4z6baatC0qmrSQHxX%2FmiNTqo%2FQkqr9%2FckwWKOH1M%2FJ%2BhoPXx91kloqYm36rrEl7%2Fq2Klf%2BdOnSPU%2FtiGXvzqs4L4znCd%2Fk6QOhsruQMaphAi8f%2BDVQYSYnmqzTNZRHxRUw2KTrEr8eTSHNit2DLumXMIdigpWBD9aKqZ%2BCemqbCvMeRVGcaQepGEQZxnluHuLMbVGW%2BYtHUZ8Jhvu0mtw1DrEHe8v6zU808ZsnUB727dMtnn3PGN9FDiBIZDv9bOyb5XwsmMkP8VlFPB9zaQ9XppbmyEZG7JK90FHFPPEORFXhdYH3BTSEi0d4PtaPOkGt934RJuTg8yTy3vzAuV5L83WxBm84I%2BPD2RDXfDZ8b200tCJGHA9J9dElDoGbsnhqqoCD%2B%2FXFgmRAM%2FfqrUQeJQ4vudpYS4f7wkN804Inmy28erHEXujk114pmG5RHN3SZv9wvFBcgpH5mtNnDEdFFy33JoKkO5Ucs7HlO0fWiZz7qKXtlBfVQiIxAvxwUVnwye4%2Fnqg18lHCvZBMRISis%2F1HLUPzUlirk0HI52C0M5jDeEf14k8%2B20dtlDhXUgccB%2BpvQvNUoh%2FXr9m8Pho8zLCFP6eXVVKi1zfbEbalejyGpX1Gz6uj%2BpWvLoC0oJeMaZ1S3Y8zfWuj7mzTi1gx8cA20KENxAAL70gjd1tbIRFbfENrHVEYAgr58ZVNY0nb9QS6vMn904Iy26NyU27f0fVSwihKD8sa%2B%2BNrXwAU4DC%2BFS9rIgup2UNNMsAvmVc4aw%2BMcKlm%2FTnhlwE7wmtWwwjIAeSFTM9FBLHSaJajnMTVxMhwwg1aLEHFflSMUq1CP1sHJXL2hvIeuhujXHGzW88oEYASQdXpN7g5iK9DVON9ylXWQ3DbHir6dVRLPu1fZ4wcA56HtXg06PUKn2uhaLalUvN0P9EfhPElNYg013fiGure4iXrY1%2B5aidoBnAOtIqBPG8raToGsTCfL%2BGnFNMFBDVNcsedsPyBDASwVhHQM5iKUDq%2FaxxHX4EDi6hFVGdT356zw7KD5dRz3G%2FvKSFNZTtdlTeRVV%2FMMvgkMtnWRQGaMB2ciuW25ZmwODL7ihCrb2HUecjGuOGXy6E7VsqV6es1KTezPSfNES5X%2FWINKtzOvWsS1zpA1JpQ8PvJG2ZE25G1ifw5AtQaHqNsXm%2FrJWP3VGIIR6zK4ZZ8hK%2FZAO462PkWjLa5OtPYgXj%2Bcl7aRKpFnb2phx%2FHrtuspP94RsjyME9m4jlEq9OT7qxSWyNkjNBoxkL9slA35zJXdMgClFPyprWTanswN%2BNM9PyjgM55QsRDY5g8CBMhrFTfZQoJEOECziP3lbMWkpcJ6C0jHbleE6ljUjej5yRZpYd5ujvzGevWDCyUaicbyAOpJIxnsTZaJVNLAKLvDsPdFkwKyq7zJDu11Z%2BddU9g8BFoN4I0PyunLE%2BclvWUxupp%2FnVnlFYYc0zr7CKpqXUBuANX6Vp8AVneMe%2BoYcwHT3tk3Dc27OreidlLc%2FIpeAgq1EHre7mED6NCgTnR%2B2fPEyLJKyKSHaimbO8ma3tjsBaM8aCF%2BpbseqhggSWs3BfjVdTrXIzbFFO1QA5u1ocQx2LhFcXidKjnvHDpLZfY2V1H6qbwRqJ53d1l5Q4l6WWae1c5td5%2B2p12v%2BVbONygmyfeahOhyJeUL9AhspiuFiSzr43rJuGXWx10fFSc7hazwttDx2IVlHqQA6xE3iHV4VFtBVELQl4%2BNtcoFLzhXNTWJ0XHdTCrnzj%2BU2UWau5ItHAaxgCmeKCqtfPCeGYi3Ofbga99ZpNIwdqlfAA10AzGbW3ugFgaBEP6VV7gzm3xBjiHD4a9G4mILiGQAsx7vhhnOQKVDLQt8XRJwuuN4om%2BUOCGI3onQxC31Fe%2BO9B%2BKeM9q6pCCh0CcIWXEKvWLlfKZZG7wMWYV7ttp%2ByRNz2QGtff9L6bAAewJeMRvzUXHuMxZOJ3hVPX890Qr%2Fu%2BPoH7B3cOkByOBfq6vev0w3nkE0l1j3e%2B60A4oeZrfYv55thc%2F%2BYrnnTdTeremfEO20Atush%2F%2BGq2Ss4zckeEIgq1O980qsfoO7kC%2FRKVe2ipRXPnzusmhwYezVNwb%2BCsXUiFamP2DaJJU4E1O8Djxgd5o6gsX%2Fdw9u4X%2FYXWUHldng16aduRvp16tuLhI%2Bbfp2OUW2LTUUt%2BcAvo6B5pmmxCX0ccELlYdfKpAKF2wMQXWIBRdtuL2J03qPp0cmtEbIUT%2F9n9idF4iVVPITf9ALiygnkR7DTQr3UYAPHJ2x99X1nD%2BKmPgMVyXWYXNo7dd2XiD7iVwoQ13PuYH1kdYV85NxA0W1axACuhabmWa6rxWkvwdwREzsdN%2FNLcwg3MVptyM2AnRBFM0E1hGOI0Tj7pkvYExoGRrvTxeVJYIO20LQyBh0%2F2FphPtz6KbXobW0RA32BUAHjrJ5txzXNgiXLAztIpvqdzVV%2F2WwNnggeIlkmDceKxBwhti%2FCQdevmZenS8d17j7R5WFXOd1PoDx6vsC8lvyQ6XOI2nnzXeejmoVGZgTwV74GBMAukiB41mj8u9r0F94pD2OUQUerIUeaMfUfeSIEHIo5In8NwZ2kZyQ2L1zka2wFb06UGia4FdwId1DnHXgrMnjb91cXwMNTFG0tl%2Fsqk6%2BZPngEMF6FRLqy5QohlX9ecYVRZ2ryNjJDk7xUmOhEguVMfQbs8EF5ktgKZ8hyxm%2BTjDdy0wKQcJfG1uHCJc7s26kkar%2FUggDzIEJVfeJt26uGlyKctk8TNleBcwY2XV3uemzzgqBSv6YaUtX4%2FTMBjQSRoFGc%2BhA2KWsGhsid6Kx4wqb7Z4yZNKFtnxlNmu9H3bynAd5yRwo7wwdSFptQer4CmpBIBw1%2BE2r4PFYULbPRajL5jAPgESbYADrOnItPEtb6qT4C%2BW8WZzbu0tgL7qmRii8R0wfrPYILrEmfzaDu1vCFSwGCABt8ov1dq2QOG1kYKmj1BMOfkSlst0LW4NEPfVXi1OUHw9S%2F0fqyu0p55u9Rn70aLCFTPl%2BJBkmz1PTnWNOB96ZmEiXk3Zw8yfpd6kxqmNHcCzQKhLa4qZNIx5dRP0Rd8MI28E0OXFitY8xefDqCXmbHdFwUFmrO9k17N080nn%2FZcbB%2B9Yol%2BEYirr8IyUC8CbikJR%2BgjwlE8OrOkUxOnsuSCX1Rg6k9JoScrbAG%2BsZXbsiSleGaQMAMXYkLlpEsC8z1iPu4jCzMWeHK73jtxC9zpIKcr5MYe%2BkQoY2Q1bjNOrbSoweunBwx8hfLctgCw2Vaw64yK5vhey82IET30zlOqoFQJa7%2Broq8wmXuBN8lgzMCNCY1TO%2Bp6SoVzNS%2BfKPaG5d57imvNM3EOm7jmqZThCoW8PdGfa2YvjCa1Q%2BSu6mi6AjXgUdS%2B3w%2FtzOEUhgmXLMkYtQhyc2%2BAu4tvWGfFhKosmSZyFZvw0zGXjMUkYEeorQtq%2Bmz6mgAHDTBqaNKuz1q9UsEypY33UFghdakR2juQIpCKB0ZldAdkreg5Z735Ks9%2BsRol8RLeRrLGByHvJQj1EQ0IFer%2BZA%2BlHS7%2Byk0odUWx1BiHu9GUKPDbTnjRBGchF7t7kYmFUKnvwMKpBRFt7RSxihV17dT24Wa6CMOdyt0CyEkzMGPmyex1cy%2FPrRoItYVlTIh8Ti1pOOUUI4umGaN6J7Xy%2Frrl%2BEUkgTwm3xVUYo07boEy2g%2FOAUROb7j5gskGCvcpbzww7NoO3adhPqq4B6j6ABFmTbQ%2BdhO4e1gFTGfRIdYTKIAd0n5Wpwg0uPscU6R7eIqla9gDI1epbsnQf8FtLUHs%2BRYYp6s297odHc%2Fa%2BbFNrWdHkhIpInNibsG1f9P3PV0fd2%2Fp2zHyIAMoZZalLzj6ZnEtFOVXf305wJ6S6nzLV1PYB7gtLQEYzhv3UxXJPcCEVTOW3MHkWA86VNgjhYneKsTuLfd4aSzoCOML0KGubXrKbd0MqrZqAB9t9Rhq9R0ojxZV1tZOZ58yHnmB76anPjZ1eKXxeGcH2Rxa31SeHi%2BfJ5zQYS8zTwlXYN7RlZiEEDCA0duA%2FMkL8fXKLUDuuQ3QJSLrTjKyk%2Bc2IrV3BbozBKOTFCQPfZJ7a0ALxRzf27Sg4aeu4RWRSTbGaN03xXoXbyaLRakllV81C4tMTJzoXi%2FNAyaghrNtffGL0TJy%2FNlN%2BxI4JO45nRl%2FVeJVhKFD0JH8ndq1xLdfFiWqHlb28%2Fa4XHDoGmqdGo0lp9Pt9epHWLRi3ys6mO7Di5obg6vDuU4HT%2FH9MSFKUpyA%2F0Viwzwj3vTbpg1RZVBP7%2BZJfZQBHdiOpH1PMnlXa7hoIQm4XUuNgTyvCgnrmQ361ku3CGLOG1hEA5nFovhGSzsOD7hcbCvtXnX21qLvrrcvUEHBQrZkUOgr95kOQ3AW9jW%2BYnFW6X0SsEu3hW%2FPv23JFfAEhX4RKF0A69D3FQgIiKk5jBN4V4%2Fxckhrji0NgMvT66KHkgSeMr%2Flikdbg%2F4UhBR3LtUPERb6tcs0DdKYvqK7wSi5MNukpYlGKag%2BDIxx%2FuT2WR6kfLxrwM7zgkNurJM%2BpcebsqK3Qywi4uWX1Q2vRVEH1lnOquzgyyWz%2BPNKGm7%2F2TlCwPovUtNn%2BdNhChAlPb0MWa4IxQfzbTfjVn%2F43LcNC5gdul%2BrEkO6LBRiz8cG2T%2Fjw6iAXUVmpldO72f55N0T8inB6p8bQDTbDJlbpx3L1RWZSl4TAjGRMuGPLu8t5kHiCWcTSNlx3U7InNye2L0H6ict90Qvzy3Y%2BM3Wsn5%2BCyCq6%2Bts7alWca83GBmxXU7SWq9bgtq%2BUA4PWHoE4uuDhZVsgGfXmmT2rn4nN5otLSI1fDUCTB%2BhOsjg9ldH74DoBIpAcN3je9lrfCealQaCmRcLoJZlB8X0GaimEKiMMrgDCMbq7FNfQqSy0DDETezxeNFEEPmLFxfs9YxeE7GC1agf%2FX9pIE0hzvSpXM0AraI%2BErN4DcLt%2BklNO0kOAJzjK%2FjVsLPuuKypGqKybUWzyDKhsz4V1YBbq2kBxuPJ0fImV0AtTtvRxwdYhLpRrkz6FmEfNbC4FB2DQA30%2BRFdbuv7y8JM78FYpZpt%2BCkTBtMkS49zI9%2B7mgTi%2Bv3I1iP51GrcJLi7BXM4v9hj2q%2BJjlF8S%2BpuiYaYBsxeBLAniELPPDz0Ye2x0TaDFjuR3WERK%2Bk9PbBef7LBeQ3yLViUW1EAxZ7OgVpalu5haFIdxI0dPSql%2FEehrHW%2BBlDA5yhzk%2BH%2BcDRjcZWpjre6HemDWzberr1NToJS%2FCoHTpY1qlhpaM%2BTMdnZAcCK0Fe7BSbnVNR%2FdFFNarWdm0C1OvrLLuEoLjyOfw3NdaomEQd2I56N2BqAH7nohS6el5nitTHdAir22MGT9XHWNUDpc2mkAAYDylMRV5bDLgumAkUThNeXdy847DbESm21SwgcXUkl9SSWPUof0H5xItv7a5L50gFN4215NFyXRJfffuOrSss%2B4sVvPSL9yBLC0mGtQkRS74YEVgrrqq3hmps2nUkWQkNyVsZGM1yZQ0VPouRFjqkkMR1BHOvV9lR4GdCNMXORt3ZoqnBSfBV6AsxZyRJUKkLjKuOoKyZ5N5nXjcaR2edGa1ZDGFnf18IE6tozBpGuDlgpXtWdO%2FacUFc%2Bn45j3Hc1FdfP5fUwBk00DVcWnlA1JkRePMkbv%2Bq%2BKzv7zMmfXZoPH1p0cQAu6iNK5FsRNpwKM3RLp30MdJ8f%2FO2%2BBu7miJ4%2FwVJJALRA9J5aJUNUJ2CqDAdzQwv9WymZ%2BzlPm%2FR8V%2F21gNve8C2C19ZRZPp6jJKlcfTBoxSZzT6e6MtJpJYBIPwpv1NcmLHCnEVT4sY66nOYo1%2BuGP7d2gXl6WRdi0aKGrTFMzoZdTEuiXSIT%2F7ZElCGhYZEl3C3E22rmPUy%2F1Eln3xTuacmDwQkAMsGCUHMhlnh6YEy1m7cHzUlZYGyWJetOQiceadA3j2DoyEgUd0a%2FOOCZYeoQbFdCOgMNAy%2F7jmX1CI8YkXVzrtz3Wykklk%2BNkaJIFYJ8NzBEatRpoS9VVlED32m6bSQfeE8B1bD00SOps0vo79%2BmGe%2BOeue%2BEo9LIyaM3Cn9V1sI3oab1XhuAckbSZ7M2FmNkRN6X2p84%2BUSO4UcKtHuEnlAVF2lr5uW7QqjsLUzLFMYR%2F4pcLfiR2qQ%2BAH101h0yd7WNkcbxrGRXbTbIo62cgCC7Yf6ixNYzyrDxuxeYaB6Uagx1nbYx6R7YEw1yz9O9q39FE6dDOisyZd7hWfWM50r95Rbd3i1uDo3TvHKvTRrYHZGmvyuhP5AnYhdB8vtAgAwGAX4RliWYsa5tU0URvWFMG2u27d8k2qmPvYZ1N1QXUuPne9VoqtgbLEWvPjTTw7bqFubO20o7Jfc0VAuj5sAPRqQbEG3ORNSj49qFsNLPQYdbXkGOQQWOJmM9fFLR9u%2Bja1JzcDSC9WmTtMF3CQMjHeGiDphiwy9J5iw5BcHQ%2FVD7jzi0sb3mDMXAOkmbnrWGjKgvoJO9lLivbIHLLXcuXoYeEsT3EendWiB1AG8u72e8X7sHzgyZG3dSELtgHK5QE8gRdKwcsquI92KHxjE0AJA0o1ApY23c%2FlbqYLe%2BGiRDsyk76Jx6A0nf0RNnSlOsg6B8DkJhbm7J5wE0Zopk9F0lWVDiL35Py5Yq1eh8eLAg7N1brEX5aRRqOkGQBSEYZUyZntqyjiCYxdvqMBnVV2l8WHrKseQCL34b3q12sYc8Ppab3X6k9O1NS7mA3QF7kmfVt03BVTD1LDkw1v8cnVOG7fTaCVeHSBJY7TfntGIkAGPrHJamceev7c8AuMw5C5B2XUNlZn254S2chDYPIZmxDtuSIEGxXm%2B3r57CqGvlCV36L5DRZhPsm7UzZCc7yYN3kl2ACWrjGv7XhYSKod8UHOpxuvvmrNmhgaT%2B31SsDFQavQFty9DSEWRa57vHMe1sxdQEiCuJP0ZFdfshobz9AZV7uFkJnwUVXjgxog1TtjeldmX3JztPw9ApS9gCFkXTeWRnTILPzQpGB%2B3FeFmgnvbNlWQi0VL5R%2BwlkJ9XtTFasFvJaS67CtSAcF8aiNxKA5SbmjDQ9Z3LxMPPZ2V9oVwOlYY1DJqw7cPLQAfPbh8kLivLEGSwNwXJYefE2h%2BdrqFYrwCjhLwp7zDELamSlrVE6wOvsCyPjVRLuVt5K2H6lbjumPfAksFMsKlGl0%2BNKeW2EXpokXsecUb%2FUJ3YCv14JbITzQWY5kPLmeg4UD8H0wqBydjI5g6iedE0rNN%2BGy7mWcMS9Xh2%2FK3O7TSwIOxVCfGlS9kj%2FlHyaO44Q11dtkobrL42r35u1r0exIonf0a6XWZiB0tTsvFawM7wTdn2%2FdzDHlTuuAocDdPanmvDUHRuxYd8DYIw9N%2B6kedzF%2Ba8HlzvBnbo5P5AXIKXUr9lvhC%2BCmRlXuUdmbUtN4BHOc5oHoSMbZ%2FvQYBPGYk155xeGcG1Js6Y%2BnkQF7wHMbSwOgUkY%2BaxCK5AzsfQ0PQ%2FNH8%2BKfyKrOCbh%2BqSLR4nPA8ycQHKun%2B3g4wFFv%2BqfclKk%2BWzaExWcSAyuArgAyKqhQChxm6eBR4pQkLXjHQTvpghfS4tBbo%2F5siKgoRvez31S4sPgpjrWnt4NIu8F3YvYlDiSF3CSIDhJsIbJ89gEzugCOVJin3Mj7Z3Utr7uzM%2BD%2BjYyBAKXUdAlgft8LczyQexkBCoBTQgIoRHpf%2FAvQop%2B%2B34BDAyduBxDuORZNlsEBHKuDBLSMfF%2F4ZNnCqVcIY5vO65dNihfnpnV7cuXMBxPBDatc7rL%2BTZaoM1L2rQIrumfPWFwv88WfspX70IUyFDXOQhgaUJYB5UkD7pJ93pKBSZv35XK5ymw5ONgocfOAdMILDV3udbxq23kIDo9nCyYX8ZjKcQXfL%2Fq8DTdguptib6gKSbi7jaDBowtr%2BTQadIIx%2BWrwHKw8LtNGdoS7OzM3%2ByG4%2FCT1b8IoZ0N7OB7cg%2FJPHklxE%2Bay1XVF4NaooTabLFICq1%2FeT5ep6O1CkuRVbBxfPufx7rxmI7bbiwGkr1KHgJMjWH%2FFxdLXJMQ7m95rkFaMnI2KYKHPNYJsRWHYgFIMbki54IFmAhP6SEdpF6PITcx0Fq1vn4BoSDZlVjdTgtkt8zV6TOwgGazxoR2vVXqAR524ArgXylhmSJh%2BSjhUO72lITtYq8zobI5uMItM3FbScAx8AmEbyvOCf%2BJX1bO6k7dvWQk4O9EuxTRh97YJkYaAb36Xd0i%2Fpdf7%2FrSQ9V4kUXmHZSEOj%2Bpj5lsLfH0mpCNYsY%2FJ7rhdKYv1NPYhIkFTyEmVf95OeuWo%2BUTXpL6AQKkM2mmBAbxCTfLqbL1kh106%2FEL7EXrXu8R7wDc1AF7mllMF%2FqNXRm8N2i2Sw1dTw51UTNWf3Nl9TI7UR8wZNBXEUdN9YQfcoFqDSILvSwQq4vnsdind8tBcQMBVsYm44VaRwhGfR7JZJ9w%2BeK4Kj2SGzEE5wfQhBcgS7WxWdtnF1RJg9VAaz40e0PR0h2C5T9RkpvsiolHfzo9adq44t3fH1VI6%2FHKQNAorcKYs8f3MCMy%2BZQcEUjMIEDCt6vapwbZtqZy5lFV4PETZRSWBpliV7Nps8R3PHdu7FbB8yU3v%2FMvWK4R3U3cLkFvGqZubxUv%2FYsi73QoS4aoteoM7FMJuGM0Ts65qVwPHOqlMdjLAHBn0SMa2MvJumy783LrUWkTvKx%2FsbS1EJwHrOk3pedrsmAJ40mFReZqrPPu4n9B3gmtt9f3Qlu%2FGjz%2BrBt8JTovCl9xTb2ZBEucbdJ67CGbOSoxjQbLAoR2YXw%2BUrXXCixCmxvPgjzNbT%2BmaNHUtwzK5cjugpw3x4a0087yPddxTolq%2BUWqdOtZFbyZpmMq9VskJ3BIdlOlC3hQptSUbKaDsN59vkSOvK1t5rdMDXYrez8oQDl9lIqJqx3ts2eWucS5zXthraBRhMN7zTj6T1z0ixcPhVtLZ4ttqJNTblgQiXWepGMotzLCbnnddFMO3gUp0LvRLg6aerjjW80uvwxqgTyIHcZqoGURYWY61kYWSjFShs9GFkLZRF4wedUcbWS6DSew1blTn82bRhOp9%2B9EkQPieVqtwUIjwgEsxRO5OI%2Fu8A8l3hLN%2FVnUTDbkdPoScuVw4vtvw4Z7sFE6l6rMkV6eUYfl7%2BV7icHjJNWR4ACZGGrINv3rFrRK4R55dxKMK%2B7B%2B9jfWWaUj5yuqJazgjRLl%2FW2%2BV6DZbIfAlyuxssqm242hR9sNxrMuMINOV3kMj5dB1CcL70yp1LLiaffI0lIYfMUKv6KqdrlAhCMVlMYM9%2Bs1wl1%2FoTHid4DiujBG5QXwiygsDMWOurBkI%2FvRGSbecve8oKqYfr3qwWIJXLj05Ppg%2FAccTBkts7drQMQv5zv2C05rinMjmJ4wILfzHmTGeUjrvKMWe1afSgtAdXUs5puqVuvd0Z3oLCZAFyQg0TNNfIeaIL4U5aH1HMtkprMlfpaUqa%2BIRi191SSslxabMa9WOhDv7%2BLrGHe7rgyb6VX4ngfTcBFRmvdHmzefEmTAaa8gmnsdOyqSvwXTHIwIlSlnIBMSMDtTuPBi86lL8ezctovQELk6zmIVSGu6%2FJCIC9TlZv%2BuVd%2FhZqBZQg2Nb7HVVdcdoefFn0Lr6cmfv91RMCypRYD5MlloAW2xPd8kXV0L6bD8ei6CQLgDevCG7zSbUvs4nnoWjQ1lspW8OPLnr47A4KK3EJr4ZdKWgK34EMj9Q%2BPMN3KbS9%2Bsye0jmwXuuMYi9PXne7a563Bv%2BPwO%2Fcu4V0gEbCxCblwaA5LldipKXWv9e4EiCt%2BRactXwBLBc6TyUytLty3eZkzdgru3Km7L0YQ%2BI34D5ESnsN7igxkWx5WuH4AeBpdrXh%2FpJtRjt3CO0ykWr5zp89ACofXJBtVfMtKENfz7JeVZDajqUPC9YV%2B1r1oclIeIJ8ssAe2UeV13jORMZQbOAMpus1apjvowfnvFMaJ5t9QCemcZTGxQKSdXLHGZBQiTexLeP1Vn0nyRD%2FjyleKw2zH3n42ozV2wo4CvLHlYi%2BVmCcLw43V32Pnzd1iui30fTwVR%2Fn9rX9bjqtJs%2BY9aYEY%2FMhtsMPPgNzCzmc3oX38zqHO%2BVuveh26pt7SlqpKrjJOIyLUiVyyOLcBbKi4ZhEi0TDVDkzUEKl%2Blfeieo7OkF%2BZDLy91aREtT%2BvfsFGXx0xAggeXDXsb%2By44RLPmwkSVTL9R89O7ROChYxZ20EStyZPmP2SBdZ3JWV%2B9HWGJsL1bHqsrhBq6nki%2BhAgdUd6V%2FXOiUttyuFmr5x4DKkC31jIqi3s%2Fj7wnN0T5%2BUISWpwePlhpHmzOcWz6EAdHGjOotmv7DU110Xg3uznE%2BK76%2Fh6iEJBhaDDkL%2BmQ3MnahzWTZ%2BZNjEn%2FMa8Pd3LeCDOWwhMm7iwASGj3MX%2Fb%2Bz3VZ4DLAo%2FXT3dTeW547KbqXFa0pqrmLKEwhOYBpyH57Y%2FbzRX1PtK7g32HGZoiKAIt8z8dJ%2FSRqD7%2BDIJ7Z%2BxLulxuMfNsP6LXoJr%2BQVgGxoH5zuTI0%2FvHDwr8dHnJa%2BZHXLzw1ibgZrCjcIhQXNpdyzLP%2FfvTzjYzjgB4fZ7RTa7E1%2F8c%2B5gcn59qru%2Fj%2BbMuZT%2FK%2FFXke1own%2BGPy27bcUup5ad90ao6ezqa3GkENGKPxPA9%2FJkWtOf7doGn8T3l50YOQphFeHxu3nRl9zgzu6Myj8w%2F3lnnaJYl8%2B%2BbsBUIHM6W8TlqFSUJT6OaoYOkVHeVvRga5mn5lChPTHtO2HSl44xt2mgVsLcQ8NxQb9mZSz8R0cmNI2%2F%2BmxvApkHMXA3HlN%2BHeob2j7aiQCChj63BxARIxk6BSe%2BDvvykF7eaPpEBupTnviuihGiYQFzZ%2FG8%2BF2NS0ll%2BYwYSDT%2FGcwGq0BDG4OgQIdbzAwVT%2FQQ7ptgQK6XZ8rLCjG94S7RRHkUJ0E%2BtQufssbJKR3r9Xag5GFNFZC1jzeRSDortIeZOYukQOx3oSm6bznN%2FEcqeu8c1Pc%2B8qdL9BBO%2BCY8Am50FJ02euiTpRTukzBbT%2BM9Oytkq%2FYg47CG79rHnX%2FLhmB2LH16nXcyJkVu786z1o7KPAC8TRBrJCJQzE2JY2H1%2F6fSNPnuMoItfmPyUXHKbJEhlH%2F3bh6nxdJlmKDfD9gIHht74XYh7%2BxPEIrS073KGqWJZIwq4QmSuhCtDqLVOeVmSD6WIUznCM5x4MqapXX81GmykkOPieWeBL8FOq4rY9Rag5fZKw40Jyvh5uOw3r8BRKUZB6c3DRcSFBRveRgbjehEzOJndcBIuHO1ed1gVy%2BUqA62KfmMQOXcJthTGxG8GxYIRIZ5LCZCdBagSPlEJx793T%2FGNgrny8mjGq4RTNRGNeMNpiJWNcTuMHwq8KXDZ8iSuh8mU84DUSA86DLnD%2F07a0eXPK9Sa9n3VfPIil5Z3%2Bj2R%2BpswfrPCpAoCcYFXIiAv352ir9RKlcwOEhV07OjlS9qFiEOqQqNlIUZLl414Y1UtA4ONlq5%2FUZH5Ychz9Dx6%2F33ygsXy1%2Fh9qGQoWgQNvKPsCWzK08ZWY%2F3KbYigc16WdFiSeDgfl7oL00OrCOczH01wC%2FZ5E5fbhMcVISaIvJf2ew1n99WWG5NWCPyLJX95ZPcKsWGpfIzds0WcPX1S3%2B%2BWPtdABJVKHxDzL80TzFsachbRr5YT81fxtv6NoGlNTDFQ7Gu%2BYtoD3JdiiqTUxmF4BIQihX7jVoNFO5yO%2FAfWxnU2F4ATU%2FiuoTJPFblaGqwvfxcWaEmWLZmG8%2BRq20WIL0awralNUJk5R7AUG5abxPHxkmdreUaw9K1Whfz%2B9mS0GSTG7F0So70N2BjgFOiLzxnpHiXHKsjvWBFtUM0F92DOszVcbiDu6pOKDJQi1V446DPsbGzDZkB1JMXSfztj2uGdG3G5dSLOzF8GhzwqyVlZw3p1SPFp94aC%2BKlOcM24x9yCAjmf%2BQHVHojjh3wwRZ5%2B2LGh11ZeQK61bVS6f0zq%2FvpEH2O85mej%2Br0aShfMSt3PbSPZnP0GyudX1Yj%2BqTXk3PplH%2BdMulzhsa%2BwOTRUMzMc%2FRc2Pyp2fWzWjf%2Blqol1CgKNJswh9bbF8L4ze8ORdraUP34lq4oWJoMWdCSIDmZkaVAWVyhJeb3fe7cXejVhaWGx4ON%2BLI2DSZBiJCUyj43gKAYNQrfymwNjrkVWkJFR9pfZjU4p7%2Bru0i%2F%2BhoDPphmfXVQjaw%2BlTAmpIk8hqHbbOl3Fdp5oYshzcEvqaiiat5uBYwi%2F6jd0T%2FLpqsx1hBvr9BonH%2FyRhINdJnwKil5AiIKYQWzY0R%2FewgwxsNEOFdGwmuKeieVBcYXAFXerfX00mAJ%2Fil8mut4%2FTiqGOPw1iDs4o4Bq%2F15cs1SgV%2FV1biIM3nGvOcspxczX7hLpAbpzDPsqyz4mXgXnQ%2F%2B4%2BNAv017%2BonwNuuHxO3duIl3KBRBEl8%2BCnQoPqfF9P3SZw2qWPN2Lyzt2mpp0pf2%2BZznWyk%2FrkR615umBuVcWjB%2BgLSHBj2GEky6Y0tu%2B45heghuoKqL5cs2n4Iuq34H4xMycX1%2Fpr46tF9YUuRnxhLjBoIsr%2FIVyMr%2BS10Xc0Kp1UxCEAdq%2FvTswqVEwpqi9C5VaqArfx3jzq9mwtvA5alOFiuZ2exkt8z5MqILgZyZymOH5KkCrl2HF8c0G7zRL8RGEZkgGy7klAv7cFtNIPrtDEr9vAFUagyAip5kJdr1T0W2wweCpQP%2BbaksECVUv9BfV0X12WPtSu693TmUOPr2XIvYtPtqR1ng8%2BGlMJsqO8tiFs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target=\"_blank\">\n              <svg viewBox=\"0 0 24 24\" version=\"1.1\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\">\n                  <g id=\"icon-bearbeiten\" stroke=\"none\" stroke-width=\"1\" fill=\"none\" fill-rule=\"evenodd\">\n                      <g id=\"Group\" stroke=\"#25408F\" stroke-width=\"1.5\">\n                          <path d=\"M22.5606462,2.92393846 L20.6369538,0.994707692 C19.9289538,0.283938462 18.7815692,0.283938462 18.0726462,0.994707692 L5.5668,13.3999385 L5.5788,18.0273231 L10.1821846,18.0153231 L22.5606462,5.49655385 C23.2686462,4.78578462 23.2686462,3.63470769 22.5606462,2.92393846 Z\" id=\"Stroke-1\"><\/path>\n                          <path d=\"M20.8375385,13.1803385 L20.8375385,20.1264923 C20.8375385,21.5655692 19.6596923,22.7424923 18.2206154,22.7424923 L3.07846154,22.7424923 C1.63938462,22.7424923 0.461538462,21.5655692 0.461538462,20.1264923 L0.461538462,4.98341538 C0.461538462,3.54433846 1.63938462,2.36649231 3.07846154,2.36649231 L10.6495385,2.36649231\" id=\"Stroke-3\" stroke-linecap=\"round\"><\/path>\n                      <\/g>\n                  <\/g>\n              <\/svg>Diagramm bearbeiten<\/a><\/div>\n                      <\/div>\n\t\t        <\/div>\n        <div class=\"col-2\">\n            <div class=\"text\">\n              <p>F\u00fcr die Orientierung in der Zeit werden Zeiteinteilungen genutzt. Das sind Kalendersysteme und Epocheneinteilungen. Die Einteilung in Epochen erleichtert die Orientierung, ist jedoch eine nachtr\u00e4gliche Rekonstruktion und spiegelt die Perspektive der Historikerinnen und Historiker und ihres geographischen Kontextes wider.<\/p>\n            <\/div>\n\t\t\t        <\/div>\n    <\/div>\n  <\/article>\n<\/section>\n\n\n<section class=\"img-text-col-2\">\n<article>\n\t<div class=\"col-wrap left left-small \">\n\t\t<div class=\"col-2 \">\n                        <a class=\"lightbox\" href=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.1-Infografik-Vorfragen.png\" data-lightbox=\"\" >\n  <img loading=\"lazy\" decoding=\"async\" width=\"1644\" height=\"1301\" src=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.1-Infografik-Vorfragen-Lupe.png\" class=\"attachment-full size-full\" alt=\"\" srcset=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.1-Infografik-Vorfragen-Lupe.png 1644w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.1-Infografik-Vorfragen-Lupe-450x356.png 450w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.1-Infografik-Vorfragen-Lupe-1024x810.png 1024w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.1-Infografik-Vorfragen-Lupe-768x608.png 768w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.1-Infografik-Vorfragen-Lupe-1536x1216.png 1536w\" sizes=\"auto, (max-width: 1644px) 100vw, 1644px\" \/>        \t<\/a>\n\t\t\t<div class=\"lupe\">\n\t\t\t\t<svg viewBox=\"0 0 24 24\" version=\"1.1\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\">\n\t\t\t\t\t<g id=\"icon-vergroessern\" stroke=\"none\" stroke-width=\"1\" fill=\"none\" fill-rule=\"evenodd\">\n\t\t\t\t\t\t<circle id=\"Oval\" stroke=\"#25408F\" stroke-width=\"1.5\" fill-rule=\"nonzero\" cx=\"10\" cy=\"10\" r=\"9.25\"><\/circle>\n\t\t\t\t\t\t<path d=\"M16.5,16.5 L23.5,23.5\" id=\"Line\" stroke=\"#25408F\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" fill-rule=\"nonzero\"><\/path>\n\t\t\t\t\t\t<path d=\"M9.98263889,14.5 L10,5.45833333\" id=\"Line-3\" stroke=\"#25408F\" stroke-width=\"1.5\" stroke-linecap=\"square\" fill-rule=\"nonzero\"><\/path>\n\t\t\t\t\t\t<path d=\"M5.38194444,10 L14.5833333,10\" id=\"Line-4\" stroke=\"#25408F\" stroke-width=\"1.5\" stroke-linecap=\"square\" fill-rule=\"nonzero\"><\/path>\n\t\t\t\t\t<\/g>\n\t\t\t\t<\/svg><\/div>\n      \t\t        <\/div>\n        <div class=\"col-2\">\n            <div class=\"text\">\n              <p>Entsprechend dieser Epocheneinteilung wird die Kirchengeschichte in Forschungsschwerpunkte und Arbeitsgebiete eingeteilt. Dar\u00fcber hinaus existiert auch eine thematische Schwerpunktsetzung.<\/p>\n<p>Unabh\u00e4ngig von den Forschungsschwerpunkten und Arbeitsgebiete werden unterschiedliche methodische Zug\u00e4nge f\u00fcr die Erschlie\u00dfung von Quellen genutzt. Hier greift die Kirchengeschichte auf die Methoden der Geschichtswissenschaft zur\u00fcck. Geschichte ist immer kontextuell und von der Perspektive abh\u00e4ngig. Die Abh\u00e4ngigkeit der Geschichte von der Perspektive betrifft einerseits die Quellen selbst und andererseits denjenigen der Geschichte rekonstruiert. Diese Rekonstruktion ist immer subjektiv, das meint jedoch nicht beliebig, denn die Subjektivit\u00e4t wird durch eine nachvollziehbare wissenschaftliche Methodik objektiv begrenzt. Zu dieser objektiven Begrenzung geh\u00f6rt, dass diejenigen, die Geschichte betreiben, ihre Perspektive reflektieren. Die Geschichte eines historischen Ereignisses gibt es daher auch nicht im Singular, vielmehr m\u00fcssen wir korrekterweise von Geschichte im Plural sprechen.<\/p>\n            <\/div>\n\t\t\t        <\/div>\n    <\/div>\n  <\/article>\n<\/section>\n\n\n<section class=\"anchor\">\n\t<article>\t\n\t\t<a id=\"quellen\"  tabindex=\"-1\"><\/a>\n\t\t<h2>Quellenerschlie\u00dfung<\/h2>\n\t<\/article>\n<\/section>\n\n\n<section class=\"img-text-col-2\">\n<article>\n\t<div class=\"col-wrap right right-small \">\n\t\t<div class=\"col-2 no-img\">\n            \t\t        <\/div>\n        <div class=\"col-2\">\n            <div class=\"text\">\n              <p>Was ist historisches Arbeiten? Wie funktioniert die historische Quellenerschlie\u00dfung und Quelleninterpretation? Diese Fragen werden im Folgenden gekl\u00e4rt.<\/p>\n            <\/div>\n\t\t\t        <\/div>\n    <\/div>\n  <\/article>\n<\/section>\n\n\n<section class=\"img-grid\">\n<article>\n              <div class=\"col-wrap even\">\n              \n              <div class=\"col col-2 padding\">\n                                            <a class=\"lightbox\" href=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2-01-Quellenerschliessungx.png\" data-lightbox=\"\">\n                        <img loading=\"lazy\" decoding=\"async\" width=\"1360\" height=\"736\" src=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2-01-Quellenerschliessungx.png\" class=\"attachment-full size-full\" alt=\"\" srcset=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2-01-Quellenerschliessungx.png 1360w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2-01-Quellenerschliessungx-450x244.png 450w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2-01-Quellenerschliessungx-1024x554.png 1024w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2-01-Quellenerschliessungx-768x416.png 768w\" sizes=\"auto, (max-width: 1360px) 100vw, 1360px\" \/>                      <\/a>\n\t\t\t\t  <div class=\"lupe\">\n\t\t\t\t\t<svg viewBox=\"0 0 24 24\" version=\"1.1\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\">\n\t\t\t\t\t\t<g id=\"icon-vergroessern\" stroke=\"none\" stroke-width=\"1\" fill=\"none\" fill-rule=\"evenodd\">\n\t\t\t\t\t\t\t<circle id=\"Oval\" stroke=\"#25408F\" stroke-width=\"1.5\" fill-rule=\"nonzero\" cx=\"10\" cy=\"10\" r=\"9.25\"><\/circle>\n\t\t\t\t\t\t\t<path d=\"M16.5,16.5 L23.5,23.5\" id=\"Line\" stroke=\"#25408F\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" fill-rule=\"nonzero\"><\/path>\n\t\t\t\t\t\t\t<path d=\"M9.98263889,14.5 L10,5.45833333\" id=\"Line-3\" stroke=\"#25408F\" stroke-width=\"1.5\" stroke-linecap=\"square\" fill-rule=\"nonzero\"><\/path>\n\t\t\t\t\t\t\t<path d=\"M5.38194444,10 L14.5833333,10\" id=\"Line-4\" stroke=\"#25408F\" stroke-width=\"1.5\" stroke-linecap=\"square\" fill-rule=\"nonzero\"><\/path>\n\t\t\t\t\t\t<\/g>\n\t\t\t\t\t<\/svg><\/div>\n                \n                    <div class=\"caption-wrap\">\n                      <div class=\"caption\">Aspekte der Quellenerschlie\u00dfung<\/div>\n\t\t\t\t\t  \n                                            <div class=\"editing\">\n\t\t\t\t\t\t  <a href=\"https:\/\/viewer.diagrams.net\/?tags=%7B%7D&#038;highlight=0000ff&#038;edit=_blank&#038;layers=1&#038;nav=1&#038;title=II.2-01%20Quellenerschlie%C3%9Fung.drawio#R7L3ZlqNI0i38NL3Wfy6%2BXsygSwFikBjEJAQ3ZzHPAjGjp%2F%2FdIzKrqxTZXVnRmVFRX51cVZkSkhC4bzPb28zc9Q%2Bca1axD7pcbeOk%2FgeGxOs%2FcP4fGMZQDPgbHtheD5Ak%2Fnog64v49RD6rwNW8Ui%2BHES%2BHJ2KOBl%2B88axbeux6H57MGpvtyQaf3Ms6Pt2%2Be3b0rb%2B7bd2QZa8OWBFQf32qFvEY%2F7lKErt%2FvWClBRZ%2FuWrGYx%2BfSEMoirr2%2Bn25fv%2BgeHpy5%2FXl5vg67m%2B3OiQB3G7%2FOoQfvgHzvVtO74%2BalYuqeHQfh022jhUuWEdu9jSFUZdLdfs%2F%2Bf1ZMIf%2Bcgvd9gnt%2FHHnhp7PfUc1FPydRSoGnwJG4IHGXxgTOA8ydfD4Py%2FvPJlWMbt61SAN4JZB0%2FYJS%2FGxOqCCL6yANyBY%2FnY1OAZCh6mRV1zbd32L5%2FDk5c%2F4Pgw9m2V%2FOoVnMJ3ePzLd%2F3uEHwZqjnpx2T9FT6%2BDImYtE0y9ht4y5dXSfrL7H5BP74jXp8v%2F8IS8%2BUt%2Ba9QRHw5FnxBb%2FbLmf81BeDBl1n4AzOCv5mRLCmGsQBGgCHn%2Fh8c%2Fo89kU23LLm9Gf8XMCfw7Mjvz8HPGlGC%2BO2IkjvkzYii%2BEcOKfFmSM9JP3RJNRYzHFXovjBkP41tP3zOMaWwpzFl%2FuwxJd%2BM6altmulWVMFYtLfhfx7TEDRNcsuDW%2FY5B5V5Mn0C%2FbMHlXozqEPXB1FeF1EOgbq%2FBfUG%2FOunHE7saTixPx2j9NvgBrznjguTvi6SNOmnzwpNkiB%2FM5bon%2B5DmTdjaQY5MO8wiYvb13CEgAPDF7jCp3xyq8AR8AiSLAyRAjC09e2%2FdLJP5CHdpTT86J9AHtAnB0J9Y5aIb8wS%2BbNmafcW8W842i3eQ9YNnkV1MAxF9NvRBUPUb9dfP%2FG%2BTMvLE379zbPt67O1GK%2B%2FevzymX%2BSX57960PwydfP%2FLFZGdqpj5L%2FZO1fmNMY9Fnyn074ZUyS%2BDe64u0k%2F2oWyf8wiX1SBy9E4jfC5hsz%2B%2BUbzm0B7vdfoZ15Cu3YEzheb%2FzLp37N759ORONPaKSfTvQ6MG9O9AK0X277%2Fdj7agy%2FYa7dV8I6wvhlvUSztO2bb5BXYHPjb6H4W4O%2Btbfkyfq%2FHArqIrtBPAMgJeA4Cy24AApx%2F%2BWFpojj%2Bt%2FJkt%2F6np%2FlKujdb2cHx976im%2FpDPxnuQoUfTNdr0rvFvTj32xymCd6jX6DutDfmJxnU%2F1xk%2FNWl7%2FIk7%2FZvODkk0vD387Lt%2BLrz5uXt%2BrcT4q%2Fm7mgT76M%2FMa0fIuc%2Frxpeavw9b%2BdE3ueFeIbTuxjZ%2BVtjgBQDxhiqvFLThGR2r54tLfxrab93z1ZBPL7JvSxdOBt7sHug7iAyZy%2FHVkjMPqfvxXgFP0NRkB%2BpDG9TWa8MAIQfF4I9vi3myQS%2F44p%2BlB%2F9zZHogZg%2BAowml9n6W82RxT9lMci3s4RRfzzQw3pGzmSN1nB4X%2ByZIjyIsr%2FfpHpKR%2BBUeSbKUORjwxNX6Hw69AEpiADExXXsDj895ognPqtTWHfSR1%2BmkVhbzMJcH4qEJuK6m82OQSBPTGHb%2BUSqA%2Bdnre5hAPwa%2FnfT7fST2ke7BsFv29len%2Fe1LxNJ5hJHFQvFdS%2Fpf2Qz5m4bxCGb0afnzdHb3ML1nYbg%2FVvNjPYk2L9VtghP5LIYW%2FTC%2Bc%2ByJrg72c16FMh8hcv9mdJIextNsHMEyhX%2F3ZT85TCxr8Vc%2BgPVUDYN%2Foinifld6vEX%2Bu9v9R4f6kS%2F9t67y%2BV5S8f%2Blpb%2FqXQ%2FG9qy39san63TvzFn%2F%2FFysQk9YSjrx0if7RMTD37it3TiX5ymRh7myX54%2Bj7Zo%2FCB%2BPoq0P9qwHpKY7%2Fkon%2Bw0B6ShQQzwmAnw2kH9Hs8osbo9%2Fjx%2F5E9P01m11%2BGPhIBvvtiZ4b334y%2BL5i%2FUeAD%2F3H9%2FdMfRt7vwqoH4M%2B6q8JP5z6HZf1vfAjnoIoznww%2FN6m3H4Q%2FOgP7dmjPhU8nmeVfL93%2Bh0397Phgf0AePwbtv57naB%2FDCF%2FMQfyhjy%2F14GQJPXkiYgPRQjxxxDyRXD%2FpOCFfXD0wr4XfPSnAh9BEs9dCc%2Bs57vhhzyf6pdVWh8FwLfZOytpgtvfL3mHPRdc8bcF1w8tGBFvk3fv8w2%2FTQ6hH0ksvlZWPonpPq8yRZ9787%2FbcGnmtyf6aLP9Y7nD%2F4CN98SN3y5J%2BWjR8%2FVW%2F2Jh4xl7FPVO7D0vQv2FDH0U9v5Y5vA%2F%2BaX%2FOtvz4eCjvxN7X5vQPgn4qKfyB%2FkslL97ddO%2Fa5j9IPB9vY%2F3g%2B%2BdeuoTBFP0u%2Fny54q69JNao57XXX43%2BJ7yRtQH63nyj6V7fq5a%2B2jH9731us8GPvx3ouX3go9B0N96PhL7WPD9qFTBV6H%2FXS7sY9JPP25R8dfZ%2FSToY56XaL23XLx72s2F%2BOByMfk2T%2FCf0Pefq3x%2FPc1Bfif8sE%2BFPgqn%2F4n9Nr9EvDf2Uszbc31w%2BKXfcr9fdmJBxjxp6zYrhihP%2Bn%2FAPS%2BmEa4gqNrbI%2Bm%2BsXzgU2wwwjwtniG%2F0TH2wZu1vO2FPQVjkrV9MRSfeKsW5k3v3TfWS3zsSL7tWBWDcfz2lmH%2Fu3Orz6rxW3sSfWhulX6bW91PaRhM%2F%2Fi6R4419lM1Tv3nRPvzImP8W1vefCzaf0A345udg5CXPz9WOH0wcaX%2BksyBeE5Wvnc3HOJ5NfzXPQI%2BiDMw%2F22i%2FPcx%2Bc7eW%2BzPbL79uvryr5ZDfw7y701jPrfxvmkg%2BMmw3P23maT%2FAMv3Quw9eP7RsPxeb%2Fm5ckz40zaB9HtzTPjuqbHguUb0s2H53%2BaYvguW9Dthif15uPzess8nw%2BVT7pN%2Bb5sU%2FtQbQX1wn%2BXuj2Wffoi7%2FCsUhL43LfXJYPm0cp56f%2FvvU%2Fbko2H5rg6dOBjyF%2F2I%2Fj185%2FeC9Otme58EpW%2F2T0fembp%2FI4HIj03d736iBHrXEpxvivkPheT3VpOoz%2BU4n1sUKeydkHwmBiT9wZD8b1uIPiRT9OEN0V9zI385XD5VMQjqKcnzvbjEmKcTfXC2aPcD1jL%2BUW%2F5%2B7XM90D6ByOT%2Bd4YTnwqYD5te0a%2B11%2Biz5XPD%2FaXKPLHhPnfJbv%2B3bD8XP4SpZ%2F3tSTfmzHCkDen%2BuBUJoq8rRj%2FP6f5h9D5uYQP%2Bvx7PO%2FtWcKee5Y%2BOJtJvQXm4TYOY5LDxpChGKeX30h6A9ZPUeF9w6k%2B8md8hL44LG3mOvLCTSzDnZTd%2F%2F3mb9R9zmTHn5frwL7T5D%2FXgmv8TTx6s5D%2Bu5Mdb7Zsxn9ePPomTP9YNHpfwfdd61b%2B3Irvd%2FchfK4G2uefnnj3ir3nnd7R546GnwzLt81gP9l7%2Fjxa%2FrsY%2Blwi8Ll49e4W2Oedzn%2FiLzt9E0IfVW34r%2Fpa%2FkQX99Wif9%2FHoZ8KoM%2BuCXuvGCSeneXPI9zfBOi7Cg3%2FhY%2F7g2sCPkU17Hsbrz5ZHH7eMQx798r5pxYX%2FLms9pMx%2BvMrD3%2Bi%2FvhcsgIjfpCowP9db%2F8HYeaPVQU%2BtivqN%2Bkt7EPzW98tKT4XH8Set3D9UbD8aKX7jV%2F6%2FOG%2B7D0VgT93qd53o5L8XKh8dpbPO8p8d9b193qkfzYqP6K1%2BbcIo%2F8CxQDse3H5yWL4m%2FoS%2Ft59a361v%2FrXU%2F28nWu%2BDU3sPdD8YUmYPyBQ%2FjQGSXxvt94n09D4c3rvvSh9k3D8aIy%2BK3%2F9%2FizPn9aE99lY4VOx8v1JmKcT%2FcSt4b4NoHf1yn9uJxdN%2FfzL1f1oHP5FPR721MP57srIc1fp91ZGAIKC7Vdv6%2BAbhv9wwf8mO%2Fkv%2FL%2Be8cdawwcnzX%2FtTt%2B3s87vKf%2BfaQvf2xf9FWqfxBSe93h69zon%2Bp3rnP6oKdBPLTZfFwz%2BKFOo87u%2BT4WmTdLopB3ShbnO%2F%2FOubMG%2Fs4RPoKg%2Bl1B63pWTfPai343B56zSz9tl55sw%2BaEa6dsw%2BZ005WdpmfjuvRvoz0Vlnzf7fJOXfO9mnx8NxR8qhb6Z0vxL4PB7Cepng%2BEP84h%2FMgx%2FaOvOX7p4%2Fb0NQJ9t9%2BMfhUTquTX653UAfROJP1Ta%2F5t2xu9VLX9qkee7G20%2FmVL5X4PEH9rq822W%2BDs%2FgfXuYtAPhuJ3%2Fwbb56o3Pktdgnnnmk3mSXz%2FxJ8A%2FCYS39XQ87vR%2BQ%2F1Mf7pufTvXTf8uSD4v8YZ%2Fti64ruY3nuziT8YiN%2B%2F3eHn0ir4M4LevSXNE6Z%2F4i9SfhuKP0Uz%2FwV%2Fr%2BB7o%2FLnwiH5tAEC%2BbzN%2B3e7xOeNpZ8Xcf5sHP5YqfLXXQT8vQ7xk%2F1wwfMvbL5ZVf7dQHz%2Brd%2Bf5xBXbteguHAWBfshCun1FCTJn1%2F1%2BBRLY75bL38dnk8Cw%2Bd9Won3dmU84%2FlNF9uPg6HJHpWBkav%2Fizt3euHjWCLWb8KQquGW72n7cp3%2FwiN1n9qvL%2FzPUDzA0T14A9Ot%2F3oNPMrgv%2F9f9H%2FAS2p8Er%2BeDlzd6xlf3%2FAG7P%2B7N5ondv%2FEmN2v%2Fvxm0uHvYXw99Cv8EsQ%2Fv3Zn%2FujN57%2BJhe9okB3yoIMPiybIXsZ%2B6JIIXldarHAQ2S8v8HEwBgAfr08xoYM%2Fz8AVF1Y3F%2BQkZu0e%2FNEsJz84GXjkq%2BAvTuP2HviX3UYy%2BgfGwrewksZZF0Pm9pmc7vOqgAf39WIJ9QM8mBTwl1IsLN9MZvjygRoxLzniYLsmluI8apx9jMe40tRTgGuld2VrpdltPjlPZxZcBbffW47JXqQion0Ud1n7ijLwiidkmJ27dbeA15TlgjMEiyuylruMpjdIcUlvLoaJ2tEU9eNsDfeslQVua1uOvZeZnLWXslMqA%2B4%2BLwyH8zUXsLgJfN%2BYH4lP7upj%2FaAfiKrqieugGSNl0D4W7ARsic1Ub3%2Fa93t2AOPHZp7IZoF%2Bd%2FZSxspst1dl8F4JTvENvPl4n4NGYT1FRPbpIhFdeEB9EX6KM%2FSK4BsVL5nwBO1vbeyXvy1%2FYYMCddDXc%2Fsdkal7faXO9Ybj8wJsVCDskW%2FvwbTeNCRqDF8ME3E%2BrtFsI4vK78H%2FRrwNvcLYUr2n5KIlufSG7naT7d5pNWqFloczeCKvOHYL%2BwJvFLTa2xaurWPivnytIxZE4i%2BDe1YkpJAt8K0l%2BMyQReHFS0cwl6hmO4mHvLzbE89Ffg%2Fc4%2BTNjXG5XHbprOx3RcuMLbfnM0qnZc9gFHhpe0M2sQhDkSh5APsRAncKBQsQP2GR96W8%2BQwevZySHUSv6cD9wtGhHE0ENigIlc1JtPF6m%2F65ZK9Fsa2BI7%2BcmjgPC5vZL59uPXEBn1171WaNXE3L1nppkVAacorKOuok5eGoU70Mk7amZHKtDacOuBx8rmnq1hA0e88giAYOOalrXsj9FY59Z9lIfeSuJ3jF%2BIxN15v8SG%2FpjC7TqWjv7Uki8fB8RWRO9MfrDVw8y5Rs1%2BXlvuKzhSXOLJ3MEsU3euatPKWtQXSWUMF0LMG5gnf3d2oqjbulUjF4Vqk6PtCaprVmr2NDFWOX0i9ujFccy1aMrF3aBsVinXLwXlK3K0%2FsmmIgY53SHjVDLKqtCgXjFm48NRapIsfcuQhRqTwM%2FbrBW0h5LsH9ewggIcSvgy2Y7gXR2IHNUO3ht355Dxq2NBDNHcFFtyduUsAbL3l%2BMAUhP%2FhADQkJQXsUmzEATOKsLYw799qD2UmkqsomT6l7eRay1q3ZVANfyy6HpCQSPNyRrggNuhWVVUmrWJnBi9eavBY2hKg%2FH%2BCgZ%2FipfiCa4hpTNF2il6tkWwrR6qPlBGxzu1vKY22tcEGuzP1RHmavk7x57X3Rr9o7l%2B35XWOtnui7lzoQu24ZHpykhWPvSjGe38dSaFdlMTpymG%2FKI6eZbCskJFLmtM04eHvSHfylbcxKV%2Fw1Oc8ddw3xPvRct%2FaN7MhXwuKxHKFfNrMkE%2Fvm6UuDHeRprUQwKaTOt%2BRyS52ILTCVtUlMkWUO4TUXv2479dYiu11c6r0BETsTLL8x0Bfs51sPIYtuu1TEL4N2dVBXiecco3U85lAXjZuxUGs474R%2B8jk6f1AELZdelsWSiarSw4nONjG5id0cyyXhH9GMqymJULF58Zu6zlHiuici6Tzn7qHMS9E39uZyAldhNPxE0O5ZRx9sYT9IcEEswYi76Mu18V2Q3IpLFu1bAPsC3Po15ewAT72494ScUc0RadUzyjqubPX1opop53hgumqiDm5CFYp9KinNUVwg6LIirC8Hc3rY7nGh4qxNnQclu%2BQlOHHtfRnO4eFB8umJA191nGLLsBpbbcB1MB60cdLdn%2FASxbdxvSMnOb8Dh6QsOyROSoBU4aycDAnc%2FXa4ZrOwhuq1OkKYKXTBiuKLB2SOLcZPnktOgpuXaXqkcQlBWAkgabHH7X64n6beo%2FnZk3IieQTHiyVffPXkXQTfJWaxXOnMitjbXAEvxSruip5O3NC3CAz64ApmHpGy%2FRha6HrfqdXJqrrFp2II%2FX1F9JKRWll%2FYs4GwvIUBEEL%2FBnXgkdJ2VOUvgws2wVuLdsONu6c%2BmyvKdUfwMxnpO1XlBBsu2t7dV2BJXaJbO0mcGbUvNRtc5EGrFmQ3TlEAxDWoM9FOnABuWJRMw6%2BwYwuXBIJbMZj1wRfKUYmHXBXQt%2BeXed8L6NGIbfdkpyZl5thzwpZ0PklMNktuikLcw73YKT4RtIvZmHQp3UMtebBTnR6rLUxcNGxBK6dZc7KlvX6Q4W%2BY9yYh2rL1iHn9oTOZng4rvuwISbfxBj21uW7c7Y6Za2Qs0BM4ORnjkpmpyB7LxDZuQfMb5gV6MAQesekD3%2FAu50FvcJd5g7mwYSnNW%2FsoupKcYeAloGNh14qnY7xHkdOaXTJA9NtdAtaJ0EkOhGLvAljtgvuLaAetoTJgJWxkXRcD310VwfwbaGG3LypAc9vx81S4jW6nbieYmZwMYwnkjr%2B8G33UvlSSTKFzmcexLPRgblrKmzXoZS3kSAOsTHnOhfKH5q6C64LTldS5TGFFaYmEksspYnAPV7rPKHjaXe%2BE2k44fZwYI1rvrSOkpzBkCY1Rk39vVF2yD7u8PAAThsq4%2BmEso1N9fg4bOmZY7HhuMc9TOsyZLaPIEoiBwXcTXU7ZEs54Al2RkZgl7MyYnQq1QUaEvqtO7mKlsknbj89vME4h2OD8oZzYO%2B2N5aXrqCCrnZKQXkMN32JPc2FSMYoC%2BkSE0aYLdSgM1OEbScOWFBAxnFnklRt6mL1syk930jdIvE90fAsKs89Qm1a8bCsUCKQI8twAVVAdjbteh4Xjhs%2F1ycLmVd0hTRAnvLTQe2VrXIooU35zKcSqVgGReM6Z4sRWstMbOwDR2ANQ6h9MWmulcJVXRDm9ITRiHa1DWywu9zY3y4LlS6ArQk0vztsk4v70eRiyqWHlhvO%2BML0J2oEDI40wPn2D5LYqe7NOoLJeDEHf8CStj8tVXjU05pgpB1zzP0YcfW%2BpcrgdFOlFbBC1gOOHGfKEfAs4HWXIJarq9IhnE3As9Ssc2FtL89o9REha5x0jit0AXDmmFAvU%2BQtSsnEfCgZKpfdYQiN6KSvBaQ%2BWFa1I4pdUw%2BPOLKmh3LcIpqtMyys%2FPWQuhAX0ra43ELo%2FFSm8wPcGPgWtOcnGtmlbt5SKq9BriXgw8wt1anq7qGrj5tSyuvBOmSyCqhZoKnmXupR2kOO1RYtib%2B2hE6P%2Bq7EyQfFRtAI6uLhZ3gDLPK2q87uCGVP6k10NBmZzudee6fuTVGhcGyPoSy4COBfMfAwTC7Ys3VHoxk6zOv1SnPY2BCHR5rbbt2eUhzOfC8UazZakKZE2So%2FhBbTWRE5PLZK7sZ%2BsipfBN%2FNViSW2Pg4N%2Fn9fj%2Bdbzi1qLPCkRTQjvy1w%2BOwVU7boQa8C17XEKDBLpYV4Pk8dy3Kc60IA7ccTV07bcsxMmpvxOVxG6bjhb4G2NgC1VPs79TYE1su7nPqnKNuf5kkHMeZ60mbtoszM%2FMNK02liWrSvXgJdtKcXLVYo9Wx2VX0RzA6U0H0IKrdlQyiQOdRDVxQWbkF4QqA2BbBI5HM8ahGHUt4q0KeWMi9dHj7SCCMRxsBQYPw1MxPrsLuEeFsN07Gsr89yN3SX3p03TuCbBkVCzzBegFxrOm9pLn7bmmPGQb8jKepo%2FwYpAertofEIUGU6QHDMNtBsZBQ02iU2kWmxG6qD0lAYgB2L0EkdRkVW13dU2qqX693gfP1G5ctrXbChg1z%2B5oUJ6Wb7PMKo0xyBn%2FdrtNBzRedpUecZkIVRPHQ3JpTeu4R7gJIeCbfigOITjU0%2FtjQVdtbQss%2BH43TSdsi9yHgUv6QmjxNpQuqWUugHQpFKBaDUyw73BGMcVTqjRSsQyEjEgLISQdP1SnkoM9W44Saf5wsIj8NV0W2TjAAJwfmTk59W4Ap3UOvYcC4e6nJRNp89QbpH%2BA%2F%2BHUCEagnmMKExgysCKpHA%2F6v7X0RDHBGRMXZRIhh0fcLIIBadkwzBLBzilNqSKsLS71xohto7iTCoUzP7Yt1zC1W1VeWeWXfntYiyXntnP6ylHV8viBD0pwfDnKH%2BsU6r5VRdKVQd%2B7Vm13k%2BujgB4%2BkkVe%2Bbi%2FE4oMIK%2FAYfZmGa48GcrYc90BcYzpP7ZJB5paRrzea6yKjPVk3FoUSC5fnddJVPNgsD%2BhdaGl0utotJ60w6p95GGFFzJT3IjizdkPFXN5bhxGwLC6HgyBhil3NxxtBADKag1E%2FEVLNMcdLhivobkSEUvPNm41pKzPlR3CtwJ9oMFDLMweiSh8e94vMDSLP7qsTWZ4NNdTAdSF2wrn3YinjRgPcceO0CHqpw6MDL%2FpnIKiuJUrlV3iRKZZ3VCwNeIgQeggMv2hPx4WMFr%2Fxm8DB0Ni5qHCE0RV4I9a77ye0Kojxpmz7u9p2Rnd7ZWvgv7m83XAmkJR0YXSBl3hI624C1wzK3oACJFSDeE%2FsgUoN5e3FuqByUaXdSu6d5mhlTGTnBZzkGeOvuxo7HBAZauYDuyRlep27ItayYXfz5htCry0C7KC4Ho7JXl4iXSNI69DmXuncUOV81Ih8PoUmEkns3jx44j7bc0hgnUl%2FaQchG0qzXfdGJXMxpH2JHUO43Ya0JFKOXfDMsUt6f7%2Ff1l00Xq88GDuhuHDNNRwxXZoxhcOk%2BZpOOHeo469DAAfKCOLb5VKG4qae0GQ6HAm27pIrAQStvCCJtRa6VK6cuJ9Fv9dWajQ6DCAN4bsJcoXz7UFkOoj0mzopGQnEVwO0c0lUKU7vKI2GY0qBMB7POJiNiZAHWfDLaJLUxBMf27n1NAyIk3Il9lx0o7whADZ5XanXi4OqsQcv7uzyXjbMtfQGXD3Do1i9YpqKlvmDKM1cOQBfOCCmwJoHd%2BOjjYxmK6ouAmu%2F5HVmHLi%2FDpCRw0IkR5%2FezdciOu2u6eUg0LvdqpzZdE3CcSMOMZ3gGZLACzhL5a6gY6hlRT5HThLgbVAjLLvSEyUfixvgIUoUkDkru58K%2BXJHg9ZJztJYIIGpJbPbEXKdAX5yiSZAJiIpYWF66ZyTmmDzJqmIuRiqXs0IcrOPFtHBephHeiQzW0tlvkGqWtwldAzdQr6fsm4KReqCgXh2wRSSnHZAaRbWRaMYm0kzE2olS2NAhIbZuoN4DytzV4FzoEcwVVwPrq8VIXiuV5xmN%2BB9OPeq3%2FhV27C7zPNQPiXnA9RNdskitFBNriLeDP0ompWZQaDzpfpQlwVah6%2Bye%2BMgc%2FCXMIW8cIdeBlyUZkSDSc4qD6fAbB1Vao6N76VXEPRL5UCT966lgFQ%2BAYLD5W0kXMkeeiKYFeEFZo25chOB4HW9l7QAm9MY9MFcNZqXi3OR%2BJUYHHgTyPF0AH4c6%2FMVuMPmcczZ%2BwUFUbzC%2BhiTS8mkss2tRUeUZmjzu50ZU7tpPVJkqT8GCkiCx0i7TQpeO63hSJBLDVkJSWBpxNGjBN4HbmRpq5K9FHe9lBci0jn2i9q7kVBVvYCrBBLJR1foUVayNWCSBqdROod31aPMmVsy5RXOM8ntdvp0tafofMMCRw8dxFcLzL3bPtvHjW4CUiegy%2Bqfci8PRrEAiopdeJYYElJsoB5hzim%2B0iQ0qy2LOT29kdj5inZo0S9ty9mbBngqcYGhiKEfA6m70h09NQjM7M01aTkLcpQ0v4FsH0NKBi2GkO1RIFhk%2FPoSdRF6s7vgVOybWL%2FpAn1jLoX3mjViU0eRkuF6WE%2Bs3SFAUc1WW7G9e7TUck8DReidtNLArKo1Q%2BI6Egm7DxgcKG2oHNqrElhIdi8cDz0m14ocobqPzHuFdCQWSz7BJMYRmN9gBoUPvq2rsDDvgK9H5VN0m2C26BBmpfBw78E2rKe6XNXdXuB2j1bvhCS1WyekEusKqPFYYKE5RldhBb6H6u5W09gwm6fvcNL1c5%2FLWvccWQpPmxNepfdLStrEXQBMSYxu1zN1x7Tc2%2Bl0LL7OXDKbmnt2lIJ4tV%2FgSVb4ULhj0yNJtcaoEh1qMY2rrwS8wSzFpcHucy2pSOjVYRwztGBHDrV4ia%2BXBwy6LMsFzWT2NsoovBra91NUoIc7iBKZkUVMen655DPOZ8ZR3D3kw52nJq9hCxD1kQD69tw%2FWYcaOJ7sMofYDkZbCMr5Qcr5EO6FYLoebq3DQtyyQS%2BP9XA%2FbYMZyXA4QvMIncmAKSx7V%2BiSAD6cnohJ1evCYG7qQ7bCZp3AaMktMBZsHMJDYZ5JvNqdLSStICuQux3lxmapNnJ0yCdpCm%2FcUO8V844a3bWvN7PZ84f1fgTa0yMgkIjoGMcQoihKB2pdHlv0cAZSYEdSEZDzWBi3VZQjjmC6azyhgXm4AF3PLQf2hQIAV%2BRxHBVPyJ3pBRR43yU5C8U8x4Aa6%2BZRtvuzeUvmA3HQCGjeGw6ciFYt2j1IvLuFjKwBoukjS%2Bhc15CLYJrZ6rWmIdW7HqWIOj2kgjlEiMm7XVuLquX4FBAbJiaTUPeyMDjzeyz0uyMPaxuQPEmSRNn1vF6YBdoezKW3tSEzTTUr0F0KTAhNFl4%2FzGbJlY2E%2FoghocOJpy7j8xkvH9xMXmeEsO0tVlsYwHcnwM9H5TVUs9eXDDBKoWH%2Bqwj%2BMrPt2IIIVJ3ix2q4wqBc0TURcs91sLzyRJYV19dPQEPUdiJDtbZGoIUtA592WKjI0pU1UlaCSc3perYflYP6DBHZxxYpQptpYWboLAtTmEmuJU2%2BuebNzNUWmVp6Te6NPeSdkzQ2eMjNeIcph%2FJyX70MBgp4wzB1oDlg8EzPWfRyFE3lXIqyMqJWbXcVq1jEuN2wF0tTRVe5jPK2DqGIncGrmFx4NZvcWqpoJ6WCriEtqRi4UGXGe8Q74wRD%2BTIHzd0o3PjG%2B6M47o7mAY7QPqYYoVtI1wyMA%2FgCZ69ehPMpwbsenXC%2B0gEfFXNzVHgcyF4mBXT6AQZC5hxIsWFskhgFg6GBMu6CnbSt3fqu3wfLYB%2FWc7BmrcIBgdY6WgfUAxAmiVy0PQi3Ex7o1fl%2BlgeCTurdgybP4ekx3KV4FgVyU4ibYjsaYC7QJmBlVkBOLGvMFwVtLtdrTSQmQURL9KpGxsrqAnhwN9v4QCfImqYdYh8RSnjhLLLtG8oeCTRJvc5YeLjbrqPxxq4MMeizOhi4uhcWD%2Bhaq1%2FiRJ8q1WUtIWpg2hHgIL8wuFxZqsA2KnoMWp6OIL19HQWIskd22hnnw925tHmDlwRz7l01Pku5MbB7YRkULjhfrOhmIvmJmhR4S%2FQDKxOqOFK7NhBzYN4tUB3EbsJDyowyrR60lkjPBGm2gDNZ%2FW2m9EKGQKx29NYp8nZvg3ZW9HbMq5r3D0G14zNHO7GxR%2BllptgmbwoxEIrA8XmW0i9OwtUGzNsQo3eC9%2FtgIk3qTul6wypd4gsDnQ8HwWkKmHsVJAPtArHBd0NcD0seBfhljFXDvh3hqAKLkiDN3RfDeVH3EAU4JiKBKh7ELoRcf7dRsTc6ihBDK6htleHZDPgWaOr1Nb6eHM0zGxsI3g3lI44j3fDEzPyq38rlCHPlTlCVaAy0m8ibbeVW%2Fn7euJXFCDqQNTjzwgPTEyYE4vR26TGtD7S7jFWteK0BAhLcSjrSdWqOn45X6ImOgHYA6Tzja9TCeianoWvhAnPM3a6PgJfIeuI1qI02Nc7ADmiDS5RLSh8hrymqzcOV2yUvcogbHn9BmOm5wv1omZbvTdI%2Bp0ybXjyJVXPGt2nj3l4nxUK7JcbTm7gK6VXY1HD3xT3ZRz2uPQzfMTOIe%2Bg235r77UY4EiuGgPMfaXPALic4F5mQ0eNGdjoIygrkc4xbLM6ZX17PtKPVrfHdowNjls7fyWCqfA2cMhSonduZd04AEbTpqiugPX7tJ1KR4idxNx5kxDGFZkYJ1xE0W36sqfyYyMNimueHh2l3M46Am7VWEGg8F8bXQ05EpXoRFxQFCqdDzMMKpLWet63T0fojIyq1xaQ8upp4FVb3XOQesbSbzntTPKrSSL6o%2BPvgn6Vi9QwpXx4vGQajc5Di1huv93Mo1iKMDAUxZm1Ruexgu6Yi525P19GSRKbPcSfrnm406zjCF3l6Qaj4JMSsop%2BBlbeH6arATI7fG5utHy85n8JgE01jcL%2BUqTQczQZckkZ7CRQTnAxssDietU1QNnVWYN4jTdMtqiEVg16GtW6zg1hDlWZZcj%2BgqMte21M%2FnXkm8LALt4ub2Q1V8YslUA725dEuGFxH7x5pAlyQyNXaVpo7w3pBMJus4i33D4eAjxo4M4U0%2BCbSYXR8RzsFc8QTEFWpU1%2BdV0dD2LiPJ11xKULUeCy00CPrIQl953Foedup9ocina4POCLdxZoR%2B3wrD40x7yGKWLFbJcVFx8ADZsrh0VkBHNwtaAOSAfW85I%2Bj71Bie5fzmTM0WBdug516vXHxeFBoQ2yEWr4v%2BRHTDIrfV%2Ftzc7EcTxyvHfs6prcA3tU%2BrfgHcQ3r7ZhgJjZ%2B5cgakfAvamne5FExEF%2F0AT8cFQ48MpsXS1RLec1gLSQWESGtTfdSyBBeR86oZRDyeRjtdHbVH34xur3LNX7lhxZDaoDjQP1NqI5CNN30OprMpcS9GBsPW383Mkp0mnJevSpT1ks7Vjf%2FxliKm7vKCEgLSsdsZWXKsm7RQ%2B00a%2B7vxISJKzaDC5pBDDDwmtQTuzKPJGKKD4jWDm5PK6Ty5TWbxpGm7Qj7bCc3NwPKbIdKznL18Bk6g1F0345T4Hb3ZQSuADacsund6MlUKhdPlXTwj3w48sZy1b0xH7Rbj9MttnpMXMAIyAPPC5mejQhiru45nrJCWxV93fJmiFiCClw%2F7aRCgXY2tUffWkrKuWh2gPLpzqwcPUOAl7jmtbaDxUF8av0CbyI%2BNy6CXTVQ0U%2Bdkh2i5r4FyNriiVeIa4kyDPxeA0XjOZLKm%2F0S%2FUEYHyOdiBJtIRhPc0YnnC7LxOcLsWcB50DzAMjzKpf6tRXT8%2B0u%2FJJiokFQUyW7WwjDbcmrAObKB3oGUxBKOywqz%2B8ZYMAiahD5Vha722BxXGtYxRA086MPyfNx3mzlcEYmbTxn15dEJlfZKPAmbA2HYtzNSSyMlszdfcRoKhh1LrLezThNr5plRHwW3e%2F9cXeutl61BJrRaKNVYDn3pEp8ZQFRe4aC3w0fMCNadZxJJLcOeK320slnZjfRMbdEEktYYp61u%2FBF%2BJ5LwF1bM5mvnXmerL6rQTy%2FW3e1J5W0iB%2FUxQ0C2y4n0r3cfGS8nDe2P%2FCIWkTbvjYydfKRzkf9AfM0eqR2Fj3ke48DXu6YlJUZ5vOF3elbqCUvCmgbekRcVZZNrl4oeLni2mwqASKcwnHkX3PWQng%2FA3rLSmuiFURknamd3vCSrOzboT9ZwxZoxgAQSlW9CeSBlBH6LZ1KNZep8Qqi7wLD3Xztjyg3Db1sFUaz1cYphMFH2Ns%2BpPlx1sdJaFWccyyNZn%2B4n9hjJXQJptZmGhbUNAK%2FA2eJSV8dWVKzD79kz5fD3iGDpjThpS61GN9VK%2BmvF0GBOmh6jLR30XMUwGm%2FvNQ8oSe5%2B0S4ANUUL3VvzA8M9oKxDkSoa8i2gwoGmMLcvrNOTt23Ud%2F1AVUIZGvHjQf9WCDc%2FUDsV2UbRj7aJRI32FNH7Y4HPVSd%2BmRzco2S%2B7EfGvu4qY15M2v1tEtmr91BMw%2BdySQ88ZBRrrD3kPFsq9dwcNVumiWc3hXX%2BuCnmz0HnPBw0C6dhGPRylcsQx4eVeN%2BYVz9CoS8pCsZ3xOcdhuVyiVFy7Ywo%2Bn5w0uXmafaHVHBYeiuMMUDVa2ZpPotFmGdbwG29jKaRATmLjpcoQYawH0bs90ihgqd4f6e0bBymz6An8Nb3Vz0UERHD0gB9jHQ%2BpZ1QCUDbUvcbJJwGj29oXcUmGGHnkgPxC3lniwWxC%2BlPwZFOZJCjQC%2FcpAQo1BphrI55CTwAeYUdlUfF9%2FpL0iBa4%2F9spyBH8DG%2BIC41Xk8YAcM6Q%2FLkVem7VES99My3YD5X088IDk8B%2FR1ddL2F%2BuS9CRVXx7JogHhhJ7v00NMZsvkm8chP5C2PUv1I9YfXnVV0tp3L64ST5J18%2B0OoYhUqbfHHtUC9BEyQL%2F42eIZSlqe%2BI2ZZU%2FH%2FaG%2Fnko4ajR5pKqAe4BoUuZgzlbwdd2F3FFUnEyLNzgnWrujBVRe9K1E6arq9rtNiyfcuwSHx2bp2Ryae78iX%2FwW0NENUpZxj97X4EokYl7L2xEItRUmvsAEdLJd0WK97aDq08i5FLEJDvxL9SdAgzFQnCM5ayvwKxMYF8GMrhpTeFcgPg%2Fmi77PjbZ76Y%2BAzXJ1bKYmjp2WY39YYSmF9QpY%2BxguceFjrzk3EDQr7mgAVrLfy4VcUKVTGYK7ICByXnbiq%2BYWdmC0qogfADsh0msPzRSGIV7l5W2f7R2BtWCky1x86I8ckHbq7HnAwntzvp5vdrGmc%2F%2FQZ5%2BAtsEqwOFNL9kMJkkAEuUrN0ib%2BOi3SbmbDxW8E3yBaJz34D7xwAGEtkIOkHVrZ3qso%2B7ROJeovBh5cqh7z22dw5G7HxM61OAUV0Hv2tZFO68qFevI7ehcMBBmgRTR%2FFJ1u9E8VeBcgQcv2UOOhW8dh5h7%2BE5HgS9ELHG%2Fte2J28tIohsHjd9jC2BrmlQiPpPyG9BBtbUumcAuUdkwNoZ7nibuOCp2JzaaZrd3dABcZI%2FyXsGnQiC7mmq1ncLtz7uOFcLkMcFEJwIkd%2BQiaJ1chTsZT0Cm3DpsJ7l4CYsWmJSgJD6lNB9aO6ZUNlK%2FTysB5EGMKIfxYO6tor0f5c2USWJnS3CsYOHlXm3bLLc4KgVTNCNZoZ3WM%2BCxIBKUR2tYhRmKWsGi4hu6Sy8wqT6b3Sz1KFfE%2Bk3m6s51dxHw7zgreTXhgqHzzlK13q97SsoQcPujUJinNqdwgfPvo97ULHA%2B1zAeAYdZIpEtg0KblBvwvnPOn8tHZswp9trJxKXh2QbzP4ABLjKcS%2Fx5U5OSiACDARp8ptzmWMgOAFrlH9H4BoI5L%2BfqZIBLC7Kz59rHg1JuIPi69H5ZJ%2FtYbUk1Fltj%2B6MIVM%2Br4kHCeHIdOVBVYH3RFnrh%2BXQeHMj4bepBqtixPBFofBWqlFEgkw4oq7iJruCCYTxYATRpMYc9f8FmAXoZ6%2FNpPKJAc1Yn0ikO%2B%2FIln3YbTRdlsFCjBYJxFdgG6vjALCVh9VxEWNNLfc720Rmn4pDGaQVA%2FSYd973hVcC%2FcbldcSR1dM7XkG15DxNyKxpDmO8Rk27pOJixwMMdc6rF%2BWr3K9kzkBs76A2h9I5T%2BVnf1MygWqfpLzDwpcfbPF8Bm60Es4gpfwhOhVx2GNFA69ykHEoVr3Dr3H8Nk4lzdXoZ3DMwY0LllZpiNim1mDP9EsUesNt7iXC1vIXWahJMEkkxfqSQhyO6Q8EuqV5GpoecFA2NJqAGHIpaltOqbgkcQi%2FkwzHs%2FApBdvYOcHfxAfusWE%2BRpfMZYcTSe7kwmwzE8Mp1UFunVP9S9D0DP6iDu4aQtl3OaI45bFOaDw4KO6ToAtk7K5JepfSCUfG%2BBrJWdKytmF3lwL2ymmPohAcTiUsXhLy7IBSr3yKUp7m92WamN7oT36MUg2KR3rUnvcxQYLe1cN8TvIHQZn0nQwOhIteCjVMjIprqJmI5J2rqpi7t7mwjLL8dTwbwnHsWZswcmWNmm77NeUsoFWxjQuStr0jdyvoAGVVV75QTqWan%2By7BaZEE8ph85FCJlXY3X4%2BdeeEtQOS0kh9oTNZRWKfcHQCwC9Ozb%2Fr5kgcN8KoXEGGmUG0CO4TVw%2FzK1sbewxoCBW6HNG%2F5JgINbt%2B6CKkvztHQVOyCkZNUVKTn3mFZSxCbQwXAaSvlqag6yzGWQ1dFxq0mSYkUkSE8z1emeexPSzRdTs7YVJ3vQAaQyRy3p3H0weGqJ8r3hrlbAE9hvj1k5iwsLSxLS8ANJ6X90hXJX8CA5QMWnsDgGJe9d%2BTWCCZ6cw87VfzlrnLgQlhXgAbFVNEmV0XZKuqkAv9oKmtbKI%2Fr8VKhx6kyo8Gl9EuS4svZUS6z0t6joDtxrXxuK%2Fd8vDkHedvggLZLFjtHbwLw9hmiFzzAADpnBvInScX7PTEAuednQJeIuN5I3wxvc4cUDgN0pwfuTjoiieeS%2FEMFWijgD425F1R801Q8J2LJxFi1%2FqJYT%2BLuzGF%2BZEjZa8%2FCKBM9L9oMXV5gAqrdqsoVXxktKwcv1bRXgUPijlWfg9dOvJzQNeh0JHehFjV0zbtBiYqDZc0wX2gah6ahFJFeGnLU7%2B73poNNK%2BYp31%2F7U3unhlLnC28ootY5um4XEhkp9sD%2BfLFkb%2F7h7FZl5aHHVtmcnSM1fgx0YNWR5imM5UUp4KR5JOB2FdVd5WE6krCfWd%2FvGmnnQ5%2FzAIgoIbMYj65e7S3rALhcYB6rJa%2FNuUIfdWPSUEHBRrawPe4Z%2FmU4dMEauXt3D8RB2S%2B9gNH17D0cdzeHDOAJx%2F2dQPcpQIe2TEBAQJ%2BawDiB10UXjKs0JdhYAne5ObV%2FOYZX5zg85PyAVvr%2BpSEkPfGRtoqw0a8a%2B76Vuujun3T2mAiDSRqqqGeC4sLAGCQ3fhnkVkq6kwpwnqQ8suOs6CZdHpThPyxiFBEnoSfbY9K0uBpbNiiyhY90bBw2htTt5qVyhID5H6WyiZObxaYgSjpa5nF86okX9ks1Y1e88LkvBQuYHToxeYYhdewJgeNirexuwarnAFf%2BOdZyq3HjpHdOIXmTYPfPDng08%2Byxu1pdR8YW2VyeQgI5I1l4WOukMdgLiYe8SSBZzdcLIfNytWGnBqifKFtCLdvm63yYTTVuhocAoro2DcYSqTl%2Ff4A7I2Z6I42JmUPUdIWsvcDWIxBfLxzsZAM8u1Clc2NrJ3Lec5lBRLqr%2BIDpI1QNGdxyr%2FcLIDrXo0Dw9eVr22twIsppDwTzQUyBWpYtFNMGoJo8oDKy6wm4YKyIX%2FpLiEgWSpbYiQ0ejKoIIn96569LMaBMKOawG%2FVF%2F9MlpCnEFt2OzPmK5n7ji3EwXb2ZeUlNW2ECHDh%2FyOFT3YzrlZ4ixUNl0%2FAHkWM9a7odFR2WVqMU3I8j%2B%2BODnAC12ExL6y5gEoryyLDRQ4TXqILJpfYBCNRAn68%2BvZserwg7OxfWyJR4xjeZ0NkyHBuc7w6NrUogrp%2FWeFrDl16NnQSrWzCH85sa08KEGkYdKlKzM9TDVAB7Ebg9QRQa9uKgF2MJ9Kps1cDyzRrzOUlr9i3nNBt33ZhrMl%2FH4y5NgWKPhquSGYbmYGiYr8SO6xwqotxLepyKZLpCAZ%2Bg7E6G9WF%2FwII8VixnsmvSBacsnUV9nHkJSnFGvlpxXCpirqLNgQzI2rwCX%2BG5Sj3C5JyCupfaL0i1MJMzUK2WdjczeBf0Acdfb8228jIUW24mbqVY6YAf2Si9T2%2F0QB3ULpqvVOBwrSNr3aCpgNInUkcBHwwoT04wHI%2FRI6YARXP1mLtzSnls1wbHwqhGDxj6MZKUjRgXP7pA%2FOJEvDRMGLvSCqHxMJw9nJdQkx9u6SrHirsEo1s5RPQiSwhDg70KPkk9ShKgFPZVGy2TnM19LBnIHpKzLNDLlmFXBd2I7CDybC6JUQfiWKNU2%2FEgA7rRxTbyUFdVETbqkHuOAHNWsgSVilDax67TjmfydGbvuz2ODC7fGYPiwcj6YNIzUNeO3or7fIWd4nlR213DC0XuHqKuC5q6oILiNt4vequKZ92WhRtUjSGRpDdyd5g015atZeDllyrNCx8aNbEFJuoiR981fKzdjmxbj7X6AtBluBx2p%2Blqz5bouD1slQSOFojeTc1l6NUJmCrDwdjsheZxzNjTNvSzdHvkDZPCsjdcRXCfa4qM7pdOMlR%2Bvx5QiowHFw%2B1cSMiQwcu%2FCY%2FIlwYsPQ8iGeJ7wq%2FSWCOfmQw%2FCvahePNiusK9Y%2FKtUpv%2FsYqo06H0ireDreKgDLM06V9BqudaJUHnBO7lzx8yTdlS3Q%2BAAEJnGWJeCBmw6xwf0FZY9FPl4KS4utxNOi5XAmcfURA3t2ua0lAojqX%2BIsJZjWiXNOZJqAx7GH4tbcho0bhEhwVdTtZzGwiucwdAr2TCGKSAM9tLTHvZEpYKoVDNM9ly1r1uDt%2B4MFsOKrI7%2FfnV9AzL8wzma1pCd1j0Y6skrCw0vpI5w7d9Idy5PkLJG1nbneGmVkPPUsPukhepER4ooBZXbxZylboZQfp9bRppeAoTM2sY%2B81Vzc7Hk7EAtUhsANmPnLRjVuNeAhmFeN9syzno9KbyAgbti%2FKIPVdMCgXEzEPLAvTjUCPc6bDXnzTAWGuHJuHv8zRJbP2ZYcOqkSf8kNoWP0pf%2FiFsQsqnd8vztblnovOJczWGL1Tb8irYxc8%2B3JH0ytwMBgt3DwsrlD9zJzPqAl7iuCxk2bsklnK2VPXxH1OoxofbItWHNO5hLLEmJL1QdxqfqR2XGFV3XFhkqOA1I1XAterXtPpyvdOf0z6C7UrAELXTlMynkVWgSN2JsuMdnaxo8dZvfEDcOnpJPPr2QYcJAv1hwpIui6L7H6JsLYNGctBtRVWfnFpxkuMHQrgaQae6VL1OKJuyPXmGKENMngck038vh15wzlal9qo0BUoA3mxmyU%2FuLB94MaTu2kkU64EyuUCLOEgZIIT57COth4PpUkAJQwoVQdYWn%2FaxtM5Gjma90N1jc%2F7nbi2x7I2X4TNPlcsZBquAHI9B3N2N1iEEcr%2BpSOJUaSVSBw5uU1YpRXeeqeAQfOFJh3osdujfli2wFMRupTLsekqKOIIrJk9%2FBYdFG6RxYusKQ7wRPbFuRf3e9slutXstUYtXnKiZ60OuCt6J6ewqdKaZzBlJVU8nPEK722V55flDLTSAR1hi2O%2F7G6%2BCDzDITTJfGEvWnKbcRrGYcjcr5lflUZtms7RN5GLwCYD1iPqbUIIzk%2FPD4Z%2BqSp6rpBnX6L5DjZh3siTlZVCud7ZB8kQ3BW2rrH3eb0YSKSuwUoOmx1MrmIMqujpN%2FV%2BD8GHr9Vxb8DqrQd9kW%2Fb6yM5wJ45GoQk6HfChqwLOi6wbvOsbjIr6DLDg58XeKtckfwRs40tc3e5XKvDyQeUPYUhZJpmbo9okFm43pmC%2BXFXEQrWO3FZlQuFlN7R%2FQ2OiqedyjydDGC1lFx4VU5aKIhHlS9ey42U673uIKOdZKHD7U7HagLutCswqOQVCxYPDeA%2BG2%2B8I0FSGq2hAnecZQ5cplC%2BlnqF1GMAZwm5bRhASNvi4%2BRnPezOpgEZZ85oPR2MsGo6apdg2iUZrwaKxSnKlhpctGfnGM2WwSg2%2FNGZXELT4fJacCrkAHSWJek3vuFh4wBcDwaVoxXvfZj6iYaQUpJZoKclC2L2bmtwpczu1N8lYFAs9dKDquXyS%2FvHGcdxwuiLuTdQzT7gSv04mExaLkio1fv7RE1lS2hKvdE57AyvBc0ddvXAs9my1wBDgdU9qeCdKQEgtowTYOy%2Bg0ZNX3SLGDzUK31iD1ty7m7IHZBTapcuu9QVwEn1PFv8rDlLZekQ7LqdV0RDYt50%2B0sriOsQNsd74A2JLgWGdrnpMcADnphYdAUqpTvEJUKRvI49GG%2FVVbc70%2B6GTMoQgs%2BPuS8ahwTw%2FB4Ex%2FxmXy4WMNSd9tJuyuYvJRvCOMQSCzuAGOAycqhQUhxm6eCrxCZJ6vURXKteExxvL7aN0Wm3kvDTtLNf6k2pDZufgkC9OQuItDNcE7OMwVU6krMEvYMEjxBxMriAGdGAI6XnTS7l5WV2Dac%2BcQPg%2FqWMgQB1LPYZcPPLkp67FTllPqAAOCWEgEJEp9GlgRZ9ufYdMGhgxFULwj3PoeHYWoBj1ZCAZr7rCi9ZNq9vjoQ%2B9xvzikmRtnZqvYQMf76wPixYJXIdNw8yQ62OMnc5mNElvgXiRA%2B028cT%2F0IXMk9UeQNh94CytOiB1GGV7GWVDEzaPGiaZmQuay2sk%2FihRWrhjno2f1%2FvhWldBOuAxyMmp0EXyUEO1xe9rIZrMc2OsAdUhSSsbiPo9VJ7hbzpJdrDmMzoBx52HmdRKVvCyR7YnXkR7EMvNQ9CzwZdvVgOrEG52wGJ8DPMZSvThMDSqK6UsyxSAqfRj5vN5vuZJkmSEUvLlbehO1n3QQ%2FMitaB9D0WHuDkCNYwuJi5qoQ4W9k4JVKJvjVTPmz0YXzIVo4sd6WOOt9G%2FPWCxgLruUhNqbSeJmfsbI1qU90A0ZBM6pzvzhLMbp3vncMGFhLDHp%2B95VTHBvijWpyAuxeyQGZJmH4KeVTdnLEka9irzGpcgs4wi0zsJlK3dLwHYRvK8%2FRwwxnFMertYO7iDHB2ohrTvsdOVekhJQFXfmcnSL%2Bl%2B%2BN0M5DplIZ%2BdoJtIdYB1brYNUa4fMbb%2B7BjH5PtbmYog3NU7iIi1zKVwzx5WZ10T9DzDZ3CggaB8tiqmwFu4O6pklPEEx2vZmYdxr3royetDp0LXKkB%2FGViWPnVvTTHzpmu1ezL3r0sYCUVU7Qbv9UvkCO1DrNaVQFx9GzfsRUWqKarL8H1ElcFcVxupjM7W1UbEHBFLH2%2B3eWksAbbGs7GBssHt%2Bl4QGJd5qGcYBuPAmRpb81GTC%2FiZAiweygKhlK77vf9CTrLpaf6c7SMIuo31XApZIvB%2BaVeGeNY4%2FRK7lHYgdPHoevG%2BvXcVFyLQGoGHQRMq9pNpHNVlR23RIpzPGj9mFZIoCmmY8yUc3DCE8t0dilsX7Kj0%2BFuajlysCN7viK7mFdmOw7G5s6SJ7MSJMJWKnQHKxTCouvlDTMYpS6AYW1ULFsxYI4suoZdletJPff0Yahsakr9B3O4LlUh%2BBsB%2BzrP0m0zuS4C7kmDTeVRohy4y2mDtnNlCqNp2ip7lG7wMmtwTXCUpq5kb1o5CJI47KDxnEQwckaoryMSX629BfPr1%2BNcWR4teJF%2BWw%2FrFk%2BbxIRlUciwTS6bV2hpbbA60569nboiaChRyR4oNfU1Z6O7M6mfj6dCIXtwSrQ99jS5O0qRKZlICmX%2F%2BfYQeZKZuNyprAboUvS05bqwugrrE3nVnQLDzBaVt9mN5hhPT71rd0pqeQvvJ58UV4ufSGsOdpMeUg9TEohoGqS0zWYvxnZaUtd%2BAFcDZeiQanSJRo52tIzbq16HPUAviRzEKv2yFWFnOVb5BkqyUo4Oeu1B2kbR2L7TLLXj%2BBgmsaegVKyXlUU9qjXViyYBwnczqiMPhcgBcCmWSOy%2B424nIPlWb3C3vCj9NjG9i5CwNM0f6hlvT%2BFC4VSk3DJysjIZtr9njzHw2rtcQIYH3ES3h2zDze9BdbzaaxLT4pp7jVfcmh1nTdKaHHKqIozrAyWy0%2BP8mIBmMy0CHxli4o6zZpa65s87GM%2Fq6%2Flaa8oBw4OxFbXewOuzlKlxejMbZKwoDC6xwhlUUWkaejjyiO4x3X5dRrhodzRA3BpQXBvGqCQFduF7qX40%2Ff%2B%2Fti9ZclQJgvyjMXbQkX2RQOzbDcS%2Bg1j19ZNJvfdm5jZzmDZrs64yVRckEZHukR5OF5V8bPvd28Rb4ZkXVJWw81yPFk%2FgEt2Tm88FPryZMl6%2F3qEDEr9evyQoBL0prp3geuINsZ3nk5ngIa3zi1tsqG6lBYC6BpaITVW%2F6sMxnPgqFgAXFEDRM13%2BRbokz5rm673Ac5np7GmQpeUn0OR3rfxpEja6xb6YV2sd2O%2Bf8nxOh11Xb5vrX3DOg2uEmCjNp9%2FmzS1BBpiWAbu51%2FGTpgR7uHzDCaEy7QpVQgFhZ0q0KDe3LsWzc9suorcs1EmWvAC1ZssbREArecnsf%2FUrcIQv4CyRjiaPxOoq5kDY7xoskTV46u3dUXA8qccA%2BXJZZAFusQ8%2Fkq2YQjmtoP4WYSg9ATz4wZlmU2n9czCyeGook6%2FU1VFv1xG4uRgtLE3iuuhryFdiBOj%2BqQvmD3l8y8Csyf2mzZJwMokMc334fW2BGZ%2BNmD9hfr2fFRKDGIuRh%2FBJAMhyuxdKMbXxr0ARhTMybTmHPBEOE5Vfelm6bfEzE%2BoRPr1Nc1uBJYwvEjSATnQa760BWGF52tjaB%2FAwpJm8Pj%2B7VE%2FdKjhOp1midn2GUw%2BlNiAb1JhVpIlq6F9SXtWIvhwKzg0HL5vRk7A8ZTxdvwrgTpnXdedEfqnsjXMAstu8Vb4mY5z%2BGXGMWdEt9ZA9eA6TG1TJyQ1LXW4FxOSZRs9bdaZ8afWEw1eaw%2B%2Fnt78PonZ3xc4Cjix5WIvlZgm2YX9%2BOvz39mFhVvs5XRqiXUeA9mRS0QCRaLlqhiZj8GSxi%2Bc0vGdnyzC6pbZY3XpAy7PmNx0k9lpxmOABdiAf4zx5B%2B%2F2gl%2FIih4Pcn17WAQ9dMzSDrqoNznC%2FIcsMK6zOHs82hGS8sen55CmBqhhGPH0iwuwI8q5kn9PVGpHAR%2FW7rnXBAqQ0ltGbbGf91WMxAEoP1eKfI9SU4tU5sUULMtkL2FyxDmH1Xbvv6Gpbhrn5oqDz596HJ8hCAEJDg2GHJZN6ZNofLhm0kp%2F8DkdW%2FPxchfnAzBjxb%2FhxJ0FARLYfczf8fkszR3gEs%2Bhzds9VI6dXqepOtgO1lTVnC3kp9C84GlIofxxu7UmP1f2dJDvtMKmCIhAy%2Fyv4wRuiRyTduLdJ21j2YYpCf3uW8HrQE1vAZaB48DcYLLE7f3jByV6u7wUDf3DMS9U%2BhS6GZwgHCIQl%2FbQM%2FT7%2FP60u82MAgDe3Gd0iytyzT%2FHPibLFbea6%2Ft6%2FyysGmeJewjcSPHmO%2FyxuXJcSkZuP%2B0LVtU5s9lkbyOgGXmlhu%2Bh76ykPN%2B3SzRLnhm3dlIQwlmEV6t4y4M5k9wcrtq8cv%2F65IOjWZbEfRT%2BKAE4XC2jvRoVJAlHgZqhQ0mp7spnOXX02%2FJJQVro%2Fp6wGSrHmfus02rI3kKI56bmyO9c%2BgmAT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rTqszL41hirXsz6yWXW22JPHSpAbQztKGcxaS%2FVYgdy0m%2FVUey7yV7I3SmwOPluMUdsYYWRjP9WF6N4nDrViE3nljB4AZLZZtbkVMQCcw2YRdz3hQIYMjlSufvcMbHqw1R4SWxd%2BtuwWGtntlVXale0KElEONxkIsPOb3hyCNPnmVkeZ1uw%2BgkiEwnUoGzYM72wNwi6u2ImARYGZOI8nGfkpc6w8dqNKQP1g687%2BXTVtIj6R%2FsRNEbuBk6EEgdf4eO92xCsSbpSueKAPqzOYK16xrsOqJUcJIgDzEp67lPKpy7doz8Hb80YhPQlR3nFpKKDKUJAB79tswu6Xo1XkQer7gz3xnTL%2FfBVTIDmDRrMWqdXp1yRW7piMd3MGysLI8HynQONeHLfOYGy2CzfMMDTBsLZHNkkCWRuwJm0%2FT3Yq9nPMMMZAFxuSkLdsnFtkJjQu%2FHh6dohfRgb%2Bs7mE0jXjqUM90783KCpX6OFRWNrVvzynvu9T0NNA96MkbZyJhZMMOcsQbBTOHPqzBjUQUZx4vOcrVrqyMs1tzoSd0m8RvRcQwqbRNCnVr1tu1YJBCZodmIqiA7W68Th%2FPyyW3tw0a2Az0gDZDW8nFXJ%2BVsXIofcq4IqUys9lnR2NE9U%2BSiFRa2TJHLM6bJt6GQdX6jsM0YxeVlxS6I5jsmNjtjad76507lO2Br%2FIW73s%2FVw8Nk9TDlOcHIjTd8p6cHtQAGR5pgvNubJK6q19syWIxPOIQzlg3TY29iWc9bghavtFyGKeLp00DV0aNXxQOwQiYAQI7T9QJ4FkDdPUqlxldGhHUIOErLuE%2FGCcrior4T5Eiz0fX4MQJgjvHtvibBrtR0ysWiqbLFC6bQ5JJNLY%2B0d9turkR17dr5nSb2%2BlbkM7kwbYHFTXjccw%2F6hXjuHrsTOrfW%2BfYGEwNXQSduvSDX3CsHSuU0yLV4fN7YvXk04yv29OVUaum42%2FdCUgE1izTVuokTegkQuTmTPQuPgdAvi36tcfJNMQkMgrZ6hwXegYjsr43hLVAJ5cF6SVaz0LkyGF7Uq6saFNpWjiXeQwD%2FSgHC0CXvbPYLTTYImL7vX1hs6Yj7Oy8drx0eOQ5XfuKro1hsSFOS4pDe%2FIDpjIDc32cjjcu02k0ogGszDYllDr5sXfl6vR5Gj1O7uiksSQHdy%2FkjnsaD8jjvLeBd8L7mCI2uqaQA5Au8o6qNVuFndpctXXucu5yYbbDg0nLOq%2Fy8%2BBG2DED1VLcXtUzEWQq3kjJK1Jueq4jjOO0%2FtPV8uhu99VhtKV3Skt4zyLCH5paqzZiDjm2eor%2BjxV0rYgJZ7aUU0At0DtXADdWNVxEeD4htFb0z0VpkNRkZIjgU8sFA7qXD6SMRv8gOApIGEahFmPn89Z3gzLis5n7r3%2BR1n54TetxcXrLNhgFIcDxBHuumIOteoVc7S4EBnAk0dZHes%2Fhm1OGeuSTIMhNgGNYwKzYSa9oFpa6JJTKnGkISkJmA3YvQk8aCSu2xnSg1133%2FxbOh3rPFPmgPbD4xb2pJYVXG1TEOmGUyA%2Fzq%2FfWulrvOXBb8QscqyOKxdXaP3JgQ9glIeCH11R1kpxYGf2rqqhPsse0Ysvl4aGfivXlcLN9iV%2Ba5%2BEQ1e4%2B0e6Xw1W6yiu3EV4I2ZaU9Sd6%2BVxIiIoCcjHCoUSFnfbM7N9ZCebWJ8jH7imQ%2FYALO7vSLXKehAkt6g6hhwrz7bMlMPEO1h%2FQP8B%2FcX0EGmgi6smAwgyiC6tGE%2F2u3UAAGLoikMiyEmHf9tgMCqBVyXiCAnVOs0kJaXdlqzwpepHmrAE2ZG8MnOrYBa1qfob%2FYd6ANSGYcozs997pNjScyZ53xdpEX1C%2B2cTRmNdZ8O3p%2BsHmI%2Fx7hF2XSLJtQd3ZiD0GG5Tns8lxnf0IjqdjlGxDXmM5R12yW2H3h2vPCjok5POyeQaHEwqXtWHUVj047AHoXRtolP5yBFQ%2BY9Q0OZlgBs6SbAEbWelQopZt9XwDLYktoBBFTnGaTe4IAZLQEVn8QYsvS8rPAFfS6IHythVbvYNpBr6UM7hXgiQYTtbSxIKtMsXzbJXYWOObWPMjaMNVYA%2FeFOBnrvaq9TjsNcMeT1RKIUvf3CE6GBhBUfo1SpQ9vMsfKkUrFGY8RQo9B4FfDQ97JZA%2B7sItcDE3dpwotjB4AjZjgdVvRpiKWXjlvL3UYzbH%2FYmvgv63ue5yORCXfaZ3nRA7Sup5nu1m5mVCAxGqU3ogbUKmxdH6iCyoXVbwe5M3tZLugE6es4CJvGOdfW%2Bx%2BRySome%2FMntW5v41VqhXztQ%2B2HrkcAwLioPLvcnaT9kTXCNK%2BD2VQuz2qGLJGlNsjtpBEZG7WPRBuxY1FItsgw32Y%2BWKureG4mY3EppD2ZU4K3a2f85rIWWbHC9epL7fXqz%2BuyeL73AhLzE%2B28%2BMF08UNU1hM3Px8xdl7m343ATSUGaX981nHwqk%2B0Gy9ywTTjplPAEEr7UhmH5Uu1gcr3DYhnLSDWswRA56GcOMKuYLRv4lCB5n%2BVFelIIH46oB2rokmxy9XSrtAm1IgjacbDlZjJaRZ4sM6WUU1C4T3aQyBhgFxUh%2FEjU16KpgjEJP%2BQX3dHFSNEzh5depX3dF%2BHcy4asCjWHtgmorW5ZuorVK5AyycEYtnrLt3cslJJpudNE%2BecT51nQ0H8DcCMnLfiUwOL9fNr5LH1c%2Bfd%2F5yvR6KweRHFi8ncU8vGV4gGbwBQ6yv1SWFWlbgSuQhAt4GNcJ%2BrQNBDLG0AwhRo4DM2cXrUUnPFxoNbmaIS4VElpZt3khIbQH4yTNZAZlIxIyB5SWjJDXe4SxSEUohVoOW5qXuluyCi02wjvTONqYV6%2FKEVLV6iegSe5X0ehTjGgvUEwP57IkpJLlegdKs7KdG0Q6dFxbUSrZGgwwNq3V34RU31rUBY6AyWCp2Avc3CNB5fB%2B%2FMCdAH9bz9Z47tBN7SRwH5VNm3KFucmoGufDN6ilCb%2BqyYDVWAR2dq9W3uu8wOkKVuZl3iYWP9PJl5c2TBLjohRZMOjNUDi6BNbiq2MldGOQ%2BSPq1cr%2BQr3GggFR%2BAILDlkPC%2B%2BQEkQhWRTiePlK2PgUgeL3gUxZgygv86xc82yzW8%2Bk%2BRe4gZhdOApEfd4Dj2FQeAA67t1wyrycKsniDTSkm1aJFFafXCq4gbjDmr1crpa7rIVNkrb9nCkiC93LxuhycexzxQpB7C1kJSWB5wl4WEXwOTGQfmpp5Vi%2B9lnYi0Vnmm9rrSaiqPs5VA4kUogdElIMcTFikwS%2FopYSzmlDaYPdC%2BXLnjWSvV331nTUxeixy9dhFQrXCvJcTMlPa6RYgdTy6H%2BGjDMpoESqgqJidY4g5I4UO6hHayPHjQsKwOouU1fOexAwfHdFq2oeBdU4N8FTiCVMRfXnPpO6JL%2FTRIbCyt7Wk7e6ILGphB9k%2BhtQ0Ws0xM6FAsEi4%2F8m6yOV0xuhR3bpU73X%2B0tPPKviqGjG5q4jZ7N%2BPB%2BOMCFBUmz00zOTJtlrfLkARBg%2BtNjG7GayY8BciY24RjQOlDZXD4CuRjRSvyg1QOfMbcoHqPrFeDTKSWCqGBJ2ZMgi%2F2YqqEFxtbLC4HAHWo9Ij6VdYLbrHRc2%2FvVd0zsejrQ%2F1euPZ63vQRz7LncGNqcz2ATVeKiy2lsTnD4A91Piyu86B1Tz9ipNeWIZsMXhGYivcxVrxJn89c9IhXjxgSkLS%2Bwb1wrQyuOqXVPhauWyzNM9wlYr4il%2BAJAd8yb%2Bw9Z3lWmc2mQ61mMa2PgEnWOS4ODtTqWUNCVEd5jFTi67k3ArP1H%2B%2BYdJlGDbqVmtyUFrh1Nh5PZIKvb9AlijMIqFz43PLBs4Vpixc39L9xVFr0DEVyPpIBLG9DB%2F2vQXAUzy3GLvCbAudcnuTUjnHNz5a%2FXs%2FuAz0WyaapKWdX49zthIJmiO2ZAgmM6YwzEu51ATA8MtKrKreVibdq2%2FJjrtjBdaSBhAs2DLH98oySLy5GjaSN5AVSOOV8lKrVjspuZeruMY9O7c3xXqh5uhP7Wl1N%2B5%2BvGSgPQMCOhKRyGkKXRRFL5Ha1vKA3g0gBa4klQA5j8Xp0CQl4vKWd6QrGln3J9D17H5nPhQAQFHAslS6Ii964lGAvntm8NW2pYAa65YsOZNh9dl2J%2B4aAcP7xAGIaM2uvaIseNnIwpggm76L7FLqGvLkLas4gsEyxfY6oRTR5vect%2BYEsThvHFpBtd2QAmLDwiQS6l4GJmfuhsXhKHNwbwOSJ1EUKafdjie9w9iDtfShNSW6azYFwiVPxzBk4f3DapbUOEgcLhgSu6zwGAuu3PD6zW6kvyGE45ypOsAEfn0Afr4oX6ma8T8VYJRC4%2FI3GfyzssMygAzUPNL3YXr8rPjokfFl4LlY2QQCwwjH1zdgIGpXgaYGRyPQypEApt13KrF15UiUg6Bza%2FUN5924aEgTiSMPSBU79AArQ4bEr3Ehera4htZRdhvb2mRu6y15M2%2BQd67i0uExu%2BEjptzr5%2BsICpgo4IRh6UBzgfGswN31ehEsxagFSVlQu3XGhlFsYjl77BNpquApz0U6jzkWMAOcxaQqaJmsH6hqWJUGQkNeUymAUGXDJyQwcIKmQomF4W5WXtpz4SIsV9m6QwvdUormx530rMi8gwu4N%2FXJG48MHyd0xblGB3xUKK1F4XAge%2Bkc0Ok3MITEupBiw9wk0goGUwNlvngnGwZnCL1wivbZuR9GdBSDwgKBNrjaCNQDECaZVA0TSLcrHumN8TKkmbhk7fV9IY348Z5fYroJPHkqRK84rgaYC4wJuKPIIw%2BGMbengnZP32%2BJzCKIZE%2B%2B1MjS2GMED143B58vGXLk%2BYg4MkLxH84iOaGp3JBIE1V%2Fw%2BL7y%2FFcjTOvdYxBzBph4ho%2FLB7QtUF%2Fppm%2BNqrH2HzSwbIj8IPySeNSY6s806moHA3cJYH09ssK0MvexeNqGveX%2BxzKDq8J2pg8NTXE0pyZG7%2FPChsZTzvpLaR8UKsCp3R5Y3VGVTJ1HSKhBOE9ANVBXFc8pqyk0NpZG4jcIEhrAJzJnvqN0isJOmJzvZyjIp2vIRo2RR%2BWsmm58B41V65wtQeTBpReF4pjcRafAqEIgC%2BwlWl3M7Y1Yd2GWIIHnO%2BbTjRxfORHjzW6yFUmut3vvNtVsPbKiyY6RkKHX%2Be0nfcyifDnkqqm08vQqiCiREhzb9Vs7OoNegGOCUikCndhjCHXv55UGiyuwqcwClpHpTmmANgCQ731U%2F%2FhaoHVOUDwniiXsCzpxQ964w69r3cZ1srdqKnRFGg3gbOGxmvC23ayB4MRl0jS4Mrzb0zP6BiI0%2F45YdoUaS8JawbBb4EHZLidjaTntiy3yj5EIhnQDiCdN%2FxIBrifyWroUXkgHEtvnBKAEsVEfCW1xaGWDcTBxWQz5ZlfZMhrquYMcKV%2FllUJ%2FYbDPx5mBR7%2Fkm3LDoNVvJWU5Vz2QGTUkg6di%2Fka%2FFWx0XFP8bwXDj73%2BVONr9%2FgyZH1tA0w%2FEpvIO%2Bh59Z3r74nXJERYsD55Ys1Y88HXIuCLy7LSY46SMoK5HO0V%2B2uwe1fI10v6tmFnuzCnKVzLzJam1ADQ8Y8dfVG68XyIIN2Y%2BMD2hO2YSZWOf4QrstdQlyL7zaU8Fxec6T3kUvvlbzvlmW8A0x7WWkCYNY%2BQKIJPJhf7yWR1OpT2FEUKJwRse4HkNZ6OQzueNHfBdGoAyaWiW%2FhTdy8SoF9p%2BJ1NW6WIKviQn5U%2FGsODbE6AlMs9%2FenwmCOLlL1k%2Fk1n3t1VHFiKoi5abvKFnfHsxSp9KZLm%2BxZYoUs%2B7Bf%2BXlhXJf%2FJk%2BfCJU%2B%2BJRRdANE%2BXBffQVWcsLJPB1dfpZcDpNNsi7R61nn4ixbHbgl7RJkUEywEojBSja0k1dOdVNg3SPP8zNpIRWDKMPY%2FeYi9tzkRZG97ijqMf7wmFaDo6MAe7LXtNu8WBW%2BRQLlYt9eXaPZc%2FXxnWcAggS21c7aupr2x4OZ7BD6MrzfIy7p4MpU4hxayIhd0hc6KpgrPICoyt3Wd7%2BAhnDwEM%2FG6lnFqPneL%2FyEHPcsDt33feAct7ndq3z139Ai49PeEMfo63tnbjfoRYwwHqLioUsUgDBl8cRQAAf3qosJyYBq7OVbDl1KGF5SubGmBveFh%2Biq%2Bj2bLnflYgod30qvvZQxzaS4W3MzuqftBsLij8yXTfsIzuqWN9yb8OP2lDPMwpbvHFkjMu6jlrZTWhQTCYUQ8MNFYcErq%2FtEolpLRwH3QlIB4fPW8p6VBN1LZs1WAimfg9lOZw79HVaLN3lsFzZhbNOkBjgO1N%2BE6ipEN65f1qSfNR6k2HI%2Fp5dZUILb1dsRNIVyPIel6cOethWv9JQFkBb0kjKNXSj7cSZvddTsbXoRKyYc2AZuaAM5wMRbUs%2BcxpJJxBLe0FtH%2BGgKn0vPr2oaS1qOy9%2BKq9T1JpTZLpUZUvMO6UsBs%2BhtWNbIG1%2F7AqAAh%2Fktf5kTmYv1HqiiDv6R7jJn7r4eLOWs9RN%2BGbAjoNMKZkAOIC9keg7CC6V6YznKjh1VCHU72KDHElTkhfkoVgqMs3WQQ3uvKfepORHK5VercfUCASjhl612hZuD%2BDqEFd4lXGk%2BeafpoKJfR6W4J93rjJBjwLOgEo4apWl4XRNF0y0R6975ZH%2BQxpdEJ5JM2wk60NzFjdfnvnLlTtwYwDnQMgLyvCnF6RiE3Ohf%2FC8lpgtIaqrojDthegPp82CtQqBnMAWhtPuuctyNBgEsoCZRnnV17WebZQfTruao295TTBrydjrK3UBWbTEK%2F1PIZBsHBWjCtNAUy3XLUn6xJfYVImbXwKzzlPRxwy%2BXQ7PNhCuS12uSr0ZzTqrNX2jtYg4K3M59qCLX2EDUGlDwe%2FEbVkSbkbWIrB8Bag3PUTLo63pJ2T0RGcIWymK4xh%2Fha9SAuw5WtvmjZaz2NLYgn7%2FslzqRSl6lb%2BrpRZHj1CvpPfsQWZ7GyUx3DlGr5Ly1ZqGuITKGaDhjgXZZqKt9mctbwAKUk7O6seJyezJX%2FYy17KOAznlChENlmMwPYj4oFc9hchEQ4RzakfuqWfPxywD0lhGPTKuIxDaoq95xoqTchnl62PMZaeYMPJRqJgvIA7Eg9D5fa7WUqMUH2XeH6W7zJxll13mS7MrsztZ8xDD58DcnhDQ%2FLaY0i%2B2GdeXa7G7314ORG37MMLW18rii1gXgDlwlOv8Csqxl3mHNGM%2F7zSWjrrbgre6tkL5UO5v8J69AHbS%2Bl0vw1EsUuNNt%2F%2Bx5QiR5hUS8A9WU7u1kbm8M9oIxLvRQz5QcF%2BVNsISl82Lcknqdi36dIqriycFJuwDiWMS%2FwkiYDuWcFy65ZiI7O%2BtIXeW7Hqtu%2B3BYqUXJ2zLNnSOfamf1Vqs%2BrtkWDFcY5rG7WkQg3AvK428BshiO6sezp47rJuKXa%2BW39zA%2FnS1i%2BbeLjvnKy9Ug%2BViBvAOqxcPK9MMGpLxsrOkw4N3hXJTGIwXbsTGzm7j7p8ssUJ2RaKAZRh%2BWeKCqtbJc71MB7vPtINY%2B1iQSsHbJ3YcaaAbzNjdnQEwVguHtVVzgzm3%2BBjiHD7q167GALgGQAsx7vuhnMQKVDLQt0Tsk4XZ63qMvFIThiD7IAOQt5ZXtNvRfSn%2FPiiKTfIsAXLmLiFmpF5pyWOTBcxHmVk7TynvoTk%2BkwrX3bd8NgAPYkt4RrzGWO3bHkOm%2By5yynu%2BaeD32tQfh7z84QHI4Fujr5qHdnvYzm0iqfb6zXQPCCTVe61vINtviuve9vJOOs4ntO9XfQeMreRt6T09JV9HuQ2dEKCJX2vN9Q7UIfcc00C9hsQemktcP7qQ3KdDxcJ78Rw2tdiFlqonYN8gmdQnW7ACXG5%2FklaLSbN2D2X1ctBdaQeV16Wv00jTj7Xpq6YoHz%2Bj%2BPm292GLrFjbkB7eAju6Quk4n9HVEPpEJZSudMhBqByx8gQUYJae5CO15hapPI7dawFZo%2BM%2FuT4RGS6S4MrlpB8CVFdiFtxJfo6vAB%2BLzbn30fWkO46c%2FAjbLtamVWzj22OXpfsCtFCao4N7H%2FEyrEPuquYGk2bCyCVjJ7SZVUkXVbmPy3o6AzPm8Cl%2Bam78CazUJNwN2QuT%2BBMMUpiFO5aTzVtxcnrFhpis8fJ5kFkg7dQsCEOGTtflG71RHvk1vfQsJGBuMAgBv%2FVQz6CwDnij57Cyewns6V%2BVlvVXwSXABwTRuYJ545AJC2yB3yLo147K0yfju3GdSP80yu7dT4A3uXWZfcnaJNbjETTR5jv3UjEOlUh3pZfeJgTQLpIgW1qo3LtajAWNFAbzlAJGr0JbnlH2H7kiBCyK2cDuH4cHeJCTTzbvG3bAdsDVNrJGQzrkT6KDWPvaCZ%2Fak7mgHw4NAE64slXork6ybN7k6cFzkhnJBxeV8JHmaag%2Bjwt6M68jwcfZeYaETAZI78RC0zXz%2BRaYrkCn9iF1FD6%2FhpgUmZiiJr%2FmFi%2B0rXSsnqb%2FWgwDyIEWU%2B3K3bnY1vGTptCSSuDoitBXceHk157lJA46K0ZpsSFFpj8MAPBZkglq254PfoKjlbSrt0Wv%2BhEX1zRo3cULZKtV7iW1Hz7smAN9xRgxawgOmCwyxOV7%2BjRILBEx%2F4SvrMZQUzrPha9G7lgHg48fpAjjMnghMHVXaqvQAfbeSM%2Bp3YW459tXJxOax4YD1n4GBqwJns3A71awmEsBggAbfKK%2BTK8kFjtaEMpr2IJlzUqmuJri1qDACz5HvSn2C5OtdbvuxOnJzwj%2Btd3ZOuAhA9XwpHiROV8%2BVIlUF0ZeccRAbD2N2IeN3qDepYnL9INDU55ucViCTjii76gWP94AZ73YEQ1ooYc9fdNqAXqb69lhkFGjO5kG61f1Wf%2Bpp%2FWJ5KI3F2oUnaE%2BBbaBuCMJS5I%2FAQ%2Fgjf7ZGcUsMnErjC35RgKv3onybzKAB%2BMaWTsOSlOwafswMXIDxpZ0sMaz3CNm4jyysWODxlX60wuY700FONOTGLtojlD6yKrfpp1qY1OB20xMmvlzut80HbLbhrSqlwjl6VFI9YkQHo%2FMUSyhVgspry%2FArTWau704SmDMIY0LllJaiTzG3aePyyWJv2E2%2FJ7ha97F9WASdJWKKyxTydgVvrpg91%2BvECpCHoqHJCtSAS1H7%2FjjUM4MmDGIuXuIxbBDk6lwBdxfesM%2BKCRRJNAyEFurgc2MOGQmxz45QW%2BfU9Nn0NQAO6mDW0KUdjzU7uYRtStvdRWGH1KVCbu6B5L6YPzEqvbVA1gqufVabp9zZL1Yjx258t5C09kDKe%2FF8dYQDQgWaN1lDYQWLt3ITStEolujj8NDrAgVx2%2FKvG8GZyMVqX2RsIlTi2bBxakEESz0FrGQFTT3VfbgaDsJwp%2FwwAXLeGFgxcyWW3pxLv5UDoTSwjQmRzqkhdbuYImRRVX1UHqRaPF7XDL8IJJDH5LuESqx2xs2XR%2BvJ2YDIaTU3XzBJR%2BE%2B5fUOHLuyAqfXjWcZdQBVnyDDrLHaRU4Mdw9Ln2nNW4B1BApgh7T68hSABnf6MUHapyubmoo9MXIVq4YMvBfc1uKF7t4A53SU%2BlE1o%2B2a%2B31sErNvSVIkBWSOjc2nu%2FftsSfr8%2BEuXTOGLmQAhcSytwuOvllcDQTp1dEvG%2FhTXJ5viTb4fYDb0iKA4ax2Pl2R3BMYrJyx%2BAGMYz5vgcweCSz0lgH2aLjnS2XBjTAeDwOKbpJTaqp6UNRVBfhoKcdQKW9ffjaovDZWMnuU%2FsxyfDdc5bkpwyuJxgc7SMbQeIbcu3fpPKFBh71IXTlYgXuHNDHxAWAAo7sB%2BZPlwuuVmYDccxugS0TanmRoxf02IpVLA90ZgNmJMpIFHsm9VaCFIu7eWTdexU9NxUsiFS2MUdtvivUhXA0WCxNTLL56FhaJmDjBoS%2F1ExaghrNpPOGL0TJS9NlN%2BxI4JO7arRF9deKVhK5B0BG9ndrV2LNeJiUoLlZ08%2Fa8XHAYGkqV6LUpJdP19epG2LRiPcqbPz2GFzXXOlcFc5UMrux5Y0wUpDCB%2BAuFmunDu%2BE1dROg8qCc7tUVuzAFOrAZSesRp9KuVHDRAhJwu4YafWleZRL2M%2Bu3aydeQ4g5b%2BARNWQWi%2Bzpzc2274DLRZbc7GVrbQ36bjvrAhUUbGSLB%2FlGcx9z6Ly9sK%2FxFQmzctsnHru0W%2FB2vesW04AnyLcXgd5y4B3avgIBATE1g3kCb6sxWg5xzbClBnB5um34lGPflee3VN7RRr99GkLyB5dohwAb%2FZplmgZxTF7hQ2fkjJ8t0lQFveAVDybGKOu5fZYGMRsfKvDzLOeQK2snvfh8U2b4tolFQNzssjoBneeVb57FrEg2vlxS837SpO50n50jBKz%2FItZdmvU2k4Ms6WpFwHJ5IDyZb7sZ1%2BrD575tWMDq0IMuCwxp04CPXA8bJO%2BMDr0EfhUaqVbanZdmk%2FuIyV6E3T9XgGiWETDXVj0W2hGYUlpjAjGQIr4fbdaZzJPEY84ikKLl2p2QOKk5sUcH1E9S7LFWnJu%2F3TdLTbv5zYOsrq2zuSdqyb3eYGbEdjlJc6W3GLU8vhiesPUI5NcnCzvZAM%2BuVNHoHO1Bbje2MIlE95QQMH2EaiGD21%2FtbQdEx5d5gmuf39teowdRrzcgmO9CDtSyZKOYNgPVFACVUfgPAMFYlX76S4hE4muGuAodHi2qADJ%2F%2FuL8vZpROhZK2I360f%2BXGtIU4kx6mTZ8tAy7UEij1Q82%2BlOatuMMADh3L%2BFb3Urb47ImSoBKlhnOAssE9trLig63VpMczMeVwuVNroBanJatjU%2BwCFUt00zyFuA9qmBxqVsEEjXQ50d4ua7vLw8z3CdjFkq64adE6EwdLx3OjffOUUWQ1x9Huh7xp1fjKsLdLVjD%2Bd0e007HGkbdG1JzCjTAVOD2AoA9XuA75umiT3OP9KYe1MgOrRYLWVHrbgPrdifrn7Sfbf4iX%2FMcKPZk9pXCNDUXQ%2BPyIK7s6FIJ5T1zea2y1YcCPkOZqwT3h8MZi8pUsd3VaUkPDFm7u%2Fo2OBFKcVry7TStFaFU0e5ORmRr%2BQArAk9pF1icU1Dv2YYVqVZWZgDVamsvq4CzuNxx%2FGtqjl3WsTCwG9HXQqMDfuSgl1veX2bqro7J5lORyw6upI2zpgJKn4kjBTAYUJ6SoFkOuyyYAhSNH9Av95Fz2HWI5MpslgAEupyIykkse5g8of%2FiRLp3dJx64gFd4226N7gusSa9vdpT5IZ9RovXuETykSWEqcFehZCk3jUJvBT2VZsDnRnWLRVN5AbJWRHp9UAzh4KeRHEXOKYUhWQEeaxTmlO%2BS4BujKmDvNVDVfiTupeBy8OalSRCpcLXjjyOmmyQD4N5XW84MnvcaM5KADPrm84NoK5dfRBu5QE7xcuqdcaO46vSuyfjGHVtRUVVv7ye%2BqAKhu5IfA9VY0xkeU9e76vmOZK9z5z02aX58KFFEwYQoh4ih54ZYsMpM0O7tOrHQff5eb8%2BVt%2FZbMH1JtgqCYAWiN5TLSWI6gQsleHANje%2Be8sF8zjnaRP7d9nROdz2hk8RvLaWIpPXcxRNlbsdd5Qi09nDY205icTUAYT30jvB%2BRnLjVkwRG6swi6DNfqFxvDv3s7LvZ22DRrKit%2FkfXgyyqJfYvEQ%2BnvfEFCGBbp4K%2BBuJ9qUEeum3rOMP%2FWmYk%2BMOxCQACxrJAA5G1aFpyfKmLv%2BeFaUmPryYl62%2BiBw5p0Aedf7R01AorrV%2BCcEixZR%2FHy7EDAYbjD9OudcUAv%2FjGRFPR82vVlIKbH3SB9FglhFwHMHWyhHieL3RmERLfCYulUD9oXfObAaripwt5vx5fT0h3lmm73usSdXw8IoGQN3Wt%2F5NqKn%2FlZkjntC0mawVwNWZgPUEN%2BXKvtIifhBgbB6BptYHBBlZ%2FFr2LxRcBSWZo5lCjrfK%2BT7g9ihOgRxQG8ym%2FTsYaZztKkYF1p1vcnKZCELbNh%2BKrM4jdGsPC3EujMMLDcCPc5aLvMMLRekuXrp3uG%2BJc%2FCvtUjOqvi5VHeY9OeHuU7rMxr1OjcbXfPsQw8dKthtcac3PZEvoCdD5znC819ADDYhe8DLG1Q3aANA7VgTxE89tDMa7aJJfMYu3QqL6jGReeuVXK%2B1VCWmGt2vIm%2B5RbqylZ2M8o7nck80nZBDaBX9fPV5yZ3krPpSV0r4KHHqCkFxyAHzxJXi6EXp3g6ydtQe24GkJ6vEncYDuAgRay%2FVUDSdUlgbnuCDUNM2y6qHXDnFxc3vMaYuQJIM3P0mKvygnoxO1lLgnbIHLB0sXK3YeFMV7afrdmgB1AG0u50e3n3YPtAz5HXdSFztgbK5Qki4c4XvJuWcB%2FtkO%2B1RQAlDCjVCFja9DiXh5Es7IULY%2FVIjdtVOAa5bq2PsLmVio2ssw9cbmJhza6HmzB8PX06kmhFPIjMlbJ%2BxRqtCo4XBQKaqzTxflnGGxrG9QCQitDFUkotT0ERl2es4h0O6KywuyQ8JU1xARI5T%2FdVvV7DmOl2d9M6tfrURA2tjVgffZFr3DV5y9GYcpAqHm94g0%2BOynH7bgCtdEcX2OI47dc%2BFAAy3GOLLHfmqWX9hl9gHobM3S%2FCpjZby3Ll0EKePJPN2ISo%2FYoQbJgbb%2Fry2VUMPL4svmXzK2zC7MmHXdR8fbyYN0kTrA9b15jXdjxNJFGP6CDn04lWTzFnVQj0Xn29YvBlv5FvJty9DSAWhY5zvLM77Jm7gJQEcSfuyLa6pBU2noE9rlYDITO%2Bh2WFD4qPlO%2BU6RyJfUn10dwfIaDsOUwh67qxN0SDzMILDArWxz2Fr5jgwRZNyVdi%2FkJvPbRKoD3qMl9NELWUVAVNSdooyEdNKPj1SUrtTXeRxcmK2GWvD7lZAZyOFQaVvGLDzUMTwGcXLC8kympzMFUAx0XhwscU6q%2BtXj4PaMBZYvacZ5DSzlRew2KC3dkXQMZpA23Xuxk33UhdM0x7Zotvoliao0ytwYf2nBK7MHW0CB0nu6tHaDp8vBYMhdyBzrJFvec6DjYOwOfBoHK001sISz%2FJHFNKtvGXdS%2BilHk5GnxS5vqYXiIIKIb69KBqpfRp%2FzBwHCfMqdomE9WcO66077tF5%2FWOxFp7e63UWg%2BEprTnpYSd4S2vefO1nTmm2G8aYChwd0%2BsOHfNgBPb5gMw9tBFk26qxl2I3qp%2FeTD3MzPGHnkBckpd8%2F2aezwYVC%2BLPSw6Q6xrl2CO0zgQDUk5y5ueAy8cc9zJryiYM12MTO3Z6ynwBzyzsMQHKmW8pzVCkZyOveng0FVvNC7eiazKHIPvL2UomPcM8PwJJMeyd55PGwTqVfu0mzLlZ8uGMO%2BpyMAOIBpARgkVSo7DKh08S5yiqPrvyG8mjXeDmzB05qj1NRHm%2Beh89ptyBzY%2FRZHauzvItBt8JmZfIl%2BUyU2E6CDCI0SazR5gRhfAkXLjlGpp%2F6yu6bYPdgbcv5YwkKDk6lYAmN%2F33BgP5FGEgALgFB8DCpE8Fu8CtOjn3q8goEEQNwNI9xyLxstgA47VQgJahJ7Hf6pswdTJhL5NJ%2F3lk8LFvqrtHtOc8WRCuGGVSW3avckCtUfKupZgRfe0j4T1Ml%2B8KV25D10oAkHlTIS5AcoyoHdSh7tkn6dkYNHmfblcaIktBhsbRW4ekJZ%2FoYHDvY5XZdlP3r7j6YJJeTQmUlTC54s%2BT8MNmOYk2BuqQhLubiOo%2F2yDSjr1Gp1gTqb1Owc7j4uklmz%2B4czM1Xryzn0SuzehF7OuPm0X7kF55x1JcAPWspV1ReDWqK7UmyRQPKtd3r3DlLftQpIkLdS2J53z%2BLBfsx5ZzUUH0leuAsDJEayjcaHwVBFxz7pza6QRQnujQtjoQ4eQrcgM61Oyzg0J5z%2FRlGcCD2kp9aLnmYEZ9qJ2TQ%2BIhmhRRnk1RFjdMl6jy0Q2ksIen5vtNnIH8KgVVgD3fBFJDAnLTzGHqqe71GQLe5UZjc3QDVaRietK6raOTyBtQ3me33ucVlyzPe%2FWNS0AZyeaJZ8m7NHUAVIT8Mnv4gHpt%2Fh6P3oTWR95HBYP2BZi31FtTD1zgY%2FPBLcQduxjkjNuNGWyrso%2BBcSvcykus8%2FTSa8MNXp0jasLSJTyoJ4mmMArUEW3StdLeliFfV9uXog%2BtDZ2n%2FBJDYCXmWmXvvfs5NFd%2FWYLpeBVV3AnFVO0njvbj8uR2ojZg6qAPGo4L%2ByAG1SrH4rweQlfQVyP3S6FUxyqAwi4ItQhN1xLkj%2Bi84g384TbB%2F0q35FUlzgoJ5guoABZutmbmV52YTV52D2URHOt%2Bbfb9IBguU%2FUZCT7IqBh18zPSrJpnNvbgzblFr8c5A2FHThTGnteqvtG17ADAqkZBAhYVnW6RGebppDPTExLPBrC9KKQQFOsckrXW%2FTAM9tyrzlsX3KSx%2F1laSVydxJn85Fryimbk0ZL92LIh9XwIuEoDXqFOxT8rut1j5m00lYgsE4qlewUMEcGPeKxKfWs3abLfW4cas3DN33396biw5OAfZ2G2J8WOyYAnjTYVJ5kyp19Pk4YOz5dmV03NMW79qLPqsFngpM890Tn1OqZF4X5CoPnIQDLmbF%2BLEjq2zcb1td9eWvs4MIHid4f9%2BNM11Ok47qqJNgmV2wHjLQhOtz1xvSPsYo6SlCKN0qtU8s66NUgdUN%2BVAo5gSHRQZ4u5FUWE0u0kBzKfqN%2FCxxJr2zpNnYHdCn6OEudPzyFCYmyGR%2BRaRW7yjnMeWHpQM8Df3xkrXTGr0dICofNraS9RddVj6m3JfJEss5iPhRbkGJXLWvbMIJPAxXonGuXGk1cTbbN%2Fkuvwx6gTyEHseuwHgTYWY41oYmSjFiis94GkLZRF%2Bw2arY6slwKi9hrVCv258miCdW65qNJgPA9zUbmoBC5Ay7FEJkzjWz%2FAJLvCGbvLKs6HDIrePIZc7lw93bDh0e8UziVKH1BrnYhwfb34r1EwfCSKsjwAEyMN8g2vPIVNbLvHFl6EY4y6IKq766svYpHdi%2BphjD9N0oUj7fxXoFms2wCX2hiZeVNs2pdC7crzGetb%2FitptwxPFoGQZtMvDXEQk3z3uqQpaEw%2BIgVTqOKerlAhCNl9IbpztdjhLv2QiPEawHFdWCOynIQF2GQ67IVtkHBhtaz1Q284R5ZTpXR7fWqBpMlcP7SkeuT8Z5wMkW4zO6uAhG%2FnO%2FIyzm1zs%2BNYDpCh9zOfZIp5yKN%2FQ4brC8%2FnRaA6mpYdK%2FLSql2W7PDM58AXRCBRE9V4R2ovPCS5afacSyTGvYWe2lcJJ4s6JX41ZOwXhpsxtxKbkG%2BfwivY9ytqtQtplPgcx5MzYVEYTyeTVZ%2FWpABp6VBNndbdpRFb%2FOn2R8RKpVPXyJE4HYGf7kL9acvxbUyy8oDXeCqKI0UIK1vxYdEXKAuN7p3pXg2NwPNEqhodI3MtqR35DYv3hSYvSt9%2FnZHzrCkGgLmy6SBCbTF1r%2FJW0nn4mF61Zz7Pv8A9OANn2k2xOZ59FoajjVlsKW02NLnr47A5KI1EJruy6QuPlveAyD3D5Uz3sh1LjyjIrePbOa5g44EGOv9e7Y4enjU9%2BwB40t%2FlEgIfCxErlwSAZLltApK0ZX2vUERhc%2FINMXLZwm%2FH6nsVIvCafK3EVFX%2F%2BGustNwN0KbEa8GcqKVWXfxgIWFcb1VT0AP%2FQudVUey8dXYLpxtt7J5l8%2BkP1SfbzyyRrWXhNRBBf9%2BSXGWA6rYFHxu2FMsWo384hDweJlFoJ1St22PkZypVMcZQNkt1iyUURvGb484hre7U6j%2BbWcZTKhRMSNXLHaYBQiTRxw8Pl1n4nyRDvjwlWyz2zF3n42ozVmwI4ePLLlYg2VGAdLw8%2FWw2fnzd1joxXqMp4zI5%2B6hHRmVF8BI5EwyfIPWWDLf7sfY6y97TbFLQ62htHZAlqf1e9xJTFlwGOAetiOJdhysjbdbzk5keRl2ctFdLIB%2FQ8coLK8NOoMhjG9igXbsyd7CwQqQmN2TjkHqCrCGfsDjGedgRZRx%2BOfniUp5z%2BFiba5zjgCAxM7Uqv%2BnuyvbcVXJsr%2FT%2FXIFZvQjs8EGg5n9BmY2sxn99R2bPOfW7dZtqaSqp0rpSJl5nJk4YseOtXasvcLiXvc968gVUX4%2Bl4QGp%2Fs3Vpg7m3Ecm9zE3paGFLLt0nwCU5013kkvNjG8yq67BigEZGgaDPhT0sdXsvJgzOSJeRFD3L3N880Z7RfCjIVwh447CwAS2n3M7%2Fp6jdUR4LLA49XdWVWe62%2BbqdqnBY2pqtlzIPSBucNpSHb54XZTSb325Gpjn36CogiKQMv8s%2BKE3hLVRe9ecK7M45TMp0vE3Ju36NYop78RloF2YL41OfLw%2FvH8HD9cXrKK%2BRInN7g0MbgZbCgcQhSXj7Zhmfv2%2BWpHmRlHALw6zuhGR%2BKrX8c%2BJsdnh5rrc7t%2FrVPRDTJ%2FFvmOFsx78OXSy7pfEmr%2Bah80qvaWDCZ3GAEN2C02PBe%2FJzntet4jx5PomvBTLfsB9CLc3hd3PLNblJrtXpp76u2vtLU1y5L510VYcwQOJ8t475WKFglPo5yhg6RUd5Qt72vmbnmUKI9Mc3TYtIVtD01SayWwtwDwXF%2Bt6bGWviKikytHXrwX14NNg5g6Go4p3zd1Dx5f2gp9gYQ6tgYdEyAZOwQmnQf68oNeXCr6QAboUe7bpogSomECcWazn%2F5cjElIe%2F4OKUg0vAjPBMhCfRCBo0OIWM8XFEzVHeyYIkMslXrNihIzPsEl1gZ5ECVAP5UKlbPbwiot6XZXoeKgTRWRtZQ141PRKw8XMXcSS%2FrIbkFXcll1nvuJUPbYPc7JceZNFc7bH%2FFVuPnYZM84afLUKU5O2i6lDzGJfuyk7LXU95DDbrLz2LfsQ95ss2Xx3W21kzkycvNoXWt5q%2BzNx4sYkUYyBOXMiBgWdt2eOn2hjxoj6OJnJjskl9wqCVLRhb%2FrMBWezOME6aZfn%2BDA0BnfE3FtvoKYB5b2mY8wVSxrQAGXi8yZcGQItcYuTnP8phRxLAa4C4gnI5ra9GetwUYKa1w8Zhb4Euy0qoidLz4abrcwnIigjK%2BLy1799G2VYhS0vHl4iCi3YMNbSX9YTmIKJ7MrTsKDo93rCqNiOVxpoFHRLwwi5w7BFsIQe3WvWNAixHMJAbIzH2XCO0rh%2BOfqKp6RM2deHsxokXCqIsIBrzkNsbIhavrhTYE3BS5brsR10JlyHJAayU4HAbd7n1Hb2%2Bx%2BhlzTvM6aR57kwnIPvydSfxHGd1KYREEgzncLBOTlq513pVqqktnCQgUdO3r5nLQB4pCqUGtpgNHSaSVeWFnJwGDDue2eVGi%2BGfJoPQ9fP%2B88Z7HsOXxuKhmIFkED7yg6AhuzpH6okX7mVkTQOTeNWyyOXZyPCt2B7qFFhPOZtyY4OXu%2FiPNlxKOSEGNE3ovHawkm59kUK5OUCPyLBX%2B6pdcSsWGpuA3tvUGcPblTn8%2Ba3BdfBJVK5xPTN8lizJ1rchLRjxYj85Px1u6FoGlFjBFQ7HO2YNoN3JciiqTU2mZ4BIRChX7hVo2FG5yO%2FAlroyqdcsCJCXxVU6mrilwl9daHvwozlCSLhkyCaXS09SREJ8Nfl%2BRBUKk5hTAUK5aZxP5243tjuYY%2Fd41WBvz2cmW0GcTG5J5io7n02ODjFOiLjx7pDi2ORZBfkSI%2BQDXnX%2F0pS5dgvoC4q4tL0lfyRHvioM94pEMT1D3KIwmW%2FK6Mabt7bMTF2oo4M33A%2BJI3C3JSlqBabFK8PzpDQfxUJ7h62CJuRoGcTXyPcg%2FE8U3emTxL3uxQ00sjzyDXWlcq2d4mdX2%2Bw7cxnLOjUP1aDKX1J6XqpqaWHtzjBZTPK8sBfagVrLnlw96OnnS5xCNPYTMoqKZmMHhPbLqV7HJbrQv%2FTVQTaxUEGk3oQ%2BoeFsN79uT2e9I%2BpOz2LVhVtDAZtKADQbTQI0uDsrhEi5TXu61zOqFTY5YWZgve7tvSOOgEyQdSIrPI8Pe81yB0S6%2FeMeacpzkZGkV3mpzwkPIuziZ9o08A%2BGyc8MlBObJy0ZIpYKnIYwCq3aZKFrGZRproswzcktoKkublYuAYwq%2F6Bc1JNp6VqQpxYxmfw%2BiBP5Kws%2FOIj37eCQhREBOIDVv6zVuYIfoPtEOFNIymuKVisVNcLnD51Wqebw26wO%2FihwnP17ediAHc0iND3MEZBWT71%2ByYhQK1qo99EaHxjntOaUYpZra0p1D30cwx7LMouoh45pwH9eP8TT%2FNx%2FwT5Yvf9rfvsXMTyVzMgCDabBIeiXCTas%2FzAofZrXrOki0%2FvSK7rkhH2q5bmmGNfLduyV5pru6bW2lB%2BwHaEmJ87wc46YIuvfUzDMnJv4CqIpxO52z0Pyj77YhPTMzx%2BZn%2B6NhyYk2RmxBPiGoMqrjCTyjH0zN%2BnsQVjVo7%2Bn7go%2F3bvQKTGgRjDJurUKq5qvBdhNffig0qC5%2FCJlGocGrWp9Ewr92ELAh%2BZiKHGa6nArR6GlYUXR7gnWYpHoLQDMlgGTeHwJ%2BbfBzIe7tL4ucFoEpjEETkNDPGzlcqvPQPMHjK0b%2B6XGNBQtkL%2FUZ1cO4t1jzV9uMeXZm9R2%2BFiH3yt7YnFR71XhKRsbKhdezAWflKc3E2MzMKQqWwvsnrKuRjOPlT0MYRygonO3J1gUNp8nwtvuh9HC4cwXX55SlxWRYCxyh%2Fb64bWGQ8xEr5ARkRQZxJurcQ%2BruZxxJ8Go9aVZtXyF8er5Rx74FAzUfrbup8M8ouPEcnDMByRSU5W6lS10e9Ac7WQWi7d3chODr1zXhSdhzqDRzihaRC9U4bJX551G9WdozspjJvwk1gyGdFUGemcBlznbiVbhftgcX%2B17Et0CuC9jKERbBTsT%2BDVJjbpUK1c6gxHyICo4i8msl7xa0N672ogKDOV1IYaoj73%2F1eo5cdGd69JUlnPV%2FJ%2BgqUnj2tAGj036eQ0h42WhUE4IpR%2FBRLcNNqVUn9%2BBuoTtwynhpshYNResHEzJL39aOBRwGsqLTfucl44K9bkSEMua0vpvAuO01Qy%2FlQ2QKaGS39LFzyEAgmwiMG1A05%2Fe7ffH6ObMa%2BKLz8cF0yXbiOmaDyqCLq1JSaO41vLrzHepOU3yc0Thr4htC2X6WLWO%2BA%2BZbGkg30wzKbiVs00cw0xEnzfXSve2upoC6GpyiGfmC8hwiGcgL31qT0Gb%2FtrnH6XQVNCh6PChVcN1AKtj%2B9poAILAI2Q3BdoXLy5d8MnEKbk189uhy2p5Lbwk%2BA4ztiGwVHn6OJTd0byfICv2kFnBGdjv55ic0eSUeWN4O9Lp0Sr5jXR9YbJVA7768PV%2FaEppeqmO7eV4im08383vbIW7iKxJ7lu6ez4P5AUBTOhwn0FhSx%2BWq1haD%2FONtkJzaO1UkKmdxre%2FQnKL%2BS53v%2BSJcUGFPwuyFKq8HBILiHYvQyryjpb6%2FgcuivT15NHbUyxOEF7nOz8CJUFK0My3LaZM%2F1NCFq8h4%2FZ2dTHyewVdBb8e0k7fNUqidjtOF4Cv4%2BWp77IyuWYpCU0pEaHIX%2F9EqxU2LK6RwWwtMOgPeYryG4k2lZW30JsbiFzfpl%2FPXDixViBe3kugjRXIVsIWgh%2FZqnaYjct5BON2MlXe1zYp5GJ28z2vJT81JyEUqoJIJE4Q4WIFf38p1OCHklMLVNN99s8hQEaHkh1jR9VFvi5SJGiGS7OCJbyvmdVBu1DJnDkrP9SnzwTC4EZ9JPdr2p8r5x4Ut1N43X1NCXitP46LkTPq0PT4DqJIF7pJRazG%2BpjtzOjl4%2BOC%2F9GnMbjLwSKvhZtMCbj2P4hfjSbzTzOfD2wjxsbMFYWT6auuZ6XIg5MNtowpcTE04XHkuu%2Fmi6PFsOfma7Un%2Bzi8umc1pmtgijxnU%2FRpjsRxEaPyH4wgCDgdFOHSIK%2Bi15JRzuWmgNQMcm4rjPYiXjArxHzk%2F66Wn3pLVw%2BfHyaPNZckPf7o0oV83wcLYYR7ThOJvv6LTlv%2Fqqg7dJYV4RkBk7RKAzX1iPsyaAh6DKHxCFTuZv6NqfNIITgHSJC%2BivPgwalUrf9XmUagrFwjnZMD%2FKq89jgtoYphbsnY9%2BRaweOKQrOkFkU3PiPgQbrY4xT7Lt7N3yrPBVfjB1xFwAmFXDzrbakGUvq07ALU4mEHi9XwosTTii27nAQbnoN%2FLCSSIEXAhtPdJbY06u9kRw41AqJwqUsg5foxH0W7erQ%2BUrQur3y7XG49cpMoLg%2FoF6Jf5q%2FYWpdyrpCIY6f5MEZcJUQQxtb%2BOh0Z88GeJXAwE5Nl2yMWcvIv9Z9NTt0V%2Br52L6SrU1B4KfEuL1yg9VGgDLuIDRkkAlUZOcmAnB%2FBPif2%2BM9FosdRABVDMREUE6noatghPHy8ZmoIKbJ2oaDOjpNsAQCA8YI7wJVqudwT1HfhHa%2FlLoJF2GicewSBaSOr2qkm0OsSptrmQMlfTGS8RCaDHNTWKFfRPjjcAZiGVH325F4lxjUnub1VHfldmVdoE7e%2BGquZsds3fBSBeCPHvDOXWSYiZ1gZ8vX%2Bo14OMvAL5szKPH9qK7mUR3tJeIuGFj%2BBhIm%2FR4P48ZGF9T%2BXF%2BMY1LjnK53eHL03uhF003G4vq0IkbaoZcJeHDghm8dYY4ywDEVSdRUe9%2BYSvvXrV57vlaMz%2BPGLFr4%2F7OcZx0wWrJ8pwlgj7Veazw%2FHk6B%2F0p4nv9UrFPIWT5zmQqnKOuhkrdX3jldN4HPZ32bI2v%2FpU6FTGiJmm9PfUPTXVyGFAF85kF81cS8SoyWkBuxU%2BJ%2BLja72GdYn%2Faw%2BVEshLjJd%2BESJT96U4AMMst1mwyklhYutxmWF49KCgPpsA5lGrDecdDUAZRPhpSesTBKRjl7u9udqqCPJPpneUvHeCGh%2FSki7HyQj%2FPp%2FGJg0xYRUgrvVkPs9fEjp4%2FJC6j3L98onezDLuIA5Q5A%2BGqXPLRZeBLozfiJYTuJ8BCfb%2B%2Fy0nPmjRfVoHghnPhoeClhbEn5yxtIwStMOMrfPWHdvMLtdyxCv7mC%2FaUxmVRPJOF9iCYbcIzLkZwxxu9fUPx%2B72fs94eKtF18KcvH7t%2FZk1Qz5HvKJ%2FpF%2FFju1cPZX0US%2Bk0Y%2FF0or2a%2FHLSwdfptHZzSLyI2NJK2dU3KFlMaG1uUqR8%2BkAkPDwJbaWYwmvLr0RcbJXDD5zDlw7D1uqXFWu01KCU%2F1JrOIeflK8nzZEvj3wXrtLNJvSwoUZrKgPlMChGfE8PFqlmc9qRDKJ0GtUyGfwe9drc3q6HsXUFQh3ZnyO67HLtZrMT7e1QofF1Pbqo5UNv6bGomV%2FE9AL9Yy%2F9zw1kF3%2FcHNXqRcjMQM9z5fTrGVGbQaY%2B%2BJgSWjoH15qC88lq605jAkkTm3ibAVR%2FVgDXdw8GwQV5TRA7QN9MEBrLx2Ru%2FdHzrlzurPsTA3ZVoPRBJscZslxh7MOcwSW1E4ZqZJReCBDVihBGyTvccPxuGGreczEvmvvBSLLwwsGsycEmWgHJIz47Wj%2BOH1Z3XWY5tiwJEDz3TS9lkKmMzLs%2FQpbd5s5oZYwrLAG9unnnNOgotDNFj3Ex74g7Qa6yPr6B0uZ7740YB0Usjr2%2FLqBP9Fhy%2BGksLRc6kbx%2FEbaBtxmhMLAkxOE5d82as54Lo7jxuUOm0nZUgR1ZZI38tdTsJ9IV16BHVRL5c9yTf5Y3AJLEjL6JwQOvn02W5atlXr9frFBDGeRMLkja%2BMZ5ogX0o2ZHm7LlJUGNJ75Xxy1FD1BHPlH7vb4w0rhe9hAlGvRC7y7vc7y3hxPSTn325woOFrSOyY2h0wtaze1g6%2BXRPQwJIWsp1slfzhuPxS4Tf54QZdX9RMHO0qJp1ed2i8876frpR7INpTRPlH03LvSs6QpfdVYtuInj%2Fvjr93TavKc3Q3ZR1BR1hKiVT9f93ckZGzOuFwa9GI18J0WnaQTbvZV1pF4I1U82fsmPf7vPbkHdgzraiDeHe8%2FGM2z3XZooTkcQabxYrfowQKOfa0tKbCXKxY95fb5K%2FQtvVPhChrFuBF0A1cdqiPlJ%2BSc%2Bl8TQ0N56dbjQY4XOvrjrm2s5pSvx9%2FOn9Ipm8nvntoy9PHa%2Fxua36E75cWOCjfDP40qh96LCRQ7%2FlttUzv%2FnNhXm9yU%2Bf7l2gz79wZJ%2Fc58K%2Fsf533Clyt%2FeYvH%2FXyIGV%2Fv8M3f%2BsH935c9%2Fvf4b%2FZeeXJW%2F3Jjz8xv%2Fsy%2FNOZP4Hxh9%2FsfH%2F550gvlzKv8y7yT2x%2B%2B7df7Fa54AFnUwE%2F%2B46QSuhta7JIVX%2FA8%3D\" 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L0.461538462,4.98341538 C0.461538462,3.54433846 1.63938462,2.36649231 3.07846154,2.36649231 L10.6495385,2.36649231\" id=\"Stroke-3\" stroke-linecap=\"round\"><\/path>\n                                <\/g>\n                            <\/g>\n\t\t\t\t\t\t\t  <\/svg>Diagramm bearbeiten<\/a><\/div>\n                                          <\/div>\n                  <\/div>\n                                <\/div>\n  <\/article>\n<\/section>\n\n\n<section class=\"anchor\">\n\t<article>\t\n\t\t<a id=\"elemente\"  tabindex=\"-1\"><\/a>\n\t\t<h2>Grundelemente historischer Arbeit<\/h2>\n\t<\/article>\n<\/section>\n\n\n<section class=\"img-grid\">\n<article>\n              <div class=\"col-wrap \">\n              \n              <div class=\"col fullwidth \">\n                      <img loading=\"lazy\" decoding=\"async\" width=\"945\" height=\"245\" src=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/mohr-siebeck-methotik-der-kirchengeschichte-grundelemente-historischer-arbeit945.jpg\" class=\"attachment-full size-full\" alt=\"Mohr Siebeck Methotik der Kirchengeschichte Historische Arbeit\" \/>\n                    <div class=\"caption-wrap\">\n                      <div class=\"caption\"><\/div>\n\t\t\t\t\t  \n                                          <\/div>\n                  <\/div>\n                                <\/div>\n  <\/article>\n<\/section>\n\n\n<section class=\"img-text-col-2\">\n<article>\n\t<div class=\"col-wrap right right-small \">\n\t\t<div class=\"col-2 no-img\">\n            \t\t        <\/div>\n        <div class=\"col-2\">\n            <div class=\"text\">\n              <p class=\"more-width\">Gegenst\u00e4nde und Perspektiven, Zeiten und Kontexte, Arbeitsweisen und Zug\u00e4nge zur Kirchengeschichte sind sehr verschieden. Gleichwohl lassen sind bei aller Unterschiedlichkeit gemeinsame Elemente der geschichtswissenschaftlichen T\u00e4tigkeit erkennen. Kirchenhistorisches Arbeiten vollzieht sich in dem immer wiederkehrenden Zusammenspiel von Vorwissen (Was wei\u00df ich bereits?), Fragen (Was will ich wissen?), und Quellen (Woher nehme ich dieses Wissen?).<\/p>\n            <\/div>\n\t\t\t        <\/div>\n    <\/div>\n  <\/article>\n<\/section>\n\n\n<section class=\"img-grid\">\n<article>\n              <div class=\"col-wrap three-cols\">\n              \n              <div class=\"col col-3 \">\n                      <img loading=\"lazy\" decoding=\"async\" width=\"425\" height=\"315\" src=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.1-01-Vorwissen-Frage-Quellex.png\" class=\"attachment-full size-full\" alt=\"\" \/>\n                    <div class=\"caption-wrap\">\n                      <div class=\"caption\">Quelle &#8211; Fragen &#8211; Vorwissen I<\/div>\n\t\t\t\t\t  \n                                            <div class=\"editing\">\n\t\t\t\t\t\t  <a href=\"https:\/\/viewer.diagrams.net\/?tags=%7B%7D&#038;highlight=0000ff&#038;edit=_blank&#038;layers=1&#038;nav=1&#038;title=II.2.1-01%20Vorwissen%2C%20Frage%2C%20Quelle.drawio#R3Vhrb5swFP01kbYPjQADIR%2BT9DFpa9et09buy%2BTgC7EKmIJTyH79rsG8QrZu3bpXpTS%2B5%2Fp5zsHYmZBVXJ5lNN2cCwbRxDJYOSHHE8vyXA%2F%2FK2BXA45DaiDMOKshswOu%2BGfQoKHRLWeQDypKISLJ0yHoiyQBXw4wmmWiGFYLRDQcNaUhjIArn0Zj9ANncqNR0513iRfAw40e2rNmdWJN%2FdswE9tEjzexSFD91emYNn3pheYbykTRg8jJhKwyIWRdissVRIrahra63elXsu28M0jk9zT4%2BC43HPuGFucnhJ4T%2B7Vxx450L%2Fc02mo%2B3myxGegpy11Dk4QSR1luZBwhYGIxl5m4hZWIRIZIIhKsuQx4FO1BNOJhgqGP8wTEl%2FeQSY4CLHQi5oypYZbFhku4SqmvxizQbYhVBINagoHReM3NArBPKHuQ5uAMRAwy22GVJutpPbRfTUfHRae%2BraFNT%2FdGRqr9FrY9d5xjQdP%2BAxJYIwnei6zgeQ7J%2F6sCcR9Wwf2dKpCRCqeZ2jn%2BWwWsmTdQwJr94efAHikwIh8StlBbfkdqTwcoubzulW8UV1NHR8elpq4Kdk2Q4Myv%2B0GvlQq7ZlW0e4j%2FXGwzHx7ecCXNQpAP7wrABm%2BvsZo9tZwDajVYBhGV%2FH74zjskoR7hUnBcWWsW2xw%2Brpa354J63bpV%2FyW039Hec2%2BRvY5qYkYdVY5ql%2F14k7k%2Fa7LWMJ1Hbvq5rxjmoDm%2Fac3HW4z8kxYjzp4z7MdazNh7tcx%2Fr8Vmv2gfM77bKo815dNbzPyrLNY64Wct1jZ8eoudpPKOvoaLN%2Fanuznj8XFkywOn9onlRupcEohqnp3X3LutaBJHeXX7WmAFLy27HJZC9f3Mf46pc%2FbyrOkOZ1f3WFd4gtNQBIH882chw5gSdyApMWfj45A1NcnTnIh2H159LGa3n9%2FxC8fxcri%2BSK8PyrwnAF4qU1XkcXXNbXl8RdcQXYqcSy4Un2shpYixQqQSy%2Fbq2qjSXV7HWkihSKd5Wl%2B%2FA14q7pfVkIsGNRoEyxsp1eV9oVZvnRbrowLWU4Zn6dNPb6F%2BxnIMLiHLeS6VbGgz%2FDD8rPUnYOs1A8tkgW%2BaAfEtF2zbxUMqMzxGHZjPXErAUc1WyK5jGcub6utqcWTa89KxpmkS%2Fqor43w6I0N7oGO8sUNcMrUPGKTzzQ94BMPux4F65%2Bh%2BgCEnXwA%3D\" target=\"_blank\">\n                        <svg viewBox=\"0 0 24 24\" version=\"1.1\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\">\n                            <g id=\"icon-bearbeiten\" stroke=\"none\" stroke-width=\"1\" fill=\"none\" fill-rule=\"evenodd\">\n                                <g id=\"Group\" stroke=\"#25408F\" stroke-width=\"1.5\">\n                                    <path d=\"M22.5606462,2.92393846 L20.6369538,0.994707692 C19.9289538,0.283938462 18.7815692,0.283938462 18.0726462,0.994707692 L5.5668,13.3999385 L5.5788,18.0273231 L10.1821846,18.0153231 L22.5606462,5.49655385 C23.2686462,4.78578462 23.2686462,3.63470769 22.5606462,2.92393846 Z\" id=\"Stroke-1\"><\/path>\n                                    <path d=\"M20.8375385,13.1803385 L20.8375385,20.1264923 C20.8375385,21.5655692 19.6596923,22.7424923 18.2206154,22.7424923 L3.07846154,22.7424923 C1.63938462,22.7424923 0.461538462,21.5655692 0.461538462,20.1264923 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class=\"caption-wrap\">\n                      <div class=\"caption\">Quelle &#8211; Fragen &#8211; Vorwissen II<\/div>\n\t\t\t\t\t  \n                                            <div class=\"editing\">\n\t\t\t\t\t\t  <a href=\"https:\/\/viewer.diagrams.net\/?tags=%7B%7D&#038;highlight=0000ff&#038;edit=_blank&#038;layers=1&#038;nav=1&#038;title=II.2.1-02%20Spirale.drawio#R7LzX1vNIciX6NH2pWfAEL2EIR3gP3JwF7wkQHnz6yeT3l9Rd1VL3zFFrNBrVqvqKBAEwMzJix96RAf4J54ZTnJOp1sa86P%2BEIfn5J5z%2FE4bRFA3%2BwgPXzwGSxH8OVHOT%2FxxC%2F%2BWA03yKXweRX0e3Ji%2BWvzhxHcd%2Bbaa%2FPJiNr1eRrX9xLJnn8fjL08qx%2F8tvnZKq%2BMMBJ0v6Px4Nmnytfx1Fqfu%2FfCAVTVX%2F%2Bmoau%2F18MCS%2FnfxrJkud5OPxZ4fwx59wbh7H9efVcHJFD233m11%2BrhP%2BlU%2F%2FeWBz8Vr%2FngteOHP50%2F9XHj7%2BQlWxlipv%2Bifs12rsSb%2F9mvGv0a7XbyYoXjkDLQneZX2yLE32J5yt16EHB1DwsjibNQSvkV%2BvI%2Fj6f5C%2F3vHnn33EX7%2B9ea3zFf52A%2Fjmz66Cb%2F%2Flsu%2B7367Ltnkv8l%2FX%2FdECv4yyjNucFf%2FGtNHfXCmZq2L9N078tcpF%2Fhde8svAYjEOBRgdOOH4F98gf613%2FWde8duxueiTtdn%2F0reSXy5a%2FfPt%2FvkbzLEBU8OQX9FE%2FBYVv4IJo5G%2FvMXPxH9d9ee%2B8PsbUb%2B7Ef67G%2F0Y5g83An6QXH922gRPWP6NASN%2FfcD%2F2rio359%2F%2F4vzwYufEfz27s%2FW4F8Off3%2BfyUG%2Ft8MAezvDIHffO4%2FSQyQ9L9TDFD4f0wM4L%2BPNfRvxMDvJ4j%2BB8QA8bdjYC%2FmtQGJUU3SojfHpVmb8QU%2BSsd1HQfgi7%2BdwPRNBT9Yx%2BkvowRkwAnebDgryBX%2BR5qAQPofIHODg%2Bw8rsmvO%2F4TSiP%2Flm%2FDLyrOf9MXf7M9%2BZe2%2FM20f%2Baq%2F3zsz331N9z5q375Zyvxv25o8g%2BGtjZwWfEHc4MZrr8z3zqPXcGN%2FTiDI68fs5VN3%2F%2FuUPLL%2FhmwWzH%2FlYUZmjyHX8MedbMWzpR8geIAa%2FJdh%2B2Vf%2FHl32sNfpe0bn9cA%2BKvLcE%2FagWoP6yAMAMS9%2FqvuwLE76KA%2FOMK3P8jV%2BD2hxXwx%2FloluW%2F8iJQ2N8Mg7%2BGRL9PSv9ui0D%2FHayn74HM%2Btcs9GdLkizTj%2FYqmxPa7C%2BW408YXoJ%2FaPoPawc%2BwSn8juf%2FPhYmfwc0%2Fww8f472%2F5F%2Bfv%2BvZ2Lid9yE%2BKOJ8f9IL%2F5tif8r2fh3%2FA%2F9K3D91xIm8Q%2BzMfofaOMsL1I6%2FUfbmCDIv4QK5P8wVPymxv4r2fj3xQr8%2FzRW%2FD21rv%2B7bPx7bYn%2BFTz%2Bj8WKv0NI%2FvvZOCvIsvyH%2BzH9n4xWoH%2FUkP%2FX2%2Fj2l3j8f55X%2FFEl%2Ft9v4%2F9svOKPOvCPNv5PVHj9V9fgb9Zaf2mtv11q%2FYWe%2F11q%2FfetbqJ%2Fj9j9L%2BFpv3nQ33Y19L9d7R%2Fian%2BP6P9brva%2F6Tb%2FOy76v%2B9q97%2FX08j%2F9rR%2FhKf9xi%2F%2FHwA18u91Ney%2FXe0f4mp%2FTwXovwSo%2Fabt%2FrarUf%2Ftav8QV8P%2Bn3E16u91Nfy%2FXe3%2Fp6tNFv2YxvKs%2F2l%2FzSqzf0hj%2Bae%2FA9R%2B61hohm%2Bb4B%2BV%2FK8P%2BDxZkz%2FhzM9bTJhe1Z8wrvFZwz6Qp1iNDPhHd7z64VXgVayBP5zOMRH4P3utZPYnjIWnsJLOOb4lc0wll0zdNfAg0x%2BO0H%2FAi00Ff9TmYPlhs9PvBT1i%2BzXiYfchl%2FI6Gzwmx3NcHfotwfU2CtleHe5XTO6byYJRcAzjeDbrS012i1E8YN0QpeGIN2TZvbfzdoB7y3LDWYLDNdXI%2BasdLVLe3q4Aw0RdsUVD2Z3lXY2ywF3jyLHvtpKr0W8ntbNuQNILy8MMawHLhySOrf1TxOS9V%2FrP7YNomlEEHlrREjCPUB7Y8wQTr7SIeTIzwy7AfmwViWyVGG%2BPkSpWZidGk8G5ElziFzhZee%2FJoLKRKiJMeUjElD7QWIRXcZbREfyg4S2dPkFcCufgfv868cEmDeqhP%2FeOJ6LSGOOkzP7C8f0AviUQ7sqP72Q7XzqSDVYspoW4K2e2u8ih8Qz4z8qvZVZpV%2BoZSm5Gkitf6P2%2BucH7pmWjMPJwBZ9kiGOvdG7wQUU7xnVw%2FVyL4Pu1ntgQRXwsgalKSCM74FtbcM1SZakflStYS1R3vSJCvmdHotnU7yRQtmgfLN%2F37%2BWuMvdmpNeRY%2FiKMm5yZNEqHBpjyTaWYSiSFR%2BAKUISbKngAM4kHDLTyldM49n3luwiRsME5gutQ3m6CCi8IHQuJ92sn2nGZsuGTXOdiSd%2Fb02Yy8FW7vfqMRIPcO05ay5r1VrZjs63G0kdyC1r%2B2yS1I%2Bnbf2xbPpZkkXYW16fcDW4bhj60RJ0l6ERRAeHvDKwfZIJoe0nx0V6hQufcMT4jm3hS%2F6Ur3JHj%2B3ZjO%2FxKZF4aoaIzInxGr7A4Fm6ZaepbpmOrw6WMNlbsUsUPxhVdPKUfiaZKaGC7TmCF4Kz5ze1tdbb0agcvOs0A19uuq6P9mxgS5djfhs3LzpqlHYUM%2BdejklzOM8anEsabheJ09AsZG5Q%2BqeniUNzNaGhgybIt8EhNUSpPV%2FIWvVjGeEFp1DyXIHH7xS4hJD%2FGFuwAx%2FR2YWtUP0Tj3H7Tga2tRA9WMGgxye3qeBEv64ftiDUjxioeKEgbhHFVjRwJnHXDzrYZ%2F1D3yVS02SbpzRG3oVqDHq21MHXssejaIkCT%2B9kIMKAHkX1VMsuV3fwYdiTYeNCF433BzR6hT%2F7D6KrgbVlm599R8mOFKL3iuMl7PB6O%2BrnHJ30QEL6%2FWkfezRJ0X7OsRh345urGP4%2BOGckxoHfJ%2BI0HcuHk%2FR0nQMpx%2Bv32grjqR7WRC77S%2F3UN7q6GgnJ1L0cKw5OT3qDP%2FpFn7eODwtzn7gwxec0CoI%2BtiqF74QjYjnC8C%2B7JQv3FRnHgD3k7exEsCikwY%2Fk8Sq9jG0wjXVJTJVlDuH1AA%2Bvu%2FYakfs9b43Zgh67Eyx%2F0RALGAD%2F0GXR616KuL%2FooYcGar7X2M3Acw4N0HxYG62H604Yz5i71R%2BKuMltVFW5ZKOa9PEy0yW2oHAHpT0K%2FpPtuFaSCJXbfjz0fY0SIUNkkrnXwaOtWzG2GPt4glFYA78Rt8A00A%2FbuB8SDIglaPGe%2FRobPyXFq%2FGrjBmB2zdg6mHJuQleRvkcCTWt2SsyaibKeoHszP2h2SXnRWC5eqJPXkKXinMpqYMiHtDpqibt%2FYe9fdxAOai8GkvvQ8kB6SdPbnwfi5k%2BPiRfPjnwVcqWO5YzuNoAxkFHMMbJgHniLYpf6%2FlGnnL9BoCkHnckL1rgqYKpPi0JzP56hNUunKkWdgp0M%2FXWsKL4RUBaGTF%2BiwJyE4K6LUvlhksIwkrAkw53vd6P93Oboxu%2FR1JNFJ9E8R3Zj7Vn5AtxQOxie94qJ2NfewdQilWDE30%2BuWUeEcgDwAh2HpEqZk0d9Hzfte7pdNMRUzl0faYjZskqnWp%2B0qaFsDwFnWAEeMaN4FXRzhRlHAvLTknQy66HrXevN92zpOYHWPmKdOOOEpLrHo5hEAgscS9k576BO6O234%2BDLy3YcCB3M0UTkNYg5iITGECtOtQOyBprZz5XZAJb8VhY4CdFy6QHZiXMoxl45rvNBpW87kdh0t%2FJsKZKNrfaT2z2yl7qQZspAyzFD5Lh2411e55rqg8fdruVSq%2BvSYCuLYB2ljbVq5qNjwaxY73oj%2BbKzqPmGMJgKzxdTyYdiC22MZp9TfXdrE6v7VVyF4gN3NzkqGL3GnKOEpHdZ%2BxmLbsKAQy53enyEy%2F4dHcgKrxl7mE%2FbHhb%2B8UemqE2b%2BjQMojxNCqlp5IzOPIsM79O7GAwHBidBFEYRC7yNszZAZhbQn1cCZMBK2MzSTkfc%2FbWFvBtqY68om0A71%2FK5aj5mb2e3EzROxgMHYmkgX9iN%2FC7WGpJujH4KoL%2BbE1g7YYOu08oFV0kyENszgWeT8XL0E9JeOC3TuoiunHS0kZyiaV0EcBj2NfFLd%2Fu5pso0w13lwdrhfUxemphApMWPUZt83tQ7wiTT3j6ALdN1fX5RNnBpWZ8Xa7S5FhsURg8wvSpQnZXAVkSeahgNt3rUR3tgheYiawgLnd1xW6l1DdoShiv6RmoeiU%2FOWb7RItlpuuA8pb3YN9utLb%2B1FDJ1HutoH6Wl3HkkR5AT8YoB5kKG2aYK9UhmKnCdRcXLGkg43jTRakNfXPG1VaaL9JwSJwhBp5F5X1GqEtvPo6TSgSisDSXUA1kZ9t95nFBufi9fzrIfqInpAHyVj8f2qxenUcJY8lXMVVIzbGoOjd5V47c9MrG1jnxBNayhD4WiyHsVK6bkrS%2BbdgN0UPXwhZ3qi3m5R9UeQC2Jtz4%2B%2BPaAjzOtgBT%2FRlGbrrjBz0%2FqRUwONIC92M%2BJHHXgpejgMX4hkO8YMU4P48uVYyyJ2jpTit1nCOBMY9UmzxfmnQCVshGAMhxul0BzwKoeyS53IXqhHAuAe%2FSs57PulFd3bRPhpx5MXmBMCUAzDGhP7YsOtSWzvlUsjSuesMUmt2KuReQ%2FuE43Z1o7kO%2FfPLM2T6qcmU3tq%2BwtIvPRxlAv5CuI%2BAOwuC3ttw%2FYGLgW9CZ327IvQzqkdJ4HXItAV927uie3fROA2O91FY%2BH86jkjVAzRJdsxlpRm8RonRXdhTxORLGbTXuLU5%2BKDaDQdA3n7jCBxCRr3tnBitUQmW03bLNqgy%2BjsY39R6aDoW2VVJZCBDAv3KAMHQtuLvzRrMdAmYYhjcOWwfi8SlrN%2BjHZ4nDlZ%2BF5qxWB9KUrDrljzBiBisij8%2FVydM6b04Xi%2BC72Y7EChdf96F%2Bv99P84VTh7arHEkB5cuHE56no%2Fq8Hj3gXXBcS4Im91xWAfJFwdm0Zq8KC3cotqE%2Fr0PJrD5acXm9lk3xb2GCrSNQPQ3zptaZuGqRqSmzRoPZ3yQcx%2BnwqW%2BX7%2B30%2FsJaWx2yngz8qMCeuldrDmuNBrYHqvFJVm9riBlktbdaQS8weFQHA2q7oCECARDbJvkUkr0qWjaxRHSq5JOF3MuA00cSYVVcBCQNItKquAiF%2ByfD2WndrIN5fcj7MfszejKeIDtWxwIkOH2Qx4Y5KoZ3HLTuWmEAZyJdW%2BXPIn1YbXwUHgmyzAwYhj0uqoOkun5DqXtmS%2BylxZAEFBZg9xL0pKmicmfqZ0orjTB8C1xsvLjqGPUntlxYMPekuKnT5ponzDKFCf68wu2h1YfB3lb8RqcayOKpfQ3P0pwRzgckvJJfzQNkpx4Gf24ZmhsdqeOaivV86lcWfARcqj%2FSUJel5KO6cyT6o1GF5rA41XHTO0FbitpfpOA8GhmREEBOJnirSSUXY3cGL9VjZXOI%2BrmEquw8YQIuHvSb3OaxAUvKQNSwYN71e7KQrlh7QfoH%2BA8ebiADzQTd2DCYQRRB9WjB%2F3QmFoGBKyJrTBshlsNgDkAA9UopKwSwc4pTe0irG0d7cWKQ6MEmQlOW5viNjn3Euj5k6R%2F2HekjUpjn5M3%2B0fa56SNLMZgfD3lD%2FeKYZ2c1Uyv0UxBGe4CEnwleqJBW3cWGexBHDDKswGM3f1vCGU3k6lAYIK4xg6fuxSJzx8r3142bMmt8Oi8WhRILl%2FdzMzQ8uZwI6F0YabfydEdOOmHWN3mYYUXMlhkR3Fl%2FoWItM85jBSyLq6ERJEx1u115EQQgozWw%2BpOQeo5W%2FApX0fuKCK0e2y8X0096qxUwVoAnOkzU8s6BrDKnCnPI3CLyLNM9yda0tFQH40LcggvezdHmgw6448XpGUSpx2cCH8YmEFRhi1J1CAdZYvVE5dKCpwhhpCDwm%2FGpHGR2xEM8JB6G5p6vQQujJ0AjNnozG9o1xPpSL%2BatjZM1vX7YGvh3b18vnE4ktTxoQ%2BAlHtK6l8ANi8pYUICkWpIzBANUaipf3%2BiCykWT7ifJeIPiVHTm1g1c5B3jw3uPPR6IDDXzgz2Ktgz3qcn1arm%2Fov2F3M4RAXHQhA%2BlYOQjM3SCdB5jHbXeC1VNRSfq%2FZnaSCaxjP2IRKZiOCRxTDI%2BxkWoltYeT8bqZC6HtK9wc%2Bhur6VsiZJjD7zy3PbGvN%2Bv856tYcgD2wmNzw1humKGtGMqh0l7WG449%2Bjz30wADWUl%2Bcv321S8tCdabA%2BFYPupCAkgaOUDKZyzMaT25ERmF%2BNZP6nVmjDgaQg%2FbZArmK8PURkg01%2FaplYkEF8D0M4t0ZX47U7pN2hTCqTxfMfBamyEvMhC3GabpBWR%2BLnMMdIxIE7ak2C47EVFSwJiMjypn8FB1TiDD%2B9u%2B24HOmyjBddMeBTrT0zX0Lb%2BEK1dqw%2BAhQtiC6z9CC4%2Bu8hsd7LOF1j3W9fZcQB%2FEyAjj4MolPh238Mme97D0n8It%2Fv9VE22PIt0vYhHfivwCingAEypvTe3HGpZka%2BRpwR4G9QIx72NRCnG8gEgRIsCMudU72cj%2B280Gb3ClNYGSWy92IOJkPsK8BM%2F2wCZyKSCheUlsyZ1weVtUhVrMdWinhbkgckO0cNmWEf6FDvbS219QaravCV0TYNGfj%2BraUtFysdAPvMxlSS3O1CajePrFO3SZWVDreToNMjQsFr3EN9pZ987cA9UAUvFzWB8owidJwzxG3sB9OGC0Hjxp35hb5nnoXwqzAfUTW7LIjeh2wJVfFmGItqdXUFH51vtox0HjI5YYxnrIXMb1K91EyyzDLjojRYtujA1Hi6BPXqaNChDHJUhSPqt%2BriR72mkgFR%2BAoLD1WMmhOQMkQhWRXiBPnOuvUQgeIPoWxZg6xt8fFngutX2fc%2BX%2BJNYPDgJRHk%2BAI5jc30COBw%2BSs2%2BfRRk8Q6bc0xuJZuqrqAXPVHaYczf73ZO3bdTocjW%2BCwUkASf9RYMJfjseaYrQR49ZCUkgZUZd1slcB6YyDF2Les3b6OVDyIzOPaX2nuRUFV9nasFEilGT4goJzlasEiD39BbDWc1o7TJHZX64847yd3vxha6W2a%2BsMQzUg%2BJtQYL3m7Mzvlg2IDUCehxxs86qpNVbICiYg%2BeJZaCFAeoR2izxM8bCcPqqnLOKF8kZobohDbzMY6ce%2BmApxI%2BTEX07bOQRiC90eeAwMre3pOOdyCKpMcDZPsY0tJos6TsjALBIuPhN%2Bsit8udkmfDDLnxMoTbi%2Fab6KdqxJaeKhVL%2BDifrDshQFHtztixc6A4WsvcgCKMnnprYU432ikRrkTBMgmNA6UNlcMYqomDVO%2FGi1ClCDtyheo%2Bs98dMpFYLsUEXVgKCL%2FFTpoYfNvUYWk9AaxH5Wf22mC16JFWrfAJ3sm1nM%2B%2BPbU7I3D3z2hMQlG6o5dShRMCarw2WGqvWSicAHuo6e0MgwurecYdJ4O4jrlqDMzMUfmbveFd%2BfZL0iXeAmBKYvYKTeqN6XV0N265%2BLNyxW7rgempDfETvwBJTvhSeGPbpyj1weoKA2oxnetDAk6wKnFpcedaLzoSojrMY5ae3MmlF%2F089D8w6bIslwybPbsorfJa6r6fWYM%2B3iBLVFaV0aX5HbKJ85WliPeP%2FHjz1BYNbAOyPpJAbK%2Fjp%2FPoAfBU%2Fp5id5htoVPuH1Kul5QRki18vEaPhX7LJrO89sv7eS12JkNzpLYCwWTBVJZ9q7eWABh%2B24hNM%2FrGol%2FaR3bS4dyAteQRBAu2LumjsU0S7%2B6mg5QdZAXydKeC3G61Qc4e9SZt6Ytbeka136g1hXN%2F2QPDP863ArRnREBHIjIlz6GLougt0fpWGdGHCaTAnaQyIOexNB%2B7rEY8wQ7OfEMT%2B%2BEDXc8dD%2FZLAQAURRxH5RvypmcBBeh7FKbQ7HsOqLFhK7I7m%2Far2B%2FEQydgeF84ABG9O%2FR3UkRvB1lZC2TTT1XcakNHfMG2qzMabUvq7zNKEX35KAV7yRCbD6axFzXHiykgNmxMJqHuZWFy5hksjSeFh3sbkDxJkkS5%2FX769AFjD9bSx96S6aHbVQiXAp3CkIXjh9UsuXORNF4xJPU48TlVfL3j7YfbyXBHCNe9cm2ECfz%2BBPx8VX9SNRt%2BK8Aohab1n2Xw78qO6wgyUPfMP6cVCIsaomch1FHgYXUXiSwrnj9XwEDU7yJNja5OoI0rA0x7HFTmGOqZqSdBl%2FYWmu6n89CYJjJXGZEmdekRVoZMWdjSSgocaYvtsx52rnfI0jF6krEYyDs3aR3wlNvxCVMfrf8%2BowomCjhhWDrQPWA8O%2FIOo11FWzVbUVZX1OndqWNVh1ivF%2FaNNE0MVH%2BVr3NJRcwEn2JyE%2FVs8RqpZtzUDkJD2VI5gFB1x2ckMnGCpmKZg%2BFuNUH%2B4uNVXO%2BK%2FYAWYnKKFqaDDOzEeoAv8BjNF8xngU8zuuF8ZwA%2BKtb2qvI4kL10Cej0BxhC5jxIsWFukmgVg6mBst6CW4yjO8ZBPCfH4j5OMzmrUeWAQBs9fQLqAQiTQm7GGaTbDU%2BMznyb8kLciv7%2BuZFm%2BvwsbynfRYG8VOKlup4OmAuMCbijKCBPlrV2X0UHPwx7orAJIjuyHzWyds6UwIP33cWXW4GcZTkhroJQwpezyG5sqQyS6JIW7lj6eLuBp%2FPWvU0xiFkTTFzTl8UDujYafl4YW6cFrCNkAyw7Aj%2BofRqXO0cT2EFDlWTkbxmktz9WgF72qZ53y3y8PX%2BsB7wlaHMOtNyUamthGeFYVC4xfSd72Uj9pDYVTun2wdqCahTqPiZiDcJ7BKqDuG94StlZpfeLPhKlSZD2CDiTM792ymhk6Ijd%2FXZNqny9x2TcVWNc667n40fS3fnK059sHlFGW6muzdtCDoQiAL7IUefDK7jegnUbYo2ecL4fOtOl6VmeL6wzJL6x0P3xELyhgbVXQbLQKREH%2FL7k%2FXLUWYL7a65Z7kuBVgURJUGayzSLeWgM9AIcE5FEEx%2FilEKuf7%2BoPFo9VchhFPSuRvNsBbAFhnof5uHT0yN7cIHgvVA%2B4zgySJ%2F0zp%2FGqz0UWCv3kq5Fc6DdRN4eu6CLmf3iThYjbomsw5UXPphR0CkQpy9%2FxvQ50d8y1o1i2AMPKHCnmMjA6zl%2BU0KIRAqgHUA67%2FiZjXA%2Fk9PRswlAONbBNGcAJaqZ%2BElqq0utO4iDm8UVql%2FeFMhrmu6KcPXl100N%2FYbHvx5mR4HwVhzbiaNNYmrKdm9HJLFaTcfuzXqP4aY66HTkePkST6EMhUtL77%2FgyVWMvI8w%2FE7vIO%2Bh1%2F4a3q8X4UmsmALOr9zsBfOfcC0qobqtFzkZICmrkM%2FRQXN4Jn%2F83Ol%2B064hDhQP5iyDf5PJ1sU6uGUqUPdgst%2BcADLoMHUhoD1xHxdSU%2BJP8b4%2BZMSzhWFHicATdFf%2BnKX82cjHYdvmJ8L0t51nAGadEySaKID59VETWav54oGiQOFMiP04gbQ26nH0ppvxqYhOGzGpzkIb79LuXYvcJ5fum8nYoqJJK%2FlV8e8lNqXmjCypPj7fCoM1eUjzmq2f%2BTyas0kzS0WsXT80rnq4ga3KdTDf%2BuwoMjvmuKfzLq8b63nCL3nqI1T%2BFHJWNUwQ5eNjC1VYyYln63INxa%2F5EiabbFuTt9%2BW0qLYAxiSfosKKCY4GcRgo5j6JaiXtquw7lGW5ZX1kIpBlGGd1%2B4hztKVVVW8HygasOH4nDeTp5MI87l7PuxBqom%2FIoHysF%2Bv7skSeMb0KQsAQSLX61dr3y3n68FscYqvOn48Ej4b4Mo00hLbyITd8jc6qZgnPoGoKr0%2B9H6AhnDxGC%2Bmxm9S1PocN2FGzkeRxt7nMfKu1zGPptzCD7TI5Ds74pqv9jFYOwO9iBWnU1IDdE0iEKYcnpkq4OBBc7MgGdDMo%2F4osUeJ41uud87S4b7wmNy18MXl60O9WeIg9PL7qBVMtyie6Rhz8B0vEtdwYn9s%2BkrgrJiy4z9EmPaXUmA2tv7GkXWi4L9qab%2FkVbWQWIwBP1xVDryyh28kaq18VnAvJBcRoeztwG9k6F4KZ%2FUySPk8zHYGexqfuFmDOeCGuItThyZ1wHGg%2FiY0TyWGafuxJu23eJRj6%2BOa31ZFid7Q7mfUVerpj2v3il%2B0owZ1oK6AtKC3nO2cSj3OK%2Ftok%2B7s85vYMPHEdjCgHeQAC%2B9Jo3A7WyERW%2FxAb51gF7FQyv5PNY0jbdcTmOouDy8LymyPKky5%2B8T0rYJZlBnXLQmm97ECKMBhfivf1kyWUntEmmSA%2F8kPhbeO0IjWetFfM34bsTOi8wZmQB4gL2R6LiKItcZwPOWkribGhhPt0GMJKgnicpIaFcbZNiqxc7SU5%2BtugvLl3e48o0IASoR1r9%2Fh5iC%2BjXGDDxlfW77gdgNU9NukVo9seF8Jco54ETXi2aI0Db%2FXQtF8z6T25X6zP0jja2YQWaEfBB3p3uqlm39sfH0QDAs4B1onQJ53tTSfo1iar7fwzyWmG0hqmuROB2EFIxkKYK1ioGcwFaH0x6HxPEODABZRi6ivtrm%2FFofjRstplmTYP3NKmsp%2BuerDRDZ9NavwW8jkOhcFaML20BTrfS9yYXVk7h0j1tDBrOPLxrTjt9upO1bGV9n7PSt3s7tmzRFutH6zRhVu5z41ie8cIGpNKPiD9AMrot3E2UTxmgBqjf4km%2FR9u%2BXckUks4Yh1Nd7Tr%2FA1W8BdR7vYw8k2N2eeepDP385bm0m1bPIP5QdJ4rrtRgb%2BK0ZW37zY%2BcEjWpNdTG9V2hYjU4zGCxbpt5W6O7elZiIOoJxStJ2d1rvP3o0r1YuvArqWGRFPjWWLMEqFqFYDly0lQIRLaEf%2Bp2YtpG8T0FtWOgu9ITLHpO7GwEuyyozL%2FHSWK9GtBXgo1c02kAdSRRivcmu1WqbWEGTfA6a7PZwVlNuWWXYaa7h665nC5CMwbgxpfl7NeZE6HecprTUwj%2FeTVTphKjCtt8u0obYV4A5cJbr8AbKiZz9xy5r%2Bg%2FHIZGhtONSjF%2FO35hRz6Asq1EHbZ71FvlGjwJ2Y47vnCZHkHRPpAVRTfvSztX8w2AvGetBDA0t2PVSwwBLW7pv1aup9rcZ9TqhGIEc3HyKIY4nwjhNxPtVrWfnsXkjc4m4TdVceRqp5%2FdPl5B4lmXVeBle5tMF%2B2b32vBd7NN5hmKfeZhOR%2BKioQGAiZDVdLUyXQJu2XcJv9ybsH3F5uXvCCR8PncpNUJpRDrEK%2BURUj8eNFcYdSHnF1NJxJHjjtapdQIqO62DWMPOPb5dZpLkT0UEzTCEs8UBVaxel8cpFuM93gFj7WpPIwNpljxBqoAXM29rdEbE0CIbMu7rBndvyA3AOHw37MFIRXSMgBdjPcjOuagIqGWhb4uWShDcY5Qt9oyAMJ%2FRJRiBvqe%2FicKD%2FUsZnUVWFFHoE4MpDQqxGu9GUyyFPgU8wr3G7Xjlib%2FaRBtc%2FzHGYAAewNX8gQWeuD%2ByBIfPjUHh1uz4t8X4e2wuEf%2FjkAcnhOaCvu6fO%2BI5fzCTV%2B5%2Fi0IFwQs339hGL3bH54fOoH6Tr7lL%2FyY1P1IVq2ceBH6j5Jjmv2J0QiijV%2FvowqJ6gn5QG%2BiWujshSy%2FbJX%2FQuRwYeL3P4bKHVbqRCdQn3AdmkrcGaneDrJp%2B8U1RebEe0eM%2Bb%2FkYbqLxurxa9dd3E3C893%2FDITx6fyzGqPbWZuCO%2FuAV09IC0bT6j7zMJiUKse%2FlSgFA7YeELLMAku91N7K87VH06ubcitkHDf3d%2FEjRZE9VTyF0%2FAa5swC6CnYU63UQhEJ8P%2B6vva2ucvv0RsFmuz%2B3SxrHnocyPE26lsFED9z4WP29i7KfmBpJmxykWYCUMIzdyQ7VeZwnBgYDM6d%2FFH80t3IG1uoxfADshynCGYQrTEK%2Fx8sVUjCewDsx0VYAvs8IBaaftUQQifLb30Hy5zVnu88fYYwLGBqsCwNu%2B1Qy6KIAnyiG3SJf4ma9NfdsfDZwJvkC0TAbME088QGg75AFZt27e1j6bPoPnZ61v1cWjn6Ng9B4K91aKW6rDJe6SOXAdXzdPjcoN5KV4PgbSLJAietxqwbTazw7cK4ngkCNEaWJHWXLuE3sTBb4QcUTmGscnx8hIYVgPnWewA7A1XWqRmC75C%2Big3jmPSmCPrB1oF8OjSBfvHJUHG5ttezB7BnBchEH5qOFLIZEDXXPGSeUY8z6xQlp8NljoRIDkzgIE7YtQeJP5BmTKa8LuUoC3cNMCkwqUxLfyxqfOnW7VizTe20kAeZAj6mN92IzTjG9FvmyZJO6uBG0FN17e3XXt8oijUrJlO1I1%2BvM0AY8FmaBVnOUUdihqBYfKX%2Bi99GFRfbenXZpRrsmNl8z1UxDcM4DvOCtFPREA00Wm1J3vkKGkCgHTX4XGfo41hQtc%2FF6NoWcB%2BIRpvgIOc2Qi2yaNvqkvgL57zZvtp7L2EvvpZOLK1HTB%2Bi%2FAwE2Fc0W8X1rREhlgMECD71QwKI3sAUfrYgXNXyCZ83KtbRYYWlKZUeAqD7W9QPINbsxxbq7SXUW3NtfgxqsIVM%2BP4kHSfAs8OdE0EH3ZlUap%2BTQXDzJ%2Bl%2FqQGqa0TwLNQ6EraRUy6YRympcYCAEw48NJYEiLNez5Sy4H0Mvc2J%2BrggLN2T1Jr3kw7bee9lrtAKWxVL8JBB2osA3Ui0FYSsIZBYhwln5vVkxm4lSe3vCbClz9JSnMbEUdwDeudjuOpBTPDFN25CNMqJ1sTWG9RyymY%2BJgxQJP7%2FSzF%2FfQnU9ypiE39tAXQhkTp%2FG7cWmVRY3eMPsw8ZXKa99DwGY7wW5yKl6SZyO3E0YMMDovqYZSJWqCvo5%2F0mThhd4sgzmDMCY0Xu0p%2BpJKhzZv3yz2uYN%2FjgzX2lfqnDZBF5mU4wqFfDwxWBr2KI02syPkqepotgE14FHUcTxP7SqgCaOUT9d0ijsEubt3wN3FD%2ByzYiNVlkwTocU2%2Bg7MJRMxDbkJauuSmr%2BbvibAQQPMGrq0G3DWoNSwTWl%2FeCjskLo1COOdSBlKpY9ROdMDWSt6ztXsgfrgfliNknrpw0byNgAp7y0IzRmPCBXpwWyPlR2twcbPKEWjWGZM49NoKxTEbS%2B8GYK3kJvdv8nUQqgscGDj1IqItnaJWM2JunZpx3g3XYTlL%2BVpAeRkWFgx82SO3t3ba69HQu1gGxMiX3NHGk41J8iqacakPkmter7vBX4TSSCPyU8NlVjrTnuoTLbPO4DI6S2%2F3DDZQOE%2B5f0BHLuxI%2FdlmH6dDABVfZBhtlQbEjeFu4d1yPYWE2EDgQLYIe1XfYlAg7uvKUN631MsXcN8jNykpiOj4A23tQRxeHTAOV21fTbd5HjW8Zi6zHr1JCmRIrKk5h7Sw4d5HtnmP7116KbYgwygkjmOueHoh8O1SJTfA%2F12gD%2Bl9fWRaVM4RrgtLQEYLlr32xXJ%2B8Bg9YKlT2Acy2cihTszWOitI%2BzZ8f5b48BA2ECAAUV32SV3TTuq2qYBfLTVc2zUT6j4HapsnZ0tAWX4RYkfpqf6uzq%2Bs2R6cqNsjl1gKi%2FvIV8XNOh4VLmnRBtw75gmZiECDGDydiB%2FilJ8vwsLkHt%2BB3SJyPuLjO30tU9I49FAd0ZgdpKCFFFA8h8NaKGEfww2I2j4pWt4TeSSjbFa%2F0uxPsW7yWFxZknVT8%2FCKhMzL7r0rfVhAWq8ui4QfxgtKyff3bQfgUPintObyU8nXk0YOgQdKTioQ0sD%2B21Rouph1bDs%2Fu2Gw9BQm8xoLTmb7%2B%2F3MMGmFftZM%2BH8HN%2FU0hp8Ey1NNnpKEEwpUZHiDOIvFlv2FT%2FMoGu7CFVG9fLunjTEOdCB3UTazzSXD7WBixaRgNt11BTKy6aQsJ%2FZYO6DdI8h5nyAR7SQWaxKYHSM4zwAl0tspTvq3t479NMP9g0qKNjIlo4KQ%2FNfcxiCs3Lv6Z2Ii8ocs4Dd%2Bj36eMF9T2nAExTmTaBMCbxDPzYgICCmFjBP4H0zJespbQW2tgAuL6%2BPfSUNPWX5yPUD7Qzm2xBSPvlMP0XY6Net8zxKU%2FaOnwarFMJik5YmGpWgBjAxJsWLPxZ5lIrpqQE%2FL0oeuXNO9pL8D2XFH4dYRcQrbpsb0WXZhNZVLars4Osttx4XTRru8N05QsD6r1I75MXLYUuQJT29iji%2BjESf%2FbWbcW%2B%2BfO7XhgWsDj3pusKQPo%2BExAuwUQ6u5DRq4Fexmeu1MwR5MXvPlHxJsPvnDhDNNiP23mvnSrsiW8tbSiAmUqWPsy8Gi%2FVJPOVtAql6vj8ImZe7C3sOQP1k1ZHq1bWH%2B2O3tXxYPgLI6vq2WEem1fz7A2ZG7LeLtDZ6T1E7EKrRh61HIL%2F6HOxkAzy70SRzcPUnuTNcZRGZEagxYPoI1UMGd7x75gBEJ1QEgu%2F939pekyfRbgwQzA%2BxBGpZdlBMX4BqioDKqMIngGCsyb%2F9JUQmCy1L3MUBT1ZNBJm%2FfPPh0SwonYo17Eb96v9bC2kKcWUvhTZDtI6HWMyTLYx2%2BluadtICADj%2FqOFbw87787ZlaoTKthUvIsdGzvZSVANurWYlmI8nx%2BuH3AC1uGxHn3ywCE2r0Gz2EeEYNbC4FJOARA30%2BRnf7tvnx8NMz2etSs13%2FJIJg23TdcD56TG4mgTy%2BvPMtzP99mrcJbi7BWs4f7HHdNCpjlGPjtTdCo0wDbi9CGBPEIWB9T3Ut47E6NpRS5zY7rGYk%2FSBGTlvuLjwosNiD1flXpZAsWdLqFaWpXsYmtYncecmj8qowC%2BVrSm2EAr4AmXvMtwfjhcsqXPV8Ta3JwNwy9Y7tI%2FJS1CK03Lo5HmrirWGDg8yIXs7BFgRBWq%2FwuKcigZ%2BHzek1tiFCVSro7%2FtCs7i9sDxn6m5Tt2m4sjtxKsVOwPwIxe9MeXrtlAPbcr2kEo8bvRkfVp0DVD6QpoogMGA8tQEzfHYbcVUoGjCiH57z5LH7mOiNFa3RiDQlUxSL2I94syH%2FosT%2BTHQaR5IJ3SNj%2BUxcF1SXf4EbaAqHecna9B5RPaVJYSlw16FmKQ%2BLQm8FPZVWyNdmDaTSxbCQHJWJUY70uypohdRPUSerSUxm0AeG9TuUh4yoBtT7iIf7dRU4aIedeQJsGYlS1CpCK2rTJOumOTTZN93BkeWgJ%2BsRY1gZv3QpQnUtWeMIlOfsFO8bnp3GnihqYNHNk3J0DdU0rzWt2%2BMmmgariy8oGpMiaJ8kffHpgeu7BwLL393ab58aNXFEYRogChxYMXYeCns2K%2B99nXQY%2FEf9%2BcWursjesEMWyUB0ALRe2m1DFGdgKUyHNiGEYaPUrHPa5l36fWpB7qE297wKYL33lNk9vYnydJ45nygFJkvAZ7q60VklgEg%2FCV%2FMlxYsNJcRFPipyYeClijX2kM%2F83bBeXl5H2HxooaduUrvlh1NW6pdIqvx6sjoAyLDImp4G4n2tUJ5%2BWBX6ffelN1ZOYDCEgAli0SgZwNq8Kzj7LWYTz9hpLyUFmt296eBM5%2BMiDvXuHZEpCo7i3%2BDcGqR9Sw3G8EDAYGpl%2F3WipqFfxEUbXr6dC7jdQy90iMSSKITQI8d3TEepIp4ehUDtGjgG17LeLe%2BIMHq%2BFpIs8w5o%2FT01%2FmWezOdqSB0owrqxYs3Gn9lPuEXsZHVXjeh6TN5O4mrMxGqCl9bk3xlRLpkwJh5Ue7VJ0QZRfp57Zlp%2BIoLM2c6xwNYVApjydxQHUI4oDeFS57caeVL8muYXxst%2B2uqLONrLBh21cXaZ6SRfVtxH6wLCw3Aj3O2R7rx7YH0ly7Dp%2F42DO%2Fcph2QhdNuj3rR2o587P%2BxI11TzqDZw7vmuooQPcWVmus2esv5AfYhcj132gZAoDBbsIrwvIONUzaNFEb9hTBY0%2Fduhe7VLPPacjn%2BobqfHIdeqOUewtlibUV54d49fxK3bnG6SbloAtFQPohagH0amG5hfzszUox%2B9S9AR56Trpa8SxyChxxt1l6dSvfzT6m9uIXAOnlJvOn6QIOUqXGRwMk3ZBFljkybBxT2vFQ%2FYQ7v7i04y3GLg1AmoWnp1JTVjRIudleM3RAloijq41nxpW3PMXxe6tDT6AM5MMdjvoRwPaBF0%2Fet5UsuRYoFx9EwkOoBC%2Bv4T7aqTxamwBKGFCqCbC0%2BXmtTzNbuRsfp9qZm8xdPEel7e2vsGFq1UG2JQQuN3OwZveCmzBCO387kmhVOonCk4vXhnV6E51vCgQ03%2BjS47ZODBqn7QiQijCkWs7tQEURT2Dt6hOP6KJyhyz6sq56AIlc33s37%2Fc4FYYzMPqgNd%2BaqKn3CReib3JLh67seRpTT1LD0x3v8NnVeP44TKCVHugKWxzn4%2F6KRYAMj9Qm64P19eK14zeYhyFzD6u4a63etj0lthFfYIsFmxHttSEEF5fmh759dxWjQKirX9n8DpswX%2BTTqVqhPd%2Fsh6QJLoSta%2Bx7P30LybQzOcnlcpMtUK1FEyPjpb3fKbg47BTGgru3EcSi2HXPT%2FGAPXM3kJIg7qQD2Te3vMGmK3Kmze4gZKaPuG7wUQ2R%2BpOzgytzb7k9u8czBpS9hClk23aOQXTILILIpGB9PFCFho2eXNXVQiOVb5R5QatE%2BrOty80CUUvJTdTVpIOCfNTFYthepNwzhoesblGlHnd%2FKt0G4HRqMKjkVQduHloAPodofSNJ0VqjpQE4rioPPqbQ%2Fmz1CmVEA86ScteygJR25coWVzPszr4BMk6baL89rLQbJupeYLpfrKGFYnmJsq0OH9pza%2BzGtskqDrzibQGhG%2FDxWnAr5AF0liMZL37gYeMAfB4MKkcnZ2JY%2BsmWlFKLXbhtR5Xk7NvV4ZMy9%2Bf8lkBAsdS3B1Wv5W%2F7h4njOGHNzT5bqO4%2BcLX%2FPGy6bA8k1XvmvVFbOxK62l%2B3GnaG94IeLPd%2B4dnqYHTAUODuntTw3lYAJ3asJ2DssYdmw9xMh5h8tPD2ZB9XYU4v5A3IKXUvj3sZCOCmRl0dcTWYUtt6BHte5onoSM7bweyPgngu6aC8k2gpDCmxdP9l5MAf8MLGshColOmRtwhF8gb2oaPT0ILJvAUXsqlLCq5f61i0HgXg%2BTNIjvXL9X0HBOpd%2F7absvV3y4awHrnEwg4gGkBGDRVKicMqHfyUuCRJCz9J2M264EWMOA7WpL9aIi7Lyf3uN5UubH5KEu3lHSDT7vCZmGNNQkkhdwmigwSPEHmxBIAZ3QBHKs1LbuXju7qW1z%2B5BXD%2FVsZAglIapgIwfxylOZ3Is4oBBcApIQUUInuuwQ1o0e%2FY7yCgQRB3I0j3PIem6%2BgAjtVDAlrFQSB8q2zRPCiEsc8X%2FeOT4s25a%2F2R0rzpszHcsCrkPh8%2BZIU6E2Xfa7CiR%2F5KxO223II53%2FgvXagiUeMthGUAZRnRB2nAXbLvUzKwaPO53W60zFWjg00Sv4xIL7zRyOXf57uxHV9wHni%2BYnKZTJmc1PD5ou%2FTcCOmuxn2gaqQhLvbCBr6fdTIl9GiM8zJtPHgYedxlbWyIzzdhb3bvuA%2BZmn4EEa1GJrveHAPKrgeSIabsJatbhsCt0YNtd1lkRI4%2FfZ5uWzN7DeSJGmxdQL5Wqan816MxO5uBpC%2BShMBTo5gA42LVaBJiHe1g9cinRg7OxXDRh86hmxFYbmQUgx%2BzPjQR3OBjQKkp7SbURYmZjqrNnQvQDQkmzLruynB6pb5njw2cZAc9vgwjtcpA8CjXtwA3AtVIrMkLD%2BlPKpd3tqSPexVZnWuQHdYRSbuG2k4Bj6DtA3lefl44bTqWf31sO95BTg70a3lPGPPro2QloBPfldPSL%2Bl9%2Bf5spDtWaZx9YRtIc4D1ac8sFb4%2BEzExLBjH5Pdaacpi%2FM0zheRsC3ltC6%2BTye9C9R8oVva3ECiVEbtssAE3pEmeU2%2B3fLTrpzHygQx%2BtT71PPhkxoALwvLqcPAH5TJ28Juj%2BXo3TZwJxVT9Rd%2F9V%2BXI%2FUJc0ZNBXnUdN%2FYCTeotjCW4PMSoYp4AbffKrc6NRcQcFVsY36816RwJteZ7tYFtw9em%2FJAckPmoZxgh4gCZIlxdiu%2FHeJmCbB7KEuWVg8ZZn5CsDxmajazYxXReOgWv5EdGueP%2FqQtpcdvJ8mgsANnztMgyI3QHDpuRCA1gwABy6rukBlc11XKVUh5jSdjnN9UEmiKTcnpdk%2BeeOHY3r2E7Utu9ny8bb1GHm7m7iFyz3l1d%2FNkHd4s%2BbQ7QSJctUPvcIdCOAyjfWEWrfYNCKyLymUnB8yRRc906mqj6Pf59lg6l9rK%2BEM%2FwqNrhPgiYF%2BnKb0um5syAE86bCrPCvXB%2Bc8Lxk5IN9YwjF31aYPku2rwmeCsLAPJvfR2ESRxucPgeYrAclZqnCuShw7jwPp6qOydE92EKDNe5%2BO88u2S6LRtGhm2yVX7CSNtTE5vY9jXc2qSgRLV6oNS29xzLno3ScNUno1KzuCW6KjMN%2FKuSJkt2UgJZb%2F5%2Bog8SW9c7XXOAHQp%2BrxqQzgDlY2JupueiWVXh8a77HXj6Mgoo3B6Fr18pe9nTIqnw2%2Bksyf3zUipjy0JRLYtUjlWe5Rjd73o%2BziBTwNV6FLqtxbNPF1xrNePXoc9QN9CDuK0cTuKsLMc62ILJVmpRhejjyBto24YM%2BmONnF8DovYW9KqzvfJohnVh%2B6rSYDwvaxO4aEQeQAuxRKFO0%2Fc6wkk3xktwVU3bTwWduQLBXu78Y9%2Bx8dnelA4lamvitycSobt79VnTaLxLTeQ4QGYmBjINoL6nXRK6J5FfhPPOhqi5jXcOWeTzuJRUx1hhR%2BUqJ4f87MBzWY7BL7SxMYpu263hh7vd5jP%2BtAM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\/>\n                    <div class=\"caption-wrap\">\n                      <div class=\"caption\">Quelle &#8211; Fachliteratur<\/div>\n\t\t\t\t\t  \n                                            <div class=\"editing\">\n\t\t\t\t\t\t  <a 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Gno%2Fq%2B%2BR7wLtiuNUGTVy6rAPmi4Gpas1eFlT0V29Df96lkVh9tD3m7113xn2GCbSNQPQ09k9uC37VI16RZo8Hi79Lj8aDCt77fvndQxwdrbXXIeiLwowJ7616tOYw1GtgRqMY32by9wRcQ1Wa1glZgcKgOGtR2QYMHAiC2TfItJHtTtGxi8OhSiTcDuZcBu48kwqa4CAgaeKRVcREKr2%2F2YKZtt0768yVe5%2BIv6EV7guxYHQOQ4PJBHBuWqBjmOGjdrcIAzkS6tsnfVfoy2sgXHgGizAIYhj2uqoOkuv5EyVdmS8ytxZAEFBZg9xK0pKkic2fqF1IrjTCcBTY2Pmx1jvobW28sWHpC3NVpd80LRpnCBH99wp3X6tNgntvjSaUaiOKpfQ%2Fv0lwQ1gckvJI%2FDQ%2BiUw%2BdP7cMzY3O1HFNxXq%2F9TsLvsJDqr%2FSUJel5KO6cyY636hCc1qs6rjpC6csRe1vQnD4RkYkBJCTCT5qUonVOJzBS%2FVY2R28fq%2BhKjtvGIALnpqJfRkbMKU0RA0Lxl2%2FJwrpjrUPpH%2BA%2FzzCHUSgBacaGzoz8CKoHi34v07HIhjgCs8a00bw9TToExBAvVLKCgHsnGTVHtLqxtE%2BrBgkerCLcChLc%2FzxjmPEuj5kqF%2F2HekjUpjX5C3%2B2fa56SNrMZhfD5mhfnHMq7OaqRX6KQijI0DC7wS%2FqBBW3cWGe%2BJnDCKswGFPf1%2FDBU3k6lRoIK4xgyNfxSqz58b195OdMmt8Ox8GhRLrIR%2FXbmiP5HYioHehpz3Lyx1Z6YJR3%2BRghBUxW6ZF8GT9g4q1TDv8BlgWW8NBkDDV7Q7lg%2BOAjNZg1N%2B41LOU4lcPFX1tiNDqsf1xMf2i9loBbQV4osNALR8siCpLqtCnzK4ix9Ddm2hNS0t10C7ELdhgbs42H3TAHW9WzyBK8d8JXIxNIKjCFiXrEDayxOqJzKX1kSK4kQLHb8a3chLZGQ%2FxkHgYmnu%2BBkcYvQAaMdFM72jX4NtHvelZGydr%2BvyyNfDf0X4%2BDyqR1PKkDIGTOEjrPgI7rCptQQGSaklO4zRQqal8%2F3gXVC6a9LoI2hsUp6Iyt27gJB8YF756jOcRGWpmnjmLtgyPqcn1an19ouODPK8RAX7QhLxS0PKZGTpOOPxYR633QVVT0fH6eKc2kkkMbfORSFc0iySOScTnuArV2trjRVudzOaQ9hVuDs3ts5YtXrLM%2Bag8t33S8%2Fy5XtkWhhwYO6Hx2SFMN8yQDkxlMekIy%2F3B8n3%2B1xDAgbKS%2FOP7bSre2hstdl7BmX4qQhwIWvlECudqDKm9WJE%2BxHjRL3KzJgxYGsJNO%2BQK5ueLVwaI9Le2qxUBxNcAtHOLd%2BXj%2BSL1JxxTEoTx%2FHiA2dhxeZWFuM12SSsi8XubY6RjQJy0F06z2YeM1gT4ZHiRv42DqnEBF19uO7cDFbbR%2BtBMeBbrL0zX0Lb%2B4q1dqzzAwhWxBcbmg5vLbiI7nKzzBcb9yescDwB%2FEyAj%2FIkXSvx8HWGTvV9h6fPC8%2FW6VJMpryLdbpzPn8WjQgrYAFNqX80zh1pW5GrkLQHeBjXC%2BWojUYqxfAAI0aKAzDnV%2FG5kf0aT0StMaWuQxNaLI5hwua8AP%2FGzHZCJTCoYmF4ya0IXXM4mVLEWUy3qKUEe6OwUPWyBeaRvcTC91NY3pKrNLKFbGjTy%2FK6mPRVJHwPxzMdUgthfQGk2jq%2BTlEuVlQ21kqNTIELDbB0vzmlnvzrwDFQBU8UuoH2jCI0nDB9P5gbowwah8eEu%2FcZmmeOgfCpMHuomt2WQp9DtgSp%2BLEMR7c6uoKFzrfbVzhN6R6wxtMXLLFwLEOomWBcZcNEnJVpUYWocnAJ79DRpUIY4KkMQ9FuVfxLzNJJAKr8BwWHrMRNCYoFIBLMinEBdOdveIhC8QfSTFmDqJ1yvF9hus33f8yXuwlcPdgJR3jzAcWypLwCHw1epmdlHQRTvsCXH5FayyeoOetETpQP6%2FOtl5%2BRrvxSSaI3vSgJJ8N2ewVCCa%2B8r3XDi7CErIXCszNjnJoH7QEfOsWsZv5mNVj7xzGCZP2rvQ0BV9WNcLZBIMXpBRLmI0YJJmscTfdawVwtKmexZqb%2FmfBDs62Xsobtn5gdLPCP1kFhrsGB2Y2bJB8MGpE5Azyt%2B11GdbGIDFBVzcgy%2BFoQ4QD1CmeXjehLQre4qZ43yQ2BmiE5os5zjyLq3Dngq7sNQRD2%2FK2EE0oy%2BBwRm9o6ecLwTUSQ9HiDbx5CWQps1ZRYUCBb5Ef5EXeR5u1PybughNz6G8PxQfhP9Zo2Y0lOlYg356824EwIU1eGMHbMEiqO19BMowuittxbmdKOd4uGGFwydUA%2BgtKFyGEM1cZBqbrwIVYqwIzao7jN77pCJwHIpxqnCUoD7rXbSxOBtU4el9QSwHpXf2WeH2SI%2BrVrhG8zJvV7vvr20Fy2wr%2B9oTEJRuqOXkoUTAmq8NVhqb1koXAB7yGl2hsGF2Tzj9SCCuI7ZagzMzFG5p70%2FunL2S8LFZwEwJTH7hCY5Y3odvYxnLv7OXHHYemB6aoP%2F%2Bi9Akgt%2BFGZs%2FxalPlhdYUAtprN9iMMOVuVDWt2l1ouOgKgO45ilJy9i7UU%2FD%2F0vDLoMwybDbi8uSqmclrrzO2tQfgZRorKqjCrNnyabD66yFPH1lfmZI%2FdoYBoQ9ZEEYnsdvx2%2BB8BT%2BUeKvWC0hUZ5fAm5XlNaSPaQ%2F4weA%2B2WSRZ569f5fa92JsPhSG0FgsmKqQwzq88WBxj%2B3PFdM%2FrGoj7aV3bS4drBaMkjcBZsW1O%2BsU3i0b1MByk7yArk6UUGud1qg5zx9S7t6Ydde1q1Z9SawqW%2F7YHm%2BGtWgPaMcGhIeKbkOTRRFH0mWt8qI8qbQAq8CDIDch5L87HLasQT7ODKdzSxeR%2FoevbkmR8KAKAoYlky35GZWgQUoO9ZmEJzHDmgxoatyO5i2p%2Fi4HFex6F73w8AInp36nNSRLODbIwFoum3Kp61oSO%2BYNvVFY22JfWvBSXxvuRLwV4zxOaCaexFzfFiEogNG5MJqHsZGJw5GkvjSeHg2gYkT5IkkW5%2FXD51Qt%2BDufSxt2Rq6A4VwqVApdBlYfthNkvuXCSNNwxJPVZ8TxVXH4%2F2yx5EeCC46965NsIA%2FnoDfr6pv6GaCX8ywCiJpvU%2FRPCfmR23EUSg7p1%2FLysQVjVEr0Koo8DD6i4SGUa8fr8BHVF%2FiRQ5ujqONq4MMI0%2Fycwx1CtTL5wq7T003W%2FnoTGFZ64yIk3qUiPMDJmysKeVFDjSHttXPRxs7xClY%2FQEbdGQd%2B7SNjxS9nhMmMq3%2FnxFFQwUsMMwdaB7YPDsyDuNdhNt1WxFWd1Qp3enjlEdfLs%2F2I%2BnaWKg%2Bpt8X2sqYia4islN1DPFZySbcVc7CA1lS%2BYAQtXjsSCR%2BcApMpZZ6O5WE%2BQfLt7E7aXYPBwhOicpYTqJwE4sHrzAozVfMN%2FFY1rQ%2FcF1BuCjYm1vKvcAspcqAZ3%2BgoGQWQ9SbBibJErFYGggrVlwi3F0xziIl%2BRcXf4yk6saVRYItNHTJ6AegDAp5GZcQLjdH4nRmbMpr%2Fiz6F%2FfJ2Gm7%2B86S%2FkhCsSt4h%2FV9XTAXKBPwHVXAXkzjHX4Kjr4YdjjhY3j2Zn9qpGtc6YEnnwd7mN9FshVlhPiKggp%2FHAW2Y0tlUYSXdLCA0v52Q08nbNebYpBzJpg4Jp%2BWDyga6Ph54Wxd1rAOEI2wLQjsIPapx5y52gCM2iokozcM4P09ncUoJV9q%2FfLMvnZ88d6eLQ4ZS6BlptSba0MLZyryiam72QfG6nf5K7CLj2%2FWFuQjUK%2BxkSsgXuPQHXgr%2F2RknZW6f2qj3hp4oQ9As7kLJ%2BDNBoZGmL3et6TKt%2FzmIyHaoxb3fVczCfdi6s8%2Fc3kEWm0leranC3kQCgC4IscdTm9gu0tmLfBt%2BgN%2B%2FulMl2a3uX1wTpD4hoLPXhe8IYG5l4FyUKnRBwerzXv17POkoe%2F5ZrlfhQ4qsCjJEhz6WY1T42GVvDARCTRRF6cUsj1XzeZR5unCjn0gt7VKI6pALZAV%2B%2FDPHx7emQPLhC8N8plLEsE6Zs6uMv4tKcCc%2BVe0rVoDrSbyNljF3QxfdzsxWD4M5F1OPPCFzMKKgXi9OMvmL4k%2Bixj3SiGPbCA4uEUExF4PcvtSgiRSAG0A0jn43FlI1zPZHX0agLgjnUwLRlAiWrBf4Pa5pLbAfzgabGF6pdPBfKaprujh%2Frx66aGdsM9fizMjgJhVhzbiaNdomvSdp9nJDFaTcXu05rHcFcddDrzR%2FkRL6EMhVtLX3%2FgyVWMvI%2Bwx4s6QNxD7%2BMzzJ8P7kmMmALOrzztFfPfcC4qoXpuNzEZICirkM9RQXN6Jnf%2BPun11O4hDhQPxiyDm4lk72IdPDIVyFcw2TMrgAg6TF0IaE%2Fcx4XUlI%2B3%2BNp4GfFsYThQPPAE3ZW%2FVyl%2Fd4I%2Fbdv8Rpg%2B23kGYNa5QKCJAhhf%2BRrPWs0XTxQFCmdCbP4C0tqox9Gbnsa3wjttxKQ6C%2B1Hl3ZzLbLfXHrtJm2LiiZtxI%2BKn9fYlJorsqT6%2FP5kGKzJQ5rPYv32h2%2BuJs0sFbEO%2FdTYincDW5XrYHn22Vlkdsyyb2cu7yfjecIfeeojZP4WckY1TODlI7%2BHKszkxIt1u4bi11wJg022b8nst6W0KvYAmqQ%2FowKKCVYGPtgopn4L6q0dKsx7lGV5Zz2kYhBlGOdzeIizdmVVFTOPogETju9lNzkqiTCffeXDEaSa%2BMcTSA%2F78%2BmVrIFnTN%2ByABAksr1%2Bt%2FbLcn4smCku8VPHPJ9w2QBnppHW2EYm7JnP6KRinvgGoqr0%2BtD7BRrcfcSPYmr8JkWt7%2FkUFuTiizT2vvzIuV5H8025h184IpPvHIhrflp%2BsA4aWhEjTpekBuiWRMBN2UdmqoCDB83TgmRAM8%2F6q8QeKY6zXB%2BspcN14TF5aeGHzTdefVriIPTyfNYKplskR3e0OfiOF4lbODG%2FY%2FpJYK%2FosuO%2BeJj2t1JgNrb9xZF1vOB%2B1NJxy5tqIbEYA364qSz4ZA8%2Fnqi18lXBtZBcRISytwO%2FkaF5KazVyyDkczDaGcxlfONmC5aAHeIuTh2K0AHHgfob1zwVH6b9dzQpv31EObbx9zJbFSl6Q3tcUVeplz9u3Sf%2BUI4a1IG6AdKCPnOmcyr1vO7sq026cywzvmPihR2gQQeIAdajJ4zC7WyFQGzxC611QmEIKGX%2FN5vGErbrCXT1koePBWW2Rxam3H1j6lnBKEqP254E03xuAAoeML6Vs7UQpdSekSYZ4B%2BZVzjrDI1oq1f9szyeI3ZFVN7ACMgB5IVMz0UEsdZoliOd1NXE2HCiA1osTiZBXE5So0I%2F20clds6W9HzdTVCufNmdZ1QIQImw7vUXXBx87GPcPIaMqy1fcLsBKvp9Uis%2BG%2BY7Qa7xUUSNeLUoRcH3WiiaH5nUftyf6A%2FC%2BJYZeFboJ05Furd56e6fO1efOM0AzoHWCZDnXS0t1yiW5mcW%2Fj3F9ARBTZPc6cStYCRCAcxVDPQMpiKkzp8ax9EUcGARtfD6bpvXZ3VYdrScZk2G47ukhKkct6vyJrLrm1mFP4lMtnNRgCZMD4diex1FLmyOzM4xYg0djDq%2BbEzH4%2Fm8dMfKuCqb50V5md29aI7wpPSnNapwOfetSVznAFFrQsEfpF%2BYEe0m1saLzwRQa%2FQn2aRe%2BzNnz0xicEesq%2FGV%2FghfswXcdbSLI5xsc3eWqQfxfHZmbSHUssm%2FpB8kieu2OxH4nxjZfPNmFp5DtCa76d6qtD1GphiNVyzSnxv5cp5rTUcsQDmlaDs7rQ%2BfeRl3qhc%2FCuheF0S8NIYpwigVoloNXKaUABEu4ThyvzlrIZ1NQG8Z6Sr0Bs8ck3wZAyfJKj2uy9tZ70S3VmChZLfYQB5IFW58yr3VapncQhB9TxjujnBRUHZfF9lprOHurXcKg49AuzGk%2BXm15EXqdKyntNZA8%2FObUTphKjCtt8u0IfcN4A6cJar8BbKiZ75xy5g%2BT3tEMrQ2bOrZi%2FmsOcUS%2BoIKddD%2B3Z6Rb9QoMCf6%2FFnzhEgyx3h6AtWUn%2F1iHV8M1oIxHrTQwJJdDxUsMIW1OzNeTc73ZryWhGwEYnTzIYI4lghznIjLpd7rxmWvQmJXd5%2FIl8Ibqeb1b5eVe5Sgt2UdXOXWBvtj99r7VRzR%2BIJunnq7jUciX5GBQEfIZrpamK6BNu2H9Hi%2BmrDn4%2FJ2j4QVvh46lbugNKMcYhXyjcj%2BETdWGHcg5BVTS8WR4I33pnYBITqug1nDwvE%2FVWaR5k54B4dhCmGKB6pauyiNTy7Cdb4T%2BNrPaOIZmLuMD6EGWkG%2FrcMdEUuDYEjP1ROu3JZfgHOP0bBPIxXRLQJSgPmuT%2BOuJqCSgbbFPy6Be4NRftAZBW44oW8iAnFLnYvTgfZLGt9VVRVC6BGAK7yEWI32pEiXRd4Cl2Be43a9csbe4iPNQ%2F%2FS52kCHMC2nEeCztx4jMeQhT8VTt3vb4vP73P%2FAPcP3xwgORwL9HX31mnf8YuFIHv%2FW5w6EE6oOe9fsTgcmxu%2BfM0TrntI%2FTc3vlEXqmUfB36g5rvkfGJ3Qki8VPv7S6N6gn5TCuiXuDojSy3bN3dThxwZj3hdwncLR%2B1JKGSXsF8QTdoazNkFXjf5xIsk82I%2Fo9V7P%2FUZbaDyen5a9Nl1E%2F269Xx%2FRH7Cf2%2FHqI7UpuOO%2BMEtoKMHpG3zBZ2vJMQLse7lWwFC7YKJLzABk%2Bx2T7G%2FX1D16cTRitgOB%2F5n9SdBky1RPYU49Avgyg7GRbCzUKeaKATik7d%2F9H1tjdNPfQQslutzu7Qf2PtUFv6CSylM1MC1j9XPmxj7zbmBoNmxigVYCU3LjdyQrddZQnAiIHL6L%2FFXcwsvMFpdxq2AneBluEA3hWGI0zj5pivaExgHRroqeKyLwgJppx1RBDx8sY%2FQ%2FLjNVR7L1zhiHPoGowLA23%2ByGVRRAEuUQ3aVbvG73Ls6218N3AleIFomDfr5SDxAaDuEh6xbN59bn03fwfOz1rfqgu%2BXKBg9XmFnpXimOpziLlkC1%2FF189LI3EA%2BiudjIMwCKaLHrRZMm%2F3uwLOSCDY5QpQmdpQ1Z7%2BxN5HghYgj0vc4vllaRgrD4nWOxk7A1nSpRWKq5G6gg3rnOiuBObN2oFzsEUW6%2BGLJPNiZbD%2BCxTOA4SI0ykUNVwqJHOiaM04qS5uviRHS4rvDRCcCJHcWIGhfhMJM5DuQKZ8Je0nBo4WLFphUoMRjL59c6ryoVr0JY94vHMiDHFH5jbdppxlnRb5tmcBfrgTHCi68zN19H%2FL4QKVkzw6kavT3ZQIeCyJBqzjrJRxQ1AoOmX%2FQV%2BnDpPphT4e0oGyTGx%2BZ7acgeGUA3x%2BMFPV4AIYuMqXumkOalCoEdH8TGvs91uRDYON5M4aeAeATpvkGOMyZiUybNPqufgD6HjVntt%2FKOkrst5KJLVPTBfO%2FggFuqgdbxMetFS2eAQYDNPhBBoPSyB4wtC5W0PwDgjkn19pugaYllRkFrsKr7Q2Cb%2FCkz2t3le4uuq25BzfeRKB6fhUPkuZ74MmJpgHvy%2B40Ss23uXqQ8bvkl9AwpX3jaB4KXUmpkEknpNN8xEAIwDDyTgJdWqxhzV9yO4Be5sbx3hQUaM7uTXgNT7c%2F%2BbTPZgcohaX6U8CpQIVloF4M3FISrihAhKv0e7OiM%2FNB5unz8VSBqX8khV6sqAP4xtZuxxKk4plhyoxchAm1k20pzPeIxXROLMxYPNIX9e7FI3SXi1goyI099IOQxsRq3GHcWmWRozcsPgx8pfI5jhCw2U6wm5yM1%2BTdyO2E4QP0zluqoVSJmqCv498wWXiht8igz8CNcY1Te5K6pdKhzOdPFPu%2BwJ8ze2jtJ3UuG6eKTMofCol8PTFYG%2BYsjTazI%2BSt6mi2AzXgkeR5vi%2FtLuAQRimXbukUdwjycl%2BAu4tfWGfFRKosmSZCiW300zCXSMQ0ZCeorUty%2BVn0NQEOGqDX0KTdgLUGpYZlSgfvobBC6tkgtHchZSiVPkbmdA9kreg5d3MEKs%2F%2Bshol9VLeRvI2ACFvFoTmikeEjPRgscfKjrZg5xaUpFAsM6bxbbQVCvy2F2Ya5yzkafczkVoImQUOLJzaENHWbhGrWVHXbu0cX6aLMNytvC2AnDQDM2aezFKH%2B%2Fwc9YirHSxjQuR76QjDqZYE2TTNmNQ3oVXv%2BVU8niIB5DHxraESa93pCJXJ9jkHEDm95dYnJhsoXKd88cCwGztyP4bp18kAUNUHEWZPtSFxU7h6WIdMb9ERNuAogB3C%2FtS3CDS4%2B5kypPc9xdI1zMeIXWo6IgpmuKwliAPfAeN01fbddJPjWSc%2FdZn16QlCIkRkTc0jpIYv%2FT6z3X9729BNsQcZQCWzLP18oF%2F2oUWiPA%2FU7AB7Suv7K1OmcI5wWVoCMFy07k9VJOeDAatXLH2DwbF8OlLYK4OJ3jrC3h3nzxoLGsIEAnQoqstuuWvaUdV2DeCjrV5jo35Dxe9QZe%2FsbA1Iwy%2FKx2l6qn%2Bo45wl05sdZXPsAlP5eLx833BAx7PKPSXagXnHFL4IEWAAk3cA%2BVOU4jwXFiD33AHoEp73NxHb6eeYkMajgO6MQO8kBSmigOC%2BGtBCCccPNi1oj1vXHjWeSzbGaP0fxfoWXyaLxZklVb81C5uML5zoUs%2FWhwmo8e66QPxltIyc%2FKym%2FQoc4uE5vZn8VuLVuKFD0JGCkzy1NLBnixRVD6uG9fCfzwd0DbXJjNaSs%2BU1z8MEi1bsd02Hy3ucybU1uCZam2z0lCCYUrwixAX4Xyy2zCfmzaBruwhVRvX2Xp40xDnQgd1E2O80l0%2B1gZMWEYDbdeQUyuuuELCe2aBfg%2FSKIeZ8gUW0kFlsSmB0tOPwgMslttKddW8fHfrtB%2FsJFRQsZEtHhaa4n%2BEwBGdj52lOxFWlz0XAnv0Rfb3gdaQU4AkKPeMoXQLr0M8dCAiIqQWME4%2B%2BmZLtkvYC21oAl7fXx76Shp6yfuWaRzuD%2FikIKd9cpl8iLPTrtmUZpSmb47fBKIWw2oSliUYlqAEMjEnx4c5VHqViemvAzouSQ16sk30k%2F0ta8dfBNxHxiufuRlRZNqF1V6sqO4%2FtmVv8TRGGO%2FysHCFg%2FjepHfLi4zAliJKeXkUsV0aiz%2FxZzXg1P3zuz4IFzA69qbrCkD6PhMQLsFEO7uQyamBXsZnrtTMEebF475T4SLD65wUQzTYj5tVr10a5IlPLe4ojJlKl%2FNUXg8X4xCPlbBypeq4%2FcZmTuxt7D0D9ZNWZ6tV9hAd%2F2Fo%2BrF8BRHV9X60z02pu%2FoKe4cfzJqydOlLUDoRq9GHpEYivPgsr2QDPbjTJHFz9TRw0W1l4ZgRqDJg%2BQvaQwZ1zT5%2BA6ISKgHO9%2F1fZa%2FLG250GgpkXS6CWZQfF9BWopgiojCp8AwjGmvynvgTPZKFl8Jc4PJJNE0HkL2cuPJsVpVKxhtWoP%2Fr%2F2UKagt%2FZR6HMEK3jIRbzZA%2Bjg%2FpJTTtpAQCc42t4aNh5fz33TI1Q2bbiVWSZyNk%2FimrApdWsBP3x5Hj7EjugFrft6JMPJqFpFYrJviJsowYml6QTEKiBPr%2Fi52v%2F%2FlqY6fmMVan58bhl3GDadBse3MQPriaBuP6%2B8v1Kf2o1XhJc3YI5nH9aYzqpVMdIviN0t0IjTANmLwLYE0RhYHwP9a0zMbp21BIntnssZiV9oEfWG242vKmwOMJNeZUlUOzZGqqVZekehqb1hb%2FYySMzMvBLZW%2BKPYQCvkCZlwzXh%2BMVS%2Bpcdbzd7YkAPLL1Tu1rchKU4pQcOnneqmKtoQNPJERvhwArokDtN5icU9HA7%2BOG0Bq7MIFqdfTZrmAvnvzj8ds116nbVBzZA%2F%2B0YmcAfuSiT7r8PFeS16bsCMnEY0dP1qdV1wClL6SJBBgMKE%2BNUyyHPTdMBYomjKjZe5cc9hoTpbG6LQKOrmSSeuPbGWc%2BtN8Hnp8DleaBdEHT%2BFoeDecl1eVv0Aaq0rF%2BsgWdh2c%2FsgS3dFirEBPktyWAlcK6amukCtOmc8lCaEjOqsRoR4q5VPTGK17kmFoSswnEsUHtboWXAd2Ychf5apemCjfJ15EnwJyVLEGlIrSuMk26YhJvk5lf9ANZA26yVjWCkfVLlSZQ154xinR9wUrxuundaeCEpg74bJqSoW%2FIpPlss2%2BMmmgarix8oGpM8aL8EC9%2B1wNXds6Vk39WaX740KaLI3DRAFHiwIqx8VaYsd967cdAz9XnX%2B89dA9H9IIFlkoCoAWi99ZqGaI6DlNlDzA2tDB8lYp53%2BtySJ9vPVAlXPaGuwjmoyeJbPYnydI4%2BuJRksjX4JHq241nlgEg%2FCN%2Fs4ewYqW5iqbETU08FDBHv1HY4y9rF5SPk%2FcdGitq2JWf%2BGbUzXim0iV%2B%2BE%2BHQxkWGRJdwdVOtKsT1ssDv05%2F8k3VmZk8EJAALFskAjEbZoUXH2Ws03j7DSnlobJZz6O98AfzzYC8%2B4RXi0OierSPHxesekQNy%2BOJQ2egYfh177UiN8FPFFW73w512Egts3xiTBKO7xLguaMj1pNMCmensogeBUzbaxE7P3gOzIaniRxNm79GT%2F0wz%2BJw9jMNlGbcGLVg4Errtzwm9Da%2BqsJxPiRtJvsyYWY2Qk3p%2B2yKHymRvkngVn50SNUFUXaVfh9bduoDhamZa1uiIQwqhX%2FjJ1SHwA%2BoQ2GzD3tZ%2BZocGsbFdtseirrYyAYLtn11lZYpWVXfRmyeYWC6Eehx1vYYP7Y9EObabfjG55H5lUO3E7pq0vNd86nlLO%2F6GzfWK%2BkMjj69e6qjAD1amK2xFq%2B%2FkV9gFyLXn9EyBACDPYVPhOUdapiUaaI2rCmC59669SoOqWbe05Av9RPVueQ%2B9UYpjxbKEmsvri%2F%2B6bmNfLGN003KSRWKgPRD1ALo1cJyD7nFW5Ri8clXAyz0mnS14hjkElj8ZTPU5la%2Bm31N7cOtANLLXeYu0wUcpEqNrwZIuiGLDH1m2DimlOOh%2BgVXfh%2FS8WgxZm0A0qwcNZWasqFByi72lqEDskYsVe0cPW6c5SmO31sdegFlIJ%2FucNZ8AMsHPhzx2jeiZFugXHzgCbxQCV5ew3W0S%2BFbGwdKGFCqCbC05X1vbzPb2CcXp9qVm%2FRLvEal7e0fYUPXqoPsawhMbmFhzu4DF2GEdvmpSKJU6cILTy4%2BO9bpTXTNJHBortEl%2FrlNNBqn7QiQCjekWs7tQEURT2Ds6huP6Kqypyz6sq56AIlc35ubeR6nwnAGWh%2B05icnaup9woboTOzp0JU9R2HqRWiP9Hh0j8XVOO48TaCVeHSDJY7L%2BfrEIkAGPrWJ%2BmR8vfgcjyeMw5C5h1XctVZv254S24gvMMWKLYj22RGcjUvzSz1%2FVhWjQKirP9H8BYswP8TbqVqhvWbmS1A4G8LSNWY%2BLt9CMu1KLmK93WQPVGvVxMj4aPOcgi%2BHnUJbcPU2glgUu%2B71LXhYM%2FcEIQniTjoQffPMG2y6I2fa7Q5CZsrHdfMY1RCpvzkzuDI7y%2B3V8e8YUPYShpB9P1ga0SGzCCKThPnxQBUaJnqzVVcLjVTOKP2BoxLp77Yudwt4LSk3UVcTDgriUReLYXsTck8bHrK5RZV67OutdDuA06nBoJJXHbh4aAH4HKJtRpKitUZLA3BcVR7cptD%2BLvUKZUQBzpKy97qCkHbnyh5XC6zOfgIyTplov%2FNW2g0T%2BSow3S%2B20EKxvESZVoeb9twaezJtsokDp3h7gOsG3F4LHoXwQGc5kvHhBg4WDsD9YFA5Ojkdw9RPtqakWhzCcz%2BrJGdmV4c7ZV7vZZaAQzHkTw2qXss%2F5R%2Fm4%2FHAraU5FgvVXf6h9l%2Fepsr2RFK9p%2Bed3NsR19X%2BftawMrwX9GB99SvHVCetA4YCV%2FekhvP2AhixY70BY489NBuWZjrF5KuFzzfD34U5fZAZkFPyVZ6vMhDAQ426OuNqMKW29XDmus0L0ZGcs4PFHwXxWtNBmZNoLQwpsXT%2FY%2BTAHh6FjWUhUCkTn7cISXAG9qWiy9CCyXwGN7Krawq%2Bv9WxaPEF4PkLCI71x%2FV9BzjqS%2F8pN2XqnyUb3OJziYEVQBSAjBoqlPIBs3TwKn5LkhZ%2Bk7BbdMGLaHEcrEn%2FtHhclpP7s95UurD4KUm0j3eCSHvAPTHnloSSQhwSRAcJnsHzYg0AM3oCjlSat9zK58%2FsWl7%2FZlfA%2FVsZAwFKaegKwPx5luZ0Ie8qBhTgQQopoBDZewueQIv%2BtP0FHBo4cTeCcM%2BxaLqNDuBYPSSgVRwEwk%2BWLVoGBTeO5aZ%2BbVJ8Oi%2BtP1OKM30mhgtWhdznw5eoUGci7VcNZvTMP4m4P9dnsOQ790MXqkjUOAthaEBZRpQnDLhK9rNLBiZtvs%2Fnk5LZanSwSeLWEemFGY1cbr7mxnZ8weEf%2BYbJZTJlclLD%2FUU%2Fu%2BFGTHcz7AtVIQFXtxE09PuokW%2BjRRcYkymD52DlcZW1siO83ZV52b7g8os0fHGjWg3Ndzy4BhXcPJI9TJjLVvcdgUujhtoeskgKrP78flympo8nQRCU2DqBfK%2FT25lXI7G7pwGkr9JEgJMj2EA9xCrQJMS728FrkU6MnYOMYaEPFUO2ojBsSCoGN2Zc6KO5wEQB0pPa0ygLEzOdTRu6DyAakk2a9cuUYHbLnCePSRwkhzU%2BtON1ygDwqBd3APdClcgMAdNPKYdqt7e1RA9rlRmdLdADZpHx104YjvFYQNiG8rzkPw9K9az%2B5u1XXgHOjndbuSzYu2sjpMXhzu%2FqDem3NH%2FfHwvZ32UaV29YFuLwqD7lgbXB7TMRHcOKfUx2p4MiLdbTWF9EwraU07r42Z00F6j5Qfe0eYJAqYzabYEOzJEmeU2%2BP%2FPLrhx%2Bo4MYfet96vlwpwbAy8Jy6jDwB2Xy9rA7Yjma2waupGKq%2FuHu%2FsfkCH3CnFFTQRw13Rm74ALVHsYS3C8RqogXsMezcqtLcwEBV8U25sZXTQhXcl%2FpYd1w%2BeCzKzySGzIH5QQzRCQgS7RzWPnzFHdLgNVDWbK2ekjTyxuC5bmQi5mdm4jGQ7f6jexQD%2B7sL8pS%2BsfzImgUVuAseRoEuRGaQ8eOCKRmECBgWtUdMoPtukq5CymvH8kY50%2BVAJpiV3KqPZL3o3Bs71XC8iU3e%2FOzrdcI72buESKvnFMPN0%2B2YWaIt90JEu6qHfqCKxTCaRjtB7MotW%2BAY91kLjs5YI4MeqVTVxtFfyxPfu1cci%2FjL8WHZ9cI8Y3Duk5T%2Btw2O2UAnnRYVJ4VKs%2F67xv6Tkg11jCMXfVtg%2BRn1uCe4KwsA8m99XYVJHF9Qed5i2DkrNS4NiQPHdqB%2BfVQOTonegpRZnwu%2Frrz%2FZaotG0aGZbJVccFPW1MLm%2Bnmc97apKBFNXqi5L70rMu%2BjIJw1TejUos4JHoqCxP4qVImS3ZSAllv%2Fn5ihxB7Wztdc4AdCn6vmtDuAKVifG6m96JZVenxrnM%2FWSpyCijcHoXvXyn8zsmxMvhdsI5ktdupOTXlgQ821epHKsjyrGXXvR9nMDdQBW6lvqzRTNPVxzr86vXYQ3QTyIHcdq4HUVYWY51sYUSjFSjq9FHkLaRT4yedEebWC6HSew9aVXnZ2fRgupD96NJgPC9rU7hoBDhAZdi8MJdJvbzBpLvitbgrps2Hgs78oWCeT45vj8e4zs9yQeZqZ%2BK2J1KhuXv1XdLonGWG8jwAExMNGQbQT0nnRK6V5E%2FxauOhqj5DC%2FW2aWr4Guyw63wi%2BLV%2B2t%2Bd6DZbAd%2FbBS%2Bs8qh262hx8cLxrM%2BNMNeV3nskWyjqC%2FWozelSsvLjz0gW0dicIvVg0JV7fmECEcoKI0Z7u82wlOf0QQJekBxXRijihL4RRyVhmLHfVSxse33hvnouHdRknVCz3MzWiz%2BEJ4DsftM4MPOVPG2eqcGRPx2f5Og5LS2vA%2BcGXADcjvPJ3LOQzrnG3fYp%2F6ptABUV8cSvq0btTkd3YnvcgF0QQISPdfEb6QJ4qwovjZwLJObzpEGeVplgSIajfRbk7A%2FO2zFvEbpQbx%2Fi%2FM1nXZTGzYzqHCfB9NyMV6Zb78r2p8SZMBpKRDNvZ6dFCk4wmUNJ4TMlTuUcQmYnSk8ebH9qUvx7MK2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L0.461538462,4.98341538 C0.461538462,3.54433846 1.63938462,2.36649231 3.07846154,2.36649231 L10.6495385,2.36649231\" id=\"Stroke-3\" stroke-linecap=\"round\"><\/path>\n                                <\/g>\n                            <\/g>\n\t\t\t\t\t\t\t  <\/svg>Diagramm bearbeiten<\/a><\/div>\n                                          <\/div>\n                  <\/div>\n                                <\/div>\n  <\/article>\n<\/section>\n\n\n<section class=\"anchor\">\n\t<article>\t\n\t\t<a id=\"wege\"  tabindex=\"-1\"><\/a>\n\t\t<h2>\u00dcberlieferung: Wege und Kontexte<\/h2>\n\t<\/article>\n<\/section>\n\n\n<section class=\"img-grid\">\n<article>\n              <div class=\"col-wrap \">\n              \n              <div class=\"col fullwidth \">\n                      <img loading=\"lazy\" decoding=\"async\" width=\"945\" height=\"250\" src=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/mohr-siebeck-methotik-der-kirchengeschichte-ueberlieferung-945.jpg\" class=\"attachment-full size-full\" alt=\"Mohr Siebeck Methotik der Kirchengeschichte \u00dcberlieferung\" \/>\n                    <div class=\"caption-wrap\">\n                      <div class=\"caption\"><\/div>\n\t\t\t\t\t  \n                                          <\/div>\n                  <\/div>\n                                <\/div>\n  <\/article>\n<\/section>\n\n\n<section class=\"img-text-col-2\">\n<article>\n\t<div class=\"col-wrap left left-small \">\n\t\t<div class=\"col-2 \">\n                        <a class=\"lightbox\" href=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/ms_II.2.2-Infografik-Ueberlieferung.png\" data-lightbox=\"\" >\n  <img loading=\"lazy\" decoding=\"async\" width=\"1646\" height=\"1171\" src=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.2-Infografik-Ueberlieferung-Lupe.png\" class=\"attachment-full size-full\" alt=\"\" srcset=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.2-Infografik-Ueberlieferung-Lupe.png 1646w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.2-Infografik-Ueberlieferung-Lupe-450x320.png 450w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.2-Infografik-Ueberlieferung-Lupe-1024x728.png 1024w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.2-Infografik-Ueberlieferung-Lupe-768x546.png 768w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.2-Infografik-Ueberlieferung-Lupe-1536x1093.png 1536w\" sizes=\"auto, (max-width: 1646px) 100vw, 1646px\" \/>        \t<\/a>\n\t\t\t<div class=\"lupe\">\n\t\t\t\t<svg viewBox=\"0 0 24 24\" version=\"1.1\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\">\n\t\t\t\t\t<g id=\"icon-vergroessern\" stroke=\"none\" stroke-width=\"1\" fill=\"none\" fill-rule=\"evenodd\">\n\t\t\t\t\t\t<circle id=\"Oval\" stroke=\"#25408F\" stroke-width=\"1.5\" fill-rule=\"nonzero\" cx=\"10\" cy=\"10\" r=\"9.25\"><\/circle>\n\t\t\t\t\t\t<path d=\"M16.5,16.5 L23.5,23.5\" id=\"Line\" stroke=\"#25408F\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" fill-rule=\"nonzero\"><\/path>\n\t\t\t\t\t\t<path d=\"M9.98263889,14.5 L10,5.45833333\" id=\"Line-3\" stroke=\"#25408F\" stroke-width=\"1.5\" stroke-linecap=\"square\" fill-rule=\"nonzero\"><\/path>\n\t\t\t\t\t\t<path d=\"M5.38194444,10 L14.5833333,10\" id=\"Line-4\" stroke=\"#25408F\" stroke-width=\"1.5\" stroke-linecap=\"square\" fill-rule=\"nonzero\"><\/path>\n\t\t\t\t\t<\/g>\n\t\t\t\t<\/svg><\/div>\n      \t\t        <\/div>\n        <div class=\"col-2\">\n            <div class=\"text\">\n              <p>Grundlage jeder kirchenhistorischen Quellenarbeit ist die Kl\u00e4rung der \u00dcberlieferungslage:<\/p>\n<ul>\n<li>Wie liegt die Quelle vor?<\/li>\n<li>Wie ist es dazu gekommen, dass diese Quelle so vorliegt?<\/li>\n<\/ul>\n<p>Schon der materiale Erhaltungszustand der Quelle kann wichtige Informationen zur Entstehung der Quelle enthalten. F\u00fcr die weitere Arbeit spielt es auch eine wichtige Rolle, welchen Weg die Quelle seit ihrer Entstehung zur\u00fcckgelegt hat. Sorgfalt ist f\u00fcr beide Fragen zentral. Manchmal sind es die kleinen und unscheinbaren Hinweise, die wichtig sind.<\/p>\n            <\/div>\n\t\t\t        <\/div>\n    <\/div>\n  <\/article>\n<\/section>\n\n\n<section class=\"img-text-col-2\">\n<article>\n\t<div class=\"col-wrap right even \">\n\t\t<div class=\"col-2 \">\n                        <a class=\"lightbox\" href=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.2-01-Stemmax.png\" data-lightbox=\"\" >\n  <img loading=\"lazy\" decoding=\"async\" width=\"835\" height=\"572\" src=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.2-01-Stemmax.png\" class=\"attachment-full size-full\" alt=\"\" srcset=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.2-01-Stemmax.png 835w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.2-01-Stemmax-450x308.png 450w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.2-01-Stemmax-768x526.png 768w\" sizes=\"auto, (max-width: 835px) 100vw, 835px\" \/>        \t<\/a>\n\t\t\t<div class=\"lupe\">\n\t\t\t\t<svg viewBox=\"0 0 24 24\" version=\"1.1\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\">\n\t\t\t\t\t<g id=\"icon-vergroessern\" stroke=\"none\" stroke-width=\"1\" fill=\"none\" fill-rule=\"evenodd\">\n\t\t\t\t\t\t<circle id=\"Oval\" stroke=\"#25408F\" stroke-width=\"1.5\" fill-rule=\"nonzero\" cx=\"10\" cy=\"10\" r=\"9.25\"><\/circle>\n\t\t\t\t\t\t<path d=\"M16.5,16.5 L23.5,23.5\" id=\"Line\" stroke=\"#25408F\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" fill-rule=\"nonzero\"><\/path>\n\t\t\t\t\t\t<path d=\"M9.98263889,14.5 L10,5.45833333\" id=\"Line-3\" stroke=\"#25408F\" stroke-width=\"1.5\" stroke-linecap=\"square\" fill-rule=\"nonzero\"><\/path>\n\t\t\t\t\t\t<path d=\"M5.38194444,10 L14.5833333,10\" id=\"Line-4\" stroke=\"#25408F\" stroke-width=\"1.5\" stroke-linecap=\"square\" fill-rule=\"nonzero\"><\/path>\n\t\t\t\t\t<\/g>\n\t\t\t\t<\/svg><\/div>\n      \t\t\t\t<div class=\"caption-wrap\">\n            <div class=\"caption\">Stemma<\/div>\n                        <div class=\"editing\"><a 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GAwXRidBFGYRC7xDszZAZhbQn08GVMAA2QzWT2FOXvrC7hbaiCvaBvA%2B5d6uVp%2BZq8HN1P0DgZDRxJp4p%2FYC55dLLck3Zh8FUF%2FtiewdkOH3SeUii4S5CE25wL%2FScXL0E9JeOC3Tu4iunHT0kFymaUMCcBj2NfFLd%2Fu1pso0w33FoG1w%2FoYfa2wgEmLHqO2%2BT1od4TJJzwVwGVTbX08UHbwqBlfl6u0OBZbVAaPMGOqkN1TQZZEBA3MpnsJ1dEueIFZyArictdW7FbKfYOmhPmaHoFmVMqDY7ZPtNhWug4ob%2FsC%2B%2FaitX1ODZVMvd%2BK2md5mUceGQH0ZIxykalwYIa5UgOCmSZed2nBkgYyjjddlPrQN2dcbaX1Ik2XxBli4FlU2WeEuozm47qpTCAqS3MJ1UB2tt1nHhfVi9%2F7h4vsJ3pCGqBs9UPQZ%2B3qfEocS76KqUJujkUzuMm%2FcuRmVA62zokvsrYt9rFUDGGncd2UpPVtw26IEXo2tnhTbTOv50GVB2Br4o2%2FC9cW4HG2BZj2nGHkpjt%2B0PODWgGDI21wPeZDEnc9eLkqWIyvcIgXrBjnx9Glqln2BC3fabWOcyQw55Fqk8dLl0%2FACtkIADlOtyvgWQB1jyRXulCbEM4j4FV61n%2ByXlRXN%2F2TIWdeTH4gTgkAc0zsjy2LDq2lcz6VbZ2r3jCFZrdi7kWkF1y3uxPNfeiXT56520dTr%2BzG9hWWdvEplAH0C%2Fk6Au4gTH5ry%2F0DJgbugs78dkPuZVCPlM4bkGuJ%2BLJzR%2FfopncamOultcopuEKl6ICaJYbuMPKM3iJE7a7sKOJzJMzbat5bnPxQbAaDoG8%2BcYUPICJf984KVqi6ymi7ZZtdmXwdjW%2FqPTQdCm2rpooYIIB%2F5QBh6Fr0dveNZjsEzDAMbxy2DoTwKWsv6MdHicOVn8XmrFYX0pSsOpWPOGImKyHC5%2BqUaZ03t4slcG%2B2I7HCw9d9qN%2Fv98N64dSh7xpHUkBk8%2BGE5%2BmoPS6hB7wLjmtJ0OSeKxpAvig4m9bqNXHhDtUxjcd1qJndRyuurNeyqc9bmGDrCFRPw7ypdSauWmJqyqrRYH5uMo7jdPgwtuvp7%2FT%2BwlpHG7KeDJ5RgT0Mv9Zd1h5NbA8085Os%2FtYQM8hqb62CXmDyqAEG1HZBQwQiILZN8ilkZ1X1bGKJ6NTIBwu5lwmnjyTiqnoISBpEpFdxEYr3T4az07rZB%2FP6kPdjfs7oyfii4todC5DgfII8NsxRMbzjoPXWCgM4Exn6qnwW%2BcPqo1D4JMgyM2AYzrhoLpIaxg2l7pkjs5ceQxJQ2IDdy9CTporK3amfKb00w%2FAtcrH54qpjNB7YcmHB3JPSpk2bZ50wyxQW%2BPEKN0GvD5O9rfiNTnWQxVPnGh6lNSPcE5DwSnk1AshOPQz%2B3DZ1LzpS17NU%2B%2FEwriz4iLhcf%2BShLkv5iRrukRhCo4nNYXOa66V3grZVrb9I0RUaBZERQE4meKlJIxdzdwc%2FNWJ1c4n6sYSa4j5gAi4E%2Bk1u89iAJWUgatgw7z57spCvWH9B%2Bgf4Dx5uIAPNBN04MJhBFEH1aMP%2FDSaWgIErImssByGWw2QOQACNSi0rBLBzitN6SKsbV39xUpAYwSZBU5bW%2BBUd%2B4h1fcjS39h3ZIxIYZ2TPz%2BPts%2BtJ7IUg%2FXxkTfUL651dnYztWI%2FBWG0B0j4meAXVdKuu9j0DuKIQYYVeez23JZwRhOlOlQGiGvM5Kl7sSjcsfL9deOmzB4f7otFocTClf3cTB1PLjcCehdG2q08vZGTT5j1LR5mWAlzFEYCVzZeqFQrjCusgGVxNTSCjGlet6svggBktAZWfxByz9Hqs8I19L4iYmvEzsvDjJPeahWMFeCJARO1snMgq8ypyhwKt0g8y3QPsrVsPTXAuBCv4IJ3c7T5YADueHFGBlFK%2BEzgw9gCgipsUaoO4SBLrJ6oXF7wFCHMFAR%2BMz7Ug8yOeIiHxMfQ3H%2Fq0MLoCdCIjd7MhnYNsb60i3nr42RPr29sDfy3t68XTieyVh60KfIyD2ndS%2BSGRWNsKEBSPckZggEqNVWur%2BiCykWX7yfJ%2BIPqVnTm1Q1c5B3jw3uPCQKiQM0ssEfRluE%2BNblRLfdXtL%2BQ2zkiIA6aUFALRjky0yBIVxjrqPVfqGapBlHvj9RBMpllHCGSmIrhkMS1yPgYF7FaWmc8GbtTuBzSvsLLobu9lrIlSo498Mr32hvzfr%2FOe7aGIQ9sJzZPbgjTFTPlHdM4TN7DcsM5oc9%2FmAAayk7y1%2FPZptKlP9BiE1SC7aciJICgVQ6kcM%2FGlNuTk5hdimfjpFZ7woCnIfy0Qa5gvT5EZYJMf%2BmbVpFAfA1AO7dEV%2BK3O2XcoE0pkMbzHQersRHKoohxm22yXkTS57LGyMCAOGlPguGyFxUtCYjJ8KS%2BDQ6qxhl8ePfadzvQYRstuG7Bo1h%2FYoaOtvWHaJ1aEwAWLogjso4QXHx2kdnuZt1TZL2vus6OA%2FibABkRDqJQ49t9D5vscQ%2FLpyDe7vdTs9jyLNL1IoT8VuAVUsABWHJ7b2451LISXyMPGfA2qBGOextJcozlA0CIFgVkzq3ej0Z5vtFk9AtLXhskcYxiDyZC6SvAT57ZBshEJhcsLC9ZNWmIHu%2BQmlRLqR71tKgMTHZIPjbDOtKn2NlebusLUtXmLaNrGjTK%2B1FNWypRTwzksyemkeR2B0qzcZ8GRXt0WTlQK7kGDTI0rNYJ0jvtnHsHroGqYKm4GYxvlKDzhCF%2BYy%2BAPlwQmi%2F%2BNC7srfA8lE%2BFJUDd5LUschO7LdCkl22qktM5FXR0vtU%2F%2BnHA6Ih1lrEFhdugfq2bYJkVwEVvtGTThaXzcAmc0dflQR3iqAxB0m814Ua%2Bp5ECUvkBCA5Xj5kYkjNEIlgV4UX6zLn2koDgDaKvsgBb3%2BCDhSLXrc7z6T9l%2FiQWH04CUR8CwHFsrk8Ah8NHrdn3EwVZvMPmHFNa2aGqK%2BglX5J3GPP3u5NT9%2B1UKbI1PwsFJMFnvQVDCT57nOlKkEcPWQlJYGXG3VYZnAcmcoxdyz6bt9kqB5GZHPtd7b1IqKq%2BnKsFEilGT4goJznasEiD39BbDWc1o7TFHZX2zZ13krvfzS30tsx6YYlvpj4S6w0WvL2YnfPBdACpE9HjjB91VCer1ABFxR48SywFKQ1Qj9BWiZ83EobVVeWcWb5IzArRCW3mYxw57zIATyWeMBXRt89CmoH8Rh8DAit7e0%2B6%2FoGoshEPkO1jSEujzZKyMwoEi4KHX1kXuV3elDwaZsjNlyneXvSzib5VjdjS1%2BRiCYXzwXoTAhTV7o4dOweqq7fMDSjC6GG0NuZ2o5MS4UoULJPQOFDaUDmMoZa4SPVu%2FAhVi7AjV6juM%2BfdIROJ5XJM0IWtgvBbnKSJwd2mDkvrCWA9qjyy1warRUJateIneCfXcj769tTvjMjdP6M5iUXpjX5KFW4IqPHaYKmzZqF4Auyhprc7DB6s5pl3nAziOuaqMbAyV%2BNvzoZ35ftZkh7xFgFTkrJXaFFvzKiju3nLpW8rV%2ByOEVi%2B1hDf4hcgyQlfim9s%2BxSlMdhdYUItZnB9SMAJViUuL95cG0VHQlSHecw2kju59NIzD58fmHRZlkuGzZk9lNZ4PfXej6xBhTfIEpVdZXRpfQ3ZwvnKVqX7RxHePLVFA9uArI8kENvr%2BOEKPQCe6rmn2B1mW%2BiU%2B4dU6iVlxGQLhdfos9Bv2WRW1n55P67FyRRojtRRIZgsmMayb%2B3WEgDDbxux6Wbf2PRL%2FyhuOpwbsJYygmDB1iUVGsci8e5uuUjZQVagTHcqyJ1WH5RMqDd5S1%2Fc0jOa80btKZz7yxkYXjjfKtCeEQEdicjUPIcuiqK3RO9bdUQFC0iBO0llQM5jaT52WY34ohOc%2BYYmjvAEup47BPaLAgAoijiOyjfkTc8iCtD3KCyx2fccUGPTURVvtpxXsQuEYBAwvC8cgIjRHcY7KaK3i6ysDbLppyputWkgT9FxqjMaHVvu7zNKEX0plKKzZIjDB9PYS7rrxxQQGw6mkFD3sjA58wyWxpPKw70NSJ5kWaa8fj%2Bf9AFjD9bSx95W6KHbNQiXIp3CkIXjh9UspfOQNF4xJPU56TFVfL3j7YfbyXBHCM%2B7cn2ECfz%2BAPx81b6lajb8qgCjFJrWP8vgXys7riPIQN0j%2F5x2IC5aiJ6FWEeBj9VdJLGsdH77BgxE4y7R1OgZBNp4CsA04aAy19TOTDsJunS20PI%2BnY%2FGNJF56og0qUePsDJkKeKWVnLgylvsnPWwc71Llq7Zk4zNQN65yeuAp9yOT5gmtM%2F3GVUwUcAJw9KB4QPjOZF%2FmO0qOZrVSoq2om7vTR2rucR6vbCvSNOlQHuuynUuqYRZ4FNMaaKeLV4j1Yyb1kFoKFsqBxCq7fiMRBZO0FSscDDc7SbIX3y8SutddQRoISanaHE6yMBJbAHcwGf0p2g9Cnya0Q3nOxPwUal2Vo3HgeylS0CnP8AQCudDig1zk0xrGEwNlP0WvWIcvTEO4jk5Fk84reSsRo0DAm30jQmoByBMCqUZZ5BuNzwxO%2BttKQtxK%2Fr750Za6eOzvOV8l0Ty0oiX5vkGYC4wJuDupYg8WNbenxo6PMOwJwqHILIj%2B6ZG1s6dEnjwvnv4ciuQsywnxFMRSvziLIoX2xqDJIashzuWCm8v8A3evrcpBjFrgolr%2BmLxgK6N5jMvzK3TA9YVswGWHYEf1E8aVzpXF9lBR9Vk5G8ZpLffrAC97FM97rYlvP3nWA94S9DWHOi5Jdf2wjLisWhcYj3d7OUg9YPaNDil2wdrC6pRqfuYSDUI7xGoDuK%2B4SnlZJXRL8ZIlBZBOiPgTO782imzUaAjdvfbNWnK9R6TcdfMca27no%2BFpLvzlW882DyizLbSPId3xBwIRQB8kavNh19wvQ3rNsQaPeB8P3RmyNOjPF9YZ8p8Y6O7IIj%2B0MDaqyjb6JRIA35f8n456izBn2uu295LhVYFESVDmss0i3XoDPQCHJOQRJcEaUoh179fVB6tvibmMAp6T6d5tgLYAkO9D%2FPw4RuRM3hA8F4on3EcGaQPeudP89UeKqyV%2B0nXojnQbhLvjF3Qxcx%2BcSeLEbdEMeDKix%2FMLOgUiNPXc8aMOTHeCtaNUtgDDyhwt5jIwO85flNDiEQqoB1AOu%2F4mY1wP5Mz0LMJQDjWwTRnACWqmfiW1FaPWncQBzebK7RneVMhr2m6K8K117Nuaug3PP7lYU4UiG%2FVddw42mSmphzvdkQyq9d07N3s9xhumotOR46XL%2BkUy1C89PT%2BHZ481cz7CMPv9A7yHnrtr%2BH9ehG%2BzEop4PzqzVmw5wOuRSVWt%2FUiJxMkZQ3yOTpoDt%2Fij29Xut%2F0a4gD1Yc5y%2BTfZLJ1sQEumYrUPZicNyeCDDpMXQhoT9zHhdyU%2BEO6r4KC%2BI447CgR%2BKLhKZ%2BzVD4bKRyOY30izHg7eQZg1j1BookCmF%2BFmsha%2FSkdKAoUzoQ4wgmktVmPoz%2FdzE9FdPqIyXUWOniXdu9a4j65fN8sxpFUXV7JLxX%2FXmJLbs7Iluvj81VhsCcfaV6z%2FW0%2BQnM2aWZriL0bh85Vghc4mlIH863PjiJzYo57uO%2FyurG%2BL36Xp0%2BEyh9izmqmBaJ8FLZQg5WceLYvz1SfNV%2FCZJNta%2FJ%2BtqW8qM4AhmTcogKKCU4BMdiolnGJ2qXvGqx7lGV5ZT2kYhBlWPe1%2B4i7dGVVFW8BRQM2HB%2FzZvF0EmFP7p4Pe5Dq0vdIoHzs%2B6t7sgS%2BOX3KAkCQxPXG1Tp32%2F3yYLY4pVcdC0LCZwNcmUZeYgeZsFv%2BRicN86UHEFWl34f%2BN6AhPDzGi6l5Nilqf46bOCOnUKSx%2FxFG3vM7RmjKLfxAi0xPd0c869UKg70z0ItYaTplLUDXJAJhyuGZpQEOHjQ3G5IB3Trqjxr7lDS%2BlXrnbAPuC4%2FJXQ9fXL4K2s2WBrFX3ketYoZN8UzHWMPT9SNpDSf2m01fCZwVU3b8hwjT%2FlILzMHWHxzZIAr%2BSy3tl7JqNhJLMeCHq8aBV87wFYl6q5wV3AvJJUQseyd4Ngp0L5WzewWkfB5mO5M9zU%2FcrMEccEPcxalLkwbgOFB%2FE7qvEcO0fbMm%2FWzxKMdW4ZrfdkVJ%2FtDuZ9RV2vkc1%2B4Vv2hXC%2BpAWwFpQW8527mVdpxX9tEnw93nN7Fh0ontYEA7yAE23pNm4XWOSiKO9IHeOqEwBZTK81s1jSMdzxeZ6q4MLxvKbJ8qLKX7xPStglmUGdctCab3sQIogM8ns%2BXbnslSbo9Il03wjyKovH2EZrTWi%2FGa8duInRGdNzAD8gB5IdPzEFGqdYbjKTf1dCk23WiHHktQSRCXk9xoMM62UY3do6X8p%2BElKF%2Fenc43KwSgRFj3xh1uDuLbGDf4kPG1%2FRS9boCKfpu0SsiG95Ug54gXUSOdLUrT8L42iuZ7Jrcv7yv7gzS%2BZiaRFcZB0JHhr366PY%2BNrw%2BCYQHnQOsEyPOuludzlErr9RZ%2FKjHdQFLTZW86CDsYyVAEaxUDPYNpCGUIh87zDA0CWEJtor7a5v5aXI4bbbdZkmH%2FzClpqfvlaYKFbMZqVeFXIZPrPBSgCdtDU6z3vcjF1VW4d4zYQwezzlMxpx2%2F3U7DtTO%2Byt7vWb1b3TXrrnijjZs9anA796HLfOcCUWtBwR%2BkH1gR7SbOIYrXBFBrfE6KRd%2B3W84dmcwSrlRX4z39Er5WC7jr6BR7ODnW5s5TD%2FL5233rM6mVTf6hnkGSeF67kcHzFSPr07rYWeARvckuprcrfYuRKUbjBYuM20rd3dtSMxEHUE4t2s5J6%2F3J3s0rNYovBXQtMyKdOssWYZSKUa0FHlvKgAiX0I78t5q1mL4tQG9Z%2BSyMhshci7qbAy8rGjMu88NdrsSwF%2BChVDc7QB7IFWG%2Byq3Va4VaQ5B9D5ju9nBWUW5bZsVt7OHq7UcKk4%2FIeDGk%2BXk150XqdpyvtvbACO8Hq3biVGB675RpQ20rwB24SnT5DciKnv3ELWs9BcYnk6F14FCPXsrfulvM4VPUoA7aPustepo1CtyJOb72PCGSvGMiPYBqyo9%2BtvcPBvvOWB96aGArno%2BKNljC2nuzfk29r9W8zwnViOTo5UMEcSwR33Eizad2LSuf3QuZW7xtou6qYKa63z88TulRklnnZfDUSx%2Bcl9Prj3uxR%2BMdhnnqbw4RSUJFBSITIavl6WG6BPq07TJ%2BuzdhL8Tl5e0JJ358dCo3UW1GJcQq5BNRPR43dhh3IOUVU0vHkeiP16p1ASm5novZw8wLX11mke5NRAfNMIWwxANVrVOU5iuX4D7fAWLty5pEBtYuE0KogRYwb3v3RsTWIRgy7%2BoGd27LD8A5fDSdw0wldI2AFGA%2Fy828qgmoZKBtiZdHEv5gli%2F0jYIwnNAHGYG8pb2Lw4X%2BS5mfRdNUUuwRgCuCjNiNfqMpj0MeIp9gfuN1vXrE%2FvxEGtz4MMdhARzA1lxAgs5aBUzAkFk4VF7brk9LvB%2FH9gLhHz54QHJ4Dujr7mEwT%2FdZzCTVPz%2FFYQDhhFrv7SMVu%2Bvww0eoBdLzdrn%2F5OYn6kKt7OPgGWj5Jruv2JsQiii1%2FvowqJGgn5QG%2BiWujsjWyvbBX%2FSuRCYeL3P4aKHVbqRKdQn3AdmkrcGaneB205O8U1RebEe0%2BI%2Bb8UYbqLxurxa9dd3E3C8j3%2FDomQifyzWrPXWYuCO%2FcAvo6AFp23xG32cSEoVU98qlAqF2wsIXWIBJ8bqb1F93qPoMcm8lbIOG%2F9r9SdBkTTRfJXfjBLiyAbuIThYadBOFQHwKzpe%2Br%2B1x%2BuqPgM1yfe6UDo49DnUWTriVwkYN3PtYnnkTY99qbiBpdpxqA1bCMEqjNFTrd7YYHAjInM%2B79E1zi3dgrS7jF8BOiDKcYZjCNMTrvHIxFeOLrAszXRXgy6xyQNrpexSBCJ%2BdPbReXnOW%2B%2Fwx95iAscFqAPC2r2oGXRTAE5WQW%2BRL%2BszXpr2djw7OBDeQbIsB88QTHxDaDhEg6zas29pn02fwn1n7tOtC6OcoGH1B5d5qcUsNuMRdMgee%2BzSsU6dyE3mp%2FhMDaRZIESNu9WBanUcHrpVEcMgRojaxqy4594n9iQI3RFyJucbxwTEKUpi2YPAMdgC2ZsgtEtMlfwEd1LvnUYnskbUD7WF4FBnSnaPyYGOzbQ9m3wSOizAoHzV8KSZKYOjuOGkcY90nVkyLzwYLnQiQ3FmAoH0Rim8y34BMeU3YXQ7wFm5aYHKBkvhW3vjUvdOtdpHmezsJIA9yRBNWwWHcZnyryuUoJHH3ZGgruPHy7q5rV0YclZMt25GqMR6nBXgsyASt6i6nuENRK7pU%2FkLv5RMW1Xdn2uUZ5ZrcfClcPwXBPQP4jrNy1BMBMF1kyd35DhlKrhAw%2FVVsnMdYU7jIxe%2FVHHoWgE%2BY5ivgMEcmsW3SGJv2Aui717zVfip7L7FvnUxcmVoeWP8FGLipcK6I90svWiIDDAZo8J0KBrVRfOBoXayi%2BQskc16p9c0GQ0sqKwo8VdDaCyTf4MYc5%2Bap3VV0a3MNXrxKQPV8UzxImm%2BBryS6DqIvu9IotR7W4kPG71EfUsfU9kGgeSh2Ja1BJp1QbvOSAjEAZhTcBIa0VMOev%2BRyAb3Mzf2xqijQnN2D9BuBab%2Fqaa%2FVCVAaS42bSNCBBttA%2FRiEpSyeUYCIZ%2FnsrYrJLJzK0xt%2B04Crv2SVme2oA%2FjG1V7HkZTqW2HKjnyEibWbrSms90jFdEwcrFjg6Z1%2B9NIeevNJzjTkxj76Qihz4nR%2BNy%2B9sqnRH%2BYnTHyl%2Btr3ELDZTnSanIqX5NEo7YQRA4zOS66hVImaoK%2Fjb2my8EN%2FVsCcQRgTOq%2F1FH3JpUtbt68s9rmDP0eG6%2B0rdU%2BHoItMznGVQj6%2BFCwNe5RmmzkR8tAMNNuAGvAp6jgep34V0IRRyqdrOsUdgty9O%2BDu0gf2WbGRpsiWhdBSG30NzCMTKQ25CWrrkpq%2FNn0tgIMmmDV0aS%2Fg7EGtYZvSLvgo7JC6NQjjn0gZyuUTo3KmB7JW8t2r2QNN4L6xGjX1U8FB8jYAKe8tis0ZjwgVGcHsjJUTrcHGzyhFo1hmTuPDbCsUxG0vvhmCt5Gb07%2FJ1EaoLHBh49SKSI5%2BSVjNSYZ%2B6cd4tzyE5S%2F1YQPkZFhYMfMVjt6922uvR0LrYBsTolxzR5puNSfIquvmpD1IvXq87wV%2Bk0ggj8lPDZVY6017qE7Ok3cBkTNafrlhionCfcq7ABy7cSLvZVrPOhkAqj5BhtlSfUi8FO4e1iHb20yEDQQKYId0XvUlAQ3uvaYM6Z%2B%2Bahs69sTITW46MgrecFtLlAahA87pae2j6SbXtw9h6jL71ZOkTErIklp7SA8f5nFk2%2FPhr0M3xT5kAJXCccwNRz8crkeS8h7otwv8Ka2vj0Jb4jHCbWkZwHDRel9dkfwTGKxesPQBjGM%2FmUjlzgwWeusIe3T8861zYCBsIMKAorvsUrqmHTV90wE%2BOto5NtonVJ8dqm6dky0BZT6LEj8sX3vu2vjOkunBjYo1doGlvnxBuS5o0PGocl%2BNNuDeMU3MYgQYwOTvQP4UpfR%2BFzYg9%2FwO6BKR9xcZO%2Blrn5DGp4HujMDsZBUpooDkPzrQQgkvDA4j6vhl6HhN5LKDsXr%2FXbE%2BpLvFYXFmy9W3noVVIWZe8uhb%2B4QFqPHqukD6xmhZJfnaTfsmcEjcd3sr%2BdaJVxOmAUFHDg7q0NPAeduUpPlYNSz783bDYWhoTWa2tpLN9%2Fd7mGDTivOomXB%2BjG9qaU2%2BiZYmG301CKaUqEhpBvEXSy37igUr6NouQtVRu%2Fy7Lw9xDnRgN5HOI82VQ2vgokUk4HYdNYXKsqkk7Gc2mfsg32OIOR%2FgES1kFqsamB3jugLgcomjdkfdO3uHfvrBuUEFBRvZ0lFlaP7LHKbortx7eifSojHHLGK3fo8%2BfnDfUxrwBJV5EyhTAu8wjg0ICIipBcwTeN9MyXrKW4GtLYDLy%2B%2Fjp5qGvrp8lFpAO5P5aggpH3xmnBJs9OvWeR7lKXvHD5NVC3FxSFuXzErUApgYk%2BLFH4syysX00IGfFyWP3Dk3e8nPD2XHH5dYJcQvbpsX0WXZhPZVLZri4ustt4WLJk1v%2BNo5QsD6r3I75MXLZUuQJX2jiji%2BjKQn%2B30349588bnvGxawOvSg6wpD%2BjwSEz%2FARiW4ktOsgV%2FFVm7U7hDkxew%2FUvIlw%2B6fO0A0x4rYe6%2BfK%2B1JbK1sKYFYSJUKZ18MNvsk8ZR3CKTq%2Bf4gFF7pLuwxAPWTVUdqVNce7sLu6PmwfESQ1Y1tsY9Mr%2Fn3B8yM2G8XaW%2F0nqJOIFbjE7Yegfz65GAnG%2BDZjS5bg2c8yJ3hKpvIzECLAdNHqB4yuOPdMwcgOqEqEnz%2F%2FNH2mjyIdmOAYBakEqhlxUUxYwGqKQIqowofAIKxJv%2FqLyEyRWxZ4i4NeLLqEsj85ZsPj2ZB6VSqYTfql%2F6%2FtZCmEFf2UmkrROt4iKU82cJop79K025aAADnhRq%2BNZ28P29bpkWo4tjxInFs5G4vVTPh1mpWgvn4Srx%2ByA1Qi8txjekJFqFpVZrNPhIcow4Wl2ISkKiBPj%2Fj2337fPMwy3%2BydqXlO34phMm26Trg%2FCQMni6DvP448%2B1Mv3o17jLc3YI1nF%2FsMR10amCU0JGGV6ERpgO3lwDsiZI4sE8ffdpHYnbtqCdu7PRYzMnGwIycP1xceNFhsYerei9LoNizJdQq2zZ8DE3rk7hzk09lVPAs1a0pthAK%2BAJl7wrcH44XLKlzzfU3rycDcMnWP%2FSPxctQitNK6OZ5q0m1jg4CmZC9EwKsiAKtX2FxTkODZx83pN44hQVUq2u8nQrO4ibA3yQHp%2Ba5dZtKI7cTr1bqTMCPPPTGlK%2FbQgn6lO0hlfjc6CvGtBg6oPSFPFEAgwHlqQma47HbimlA0YQR%2FfYfJY%2Fdx0Rt7G6NQKCrmaxdxHrE2RP6L07kx0CneSCf0DU%2Bts%2FAdUkN5RO0gaZ23DNZg84nsi9ZQtgG7FWISerTksBLYV%2B1PdKF5TC5bCMMJGdVYrYjzZ4aehGVIPFsLUvZBPLYoHWXKiiAbky5h3z0U9fEixLqyBdhzUqRoVIRW0%2BdJkO1yIfFvu8MjiwBP9mLFsHM%2BqFLC6hr3xwlpj5hp3jd9N408GJTB0I2TcnQN1TSvNb30xx1yTI9RXxB1ZgSRfki78JmBJ7iHguvfO3SfPGh1ZBGEKIBosaBHWPjpbJjv%2Fb6l4Mey1O4P7bQ213JD2bYKgmAFojeS68ViOoELJXhwDaMOHzUin1cy7zLr0890CXc9oZPEbz3niKz93OSbZ1nTgGlyHwJ8NRYLyKzTQDhL%2BWT4eKCldYiWTI%2FNfFQwBr9SmP4D28X1Zeb9x0aq1rYla%2F4YrXVvKXyKb2EV0dAGRaZMlPB3U60qxPOz4NnnX7Vm6ojswQgIAFYtkgEcjasCs9PlLUP8%2FFsKDkP1dW%2B7e1J4OwnA%2FLuFZ4tAYnq3uJfIVj1iBaW%2B42AwcDA9OtdS0Wt4jNRNf16uPTuILXCCYk5yQSxyYDnjq5UTwolHp3GIUYUsG2vR9wbF3iwGr4u8QxjfXN6%2Bot5Fru7HWmgNuPKagULd1o%2F5T6hl%2FnRVJ5%2FQtJmcXcLVmYj1JI%2Ft6b4khLpgwJh9Yx2uTohyi7yt8uWnYajsDRzrnM0hEGlCg%2FigOoQxAG9q1z24k47X5Jdx%2FjYadtd1WYHWWHD9lNb5HlKFu3pII7AsrDcCPQ45%2FjsM3Z8kObadfjEx549K5dpJ3TR5dujFlLbnR%2F1J27se9KZPHP411RHAbq3sFpjz35%2FId%2BAXYy85xstQwAw2E18RVjeoaZFWxbqwJ4ieOxh2Pdil2v2MQ35XN9Qg0%2Buw2jUcm%2BhLLG34vwQr55fqTvXuN2kHnShikg%2FRC2AXj0st5Cf%2FVkt5id1b4CHnpOhVTyLnCJH3B2WXr3q6WUfS3%2FxC4D0clP40%2FIAB6lS86MDkm4qEsscGTaOKe36qHHCnV9c3vEWY5cGIM3C01OpqysapNzsrBk6IEvE0dXGM%2BPK277qPnu7Q0%2BgDJTDG45aCGD7wIsn79tKllwLlMsTRIIgVqKf13Af7VSF1iGAEgaUagIsbX5c68PKVu7Gx6l%2B5hZzl85RbXvnS9gwteYi2xICl5s5WLN7wU0YsZ2%2FOpJoTT6JwleK14Z1RhOdbwoENN8YsnBbJwaN03YESEWYcq3kTqChiC%2ByTvWJR3TRuEORnoqh%2BQCJvKf%2Fbt7vcSpMd2CMQW%2B%2BaqKW0SdciL7JLR26sudpTDtJHU93vMNnT%2Bf547CAVhLQFbY4zsf9FUsAGYTUIeuDfRrFa8dvMA9D5h5WcdfaveP4auwgT5EtFmxG9NeGEFxcWh%2F69rWrGAViXX3P5nfYhPkiH27Viu35Zj8kTXAhbF1j3%2Fv5tJFMP5OTXC4v2QLNXnQpMl%2F6%2B52CL4edythw9zaCWBR73vkpBNgzdwMpCeJOOpB9c8sbbLoid9qcDkJmKsR1g49aiNSfnB08hXsr7dkJjxhQ9hKmkG3bOQYxILMIIouC9fFAExs2enBVV4uNXL5R5gWtEhmPti43G0QtpTRRV5MuCvJRF0the5FKz5g%2BsnpFlfrc%2FaF2G4DTqcGgktdcuHloA%2FgcovWNJEVrj7YO4LiqfPiYQvttq1csIxpwlpS7lgWktCtXt7iaYXf2DZBx2kL7TbDTbpioe4EZz2INbRTLS5RtDfjQnldjN7ZNVmngVX8LCMOEj9eCSyEC0FmubL74gYeNA%2FB5MKgc3ZyJYeknW1JKK3bxth1VkrNvz4BPytwf81sGAcVSXz2oRq18tX9YOI4T9tzss40anoBr%2FUdw6LI9kNTomfdGbe1IGFp%2F3WrYGd6LRrDc%2B4Vnq4MxAEOBu3tyw%2FtbAZzYtR%2BAscc%2Bmg1zMx1S8tHD24MVrsKaXsgbkFPqXh73MhDBRc26OuJqsOS29Qn2vKwTMZCcd4L5OYrSuaSD%2Bk6ipTDlxDaeLzMH%2FoAXDpaFQKVMQt4iFMmb2IeOTlMPJusWXMimLSn4%2FlrHki0UgOfPIDnWL%2B%2F5dEGg3o2vdlO2%2FtqyIWwhl1nYAUQDyKihQilxWKWDnxKXLOvhJwm72RD9iJHGwZ6MV0vEZTl5X%2FtNpQebn5JEf%2FkHyLQ7fCbmWJNQVsldhuggwyNEXiwBYEY3wJFK61Ja5fhaXdvvH9wCuH%2BrYCBBqQ1TAZg%2FjtKaTuRRxYAC4JSYAgqRPdbgBrTo19jvIKBBEHcjSPc8h6br6AKO1UMCWsVBIH5V2aJ5UAlzny%2F6m09KN%2Feu90dK89aTjeGGVaH0%2BfAhK9SdKOdegxU98lcibbflFsz5xn%2FRhSqSdN5GWAZQlhEVSBPukn09JQOLNp%2Fb7UYrXDW62CTzy4j04huNPP59vhvHfYqugOcrppTJlClJDZ8v%2BnoabsQML8M%2BUBWScHcbQcNnHzXKZbboDHMybQo87DyuslZxxYe3sHfnKXrCLA8fwqwWU3%2B6PtyDCi4ByXAL1rK1bUPg1qiptbsiUSJn3D4vj62Z%2FUaSJC21bqBcy%2FRw34uZON3NBNJXbSLAyRFsoHGpCnQZ8a928Fukk2J3p2LY6EPHkK2oLBdSqsmPGR8%2B0VxkowDpKf1mloWFWe6qD90LEA3Zoaz6bsmwumW9J59NXCSHPT6M63fqAPColzYA92KVKCwJy08pj%2BqXv7ZkD3uVWYMr0B1WkYn7Rpquic8gbUN5XgovnNZ8u78E555XgLMT3VrOM%2Fbo2ghpCfjkd%2FWA9Ft%2Bfx4vG9keZRpXD9gW4gqoMeWBvcLHZyImhh37mOJNO03ZnK9zTwkJ21JJ6%2BLr6aR3gVovdEubG0iU6qhfNpjAO9Jlv8m3W346lSusTBCjD6NP%2FSd8UgPgZWG7dRg8B3Xyt7DbYyV6tw3cScU048Vf%2FZfLkcaEuaOugTxqeW%2FshBtUWxjL8HmJUEP8gNtvlVedugcIuCa1MT%2Fea1I8k%2BtMd%2FuC2wevTRWQ3FR4KCfYIaIAWWLc3c5vh7TZIuweypKlNUKGmR8QLI%2BZmq3sWCU0Hrrl2SgujfNHf9K22uO3k2RQ2IEz52kQ5GZoDR03IpCaQYCAZVVvyEyu6yr1KuS8xpMxzm8aCTTFpuZ0uycPvHAd%2F17C9iUvewhvx6gRwcu8PUTuOa%2FtXp6sw5slH04nyoSndegd7lCIh2m2L8ymtb4BgXVRueLmgDmy6JlOXW0W%2FT7fhKXzqK2MP7QQHl0jxhcB%2Bzot%2BXU53JQBeDJgU3lWaAL3fFwwdkK6sYdh7KpPGyRfqwafCc7KMpC9y2gXUZaWOwyehwQsZ6fmuSJ56DIurK%2BH6t650U2MMvN1CueVb5dMp23TKLBNrtpPGGljcvobw74eU5MMlKRVH5Ta5p7z0LtFmpb6aDRyBpdER3W%2BkXdVzhzZQUoo%2B63XR%2BJJeuNqv3MHoEvRx1Wb4hlobEzU3fRIbKc6dN5jrxtHR2YZhdOj6JUrfT9iUjpdfiPdPblvZkp9HFkksm2Ry7Haoxy7G0Xfxwl8GqhCl9K4tWjmG6prv77pddgD9FXIQdw2bkcJdpZjXWyjJCvX6GL2EaRt1A1jJsPVJ47PYRF7S1rN%2FXqyaEaNofvSJED4Xnan8lCICIBLsUThzRP3egDJd0ZLcNVNG4%2BFEz3Fgr3deKHf8fGRHhROZdqrIje3UmD7e%2FVZk2h8Kw1keAAmJgayjaB%2BJ50aemeR36SzjoaoeQ13zt3ksxBqqiPs8IMS1eNjfTag2RyXwFea2Dh1N5zWNOL9DvNZH1phb2gChifrKBmzjfeWXOl5%2BXIGZO0oDD5ihdOopt9uEOFIFWUw0%2Fv2GOFhvNEECXpAcT2Yo4oSxEUclabqxH1UcbHz7E0L7%2FhHUVJ1wrzfzWhzBC7eBnJ7ssETTqaK18U%2FdCDi1%2BuTBCWvt%2BW1E%2BxAmJDb%2BU8y532kcz9xh73qr04LQHUNLBHautGawzXc%2BCpnQBdkINFzXfpEuii9VfWpDzzH5pa7p0GeVlmgSmYjf%2BtJ2G4dtmB%2Bo%2FYg3z%2Bk9zkdTlObDjto8DkPtuVjorIez65ov1qQAaelQTb3e25S5WAP5yWcECpXr1AhZOB2lngTpParL8V3CscpI1PimyRPNCCtmeqLRNygLreGT6MFLr8AzRLpaHJP7L6mD4RZ1mCO7JevfP3ujpLlSD0GzJfNIxtoi%2F31IZmaLuXTDpqlDEPxAejBBz7TbMnd83wZeTy1lMXVyuoqX791BCYXo4PQJKyzvoZcLURA7p86b32Q%2B1IFVkPuX7JZ5E86kWCsvz6Lw9PjoxWKB4wv81EjMfCxGLnzWQJIltdrKEU3xo8GRRQ%2BI9NV75AjwtdEFZdeVV5XfqyEuocPf1O9jmcIY0GCFsiJXuX8NQAWlqaNaZ6AHoY3umjObBebqV951%2B1VW1Cv7HXqodgFZIsabwVpowb%2B%2FpLqqkdUcyn43HCgObSehNUp4em6yEA75X7fnxO5ULmJs4CyO5xdaZMxTt8fcYwZwav0kDk4FpNaVC7IDUs9dgXC5JFGj6%2BuM3m5KSd8%2BEp1uf1chq%2BNqN1bsbOEjyz5WIcVVgXS8PP9cLnl6%2Few0KvzmC4VUa8jQAcyqW%2BAkaiFYoUWbXBkuQvn9DLf7pZjt47aYmUbgCzP2890kJi24jDAA%2BxAMuM8ORfv95Kbyfo2HuRq%2BlgEf4eOVTlBHw0WS1jfxQLtubO7x6MTISl3ZAOLtA1gDa8RTxechxVR1hOfX09UqkcJF2v3vWsCACQPttHYTGZe5UgcQPKzlcANKDV1SG1ddMkwdK7xkyu8C4i2%2B7CElrKprFfILv7OmnF8hMAFRPjQYMhi%2BZQ%2BiPYJbSautwx%2Fp2Nn3TVvdjPAGWvOhE%2Fc2ZAggexjfY4sm9svBxc5Fm1N71BYZtJOS3GxHdhUUd0t5KbQuuBuSCl%2F03ZrQ2ZX%2FnCRZVphUQR4oG39VHECUyLHpJs473FzsHzD5ORmDh3v%2F3%2FdXdmSo9py%2FR37wTdATNIjs0ACiRn0BmIWs5i%2F3jup7uM7HDtOOPzkjuiIGlRVCDJzr5V75doVqukfhGVgHJhrnix5eP%2B4XoYfLi9pyezEyfGvdQRuBisKhwDFpdnUZ%2Baxfnf1aDPjCICXxx7dYItc%2BWvb58ly6aHm%2Bt4fu3HK217iLgLX0vzz4e9scl22a0xNu%2FpFd9Va4%2F7JHkZAPXaPdNfBH3FGO65rZngc3mJurCTPh1mE%2B%2BfqDJfzGibPZiueW%2BJu76SxVMOQuPeVXzIEDkdD%2F2ylgpKEo1HN0EBSqtnymnUV8zBcSpAGpj4mbJrcsvo6rtQC2JsPeK4rl%2BTIpV1AdHJhyav7ZjuwaRASW8Uxef9QD9%2FcaSPweBL62CpMTIBk7BCYtC7oyw96cS3pAxmgS3msqyyIiIbxxOWc%2FsznYkxMWtPeJyDRcEM85aEKdX4Ijg4BYj07KJjKB9gxhbpQyNWS5gWmf%2F1rpPZSL4iAfkoFOmf3%2BSw3pNPe%2BJKFMVVE1pLzMzrlnWw6iLmTWNyFVgO6kuuicexPhJ6P1eMSH3veVG5%2FvAFf%2BLuHjdaEk0%2BOOkXxSd3ExBTi8MdOyloKbQtY7C7Z5ramX%2FJuPZszvjmNenoOjFSbjWPMH%2BV89%2FA8QqSRDEA5MyCGhd3Wl0Zf6aPHCLr4iUkPySW7iLyYt8HvPkyJx9MwQrnplhc4MLT6fiJu9c4LmW%2Bo3%2BkIU9kwehRwmcBcCFuCUKut%2FDRFH0oWhryHs%2FQ4MqSpVXtVKiykkOPC8WSBL8FKqwjY5eqh2%2B3kuh0SlL47uORWL89SKEZG6c3BRYSZAQveQnr9fBIS2JldcBIuHK1eN7grhs0WOror2pVB5NwmzjnfR27VyQaMCHFsTIDszEOV8IFKOP69ObKrZ8yFk%2FpnOIs4VRJBj1esilhZH9Zd%2F6HAmwKXDEdkW5hMOTZI9XijfZ%2Fd3O%2Bgbk36uECtqd8X1SVPUm44h98Tqb0JfR9lJpYRiPOcHAF56WZlbaEUivhsIFFBx45ePsWNjzikwldq4mO0eFqIN1aUEjDYYGraFxU8Pwx5jJ4H7593np2x9NV%2F7wrpCwZBA%2B%2FIWwIb0rgylVC7sAsi6KyTRA0WRQ7Ohblmw%2FTQLMD%2BzEfl7ez8uArTdcDDghAiRN5z8z37o%2F2q84WJCwT%2BhZw73ZNbgdiwmN%2F75lEjzh4%2FqO93iR%2BzJ4BKpfWIcY%2FTCHOmihwF9KP5wPxUvKV9I2haEkMIFPuSzph6B%2FelkCIppbIYDgGhQKbfuFFhwQq7I3%2FA2rBMxgxwYgyfVVTiKAJbip3x5W78BC3JvCZjfxxsdTnx4Un3ljk2CSp5jgHcigVLn8T2caJHbTi6N7W1Wvjc%2BnYktBhE%2BuicIr2%2Bdljv4RToi48Z6RYlx8xL71AWTFDNeTdvTJPZn64g7mqjgvTkLFZfOOgzzKSv%2FapDdSTG4t%2BdMXVzjoU4XxoBZ8Yvg0Me5eQoz345W6TwMFtdRvxUI9iqX0N2QoGcjlyHag%2FE8V3amCyNP%2Be%2BoudamkCutSxUvH6e1O31CT56f0mPRvV71uXGG%2BWyHetKNFnzDZTPLYoe%2FVNKyLn5e74fM%2BlSgYeufE6hoZo8%2Fd59YeO9OM%2F3xbhye6w8sUZGoPEJc0itaTCca41Ot8WNKab3PT8rgoFJoAXtCaKBGVkalMUFSlJOa9fWbvlWic40Pxnwdj%2BGysIkSNaTIpmGurdlnQqhW7jVhjGXLMnIQM%2Fb02gHh5R3tldxD78%2B4LNhxEcb1cjSQSmTQ6pIgw%2Bq3bqMZ6EeB5ro0hTckpoSiub1quMYwq%2FaFT2TdLjIYxng%2Bjy8%2BsEFfyR%2BO08DPnhZyyNEQYwgNmzoD2dguuCZaIUKaLibwpoI%2BUaxGc9mN6N%2BfVSYAn8IXya43D5WLPg4%2FDaIO9ijgGr%2FnuxnLkOv6mtdBRi8Y19jklLyM52bU6B56Mkx51eetyHxylgX%2BsfZh349zeknymev6e77sXIT8ZRPgCCadOTNmL%2BLleu6vs1sRjWl8Zqd3qFVlaQtrrc1SbFaehj3eCtVR%2FOea2HA%2BAFaEiJ863rY6YIpveXb9%2FHJu4KqIhhPl3Twvqj6bYhPjMzx8YX%2Bath8Oj8FdkQ8Iaww6OLyP6Ecja%2FodRIWdNeawfN8D63fzg2YVM%2FrQ1Df%2BELJFJlrQ7zay7NfGvgY1LFMBWO9vPSaeW9PqILgZyawmO64CkCrl26E4dUE7zRDdhGEZkgGS9kpAP5cZ0NPPppNFL5vAFUqgyAiqz4j7HKjgmtngsFThv5XxRLxIqpe6Dcqvf1osPqlNF%2FnmMrsXHrNBeybfdQtLvGwc%2BOQjOQV5bENe%2BULzUbpxEwoCOXc2OP3jc%2BGYPRGv4lCVBVOVuhoPIvK5OWW7%2Bh9HC4c%2Fm3%2B5SlxnWcCxyhvq28rWGSYQin%2FgIyQIC4k3RkI%2Fd2fRwq%2BdLNSlPodcFfznTDOw%2Bep6RjdTew9pazctTVCByyXl6K9Fgp1M6sVcLYGQtutffD%2BMan%2FjEZ5w6HfwCJeSMpUZzdh7BVH%2F2Y5D6FVl887f%2BcZ8lUS1IXJHea5jOxCN7NqYpG325YBekXQXgaQBBsVeRNIhdlNzBUrgx7zISLQ89CtmKyTnUo3PrMCCOpyI%2Fm%2Bgrj%2FPe81uOlR4Z17HLfG6x0vb1%2FuzqcFAI32exdS3IJaLX0fXDHyn2YJ%2FjQaRVS%2B3gqqE6eIxhpbYGOUnjEhNaRt%2BargUQAZlXQbO%2Bom%2Fr7nKcKQ6%2FJmcve60QQ1Xw6VLaCZwdAu%2FDULgGAiPKJD35DVHt7d46bQYqyrzEmm45DJzLbMCJ1HBVGnulCdcfiwwSPS6rjYXzA4qeMrQttemcxCtQHmm2t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target=\"_blank\">\n              <svg viewBox=\"0 0 24 24\" version=\"1.1\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\">\n                  <g id=\"icon-bearbeiten\" stroke=\"none\" stroke-width=\"1\" fill=\"none\" fill-rule=\"evenodd\">\n                      <g id=\"Group\" stroke=\"#25408F\" stroke-width=\"1.5\">\n                          <path d=\"M22.5606462,2.92393846 L20.6369538,0.994707692 C19.9289538,0.283938462 18.7815692,0.283938462 18.0726462,0.994707692 L5.5668,13.3999385 L5.5788,18.0273231 L10.1821846,18.0153231 L22.5606462,5.49655385 C23.2686462,4.78578462 23.2686462,3.63470769 22.5606462,2.92393846 Z\" id=\"Stroke-1\"><\/path>\n                          <path d=\"M20.8375385,13.1803385 L20.8375385,20.1264923 C20.8375385,21.5655692 19.6596923,22.7424923 18.2206154,22.7424923 L3.07846154,22.7424923 C1.63938462,22.7424923 0.461538462,21.5655692 0.461538462,20.1264923 L0.461538462,4.98341538 C0.461538462,3.54433846 1.63938462,2.36649231 3.07846154,2.36649231 L10.6495385,2.36649231\" id=\"Stroke-3\" stroke-linecap=\"round\"><\/path>\n                      <\/g>\n                  <\/g>\n              <\/svg>Diagramm bearbeiten<\/a><\/div>\n                      <\/div>\n\t\t        <\/div>\n        <div class=\"col-2\">\n            <div class=\"text\">\n              <p><br data-mce-bogus=\"1\"><\/p>\n            <\/div>\n\t\t\t        <\/div>\n    <\/div>\n  <\/article>\n<\/section>\n\n\n<section class=\"anchor\">\n\t<article>\t\n\t\t<a id=\"situation\"  tabindex=\"-1\"><\/a>\n\t\t<h2>Entstehungssituation: Ort, Zeit, Autor<\/h2>\n\t<\/article>\n<\/section>\n\n\n<section class=\"img-grid\">\n<article>\n              <div class=\"col-wrap \">\n              \n              <div class=\"col fullwidth \">\n                      <img loading=\"lazy\" decoding=\"async\" width=\"945\" height=\"250\" src=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/mohr-siebeck-methotik-der-kirchengeschichte-entstehungssituation-945.jpg\" class=\"attachment-full size-full\" alt=\"Mohr Siebeck Methotik der Kirchengeschichte Entstehungsituation\" \/>\n                    <div class=\"caption-wrap\">\n                      <div class=\"caption\"><\/div>\n\t\t\t\t\t  \n                                          <\/div>\n                  <\/div>\n                                <\/div>\n  <\/article>\n<\/section>\n\n\n<section class=\"img-text-col-2\">\n<article>\n\t<div class=\"col-wrap left even \">\n\t\t<div class=\"col-2 \">\n            <img loading=\"lazy\" decoding=\"async\" width=\"797\" height=\"368\" src=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.3-Entstehungssituationx.png\" class=\"attachment-full size-full\" alt=\"\" srcset=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.3-Entstehungssituationx.png 797w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.3-Entstehungssituationx-450x208.png 450w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.3-Entstehungssituationx-768x355.png 768w\" sizes=\"auto, (max-width: 797px) 100vw, 797px\" \/>\t\t        <\/div>\n        <div class=\"col-2\">\n            <div class=\"text\">\n              <p>In der kirchenhistorischen Arbeit mit Quellen spielt der Kontext eine gro\u00dfe Rolle. Damit aber der Kontext, in dem eine Quelle entstanden ist, analysiert werden kann, braucht es f\u00fcr die Quelle selbst einige Eckpunkte:<\/p>\n            <\/div>\n\t\t\t        <\/div>\n    <\/div>\n  <\/article>\n<\/section>\n\n\n<section class=\"img-text-col-2\">\n<article>\n\t<div class=\"col-wrap right even padding\">\n\t\t<div class=\"col-2 \">\n            <img loading=\"lazy\" decoding=\"async\" width=\"588\" height=\"240\" src=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.3-01-Datierungsrahmenx.png\" class=\"attachment-full size-full\" alt=\"\" srcset=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.3-01-Datierungsrahmenx.png 588w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.3-01-Datierungsrahmenx-450x184.png 450w\" sizes=\"auto, (max-width: 588px) 100vw, 588px\" \/>\t\t\t\t<div class=\"caption-wrap\">\n            <div class=\"caption\">Datierungsrahmen<\/div>\n                        <div class=\"editing\"><a href=\"https:\/\/viewer.diagrams.net\/?tags=%7B%7D&#038;highlight=0000ff&#038;edit=_blank&#038;layers=1&#038;nav=1&#038;title=II.2.3-01%20Datierungsrahmen.drawio#R7LxHs%2BPMsi32a87wRQAgDDmEN4T3wEQB7wnv%2BOtVtXd%2Fx9zz9HSvdEMaSB3du7kBslAmc%2BVaWVn824MdLnFJplob86L%2FG4bk198e3N8w7Ek%2BwU944f69QBCP3wvV0uS%2Fl9B%2FXHCab%2FHnIvLn6t7kxfovb9zGsd%2Ba6V8vZuPnU2Tbv1xLlmU8%2F%2FVt5dj%2F61OnpCr%2B7YKTJf2%2FXw2afKv%2FXEXJ1z9uSEVT1X8e%2FcSo3xtpknXVMu6fP8%2F7G%2FYof%2F783h6Sv9r6M9C1TvLx%2FKdLD%2F5vD3YZx%2B331XCxRQ%2Bn9q9p%2B%2F2c8H9w9%2B%2F9XorP9p%2F5wP%2FWPLRLtLGxfBDqcj1pCg3%2Fx59WjqTfi7%2BG8dPZ7f5rgopPTsN5Br9lfbKuTfa3B1NvQw8uoODlv%2FfjT6NF%2Fi8z%2F6dXYjEOxbbc4A1L0Sdbc%2FzrQiR%2F1rP6%2B%2Fv%2B%2FlFzbMAjMOSP6aH4n5n9Y3kYifxrE%2Bu4L1nx51P%2FPDP%2FoSH89X%2FS0JYsVbH9W0PgxT%2BN5x%2BXfib%2Bv7AI2L8tAgfmpVj2T7UuST0Un39fFDC3apICV3wwS7E23yT9uYX869okfVN94MKBtSkWcOEolq0Bxk%2F%2FuTE0eQ4%2F%2BD9Zxf%2BVvfxxxj8P%2FYeNw%2BaL679n0f9llv%2BrU4r%2Fl%2Bz6M37gHOTJWhf5n6n7b7Hw8x%2BIQvyZovqfsOSva%2F83HQFD%2FoP9Pv8vOsK%2FNYT%2FP%2BsIxP%2BXVg3%2F71q1f2voP7lqYB6T%2B5%2FeNsE3rP%2BFDpP%2FEnDAi98W%2F1tNgvyfmATZg5VgGvCi2n4W%2BvdCOf709h%2FGQs77%2BNeN%2F7H%2BMA8avAFFp%2BsfN%2F9qBeDj0Hz2FdrMuMKG5r0Y%2Fmob9P23%2BX99JLj8T934D6YKkHD7V5Nct2XsCnbsx%2BUf9ls2ff8fLv3nYfusm61wpiSDzzwBQYPxAHKSH49A%2Fldu8J%2FA6r%2FuEv9h4f%2BC%2B%2FOfCdP%2FxFOw%2F2CI%2F23wTv2%2FYBUJWIv%2F3yr%2BYRWP%2F2gVFPX%2FnFUsVyjNuC6%2BlxyLM2HHuv%2Fh%2FGfILCDhE3zZDD%2By4O9T%2BMOlzHFttmaEU5mO2zYO4A09vMH8ner%2FtST%2FIPv%2FvgzbCOc7WadfuVI2F5x25ueR9F9Xkb%2BugNd5siXACH9%2FxYTpU%2F0NYxufMewTeYvVSIM%2FuuPVvFeBV7EGfrA6S0fgf%2BbeiOxvGAPfwkg66%2FiWzNKVXNJ118CLdH86Qv8FL3YV%2FFCbk%2BGG3U5%2FPtAjtl8jHvYacimvs8Gj80f%2BUId%2BTx56G4VMrw6vOyaO3WRAL1iadjyb8aUmo2L0ETBuiD5hj3dkPbzZmR2muGS5YS3BYZtqZP3NjlYpb6k7wDBRV2zRUA5nnatRFth7HFlmbiu5Gv12UjsL2o%2Bw8mZYC1g%2BJHFsHd8iJl690n%2BpL6JpRhF4aPWUKuh3J%2FYG%2FspUWkS%2F6YVmVjB%2FTBWJTJUYs0dLFSMzE63J4L0SNCfAoRllPpJBZSJVROjylPAp5dFYhJ9iLaPDuUF7tM%2F0DR34Gtyfn058MkmDeuhv2%2FGEVxptXKTZ34%2FHcQLfF3B348Y52a%2BPjmSDFYtpIR7KlR0ucmocDf5Z%2Bb0u6tOVepqUm5Fgyw%2F6eu1uMFNaNgojB1fwTYQP7JMuzWNQ0Y52nYd%2BbUXw81hPbPAiPtfAVCWkkR3w1BZ8Zq2y1I%2FKDawlqrteESE%2F745Es6nnJFD26Bgs3%2Fdf5aHSr2Z8biNLcxVpUHJkPVXYNdqSbSwDajwrviDWCkmwp4IDiJhwynQr3%2FHzkf00yaxiNExgvHB2SE8XgT4WhM5lJcr6HWZstkzYNPeVePJP07i5nkzl%2Fnx6jMQTfPZaNJexaq1sR%2BeHMagDsWdtn02S%2BvW0vT%2FXXb9Kogh7y%2BsTtgafG4Z%2BtATdpZ8IooNLXhnYPkGHcO4nx0V6hQ3fsMePA9vDj%2FwtP%2BWBnvu7GefxLRGP1AwRmRXjLfyAzjPPlpmmuqU7rjoZ3GSo4pBIbjCq6OJI%2FUoyU0IF23MELwTvXmZyb63Z0cgc%2FNZpxmOldF0f7cXA1i7H%2FDZuPs%2BoUdpRzJxXOSbN6bxr8F7CcLtInIZmJXKD1L%2F9Ez81VxOaZ9AE%2BT44hIYotecLWat%2BLSO84RBKji0e8ZwCkxDy38kW7MBHdGZlKlT%2FxmPczsnAtBaiBxvo9PhmdxW80a9r3haEmo%2BB9hEKnIpIpnoCYxIP%2FXwGx6J%2Fny%2BJ0DTZ5kiNlg%2BhGoOeKXXwWObkixYvHumLCETo0KOoXmrZ5eoBboY9ETYuNNH44OGkV493%2F0V0NbD2bPezn14yI4noveJ4CTN8Zkf9XqOTnkj4nL8tf0STFB3XEotxN85sRXOvwbkiMQ78PhGn6Vy%2FrKSn2xJI%2BaOet1YYL%2FW0JmI9Puq3pp7V3UhIph7lWLFweNIMfuj386I6LizMY2LD9LGkURD0sVUpXCecEcPihn%2FbLVG4n8g4B4yX96sTwaIQBjcS56f0MqbBNMYlMFWWWYTTg0d4v7TPiLxeeWssFrTYA2e4%2BwmxgD4%2BCzRZ9H6V4sNf9dBDAzU%2FaowyHjmLBmg%2BbI3Ww3XHjXfMUvWXxCm5jaoql2xUk75eZrr4HhTuoLRnwX2z46GVBELmth8PfV%2BjeEjjmWQedcC3dSvGFm2fb9ALa%2BB2nApMA%2F0yjfslQIcY%2FCm%2Bsj9946ak%2BDR%2BldEjMPsGDD0sWTd5lFG%2BREL91OwNGTUTZbxAdpb%2B1OyS9SKwXD3eJx%2BhS8WllNRBEU9odFWT9j5v7183UE4yr8bS%2B5JyQPjJmx3nczVT%2Fktw5ZsFj1L23LGcwdUAKxKeEfRxIqDfjxZ93Ns1I2%2B5ngEgqecLyYsWWKpgqm9LAqO%2F%2BbA6hCvVwk6BZqZSDSOKPwj4VEaM26OA2IWgbstSoR4SgjASsKTT3e6Zn9%2F7ElHcEUk1XnwTxXdkP9bekS%2FEAX6I7UVVTsZ8jg6gFKMGF%2Fp%2Bs%2BsyIpBggB4cHCJV9JY66DW%2FtO7tdNMZkzk0fbrDF8kqnWp5P00LYTgSGsEI8IwdwauiXUjSOFeGmZKgl10P215eb7pXSS48WPmKcOOOFJL7FY5hEAgM%2Fipk57WDllHb78fBl1ZsOJGXmaIJCGsQc5EJdKBWHfJ4gCfYmc8WmcBUHBYWj4t8yoQHRiUsoxl45txmg0rcr7Mwnz%2BDYUyVaKjaT2zmzj7q%2BTRTGswUN0iGbzcW9b62VB%2B%2BzE6VSq9vSYBuLYB25mmqd7UYXw1ix3Y%2Fv5orO3zN0rjBVI90u%2Bh0wPfYxp7MZ6pfZnV5ba8Sh4DvoHGTJYvDa4glSkTmWDDKWg8VAhhCvZ7lN14f08uBqDDLLG%2FzNmzW%2FjCnZqjNDA1aBj6eRqX0VnL6gbzLzK8TOxgMB3onjhcGnoucDWN2AMaWkF9XwmTAAJlMUi5%2ByWYNcHIh1ZFPtA%2Fg949yO2p%2BZZ83u5DPA3TmGYmE8fjGbuB3sdQSz8bgqgjaszWBtRs67DWhZHQTIA4xORt4PhmvQz8l4fmgOqmLno2TljaSSwypiwAew74uqHx%2FmTNepvvDXXnGCutz9NTCBFNa9Bi5L%2FOgvhA6nx4pD5pN1e39RpnBJZfHtt6lyTLYqtCPCNOnCjlcBURJhFfBaLoPX53t%2BigwE9mAXx7qhlGl1Ddoihuf6R2oeiW%2FWXr%2FRqtlptuAcpbHM7Mbba0%2FNWQy9V4rqN%2F1Y5x5pAfQkjHSQabChhHmTnUIZqpwv8QVSxrIOOZnUWpD31xxtZfmhzAc4kHjA8eg8rEg5K03X8dJJRxRmCebkA1kZ%2Ftr4R6CcnNH%2F3aQ40IvSAPkvX7z2qLenUcKY8lVMVlIzbmqOjt5d45QemVj25J4AmNZQh%2BLxRB2KttNSVpTO0Yheuha2OpOtUV%2F%2FJMsT8DWBIp78fcePOJsDzDVX6DnpsfjfC5vcgMMjrBAe%2FSXwF9a8HEUsBg%2F7hCvWDEu77NLFaPs8af0eip1nCOBsYxkm7w%2FmnQBVshEAMgfz3YDPAug7pnkcheqE8K6OGylZzyfcaO6orRvhlx5MXmBMCUAzDGhP%2FcsOtX2mXOpZGlsNcMQmlHF0gtIzztO98Kb19Cv3zxz9q%2Bq3BnF9BWWdvHFlwG0C%2Bk%2BA%2FbEDW5vy%2BMLBgaegi7cTiGvMqhHUuN0yLWEx3qwZ%2FfupjkNjO1WW%2FniHb6SNUDNEl2zaWlBqQhRujs7i%2FgacYPajFf7IL4kk0En6JtvXD0G4JGfV2cGG5RYZbRT2W5VBldH40zOQ9OhcG6VVBYCBPCvHCDMsxbcw5nR7ICAGYYhxWLbgPPfsnaDfnyXD7jyi9Bc1eZAmpJVl%2FwVRsxgRIT%2F3p08bcvudLEIns10BFa4j%2B0Y6nme3%2BbnQZ7aobIECfQnF06PPB3V9833gHfBfq0JmrxyWQXIFwVX05q9KqzsqdiG%2Fr5PJbP6aHvI273uik%2BFCbaNQPU09ExuC37XIl2TZo0Gi79Lj8fjGb71%2Ffa943l8sNZWh6wnAj8qsLfu1ZrDWKOBHYFqfJPN2xt8AVFtVitoBQaH6qBDbRc0eCAAYtsk30KyN0XLJgaPLpV4M5B7GXD4SCJsiouAoIFHWhUXofD6Zg9m2nbrpD9f4nUu%2FoJetCfIjtUxAAkuH8SxYYmKYY6D1t0qDOBMpGub%2FF2lL6ONfOERIMosgGHY46o6SKrrFEq%2BMltibi2GJKCwALuXoCVNFZk7U7%2BQWmmE4SywsfFhq3PU39h6Y8HSE%2BKuTrtrXjDKFCb48Ql3XqtPg6G2B%2FVMNRDFU%2Fse3qW5IKwPSHglfxoeRKceOn9uGZobnanjmor1fut3FnyFh1R%2FpaEuS8lHdedMdL5Rhea0WNVx0xf%2BtBS1vwnB4RsZkRBATibY1KQSq3E4g5fqsbI7eP1eQ1V23jAAF%2FxzJvZlbMCS0hA1LBh3%2FZ4opDvWPpD%2BAf7zCHcQgRb82djQmYEXQfVowX86HYtggis8a0wbwdfToE9AAPVKKSsEsHOSVXtIqxtH%2B7BikOjBLsKpLM3xxzuOEev6kHn%2Bsu9IH5HCvCZv8c%2B2z00fWYvB%2FHrIDPWLY16d1Uyt0E9BGB0BEn4n%2BEGFsOouNtwTP2MQYQUOo%2Fx9DRc0katToYG4xgyOfBWrzJ4b198UO2XW%2BHY%2BDAol1kM%2Brt3QHsntREDvQk%2BjyssdWemCUd%2FkYIQVMVumRdCy%2FkHFWqYdfgMsi63hJEiY6naH8sFxQEZrMOtvXOrZp%2BJXDxV9bYjQ6rH9cTH9eu61AvoK8ESHgVo%2BWBBVllShT5ldRY6huzfRmpaW6qBfiFuwwdycbT7ogDverJ5BlOK%2FE7gZm0BQhS1K1iHsZInVE5lL6yNFcCMFjt%2BMb%2BUksjMe4iHxMDT3fA3OMHoBNGKimd7RrsG3j3rTszZO1vT5ZWvg79F%2BPo9nIqnl%2BTQETuIgrfsI7LCqtAUFSKolOY3TQKWm8v3jXVC5aNLrImhvUJzqmbl1Axf5wLjw1WM8j8hQM%2FPMWbRleExNrlfr6xMdH4S6RgT4QRPySkHLZ2boOOHwYx213gdVTUXH6%2BOd2kgmMbTNRyJd0SySOCYRn%2BMqVGtrjxdtdTKbQ9pXuDk0t89atnjJMuej8tyWouf5c72yLQy5CeYLfXYI0w0zpANTWUw6wnJ%2FsHyf%2FzUFcKKsJP%2F4fpuKt%2FZGi51XcKafihAHglY%2BkcK5GkNqL1akDzFe9IvcrAkDloZw0w65gvn54pUBIv2t7WpFAPE1AO3c4l35oF6kTsE5JUEYz48HWI0dl1dZiNtsl7QiEr%2B3OUY6BsRJe%2BE0m33IaE2AT4YX%2Bds5qBoXcPPltnM7PMM2Wh%2BaCa9i%2FYXpGtrWX7y1a5UHWLgitsDYfHBz2U1kh5N1vsC4P3md4wHgbwJkhD%2FxQomp1xE22fsVlj4vUK%2FXpZpMeRXpduN8ThWPCilgB0ypfTVUDrWsyNXIWwK8DWqE89VGohRj%2BQAQokUBmXOq%2Bd3I%2Fowmo1eY0tYgia0XRzDhcl8BfuJnOyATmVQwML1k1oQuuJxNqGItplrUPwV5oLNT9LAF5pG%2BxcH0UlvfkKo2s4RuadDI87ua9lQkfQzEMx9TCWJ%2FAaXZOL5OPt1nWdlQKzn6E0RomK3jxTnt7FcH2kAVsFTsAvo3itB4wvBBMTdAHzYIjQ936Tc2yxwH5VNh8lA3uS2DUEK3B6r4sQxFtDu7gobOtdpXO0%2FoHbHG0BYvszvUr3UTrIsMuCj1FK1nYWocXAJ79DRpUIY4KkMQ9FuVp4h5Gkkgld%2BA4LD1mAkhsUAkglkRTnheOdveIhC8QfSTFmBqCpZGCGy32b7v%2BRJ34asHB4Eobx7gOLbUF4DD4avUzOyjIIp32JJjcivZZHUHveiJ0gF9%2FvWyc%2FK1XwpJtMZ3JYEk%2BG5UMJTg3vtKN5w4e8hKCBwrM5baJPA%2BMJBz7FrGb2ajlU88M1jmj9r7EFBV%2FRhXCyRSjF4QUS5itGCS5kGhVA1HtaBPkz0r9decD4J9vYw9dPfM%2FGCJZ6QeEmsNFsxuzCz5YNiA1AnoecXvOqqTTWyAomJOjsHXghAHqEeeZvm4KAK61V3lrFF%2BCMwM0QltlnMcWffWAU%2FFfRiKntR3JYxAmtH3gMDM3tETjnciiqTHA2T7GNI%2B0WZNmQUFgkV%2BhD9RF6Fud0reDT3kxscQqM%2FTb6LfrBFTeqpUrCF%2FvRl3QoCiOpyxY5ZAcbSWpoAijN56a2FON9opHm54wdDJ8wGUNlQOY6gmDlLNjRehShF2xAbVfWbPHTIRWC7F%2BLOwFOB%2Bq500MXja1GFpPQGsR%2BV39tlhtohPq1b4BnNyr9e7by%2FtRQvs6zsak1CU7uilZOGEgBpvDZbaWxYKF8AecpqdYXBhNs94PYggrmO2GgMzc1SOsvdHV85%2BSbj4LACmJGaf0CRnTK%2Bjl0Hl4u%2FKFYetB6anNviv%2FwIkueBLYcb2b1Hqg9UVBtRiOtuHOBxgVT6k1V1qvegIiOowjll68iLWXvTz0P%2FCoMswbDLs9uKiT5XTUnd%2BZw3KzyBKVFaVPUvzp8vmg6ssRXx9ZX7myD0amAZEfSSB2F7Hb4fvAfBU%2FpFiLxhtoVEeX0Ku15QWkj3kP6PHQLtlkkXe%2BnV%2B36udyXA6UluBYLJiKsPMKtXiAMOpHd81o2%2Bs50f7yk46XDuYLXkEzoJta8o3tkk8upfpIGUHWYE8vcggt1ttkDO%2B3qU9%2FbBrT6v2jFpTuPS3PdAcf80K0J4RDg0Jz5Q8hyaKolSi9a0yorwJpMCLIDMg57E0H7usRjzBDq58RxOb94GuZ0%2Be%2BaEAAIoiliXzHZmfi4AC9D0LU2iOIwfU2LAV2V1M%2B1McPM7rOHTv%2BwFARO9OfU6KaHaQjbFANP1WBVUbOuILtl1d0WhbUv9aUBLvS74U7DVDbC6Yxl7UHC8mgdiwMZmAupeBwZmjsTSeFA7ubUDyJEkS6fbH5T9P6Hswlz72lvwcukOFcCk8U%2BiysP8wmyV3LpLGG4akHiu%2Bp4qrj0f7ZQ8iPBDcde9cG2EAf70BP9%2FU31DNhD8ZYJRE0%2FqfIvjPyo7bCCJQ986%2FlxUIqxqiVyHUUeBhdReJDCNev5%2BAjqi%2FxCc5ujqONq4MMI0%2Fycwx1CtTL%2FxZ2ntout%2FOQ%2BMnnrnKiDSp%2BxxhZsiUhT2tpMCR9ti%2B6uFge4coHaMnaIuGvHOXtuGRssdjwlS%2B9ecrqmCggAOGqQPdA5NnR95ptJtoq2YryuqGOr07dYzq4Nv9wX48TRMD1d%2Fk%2B1pTETPBXUxuop4pPiPZjLvaQWgoWzIHEKoejwWJzAf%2BJGOZhe5uNUH%2B4eJN3F6KzcMZonPyKUwnEdiJxYMHeLTmC%2Ba7eEwLuj%2B4zgB8VKztTeUeQPY%2BS0Cnv2AiZNaDFBvGJumpYjA0kNYsuMU4umMcxEtyri5%2FmclVjSoLBNro6RNQD0CYFHIzLiDc7o%2FE6MzZlFecKvrXlyLM9P1dZyk%2FRIG4Vfyjup4OmAv0CbjjKyBvhrEOX0UHPwx7vLBxPDuzXzWydc6UwIuvw32sVIFcZTkhroKQwg9nkd3YUmkk0SUtPLCUn93A0znr1aYYxKwJBq7ph8UDujYafl4Ye6cFjCNkA0w7Ajuo%2FedD7hxNYAYNVZKRozJIb39nAVrZt3q%2FLJOfPX%2Bsh0eLP80l0HJTqq2VoYVzVdnE9J3sYyP1m9xVOCTqi7UF2Sjka0zEGrj3CFQH%2FtofKWlnld6v%2BoiXJk7YI%2BBMzvI5SKORoSF2L%2BqeVPmex2Q8VGPc6q7nYj7pXlzl6W8mj0ijrVTX5mwhB0IRAF%2FkqMvpFWxvwbwNvkVvON7vM9Ol6V1eH6wzJK6x0IPnBW9oYO5VkCx0SsTh8Vrzfj3rLHn4W65Z7keBswo8SoI0l25W89RoaAUPTEQSTeTFKYVc%2F3WTebR5qpBDL%2Bhd7ckxFcAW6Op9mIdvT4%2FswQWC90a5jGWJIH0%2FD%2B4yPu2pwFy5l3QtmgPtJnL22AVdTB83ezEYTiWyDlde%2BGJG8UyBOP34C6YviT7LWDeKYQ8soHg4xUQEXs9yuxJCJFIA7QDS%2BXhc2Qj3M1kdvZoAuGMdTEsGUKJa8N%2BgtrnkdgA%2FoCy2UP2SUiCvabo7eqgfv25qaDfc48fC7CgQZsWxnTjaJbombZc6I4nR6mfsUtY8hrvqoNOZP8qPeAllKNxa%2BvoDT65i5H2EPV7PA8Q99D4%2Bw%2Fz54J7EiCng%2FAplr5j%2FhmtRCRW13cRkgKCsQj73DJrTM7nzt6UXpd1DHCgejFkGNxPJ3sU6aDIVyFcw2TMrgAg6TF0IaE%2Fcx4XUlI%2B3%2BNp4GfFsYThQPPAE3ZW%2FVyl%2Fd4I%2Fbdv8Rpg%2B23kGYNa5QKCJAhhf%2BRrPWs0XTxQFCmdCbP4C0tqox9GbKONb4Z02YlKdhfajS7u5FtlvLr12k7ZFRZM24kfFz2tsSs0VWVJ9fn8yDNbkIc1nsX7HwzdXk2aWiliHfmpsxbuBrcp1sFB9dhaZHbPs25nLm2I8T%2FgjT32EzN9CzqiGCbx85PdQhZmceLFu11D8mithsMn2LZn9tpRWxR5Al3QqKqCYYGXgg41i6reg3tqhwrxHWZZ31kMqBlGGcT6HhzhrV1ZVMfMoGjDh%2BF52k3smEeazr3w4glQT%2F3gC6WF%2FXr2SNfCM6VsWAIJEttfv1n5Zzo8FM8UlfuqY5xMuG%2BDKNNIa28iEUfmMTirmiW8gqkqvD71foMHdR%2FwopsZvUtT6npSwIBdfpLH35UfO9Tqab8o9%2FMIZmXznQFzz0%2FKDddDQihhxuiQ1QLckAm7KPjJTBRw8aCgLkgHNPOuvEnukOM5yfbCWDveFx%2BSlhR8233iVssRB6OX5rBVMt0iO7mhz8B0vErdwYn7n9JPAUdFlx33xMO1vpcBsbPuLI%2Bt4wf2opeOWN9VCYjEG%2FHBTWfDKHn48UWvlq4J7IbmICGVvB34jQ%2FNSWKuXQcjnYLQzmMv4xs0WLAE7xF2cOk9CBxwH6m9c81R8mPbf2Xz67SPKsY2%2Fl9mqSNEb2uOKukq9%2FHHrPvHn6ahBHagbIC0olTOdU6nndWdfbdKdY5nxHRMv7AAdOkAMsB49YRRuZysEYotfaK0TCkNAKfu%2F2TSWsF1PoKuXPHwsKLM9sjDl7hs%2FqQpGUXrc9iSY5nMDUPCA8a2crYUopfaMNMkA%2F8m8wllnaERbveqf5UGN2BU98wZGQA4gL2R6LiKItUazHOmkribGhhMd0GJxMgnicpIaFfrZPiqxc7ak5%2BtugnLly%2B48o0IASoR1r7%2Fg5uBjH%2BPmMWRcbfmC2w1Q0e%2BTWvHZMN8Jco2PImrEq0WfT%2FhcC0XzI5Paj%2FsT%2FUEY3zIDzwr9xJ%2BR7m1euvvnztUnTjOAc6B1AuR5V0vLNYql%2BZmFv6eYKBDUNMmdTtwKRiIUwFrFQM9gKkLq%2FKlxHP0EDiyiFl7fbfP6rA7LjpbTrMlwfJeUMJXjdlXeRHZ9M6vwJ5HJdi4K0ITp4VRsr6PIhc2R2TlGrKGDUceXjel4UNSlO1bGVdk8L8rL7O5FcwTqqVPWqMLt3LcmcZ0DRK0JBX%2BQfmFGtJtYGy8%2BE0Ct0Z9k8%2FnaqZw9M4nBHbGuxlf6I3zNFnDX0S6OcLLN3VmmHsTz2Zm1hVDLJv%2BSfpAkrtvuROB%2FYmTzzZtZeA7Rmuyme6vS9hiZYjResUinNvLlUGtNRyxAOaVoOzutD595GXeqFz8K6F4XRLw0hinCKBWiWg1cppQAES7hPHK%2FOWshnU1AbxnpKvQGzxyTfBkDJ8kqPa7L21nvRLdWYKFkt9hAHkgVbnzKvdVqmdxCEH1PGO6OcFFQdl8X2Wms4e6tdwqDj0C7MaT5ebXkRep0rKe01kDz85tROmEqMK23y7Qh9w3gDlylZ%2FkLZEXPfOOWMX2e9ohkaG3Y1bMX81lziiX0BRXqoP27UZFv1CgwJ%2Fr82fOESDLHeHoC1ZSf%2FWIdXwzWnTEetNDAkl0PFSywhLU7M15NzvdmvJaEbARidPMhgjiWCHOciMul3uvGZa9CYld3n8iXwhup5vVvl5V7lKC3ZR1c5dYG%2B2P32vtVHNH4gm6eeruNRyJfkYFAR8hmulqYroE27Yf0oF5N2PNxebtHwgpfD53KXVCaUQ6xCvlGZP%2BIGyuMOxDyiql9xpHgjfemdgEhOq6DWcPC8T9VZpHmTngHp2EKYYoHqlq7KI1PLsJ9vhP42s9s4hlYu4wPoQZawbitwx0RS4NgSM8VBXduyy%2FAucdo2KeRiugWASnAfFfKuKsJqGSgbfGPS%2BDeYJQfdEaBG07om4hA3FLn4nSg%2FZLGd1VVhRB6BOAKLyFWo1FP0mWRt8AlmNe4Xa%2Bcsbf4SPPQv%2FR5mgAHsC3nkaAzNx7jMWThT4VT9%2Fvb4vP73D%2FA%2FcM3B0gOxwJ93b112nf8YiHI3v8Wpw6EE2rO%2B1csDsfmhi9f84TrHlL%2FzY1v1IVq2ceBH6j5Ljmf2J0QEi%2FV%2Fv7SqJ6g3%2FQJ9EtcnZGllu2bu5%2BHHBmPeF3CdwtnjSIUskvYL4gmbQ3W7AKPm3ziRZJ5sZ%2FR6r0pfUYbqLyoT4tSXTfRr1vP90fkJ%2Fz3dozqSG067ogf3AI6ekDaNl%2FQ%2BUpCvBDrXr4VINQumPgCCzDJbkeJ%2Ff2Cqk8njlbEdjjxP7s%2FCZpsieopxKFfAFd2MC%2BCnYX6s4lCID55%2B0ff19Y4%2FdRHwGK5PrdL%2B4G9T2XhL7iVwkQN3PtY%2FbyJsd%2BcGwiaHatYgJXQtNzIDdl6nSUEJwIip%2F8SfzW38AKz1WXcCtgJXoYLdFMYhjiNk2%2B6oj2BcWCkq4LHuigskHbaEUXAwxf7CM2P21zlsXyNI8ahbzAqALz9J5vxLApgiXLIrtItfpd7V2f7q4F3ggeIlkmDcT4SDxDaDuEh69ZNauuz6Tt4ftb6Vl3w%2FRIFo8cr7KwUVKrDJe6SJXAdXzcvjcwN5KN4PgbCLJAietxqwbTZ7w60lUSwyxGiNLGjrDn7jb2JBA9EHJG%2Bx%2FHN0jJSGBavczR2AramSy0SP0vuBjqod66zEpgza4eniz2iSBdfLJkHO5PtR7B4BjBchEa5qOFKIZEDXXPGSWVp8zUxQlp8d5joRIDkzgIE7YtQmIl8BzLlM2EvKXi0cNMCkwqUeOwlxaXO69mqN2HM%2B4UDeZAjKr%2FxNu0046zIty0T%2BMuV4FzBjZe5u%2B9DHh%2BolOzZgVSN%2Fr5MwGNBJGgVZ72EA4pawSHzD%2FoqfZhUP%2BzpkBaUbXLjI7P9FASvDOD7g5GiHg%2FA1EWm1F1zSJNShYDhb0Jjv8eafAhsPG%2FG0DMAfMI03wCHOTORaZNG39UPQN%2Bj5sz2W1lHif1WMrFlarpg%2FVcwwU31YIv4uLWixTPAYIAGP8hgUBrZA4bWxQqaf0Aw5%2BRa2y3QtaQyo8BVeLW9QfANKPq8dlfp7qLbmntw400EqudX8SBpvgeenGga8L7sTqPUfJurBxm%2FS34JDVPaN47modCVTxUy6YR0mo8YCAGYRt5JoEuLNaz5S24H0MvcON6bggLN2b0Jr%2BHp9ief9tnsAH1iqU4J%2BDNQYRmoFwO3lIQrChDhKv3erOjMfJB5Sj0oFZj6R1LoxYo6gG9s7XYsQSqeGabMyEWYUDvZlsJ8j1hM58TCjMUjfT3fvXiE7nIRyxNyYw%2F9IKQxsRp3GLdWWeToDYsPA1%2BpfI4jBGy2E%2BwmJ%2BM1eTdyO2H4AL3zlmooVaIm6Ov4N0wWXugtMhgzcGNc49SefN5S6TxN6ieKfV%2Fgz5k9tPaTOpeNP4tMyh8KiXw9MVgb5iyNNrMj5K3qaLYDNeCR5Hm%2BL%2B0u4BRGKZdu6RR3CPJyX4C7i19YZ8VEqiyZJvIU2%2BinYy6RiGnITlBbl%2BTys%2BlrAhw0wKihSbsBaw1KDcuUDt5DYYUU1SC0dyFlKJU%2BRuZ0D2St6Dl3cwQqz%2F6yGiX1Ut5G8jYAIW8WhOaKR4SM9GCxx8qOtmDnFpR8olhmTOPbaCsU%2BG0vzDTOWQhl9zORWgiZBQ4snNoQ0dZuEatZUddu7Rxfposw3K28LYCcNAMzZp7MPg%2BX%2Bhz1iKsdLGNC5HvpCMOplgTZNM2Y1DehVe%2F5VTwokQDymPjWUIm17nSEymT7nAOInN5yK4XJBgr3KV88MOzGjtyPYfp1MgBU9UGE2VNtSNwU7h7WIdNbdIQNOApgh7A%2F9S0CDe5%2BpgzpfU%2BxdA3zMWKXmo6IghluawniwHfAOF21fTfd5HjWyU9dZn16gpAIEVlT8wifw5d%2Bn9nuv71t6KbYgwygklmWph7ol31okSjPw3N2gD2l9f2Vn6ZwjnBbWgIwXLTuT1Uk54MJq1csfYPJsXw6Utgrg4neOsLeHefPGgs6wgQCdKhnl91y17Sjqu0awEdbvcZG%2FYaK36HK3tnZGpCGX5SP0%2FRU%2F1DHOUumNzvK5tgFpvLxePm%2B4YSOZ5V7SrQD846f%2BCJEgAFM3gHkT1GK81xYgNxzB6BLeN7fRGynn2NCGu8JdGcERicpSBEFBPfVgBZKOH6waUF73Lr2qPFcsjFG6%2F8o1rf4Mlksziyp%2Bq1Z2GR84UT3SbU%2BTECNd9cF4i%2BjZeTkZzftV%2BAQD8%2FpzeS3Eq%2FGDR2CjhSc5KmlgT1bpKh6WDWsh09RD%2BgaapMZrSVny2uehwkWrdjvmg6X9ziTa2twTbQ22egpQTCleEWIC%2FC%2FWGyZT8ybQdd2EaqM6u29PGmIc6ADu4mw32kun2oDFy0iALfryCmU110hYD2zQb8G6RVDzPkCi2ghs9iUwOhox%2BEBl0tspTvr3j469NsPNgUVFCxkS0eFfnI%2F02EIzsbO05yIq0qfi4BR%2FRF9veB1pE%2FAExR6xlG6BNahnzsQEBBTCxgnHn0zJdsl7QW2tQAub6%2BPfSUNPWX9yjWPdgb9UxBSvrlMv0RY6NdtyzJKUzbHb4NRCmG1CUsTjUpQAxgYk%2BLDnas8SsX01oCdFyWHvFgn%2B0j%2Bl7Tir4NvIuIV1O5Gz7JsQuuuVlV2HhuVW%2Fz9JAx3%2BNk5QsD6b1I75MXHYUoQJT29iliujESf%2BbOb8Wp%2B%2BNyfDQuYHXo%2F6wpD%2BjwSEi%2FARjm4k8uogV3FZq7XzhDkxeK9U%2BIjweqfF0A024yYV69d29MVmVreUxwxkSrlr74YLMYnHiln40jVc%2F2Jy5zc3dh7AOonq85Ur%2B4jPPjD1vJh%2FQogquv7ap2ZVnPzF4wMP6ibsPbnkaJ2IFSjD0uPQHz1WVjJBnh2o0nm4Opv4qDZysIzI1BjwPQRsocM7px7%2BgREJ1QEnOv9v8pekzfe7jQQzLxYArUsOyimr0A1RUBlVOEbQDDW5D%2F1JXgmCy2Dv8ThkWyaCCJ%2FOXPh2azoMxVrWI36o%2F%2BpFtIU%2FM4%2BytMM0ToeYjFP9jA6nj%2BpaSctAIBzfA1%2FNey8v6g9UyNUtq14FVkmcvaPohpwazUrwXg8Od6%2BxA6oxW07%2BuSDRWha5clkXxH2UQOLS9IJCNRAn18x9dq%2FvxZmej5jVWp%2BPG4ZN5g23YYHN%2FGDq0kgrr%2BvfL%2FSn1qNlwR3t2AO51%2F2mM5nqmMk3xG6W6ERpgGzFwHsCaIwML6H%2BtaZGF07aokT2z0Ws5I%2B0CPrDTcb3s%2BwOMJNeZUlUOzZGqqVZekehqb1hb%2FYySMzMvBLZW%2BKPYQCvkCZlwz3h%2BMVS%2Bpcdbzd7YkANNl6p%2FY1OQlK8accOnneqmKtoQNPJERvhwArokDtN5icU9HA7%2BOG0Bq7MIFqdfTZruAoKP7x%2BB2a69RtKo7sgX9asTMAP3JRii4%2F1Ery2pQdIZl47OjJ%2BrTqGqD0hTSRAIMB5anxJ8th1IapQNGE0XP23iWHvcZEaaxui4CjK5mk3vh2xpkP7feB5%2BfwTPNAuqBpfC2PhuuS6vI3aANV6Vg%2F2YLOw7MfWYJbOqxViAny2xLASmFdtTU%2BC9Omc8lCaEjOqsRoxydzqeiNV7zIMbUkZhOIY4Pa3QovA7ox5S7y1S5NFW6SryNPgDkrWYJKRWhdZZp0xSTeJjO%2F6AeyBtxkrWoEI%2Bv3WZpAXXvGKNL1BSvF66Z3p4ETmjrgs2lKhr4hk%2Bazzb4xaqJpuLLwgaoxxYvyQ7z4XQ9c2TlXTv7ZpfnhQ5sujsBFA0SJAyvGxlthxn7rtR8DPVeff7330D0c0QsWWCoJgBaI3lurZYjqOEyVPcDc0MLwVSrmfa%2FLIX2%2B9fAs4bY3PEUwHz1JZLM%2FSZbG0RePkkS%2BBo9U3248swwA4R%2F5mz2EFSvNVTQlbmrioYA5%2Bu2JPf6ydkH5OHnfobGihl35iW9G3QwqlS7xw386HMqwyJDoCu52ol2dsF4e%2BHX6k2%2BqzszkgYAEYNkiEYjZMCu8%2BChjncbbb0gpD5XNoo72wh%2FMNwPy7hNeLQ6J6tE%2Bflyw6hE1LA8Kh85Aw%2FDr3mtFboKfKKp2v53nYSO1zPKJMUk4vkuA546OWE8yKZydyiJ6FDBtr0Xs%2FOA5sBqeJnI0bf4a%2FfOHeRaHs59poDTjxqgFA3dav%2BUxobfxVRWO8yFpM9mXCTOzEWpKX6opfqRE%2BiaBW%2FnRIVUXRNlV%2Bm227NQHClMz17ZEQxhUCv%2FGT6gOgR88D4XNPuxl5WtyaBgX2217KOpiIxss2PbVVVqmZFV9G7F5hoHpRqDHWdtj%2FNj2QJhrt%2BEbn0fmVw7dTuiqSdS75lPLWd71N26sV9IZHH1691RHAXq0MFtjLV5%2FI7%2FALkSuP6NlCAAGo4RPhOUdaphP00RtWFMEr71161UcUs28pyFfagrVueQ%2B9UYpjxbKEmsvri%2F%2B6bmNfLGN003K%2BSwUAemHqAXQq4XlHnKLtyjF4pOvBljoNelqxTHIJbD4y2aem1v5bvY1tQ%2B3Akgvd5m7TBdwkCo1vhog6YYsMvSZYeOYPh0P1S%2B48%2FuQjkeLMWsDkGblnlOpKRsapOxibxk6IGvEPqudo8eNszzF8XurQy%2BgDOTTHc6aD2D5wIcjXvtGlGwLlIsPPIEXKsHLa7iPdil8a%2BNACQNKNQGWtrzv7W1mG0txcapduUm%2FxGtU2t7%2BETZ0rTrIvobA5BYW5uw%2BcBNGaJefiqSnKl144cnFZ8c6vYmumQQOzTW6xFPbRKNx2o4AqXBDquXcDlQU8QTGrr7xiK4qe8qiL%2BuqB5DI9b25medxKgxnoPVBa35yoqbeJ2yIzsSeDl3Zc09MvQjtkR6P7rG4Gsedpwm0Eo9usMRxOV%2BfWATIwKc2UZ%2BMrxef40HBOAyZe1jFXWv1tu0psY34AlOs2IJonx3B2bg0v0%2FqZ1cxCoS6%2BhPNX7AI80O8naoV2mtmvsQTZ0NYusbMx%2BVbSKZdyUWst5vsgWqtmhgZH22eU%2FDhsFNoC%2B7eRhCLYte9vgUPa%2BYoEJIg7qQD0TdU3mDTHTnTbncQMlM%2BrpvHqIZI%2Fc2ZwZXZWW6vjn%2FHgLKXMITs%2B8HSiA6ZRRCZJMyPB6rQMNGbrbpaaKRyRukPnJVIf7d1uVvAa0m5ibqacFAQj7pYDNubkHva8JDNLarUY19vpdsBnE4NBpW86sDNQwvA5xBtM5IUrTVaGoDjqvLgMYX2d6tXKKMn4Cwpe68rCGl3ruxxtcDqbAqQ8aeJ9jtvpd0wka8C0%2F1iCy0Uy0uUaXV4aM%2BtMYppk00cOMXbA1w34PFa0BTCA53lSMaHGzhYOADPg0Hl6OR0DFM%2F2ZqSanEI1H5WSc7Mrg5PyrzeyywBh2LInxpUvZZ%2Fyj%2FMx%2BOBW0tzLBaqu%2FxD7b%2B8%2FSzbE0n1np53cm9HXFf7m6phZXgv6MH66leOqU5aBwwF7u5JDeftBTBix3oDxh57aDYszXSKyVcLqTfD34U5fZAZkFPyVZ6vMhBAo0ZdnXE1mFLbejhz3eaF6EjO2cHij4J4remgzEm0FoaUWLr%2FMXJgD4%2FCxrIQqJSJz1uEJDgD%2Bz6jy9CCyaSCG9nVNQWf3%2BpYtPgC8PwFBMf64%2Fq%2BAxz1pf%2BUmzL1z5YNbvG5xMAKoCeAjBoqlPIBs3TwLn5LkhZ%2Bk7BbdMGLaHEcrEn%2FtHhclpP7s99UurD4KUm0j3eCSHvAMzHnloSSQhwSRAcJXsHzYg0AM6IARyrNW27l82d1La9%2Fsyvg%2Fq2MgQClNHQFYP48S3O6kHcVAwrwIIUUUIjsvQUU0KI%2FfX8BhwZO3I0g3HMsmm6jAzhWDwloFQeB8JNli5ZBwY1juZ%2B%2FNilSzkvrz%2FTJmT4Tww2rQu7z4UtUqDOR9qsGK3rmn0TcqZUKlnznfuhCFYkaZyEMDSjLiPKEAXfJfk7JwKTNl6Kop8xWo4NNEreOSC%2FMaORy8zU3tuMLDv%2FIN0wukymTkxqeL%2Fo5DTdiupthX6gKCbi7jaCh30eNfBstusCY%2FDR4DlYeV1krO8LbXZmX7Qsuv0jDFzeq1dB8x4N7UMHNI9nDhLlsdd8RuDVqqO0hi6TA6tT34zI1fVAEQTzF1gnke53ezrwaid1RBpC%2BShMBTo5gw%2FMhVoEmId7dDl6LdGLsHGQMC32eMWQrCsOGpGJwY8aFPpoLTBQgPalRRlmYmOls2tB9ANGQbNKsX6YEs1vmPHlM4iA5rPGhHa9TBoBHvbgDuBeqRGYImH5KOVS7va0lelirzOhsgR4wi4y%2FdsJwjMcCwjaU5yX%2FeTxVz%2Bpv3n7lFeDseLeVy4K9uzZCWhye%2FK7ekH5L8%2Ff9sZD9XaZx9YZlIQ6P6lMeWBs8PhPRMazYx2R3Op6kxXoa64tI2JZyWhc%2Fp5PmAjU%2F6J42FAiUyqjdFhjAHGmS1%2BQ7lV925fAbHcToW%2B9Tz4cnNQBeFpZTh4E%2FKJO3h90Ry9HcNnAnFVP1D3f3PyZH6BPmjJoK4qjpztgFN6j2MJbgeYlQRbyAPajKrS7NBQRcFduYG181IVzJfaWHdcPtg8%2Bu8EhuyByUE8wQkYAs0c5h5dQp7pYAq4eyZG31kKaXNwTLcyEXMzs3EY2HbvUb2Xk%2BuLO%2FnpbSP6iLoFFYgbPkaRDkRmgOHTsikJpBgIBpVXfIDLbrKuUupLx%2BJGOcUyoBNMWu5M%2F2SN6PwrG9VwnLl9zszc%2B2XiO8m7lHiLxyTj3cPNmGmSHedidIuKt26AvuUAinYbQfzHqqfQMc6yZz2ckBc2TQK5262ij6Y6H4tXPJvYy%2FTz48u0aIbxzWdZrS57bZKQPwpMOi8qxQedZ%2F39B3wmdjDcPYVd82SH5WDZ4JzsoykNxbb1dBEtcXdJ63CGbOSo1rQ%2FLQoR2YXw%2BVo3MiSogy43Px153vt%2FRM26aRYZlcdVzQ08bk8naa%2BbynJhlIUa2%2BKLkvPeuiL5MwTOXdqMQCmkRHZaGIlyJltmQjJZT95ucrcsRzZ2uvcwagS9H3XRvCFahMjNfd9E4suzo1zmVuin1GRhmF07vo5Tud3zEhXg63E86RvHYjJb%2B2JODZvkrlWB1Rjr30ou%2FjBJ4GqtC11KkWzTxdcazPr16HNUA%2FiRzEaeN2FGFlOdbFFkowUo2uRh9B2kZSGD3pjjaxXA6T2HvSqs7PyaIF1YfuR5MA4XtbncJBIcIDLsXghbtM7OcNJN8VrcFdN208FnbkCwVDURzfH4%2FxnZ7kg8zUT0XsTiXD8vfquyXROMsNZHgAJiYaso2gnpNOCd2ryCnxqqMhaj7Di3V26Sr4muxwK%2FyiePX%2Bmt8daDbbwR%2FbE99Z5dDt1tDj4wXjWR%2BaYa%2BrPPZItlHUF%2BvRm1Kl5eXHHpCtIzF4xOrxRFWNoiDCEQpKY4b7e4zw1Gc0QYIeUFwXxqiiBH4RR6Wh2HEfVWxs%2B71hPjruXZRkndDz3IwWiz8EaiB2nwl8OJgq3lbv1ICI3%2B5vEpSc1pb3gTMDbkBu5%2FlEznlI53zjDvvUP5UWgOrqWMK3daM2p6M78V0ugC5IQKLnmviNNEGcFcXXBo5lctM50iBPqyxQRKORfmsSdqrDVsxrlB7E%2B7c4X9NpN7VhM4MKz3kwLRfjlfn2u6L9KUEGnPYJornXs5MiBUe4rOGEkLlyhzIuAbMzBYoX25%2B6FM8ubLuMDJFrkjxRgbSmqx8SQUFdbg7fRg0cbgWaJdLQ5JVYff08EXrdgiWyPp78890dJcMSWgyYL5NHFtAWx%2BdL0PWzlC4raNYyDIU3oAdfeKbZlDr%2F%2Buh5PLWkydby5sg%2F3zoCg4veQWjit0XbQrbmIyD3L40zv8hrrQKzIY4f2Sxw1zMRoa9%2FvqvNPcd3yxdv6F%2FGu0ZiYGMx8uKyBJAst1dR8tnofxUoovCMTFfNIYuHn4ksbq2q3K78mgn5Ct%2FerrgdR%2BP6igQtkBO9wnpbAGZYnHa68QE9DKln0VzZITRTv3GO0ysWr9zZ59JCoQuIFtVnGWmjBn5%2FSXXXI6o6JDw3HKj2U0vC6hIf6bZKQDvlXt9fE7GSufFgAGW3WatSJ32c%2FhxxjGnerbSQPlkGE1tUKogdS11mA8LknUbvn6ozaaXkCx6%2BUhz2uNbhZyPqcDfsKuGRJQ%2FrsMKsQBj257fDrj%2Ffw%2FLc7Pd0K4hynwE6EElNAUaiFLIZmk%2BdJcqDv6aPMTt7jlEducfyPgBZnrff6SQwdXtABw%2BwE8n062KdR3%2BU7ELU1HgSm%2BFhEfwOHbOygz4aTAY3%2F4iFp%2BsszhGPdoSk7JkNDNI2gDV8xke6PjiYEWVcwf85UamcJVysw3PvCQCQNFh6Y9GZcZcjfgLJz1Q8O6Dk1CG1eT9Lmn7mKjc5%2FFxAtD2GNTTlXWHcQnIec9aM4zsEJiDAQ4Mhg%2BVT%2BsZbH86ZsFHZY07Hznyp7uJkgDPWrAFP3FmQIIHoY37PLFvaHwMXWAZtDfeUGXpSL1N2sAPMqaw4e8hOoXnD3ZBS%2BtV2W0Nkd%2F52kHXaYFIEWKBl%2Fj3jBIZEjEk3se6bsrF8x6SEMoaO83qA6R3gMvA4MPMxafznu3%2F8oEJ%2FvuWlbKnvA%2FNCaUjhtxlcwBwiYJf2Z3hSxrV%2BlZ80MwoIePuzR7e4PNP%2B2fYxaab8qeZaVeNrYfU4C8yLY0aSNY3wSxfSeUs5sX%2BVFcyqc%2BWzSf98EdCMqKnue6iRV6Tn%2B3aF5sk7Z7ZeCEJ4FkHtJG95Pa%2BkMD93Y96Ff2fFx1EsS2AyiT0rQA43S%2B%2FuVgZOwpAAMzRYUqq54lVNPWVYPsEJCzX8nLD51I4zD3mvNFC9hZDPTe1Z%2FPjSlwNy8qRxyc%2FoCX5NA1e4CoqI344wQvtLWlHA4jCPrcATE7Bk7KfAZPRhffmPvJBa8ocZgK4Y1yVyPJBh7OP1LH%2FP5yJUjjv7dy5giYafoCULUWgKE%2FiNDhFQPV9YwdQa8OuYEp1rxP4s6wbR11BKlVn437u7sh1XtST7O1UvJTCjH5kNNtjMwxuY2cxm9NfXDuc5V919b0vdpXqqIx0pB2cmhojYa8VesfYoSoB%2BahU6Z7eVVTrS7a9CzcGYKiJrGftITuWgWC5i7iSWDrHdga7ksuk89xOh7Hf1OKffPW%2BqdF7%2BhG%2FCzcdme8HJB0%2BdkvSkHVJmiWn8Yydlb5V%2BhBx2kx3r2PM3ebMfHYsfbqedHhMjt1bnmutLZW8%2BXiaINJIhKGcmxLCw6x7p9IX%2B9hhBF78w%2BVdyyW2SIJV9%2BLsPU%2BPpMs1QboYtAgeG3viciGv7EcQiMLX38g1TxTRHFHCFyJwJR4ZQa%2B3ytCQvShGncsTh%2BZIxTe161GiwkEKOi98nC3wJVlpVxM4XH91utzScmKCMj4vLXhP5tkoxCkpvHi4iLkxY8DbSH9eTmMHO7IaTcOFo9brCXTEdrjLQXdEvDCLnDsGWwph4zaCYMCLEcykBsjMfVcI7KuH4%2B%2BoqnlEwZ14eH%2FEq4VRNhCPecBpiZWPcDuOLAm8KXDZdiethMuW7QWqkBx0E3OG9J%2B3o8vsZak37PGseeZJL0%2F36PZH6kzA%2Bs8KkCgJxvlsiIC9f7aKv1EqVHh0kKujY0cuXtAsQh1SFRssCjJZOG%2FHEqloGBhsuXR9R4ePFkN%2FR8%2FD5884LFsuj8X1TyUA0CRp4R9kT2JSnjaXG%2BpnbEEHn3CzpsCRxcT4udQemh1YR9mdemuAU7P0iLpcJjytCTBB5L63nGsxO1JYbk1YI%2FIslf7pl1wqxYam8jd29RZw9vVPv95beV18ElUrvE%2FMnzRPMXRpyFtGPlhPzU%2FG2%2FomgaU1MMVDsc75i2g3cl2KKpNTGZngEhEKFfuJmg4U77I78AWvjOpsLwIkpfNZQmauKXC0N5pu%2FCgu0JMuWTIN5crTtJMQnw9%2FW1CKo7DGHcCs2LH8Qx8tN7q3pGv7St1oV8PvTldFikBize0qM9jJgo49ToC%2F%2Bzkj3KDlWQX7GimiBas6%2F%2BnOercFyAXFXn1SkrxSpFuGgz7CysQ2aAdWRFEt%2Fd8a0w%2F0uxOXWiTgzvxkc8qgkZ2UN6tUmxbvVGwripzrBNeMecwsK5HzmB1R7II5v8sEUefpix4ZeW3kBuda2Uen%2BelDX6BW%2BjPGcfxvVz9VQOn9W6n5uG8nirCdQPq%2BqRvRPrSHn1jd7%2B86kyxUeewqbQ0M1ewSjF2HzrWLX22Ze%2BE%2BqPrBOQaDxAXNIvWUyvGfP7nCknSXlt0%2FJqqKJyaAFHQmigxlZGpTFFUpSXu%2F33umFXk1YWlhMeLsvU%2BNgEqQYSYnMY8M%2FikGD0K285sCYc5EVZGiU%2FWl2wq%2BUd3V26RO%2FA8Bn04zPDqqRtYtSpoRUkacAVLttna5iO080MeQ5uCV1NRTNy8XAMYRf9Qt6Jvl0VuY6xI11isbJA38k4WCXCZ%2F8ohcQoiBmEBt29Is3MUP0LbRChTTcTXHPxPKguELgiqvZRi8NpsDv4psJz9eXnYoBDr8N4g72KKDaPxfnUSrQq3rbFxEG77hoznJKeeRrdwp1Hz05ho3Kso%2BJqOA86B8XLzp6WMtPlK9%2BN9w%2B35WbSJdyAQTR5bNgpcJNajzPCxzmMJslT%2Ffi9IztpiYdab%2FuWY618t28pUetubr%2F2CsTxg%2FQkpDgxzDCThdM6W3vcUxP%2FgVUFeF8OueT%2F0bV70B8Yma%2BH5%2Fpt46tJ%2FYhcjPiCXGDQRdX%2BAnlZI6S6CRu6K51k%2B8HPlq%2F3SswqVEwprC9CpVaqArfx3jzqdmgNvE5bFOFCud2i4yWeR4PqILgZyZymOF6KkCryDDj%2BGKBd5qpeAhCMySD5dwSAn9ui2kk790hie8ngCqNQRCR0x4Jdr5S4WWwwOCpQP%2BbaksECVUv9BvV0bl3WBup3dv9TmUOHr2XIvYuXtqR1ng8eGlMJsqO8tiBvfKN5pJ8YRYUhEppftLnVSimcPbnoEtiVBVOduzqAofK5PlaftD7%2BLpwBNf1l6fEZV0JHKP8o73uYJFhibXyAzJigjiT9GAi9Hd7fFMwMqxGVdtnyF%2BsZ8a490Cglu%2FobuZ8csouPUcnDMByZS05e6VSV6vZAWfrILQ9%2BrsQfCf1H8msHDj0GzjEC0mFGpwuTv3q27%2FZ2Cm22%2FpxE24CQ0Y1QZ2Z0mUe28xtdLdqFpb4H8c2Qa8I2ssQkuCgEn8BqTB3SKVqF9Bj%2FooIjDL2GqYYFLcxzNeqAoI6X0lhbCDuf897TV7%2BrfDuLU17M3qm2zNQBva0AaDRf%2B9CSkfYanUQgCtG%2BdMswR9mp0rq299BdeJWydxiG2yM0ism5qZ8bG8NPAogo7Lh4GbDwp%2B3MkcYct%2BeTOldDpqg1vNXZQtoZjL1s3ApQiCYCI8Y0Dfk9Lt%2F8%2Fklthn7ovCy5bpktnI9M0PnUUXUqa00d55eXHhP9DatPhEMThr4jtC2X2er2ByA%2BdbWlA30wzKbi3s808w8Jmn7sfrnvTNVUBfDVZTjMDKeJYKhnMC9NCmLkpfdt85wqKBJwZNJoYLrDkrB7mfWFBCBScBiCK4rVEE%2B%2FZuBU2hx8murL2B5qrg9fAc4fiC2UXL0OZ7ZzL2RLC%2Fwu1bCHtHpOz8vsbmV9mR1M9jr2ivJhnlDbL5QAbWL4Wq5sie0g1QndP%2B6QjSdbo%2FP7Yi9latJLKpeA50HdwtBUdgfJtBbUMT2ozUmgv7TYpO92DpmLylkem%2FsyZ%2Bh%2FUqe74WVrRkwpuD3QJTWgINBcA%2FF%2BPm4oqK%2FP4PLV3998hrq2ytDHF7g3jcTL0NF0aqwquZd9lxPE%2BK2GPBzfn7o0wy2Cnonvpy0i06VejImG7an4O%2Bj9DysvFzLUVIqR2pxFP7zM8NO6UPOlrAUIjsA3vN4jsGdzKrGHCqIxT1stw%2Fjb29erBEr6GbXRYjmKuQrQQvZ53Gax9h9Cdl8MzbS1d4nJjJ6eV%2FQkp89LhUXo4JKIkgUHmABcnUvn%2FmEkFcKj7btl5tNnoIApRdiTfNbtSVeLhOESPaLI7KVXNxJtVWrkPlacnYfiQ%2Bi9EJwDzpit5sqHzsXPlV313hNDX2pPE3WwJ3webM8AbqTBO6RUmYyv6U6crc4emVxXvYxli6YeCVU8LNogjcfx%2FAr8aFf6MkXwNvLx9fGFiyS5e9Q19JMK7EEjy6e8fXEhPOFx9KrPz1cnq1GP7ddabjZ5WXXOS1%2FdAijJs0wxZjsxzG6f0LwgRsMBkYH9RVR0C%2FJq2Bz10Q5ABObiONG5UYmJXiPnCM68rR72pm4bD09%2BhFV3Dh0RyvKdTtazp7giDZ89%2BZ7Ouv4j77p4G1SPq4IyEw9ItC5L2zfvSaAh6DKHxGFTpdP6NrvLIYdgGxNSpiv%2Fho0KrV%2B6MskNRSKhXO6Y35c1G9rht4YppbsnY9%2FRaweOKQrOkFsU0vqWoKNsmMq0nw%2Fe7ciL32VHx86Yi4AzOrxY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target=\"_blank\">\n              <svg viewBox=\"0 0 24 24\" version=\"1.1\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\">\n                  <g id=\"icon-bearbeiten\" stroke=\"none\" stroke-width=\"1\" fill=\"none\" fill-rule=\"evenodd\">\n                      <g id=\"Group\" stroke=\"#25408F\" stroke-width=\"1.5\">\n                          <path d=\"M22.5606462,2.92393846 L20.6369538,0.994707692 C19.9289538,0.283938462 18.7815692,0.283938462 18.0726462,0.994707692 L5.5668,13.3999385 L5.5788,18.0273231 L10.1821846,18.0153231 L22.5606462,5.49655385 C23.2686462,4.78578462 23.2686462,3.63470769 22.5606462,2.92393846 Z\" id=\"Stroke-1\"><\/path>\n                          <path d=\"M20.8375385,13.1803385 L20.8375385,20.1264923 C20.8375385,21.5655692 19.6596923,22.7424923 18.2206154,22.7424923 L3.07846154,22.7424923 C1.63938462,22.7424923 0.461538462,21.5655692 0.461538462,20.1264923 L0.461538462,4.98341538 C0.461538462,3.54433846 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Nicht jede Quelle verr\u00e4t alles, zumindest nicht sofort. Schweigt die Quelle zu Ort, Zeit oder Autor (oder zu allen diesen Aspekten), ist sorgf\u00e4ltige Rekonstruktionsarbeit gefordert.<\/p>\n            <\/div>\n\t\t\t        <\/div>\n    <\/div>\n  <\/article>\n<\/section>\n\n\n<section class=\"anchor\">\n\t<article>\t\n\t\t<a id=\"kategorie\"  tabindex=\"-1\"><\/a>\n\t\t<h2>Kategorisierung: Quellenarten, Gattungen und gepr\u00e4gte Sprachformen<\/h2>\n\t<\/article>\n<\/section>\n\n\n<section class=\"img-grid\">\n<article>\n              <div class=\"col-wrap \">\n              \n              <div class=\"col fullwidth \">\n                      <img loading=\"lazy\" decoding=\"async\" width=\"945\" height=\"250\" src=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/mohr-siebeck-methotik-der-kirchengeschichte-sprachliche-kategorisierung.jpg\" class=\"attachment-full size-full\" alt=\"Mohr Siebeck Methotik der Kirchengeschichte Kategorisierung\" \/>\n                    <div class=\"caption-wrap\">\n                      <div class=\"caption\"><\/div>\n\t\t\t\t\t  \n                                          <\/div>\n                  <\/div>\n                                <\/div>\n  <\/article>\n<\/section>\n\n\n<section class=\"img-text-col-2\">\n<article>\n\t<div class=\"col-wrap right right-small \">\n\t\t<div class=\"col-2 \">\n                        <a class=\"lightbox\" href=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.4-Infografik-Gattungen-e1647534552886.png\" data-lightbox=\"\" >\n  <img loading=\"lazy\" decoding=\"async\" width=\"800\" height=\"722\" src=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.4-Infografik-Gattungen-Lupe.png\" class=\"attachment-full size-full\" alt=\"\" srcset=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.4-Infografik-Gattungen-Lupe.png 800w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.4-Infografik-Gattungen-Lupe-450x406.png 450w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.4-Infografik-Gattungen-Lupe-768x693.png 768w\" sizes=\"auto, (max-width: 800px) 100vw, 800px\" \/>        \t<\/a>\n\t\t\t<div class=\"lupe\">\n\t\t\t\t<svg viewBox=\"0 0 24 24\" version=\"1.1\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\">\n\t\t\t\t\t<g id=\"icon-vergroessern\" stroke=\"none\" stroke-width=\"1\" fill=\"none\" fill-rule=\"evenodd\">\n\t\t\t\t\t\t<circle id=\"Oval\" stroke=\"#25408F\" stroke-width=\"1.5\" fill-rule=\"nonzero\" cx=\"10\" cy=\"10\" r=\"9.25\"><\/circle>\n\t\t\t\t\t\t<path d=\"M16.5,16.5 L23.5,23.5\" id=\"Line\" stroke=\"#25408F\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" fill-rule=\"nonzero\"><\/path>\n\t\t\t\t\t\t<path d=\"M9.98263889,14.5 L10,5.45833333\" id=\"Line-3\" stroke=\"#25408F\" stroke-width=\"1.5\" stroke-linecap=\"square\" fill-rule=\"nonzero\"><\/path>\n\t\t\t\t\t\t<path d=\"M5.38194444,10 L14.5833333,10\" id=\"Line-4\" stroke=\"#25408F\" stroke-width=\"1.5\" stroke-linecap=\"square\" fill-rule=\"nonzero\"><\/path>\n\t\t\t\t\t<\/g>\n\t\t\t\t<\/svg><\/div>\n      \t\t        <\/div>\n        <div class=\"col-2\">\n            <div class=\"text\">\n              <p class=\"more-width\">Um eine bessere Vergleichbarkeit von Zeugnissen der Vergangenheit zu erzielen, ist es n\u00f6tig, die Quellen zu kategorisieren. In einem allgemeinen Sinn kann, etwa aufgrund ihres Materials, zwischen verschiedenen Quellenarten unterschiedenen werden. F\u00fcr deren Verst\u00e4ndnis sind die historischen Grundwissenschaften unabdingbar. Im Fach Kirchengeschichte wird vorrangig mit schriftlichen Quellen gearbeitet. Diese k\u00f6nnen anhand unterschiedlicher Gattungen kategorisiert werden. Die kleinste Form von Kategorisierung innerhalb von schriftlichen Quellen w\u00e4re die Unterscheidung verschiedener gepr\u00e4gter Sprachformen.<\/p>\n<p class=\"more-width\">Textgattungen sind sprachliche Muster, nach denen Texte aufgebaut sind. Sie k\u00f6nnen im Blick auf (1.) formale und (2.) inhaltliche Merkmale unterschieden werden, entstammen typischen (3.) Entstehungszusammenh\u00e4ngen, werden in typischen (4.) Verwendungszusammenh\u00e4ngen gebraucht und haben daher in bestimmten Kommunikationsvorg\u00e4ngen eine spezifische (5.) Funktion.<\/p>\n            <\/div>\n\t\t\t        <\/div>\n    <\/div>\n  <\/article>\n<\/section>\n\n\n<section class=\"anchor\">\n\t<article>\t\n\t\t<a id=\"aufbau\"  tabindex=\"-1\"><\/a>\n\t\t<h2>Aufbau und Struktur eines Quellentextes<\/h2>\n\t<\/article>\n<\/section>\n\n\n<section class=\"img-grid\">\n<article>\n              <div class=\"col-wrap \">\n              \n              <div class=\"col fullwidth \">\n                      <img loading=\"lazy\" decoding=\"async\" width=\"945\" height=\"250\" src=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/mohr-siebeck-methotik-der-kirchengeschichte-aufbau-quellentext-945.jpg\" class=\"attachment-full size-full\" alt=\"Mohr Siebeck Methotik der Kirchengeschichte Aufbau Quellentext\" \/>\n                    <div class=\"caption-wrap\">\n                      <div class=\"caption\"><\/div>\n\t\t\t\t\t  \n                                          <\/div>\n                  <\/div>\n                  \n              <div class=\"col fullwidth \">\n                      \n                    <div class=\"caption-wrap\">\n                      <div class=\"caption\"><\/div>\n\t\t\t\t\t  \n                                          <\/div>\n                  <\/div>\n                                <\/div>\n  <\/article>\n<\/section>\n\n\n<section class=\"img-text-col-2\">\n<article>\n\t<div class=\"col-wrap right right-small \">\n\t\t<div class=\"col-2 no-img\">\n            \t\t        <\/div>\n        <div class=\"col-2\">\n            <div class=\"text\">\n              <p class=\"more-width\">Das Wort \u201eText\u201c hei\u00dft eigentlich \u201eGewebe\u201c \u2013 und tats\u00e4chlich ist jeder Text ein Gewebe aus W\u00f6rtern, sprachlichen Bildern, Stilmitteln, Zitaten und \u00c4hnlichem mehr. Dieser Struktur auf die Spur zu kommen, ist Voraussetzung jeder inhaltlichen Analyse.<\/p>\n<ul>\n<li>Wie ist die Quelle insgesamt aufgebaut?<\/li>\n<li>Wenn ich einen Ausschnitt aus einer Quelle genauer anschaue: Wie ist dieser im Detail aufgebaut?<\/li>\n<\/ul>\n<p class=\"more-width\">Sprachliche Beobachtungen und inhaltliche Beobachtungen erg\u00e4nzen sich, denn Form und Inhalt geh\u00f6ren zusammen.<\/p>\n            <\/div>\n\t\t\t        <\/div>\n    <\/div>\n  <\/article>\n<\/section>\n\n\n<section class=\"anchor\">\n\t<article>\t\n\t\t<a id=\"sprachanalyse\"  tabindex=\"-1\"><\/a>\n\t\t<h2>Sprachliche Analyse<\/h2>\n\t<\/article>\n<\/section>\n\n\n<section class=\"img-grid\">\n<article>\n              <div class=\"col-wrap \">\n              \n              <div class=\"col fullwidth \">\n                      <img loading=\"lazy\" decoding=\"async\" width=\"945\" height=\"250\" src=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/mohr-siebeck-methotik-der-kirchengeschichte-sprachliche-analyse-945.jpg\" class=\"attachment-full size-full\" alt=\"Mohr Siebeck Methotik der Kirchengeschichte Sprachliche Analyse\" \/>\n                    <div class=\"caption-wrap\">\n                      <div class=\"caption\"><\/div>\n\t\t\t\t\t  \n                                          <\/div>\n                  <\/div>\n                                <\/div>\n  <\/article>\n<\/section>\n\n\n<section class=\"img-text-col-2\">\n<article>\n\t<div class=\"col-wrap right right-small \">\n\t\t<div class=\"col-2 \">\n                        <a class=\"lightbox\" href=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/ms_II.2.6-Infografik-Sprachliche-Analyse.png\" data-lightbox=\"\" >\n  <img loading=\"lazy\" decoding=\"async\" width=\"1649\" height=\"1564\" src=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.6-Infografik-Sprachliche-Analyse-Lupe.png\" class=\"attachment-full size-full\" alt=\"\" srcset=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.6-Infografik-Sprachliche-Analyse-Lupe.png 1649w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.6-Infografik-Sprachliche-Analyse-Lupe-450x427.png 450w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.6-Infografik-Sprachliche-Analyse-Lupe-1024x971.png 1024w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.6-Infografik-Sprachliche-Analyse-Lupe-768x728.png 768w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.6-Infografik-Sprachliche-Analyse-Lupe-1536x1457.png 1536w\" sizes=\"auto, (max-width: 1649px) 100vw, 1649px\" \/>        \t<\/a>\n\t\t\t<div class=\"lupe\">\n\t\t\t\t<svg viewBox=\"0 0 24 24\" version=\"1.1\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\">\n\t\t\t\t\t<g id=\"icon-vergroessern\" stroke=\"none\" stroke-width=\"1\" fill=\"none\" fill-rule=\"evenodd\">\n\t\t\t\t\t\t<circle id=\"Oval\" stroke=\"#25408F\" stroke-width=\"1.5\" fill-rule=\"nonzero\" cx=\"10\" cy=\"10\" r=\"9.25\"><\/circle>\n\t\t\t\t\t\t<path d=\"M16.5,16.5 L23.5,23.5\" id=\"Line\" stroke=\"#25408F\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" fill-rule=\"nonzero\"><\/path>\n\t\t\t\t\t\t<path d=\"M9.98263889,14.5 L10,5.45833333\" id=\"Line-3\" stroke=\"#25408F\" stroke-width=\"1.5\" stroke-linecap=\"square\" fill-rule=\"nonzero\"><\/path>\n\t\t\t\t\t\t<path d=\"M5.38194444,10 L14.5833333,10\" id=\"Line-4\" stroke=\"#25408F\" stroke-width=\"1.5\" stroke-linecap=\"square\" fill-rule=\"nonzero\"><\/path>\n\t\t\t\t\t<\/g>\n\t\t\t\t<\/svg><\/div>\n      \t\t        <\/div>\n        <div class=\"col-2\">\n            <div class=\"text\">\n              <p>Grundlage jeder Interpretation. Im Blick auf fremdsprachige Quellen stellt sich zun\u00e4chst die Herausforderung der \u00dcbersetzung. F\u00fcr die Analyse der sprachlichen Gestalt der Texte bietet sich die Unterscheidung in die semantische, die syntaktische und die pragmatische Dimension von Sprache an: Die Semantik fragt nach der Bedeutung von Begriffen. Mit der Syntax ist die Struktur von S\u00e4tzen und Texten angesprochen. Nach der angezielten Wirkung der Sprache fragt die Pragmatik. F\u00fcr das Verst\u00e4ndnis vieler Text ist zudem eine stilistische Analyse relevant, also ein Blick auf die Rhetorik.<\/p>\n            <\/div>\n\t\t\t        <\/div>\n    <\/div>\n  <\/article>\n<\/section>\n\n\n<section class=\"anchor\">\n\t<article>\t\n\t\t<a id=\"praegung\"  tabindex=\"-1\"><\/a>\n\t\t<h2>Geistige Pr\u00e4gungen: Intellektueller Horizont, Traditionen und Autorit\u00e4ten<\/h2>\n\t<\/article>\n<\/section>\n\n\n<section class=\"img-grid\">\n<article>\n              <div class=\"col-wrap \">\n              \n              <div class=\"col fullwidth \">\n                      <img loading=\"lazy\" decoding=\"async\" width=\"945\" height=\"250\" src=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/mohr-siebeck-methotik-der-kirchengeschichte-geistige-praegungen-945.jpg\" class=\"attachment-full size-full\" alt=\"Mohr Siebeck Methotik der Kirchengeschichte Geistige Pr\u00e4gungen\" \/>\n                    <div class=\"caption-wrap\">\n                      <div class=\"caption\"><\/div>\n\t\t\t\t\t  \n                                          <\/div>\n                  <\/div>\n                                <\/div>\n  <\/article>\n<\/section>\n\n\n<section class=\"img-text-col-2\">\n<article>\n\t<div class=\"col-wrap left even padding\">\n\t\t<div class=\"col-2 \">\n                        <a class=\"lightbox\" href=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.7-02-Quellenvergleichx-1.png\" data-lightbox=\"\" >\n  <img loading=\"lazy\" decoding=\"async\" width=\"1192\" height=\"623\" src=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.7-02-Quellenvergleichx-1.png\" class=\"attachment-full size-full\" alt=\"\" srcset=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.7-02-Quellenvergleichx-1.png 1192w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.7-02-Quellenvergleichx-1-450x235.png 450w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.7-02-Quellenvergleichx-1-1024x535.png 1024w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.7-02-Quellenvergleichx-1-768x401.png 768w\" sizes=\"auto, (max-width: 1192px) 100vw, 1192px\" \/>        \t<\/a>\n\t\t\t<div class=\"lupe\">\n\t\t\t\t<svg viewBox=\"0 0 24 24\" version=\"1.1\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\">\n\t\t\t\t\t<g id=\"icon-vergroessern\" stroke=\"none\" stroke-width=\"1\" fill=\"none\" fill-rule=\"evenodd\">\n\t\t\t\t\t\t<circle id=\"Oval\" stroke=\"#25408F\" stroke-width=\"1.5\" fill-rule=\"nonzero\" cx=\"10\" cy=\"10\" r=\"9.25\"><\/circle>\n\t\t\t\t\t\t<path d=\"M16.5,16.5 L23.5,23.5\" id=\"Line\" stroke=\"#25408F\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" fill-rule=\"nonzero\"><\/path>\n\t\t\t\t\t\t<path d=\"M9.98263889,14.5 L10,5.45833333\" id=\"Line-3\" stroke=\"#25408F\" stroke-width=\"1.5\" stroke-linecap=\"square\" fill-rule=\"nonzero\"><\/path>\n\t\t\t\t\t\t<path d=\"M5.38194444,10 L14.5833333,10\" id=\"Line-4\" stroke=\"#25408F\" stroke-width=\"1.5\" stroke-linecap=\"square\" fill-rule=\"nonzero\"><\/path>\n\t\t\t\t\t<\/g>\n\t\t\t\t<\/svg><\/div>\n      \t\t\t\t<div class=\"caption-wrap\">\n            <div class=\"caption\">Quellenvergleich<\/div>\n                        <div class=\"editing\"><a 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iPI1K%2BaHmDI48yuxZJ04wmC6MToIoTCKXeAfm7ADMLaE%2BnowpgAGymayewpy99QXSbAN5RdsA3r%2FUy9XyM3s9uJmidzAYOpJIE%2F%2FEXvDsYrkl6cbkqwj6sz2BtRs67D6hVHSRIA%2BxORf4Typehn5KwgO%2FdXIX0Y2blg6SyyxlSAAew74ubvl2t95EmW64twisHdbH6GuFBUxa9Bi1ze9BuyNMPuGpAC6bauvjgbKDR834ulylxbHYojJ4hBlTheyeCrIkImhgNt1LqI52wQvMQlYQl7u2YrdS7hs0JczX9Ag0o1IeHLN9osW20nVAedsX2LcXre1zaqhk6v1W1D7LyzzyyAigJ2OUi0yFAzPMlRoQzDTxuksLljSQcbzpotSHvjnjaiutF2m6JM4QA8%2Biyj4j1GU0H9dNZQJRWZpLqAays%2B0%2B87ioXvzeP1xkP9ET0gBlqx%2BCPmtX51PiWPJVTBVycyyawU3%2BlSM3o3KwdU58kbVtsY%2BlYgg7jeumJK1vG3ZDjNCzscWbapt5PQ%2BqPODW7Y2%2FC9cW4HG2BZj2nGHkpjt%2B0PODWgGDI21wPeZDEnc9eLkqWIxvOMQLVozz4%2BhS1Sx7gpbvtFrHORKY80i1yeOlyydghWwEgByn2xXwLIC6R5IrXahNCOcR8Co96z9ZL6qrm%2F7JkDMvJj8QpwSAOSb2x5ZFh9bSOZ%2FKts5Vb5hCs1sx9yLSC67b3YnmPvTLJ8%2Fc7aOpV3Zj%2BwpLu%2FgUygD6hXwdAXcQJr%2B15f4BEwN3QWd%2BuyH3MqhHSucNyLVEfNm5o3t00zsNzPXSWuUUXKFSdEDNEkN3GHlGbxGidld2FPE5EuZtNe8tTn4oNoNB0DefuMIHEJGve2cFK5RYZbTdss2uTL6Oxjf1HpoOhbZVU0UMEMC%2FcoAwdC16u%2FtGsx0CZhiGNw5bB0L4lLUX9OOjxOHKz2JzVqsLaUpWncpHHDGTlRDhc3XKtM6b28USuDfbkVjh4es%2B1O%2F3%2B2G9cOrQd40jKaA%2F%2BXDC83TUHpfQA94Fx7UkaHLPFQ0gXxScTWv1mrhwh%2BqYxuM61MzuoxVX1mvZ1OctTLB1BKqnYd7UOhNXLTE1ZdVoMD83GcdxOnwY2%2FX0d3p%2FYa2jDVlPBs%2BowB6GX%2Bsua48mtgea%2BUlWf2uIGWS1t1ZBLzB51AADarugIQIRENsm%2BRSys6p6NrFEdGrkg4Xcy4TTRxJxVT0EJA0i0qu4CMX7J8PZad3sg3l9yPsxP2f0ZHxRce2OBUhwPkEeG%2BaoGN5x0HprhQGciQx9VT6L%2FGH1USh8EmSZGTAMZ1w0F0kN44ZS98yR2UuPIQkobMDuZehJU0Xl7tTPlF6aYfgWudh8cdUxGg9subBg7klp06bNs06YZQoL%2FHiFm6DXh8neVvxGpzrI4qlzDY%2FSmhHuCUh4pbwaAWSnHgZ%2Fbpu6Fx2p61mq%2FXgYVxZ8RFyuP%2FJQl6X8RA33SAyh0cTmsDnN9dI7Qduq1l%2Bk6AqNgsgIICcTvNSkkYu5u4OfGrG6uUT9WEJNcR8wARcC%2FSa3eWzAkjIQNWyYd589WchXrL8g%2FQP8Bw83kIFmgm4cGMwgiqB6tOE%2Fg4klYOCKyBrLQYjlMJkDEECjUssKAeyc4rQe0urG1V%2BcFCRGsEnQlKU1fqNjH7GuD1n6B%2FuOjBEprHPy5%2BfR9rn1RJZisD4%2B8ob6xbXOzm6mVuynIIz2AAk%2FE%2FyiStp1F5veQRwxyLAij92e2xLOaKJUh8oAcY2ZPHUvFoU7Vr6%2FbtyU2ePDfbEolFi4sp%2BbqePJ5UZA78JIu5WnN3LyCbO%2BxcMMK2GOwkjgysYLlWqFcYUVsCyuhkaQMc3rdvVFEICM1sDqD0LuOVp9VriG3ldEbI3YeXmYcdJbrYKxAjwxYKJWdg5klTlVmUPhFolnme5BtpatpwYYF%2BIVXPBujjYfDMAdL87IIEoJnwl8GFtAUIUtStUhHGSJ1ROVywueIoSZgsBvxod6kNkRD%2FGQ%2BBia%2B08dWhg9ARqx0ZvZ0K4h1pd2MW99nOzpR%2F8O%2FLu3rxdOJ7JWHrQp8jIPad1L5IZFY2woQFI9yRmCASo1Va5vdEHlosv3k2T8QXUrOvPqBi7yjvHhvccEAVGgZhbYo2jLcJ%2Ba3KiW%2ByvaX8jtHBEQB00oqAWjHJlpEKQrjHXU%2Bi9Us1SDqPdH6iCZzDKOEElMxXBI4lpkfIyLWC2tM56M3SlcDmlf4eXQ3V5L2RIlxx545XvtjXm%2FX%2Bc9W8OQn%2BBzFE9uCNMVM%2BUd0zhM3sNywzmhz38xATSUneSv57NNpUt%2FoMUmqATbT0VIAEGrHEjhno0ptycnMbsUz8ZJrfaEAU9D%2BGmDXMF6fYjKBJn%2B0jetIoH4GoB2bomuxG93yrhBm1Igjec7DlZjI5RFEeM222S9iKTPZY2RgQFx0p4Ew2UvKloSEJPhSf0YHFSNM%2Fjw7rXvdqDDNlpw3YJHsf7EDB1t6w%2FROrUmACxcEEdkHSG4%2BOwis93NuqfIet%2B6zo4D%2BJsAGREOolDj230Pm%2BxxD8unIN7u91Oz2PIs0vUihPxW4BVSwAFYcntvbjnUshJfIw8Z8DaoEY57G0lyjOUDQIgWBWTOrd6PRnm%2B0WT0C0teGyRxjGIPJkLpK8BPntkGyEQmFywsL1k1aYge75CaVEupHvW0qAxMdkg%2BNsM60qfY2V5u6wtS1eYto2saNMr7UU1bKlFPDOSzJ6aR5HYHSrNxnwZFe3RZOVAruQYNMjSs1gnSO%2B2ceweugapgqbgZjG%2BUoPOEIX5jL4A%2BXBCaL%2F40Luyt8DyUT4UlQN3ktSxyE7st0KSXbaqS0zkVdHS%2B1T%2F6ccDoiHWWsQWFg4%2FziHUTLLMCuOiNlmy6sHQeLoEz%2Bro8qEMclSFI%2Bq0m3Mj3NFJAKj8AweHqMRNDcoZIBKsivEifOddeEhC8QfQtC7D1DfZYiFy3Os%2Bn%2F5T5k1h8OAlEfQgAx7G5PgEcDh%2B1Zt9PFGTxDptzTGllh6quoJd8Sd5hzN%2FvTk7dt1OlyNb8LBSQBJ%2F1Fgwl%2BOxxpitBHj1kJSSBlRl3W2VwHpjIMXYt%2B2zeZqscRGZy7E%2B19yKhqvo6VwskUoyeEFFOcrRhkQa%2FobcazmpGaYs7Ku2HO%2B8kd7%2BbW%2BhtmfXCEt9MfSTWGyx4ezE754PpAFInoscZP%2BqoTlapAYqKPXiWWApSGqAeoa0SP28kDKuryjmzfJGYFaIT2szHOHLeZQCeSjxhKqJvn4U0A%2FmNPgYEVvb2nnT9A1FlIx4g28eQlkabJWVnFAgWBQ%2B%2FWRe5Xd6UPBpmyM2XKd5e9LOJflSN2NLX5GIJhfPBehMCFNXujh07B6qrt8wNKMLoYbQ25najkxLhShQsk9A4UNpQOYyhlrhI9W78CFWLsCNXqO4z590hE4nlckzQha2C8FucpInB3aYOS%2BsJYD2qPLLXBqtFQlq14id4J9dyPvr21O%2BMyN0%2FozmJRemNfkoVbgio8dpgqbNmoXgC7KGmtzsMHqzmmXecDOI65qoxsDJX42%2FOhnfl%2B1mSHvEWAVOSsldoUW%2FMqKO7eculHytX7I4RWL7WED%2FiFyDJCV%2BKb2z7FKUx2F1hQi1mcH1IwAlWJS4v3lwbRUdCVId5zDaSO7n00jMPnx%2BYdFmWS4bNmT2U1ng99d6PrEGFN8gSlV1ldGl9h2zhfGWr0v2jCG%2Be2qKBbUDWRxKI7XX8cIUeAE%2F13FPsDrMtdMr9Qyr1kjJisoXCa%2FRZ6LdsMitrv7wf1%2BJkCjRH6qgQTBZMY9m3dmsJgOG3jdh0s29s%2BqV%2FFDcdzg1YSxlBsGDrkgqNY5F4d7dcpOwgK1CmOxXkTqsPSibUm7ylL27pGc15o%2FYUzv3lDAwvnG8VaM%2BIgI5EZGqeQxdF0Vui9606ooIFpMCdpDIg57E0H7usRnzRCc58QxNHeAJdzx0C%2B6UAAIoijqPyDXnTs4gC9D0KS2z2PQfU2HRUxZst51XsAiEYBAzvCwcgYnSH8U6K6O0iK2uDbPqpilttGshTdJzqjEbHlvv7jFJEXwql6CwZ4vDBNPaS7voxBcSGgykk1L0sTM48g6XxpPJwbwOSJ1mWKa%2Ffzyd9wNiDtfSxtxV66HYNwqVIpzBk4fhhNUvpPCSNVwxJfU56TBVf73j74XYy3BHC865cH2ECvz8AP1%2B1H6maDb8VYJRC0%2FrPMvh3Zcd1BBmoe%2BSf0w7ERQvRsxDrKPCxuosklpXOH9%2BAgWjcJZoaPYNAG08BmCYcVOaa2plpJ0GXzhZa3qfz0ZgmMk8dkSb16BFWhixF3NJKDlx5i52zHnaud8nSNXuSsRnIOzd5HfCU2%2FEJ04T2%2BT6jCiYKOGFYOjB8YDwn8g%2BzXSVHs1pJ0VbU7b2pYzWXWK8X9o00XQq056pc55JKmAU%2BxZQm6tniNVLNuGkdhIaypXIAodqOz0hk4QRNxQoHw91ugvzFx6u03lVHgBZicooWp4MMnMQWwA18Rn%2BK1qPApxndcL4zAR%2BVamfVeBzIXroEdPoDDKFwPqTYMDfJtIbB1EDZb9ErxtEb4yCek2PxhNNKzmrUOCDQRt%2BYgHoAwqRQmnEG6XbDE7Oz3payELeiv39upJU%2BPstbzndJJC%2BNeGmebwDmAmMCNlqJyINl7f2pocMzDHuicAgiO7IfamTt3CmBB%2B%2B7hy%2B3AjnLckI8FaHEL2dRvNjWGCQxZD3csVR4e4Fv8Pa9TTGIWRNMXNOXxQO6NprPvDC3Tg9YV8wGWHYEflA%2FaVzpXF1kBx1Vk5G%2FZZDe%2FrAC9LJP9bjblvD2n2M94C1BW3Og55Zc2wvLiMeicYn1dLOXg9QPatPglG4frC2oRqXuYyLVILxHoDqI%2B4anlJNVRr8YI1FaBOmMgDO582unzEaBjtjdb9ekKdd7TMZdM8e17no%2BFpLuzle%2B8WDziDLbSvMc3hFzIBQB8EWuNh9%2BwfU2rNsQa%2FSA8%2F3QmSFPj%2FJ8YZ0p842N7oIg%2BkMDa6%2BibKNTIg34fcn75aizBH%2BuuW57LxVaFUSUDGku0yzWoTPQC3BMQhJdEqQphVz%2FflF5tPqamMMo6D2d5tkKYAsM9T7Mw4dvRM7gAcF7oXzGcWSQPuidP81Xe6iwVu4nXYvmQLtJvDN2QRcz%2B8WdLEbcEsWAKy9%2BMLOgUyBOX88ZM%2BbEeCtYN0phDzygwN1iIgO%2F5%2FhNDSESqYB2AOm842c2wv1MzkDPJgDhWAfTnAGUqGbiR1JbPWrdQRzcbK7QnuVNhbym6a4I117Puqmh3%2FD418OcKBDfquu4cbTJTE053u2IZFav6di72e8x3DQXnY4cL1%2FSKZaheOnp%2FSc8eaqZ9xGG3%2Bkd5D302l%2FD%2B%2FUifJmVUsD51ZuzYM8HXItKrG7rRU4mSMoa5HN00By%2BxR8%2FrnS%2F6dcQB6oPc5bJv8lk62IDXDIVqXswOW9OBBl0mLoQ0J64jwu5KfGHdF8FBfEdcdhRIvBFw1M%2BZ6l8NlI4HMf6RJjxdvIMwKx7gkQTBTC%2FCjWRtfpTOlAUKJwJcYQTSGuzHkd%2Fupmfiuj0EZPrLHTwLu3etcR9cvm%2BWYwjqbq8kl8V%2F15iS27OyJbr4%2FOtMNiTjzSv2f4xH6E5mzSzNcTejUPnKsELHE2pg%2FnWZ0eROTHHPdx3ed1Y3xd%2FytMnQuUPMWc10wJRPgpbqMFKTjzbl2eqz5ovYbLJtjV5P9tSXlRnAEMyblEBxQSngBhsVMu4RO3Sdw3WPcqyvLIeUjGIMqz72n3EXbqyqoq3gKIBG46PebN4OomwJ3fPhz1IdelnJFA%2B9vPVPVkC35w%2BZQEgSOJ642qdu%2B1%2BPZgtTulVx4KQ8NkAV6aRl9hBJuyWv9FJw3zpAURV6feh%2FwNoCA%2BP8WJqnk2K2p%2FjJs7IKRRp7H%2BEkff8jhGacgs%2F0CLT090Rz3q1wmDvDPQiVppOWQvQNYlAmHJ4ZmmAgwfNzYZkQLeO%2BqPGPiWNb6XeOduA%2B8JjctfDF5evgnazpUHslfdRq5hhUzzTMdbwdP1IWsOJ%2FWHTVwJnxZQd%2FyHCtL%2FUAnOw9ReObBAF%2F1VL%2B6Wsmo3EUgz44apx4JUzfCNRb5WzgnshuYSIZe8Ez0aB7qVydq%2BAlM%2FDbGeyp%2FmJmzWYA26Iuzh1adIAHAfqb0L3NWKYth%2FWpJ8tHuXYKlzz264oyR%2Fa%2FYy6Sjuf49q94hftakEdaCsgLegtZzu30o7zyj76ZLj7%2FCY2TDqxHQxoBznAxnvSLLzOUUnEkT7QWyf4YJ5YKs8f1TSOdDxfZKq7MrxsKLN9qrCU7hPTtwpmUWZctySY3scKoAC28LDl257JUm6PSJdN8J8iqLx9hGa01ovxmvHbiJ0RnTcwA%2FIAeSHT8xBRqnWG4yk39XQpNt1ohx5LUEkQl5PcaDDOtlGN3aOl%2FKfhJShf3p3ONysEoERY98Ydbg7i2xg3%2BJDxtf0UvW6Ain6btErIhveVIOeIF1EjnS1K0%2FC%2BNormeya3L%2B%2Bb%2FUEaXzOTyArjIOjI8Fc%2F3Z7HxtcHwbCAc6B1AuR5V8vzOUql9XqLfywx3UBS02VvOgg7GMlQBGsVAz2DaQhlCIfO8wwNAlhCbaK%2B2ub%2BWlyOG223WZJh%2F8wpaan75WmChWzGalXht5DJdR4K0ITtoSnW%2B17k4uoq3DtG7KGDWeepmNOO326n4doZX2Xv96zere6adVe80cbNHjW4nfvQZb5zgai1oOAP0g%2BsiHYT5xDFawKoNT4nxaLv2y3njkxmCVeqq%2FGefoWv1QLuOjrFHk6Otbnz1IN8%2Fnbf%2BkxqZZN%2FqGeQJJ7XbmTwfMXI%2BrQudhZ4RG%2Byi%2BntSt9iZIrReMEi47ZSd%2Fe21EzEAZRTi7Zz0np%2FsnfzSo3iq4CuZUakU2fZIoxSMaq1wGNLGRDhEtqR%2F1GzFtO3BegtK5%2BF0RCZa1F3c%2BBlRWPGZX64y5UY9gI8lOpmB8gDuSLMV7m1eq1Qawiy7wHT3R7OKspty6y4jT1cvf1IYfIRGS%2BGND%2Bv5rxI3Y7z1dYeGOH9YNVOnApM750ybahtBbgDV4kufwBZ0bOfuGWtp8D4ZDK0Dhzq0Uv5W3eLOXyKGtRB22e9RU%2BzRoE7Mcd3zxMiyTsm0gOopvzoZ3v%2FYLDvjPWhhwa24vmoaIMlrL0369fU%2B1rN%2B5xQjUiOXj5EEMcS8R0n0nxq17Ly2b2QucXbJuquCmaq%2B%2F3D45QeJZl1XgZPvfTBeTm9%2FrgXezTeYZin%2FuYQkSRUVCAyEbJanh6mS6BP2y7jt3sT9kJcXt6ecOLHR6dyE9VmVEKsQj4R1eNxY4dxB1JeMbV0HIn%2BeK1aF5CS67mYPcy88O0yi3RvIjpohimEJR6oap2iNF%2B5BPf5DhBrX2sSGVi7TAihBlrAvO3dGxFbh2DIvKsb3LktPwDn8NF0DjOV0DUCUoD9LDfzqiagkoG2JV4eSfiDWb7QNwrCcEIfZATylvYuDhf6L2V%2BFk1TSbFHAK4IMmI3%2Bo2mPA55iHyC%2BY3X9eoR%2B%2FMTaXDjwxyHBXAAW3MBCTprFTABQ2bhUHltuz4t8X4c2wuEf%2FjgAcnhOaCvu4fBPN1nMZNU%2F%2FwUhwGEE2q9t49U7K7DDx%2BhFkjP2%2BX%2Bk5ufqAu1so%2BDZ6Dlm%2By%2BYm9CKKLU%2BuvDoEaCflIa6Je4OiJbK9sHf9G7Epl4vMzho4VWu5Eq1SXcB2STtgZrdoLbTU%2FyTlF5sR3R4j9uxhttoPK6vVr01nUTc7%2BMfMOjZyJ8Ltes9tRh4o784hbQ0QPStvmMvs8kJAqp7pVLBULthIUvsACT4nU3qb%2FuUPUZ5N5K2AYN%2F939SdBkTTRfJXfjBLiyAbuIThYadBOFQHwKzlff1%2FY4ffsjYLNcnzulg2OPQ52FE26lsFED9z6WZ97E2I%2BaG0iaHafagJUwjNIoDdX6nS0GBwIy5%2FMu%2FdDc4h1Yq8v4BbATogxnGKYwDfE6r1xMxfgi68JMVwX4MqsckHb6HkUgwmdnD62X15zlPn%2FMPSZgbLAaALztW82giwJ4ohJyi3xJn%2FnatLfz0cGZ4AaSbTFgnnjiA0LbIQJk3YZ1W%2Fts%2Bgz%2BM2ufdl0I%2FRwFoy%2Bo3FstbqkBl7hL5sBzn4Z16lRuIi%2FVf2IgzQIpYsStHkyr8%2BjAtZIIDjlC1CZ21SXnPrE%2FUeCGiCsx1zg%2BOEZBCtMWDJ7BDsDWDLlFYrrkL6CDevc8KpE9snagPQyPIkO6c1QebGy27cHsm8BxEQblo4YvxUQJDN0dJ41jrPvEimnx2WChEwGSOwsQtC9C8U3mG5Aprwm7ywHewk0LTC5QEt%2FKG5%2B6d7rVLtJ8bycB5EGOaMIqOIzbjG9VuRyFJO6eDG0FN17e3XXtyoijcrJlO1I1xuO0AI8FmaBV3eUUdyhqRZfKX%2Bi9fMKi%2Bu5MuzyjXJObL4XrpyC4ZwDfcVaOeiIApossuTvfIUPJFQKmv4qN8xhrChe5%2BL2aQ88C8AnTfAUc5sgktk0aY9NeAH33mrfaT2XvJfajk4krU8sD678AAzcVzhXxfulFS2SAwQANvlPBoDaKDxyti1U0f4Fkziu1vtlgaEllRYGnClp7geQb3Jjj3Dy1u4puba7Bi1cJqJ4figdJ8y3wlUTXQfRlVxql1sNafMj4PepD6pjaPgg0D8WupDXIpBPKbV5SIAbAjIKbwJCWatjzl1wuoJe5uT9WFQWas3uQfiMw7bee9lqdAKWx1LiJBB1osA3Uj0FYyuIZBYh4ls%2FeqpjMwqk8veE3Dbj6S1aZ2Y46gG9c7XUcSam%2BFabsyEeYWLvZmsJ6j1RMx8TBigWe3ulHL%2B2hN5%2FkTENu7KMvhDInTud389Irmxr9YX7CxFeqr30PAZvtRKfJqXhJHo3SThgxwOi85BpKlagJ%2Bjr%2BkSYLP%2FRnBcwZhDGh81pP0ZdcurR1%2B2axzx38OTJcb1%2BpezoEXWRyjqsU8vGlYGnYozTbzImQh2ag2QbUgE9Rx%2FE49auAJoxSPl3TKe4Q5O7dAXeXPrDPio00RbYshJba6Dswj0ykNOQmqK1Lav5u%2BloAB00wa%2BjSXsDZg1rDNqVd8FHYIXVrEMY%2FkTKUyydG5UwPZK3ku1ezB5rA%2FWA1auqngoPkbQBS3lsUmzMeESoygtkZKydag42fUYpGscycxofZViiI2158MwRvIzenf5OpjVBZ4MLGqRWRHP2SsJqTDP3Sj%2FFueQjLX%2BrDBsjJsLBi5iscvXu3116PhNbBNiZEueaONN1qTpBV181Je5B69XjfC%2FwmkUAek58aKrHWm%2FZQnZwn7wIiZ7T8csMUE4X7lHcBOHbjRN7LtJ51MgBUfYIMs6X6kHgp3D2sQ7a3mQgbCBTADum86ksCGtx7TRnSP33VNnTsiZGb3HRkFLzhtpYoDUIHnNPT2kfTTa5vH8LUZfarJ0mZlJAltfaQHj7M48i258Nfh26KfcgAKoXjmBuOfjhcjyTlPdBvF%2FhTWl8fhbbEY4Tb0jKA4aL1vl2R%2FBMYrF6w9AGMYz%2BZSOXODBZ66wh7dPzzrXNgIGwgwoCiu%2BxSuqYdNX3TAT462jk22idUnx2qbp2TLQFlPosSPyxfe%2B7a%2BM6S6cGNijV2gaW%2BfEG5LmjQ8ahyX4024N4xTcxiBBjA5O9A%2FhSl9H4XNiD3%2FA7oEpH3Fxk76WufkMange6MwOxkFSmigOQ%2FOtBCCS8MDiPq%2BGXoeE3ksoOxev9TsT6ku8VhcWbL1Y%2BehVUhZl7y6Fv7hAWo8eq6QPrBaFkl%2Be6m%2FRA4JO67vZX86MSrCdOAoCMHB3XoaeC8bUrSfKwalv15u8En61ityczWVrL5%2Fn4PE2xacR41E86P8U0trck30dJko68GwZQSFSnNIP5iqWVfsWAFXdtFqDpql3%2F35SHOgQ7sJtJ5pLlyaA1ctIgE3K6jplBZNpWE%2Fcwmcx%2Fkewwx5wM8ooXMYlUDs2NcVwBcLnHU7qh7Z%2B%2FQTz84N6igYCNbOqoMzX%2FNYYruyr2ndyItGnPMInbr9%2BjjB%2Fc9pQFPUJk3gTIl8A7j2ICAgJhawDyB982UrKe8FdjaAri8%2FD5%2Bqmnoq8tHqQW0M5lvQ0j54DPjlGCjX7fO8yhP2Tt%2BmKxaiItD2rpkVqIWwMSYFC%2F%2BWJRRLqaHDvy8KHnkzrnZS35%2BKDv%2BuMQqIX5x27yILssmtK9q0RQXX2%2B5LVw0aXrDd%2BcIAeu%2Fyu2QFy%2BXLUGW9I0q4vgykp7sz92Me%2FPlcz83LGB16EHXFYb0eSQmfoCNSnAlp1kDv4qt3KjdIciL2X%2Bk5EuG3T93gGiOFbH3Xj9X2pPYWtlSArGQKhXOvhhs9kniKe8QSNXz%2FUEovNJd2GMA6ierjtSorj3chd3R82H5iCCrG9tiH5le8%2B8PmBmx3y7S3ug9RZ1ArMYnbD0C%2BfXJwU42wLMbXbYGz3iQO8NVNpGZgRYDpo9QPWRwx7tnDkB0QlUk%2BP75S9tr8iDajQGCWZBKoJYVF8WMBaimCKiMKnwACMaa%2FNtfQmSK2LLEXRrwZNUlkPnLNx8ezYLSqVTDbtSv%2Fr%2B1kKYQV%2FZSaStE63iIpTzZwminv6VpNy0AgPNCDd%2BaTt6fty3TIlRx7HiRODZyt5eqmXBrNSvBfHwlXj%2FkBqjF5bjG9ASL0LQqzWYfCY5RB4tLMQlI1ECfn%2FHtvn1%2BeJjlP1m70vIdvxTCZNt0HXB%2BEgZPl0Fef5z5dqbfXo27DHe3YA3nL%2FaYDjo1MEroSMOr0AjTgdtLAPZESRzYp48%2B7SMxu3bUEzd2eizmZGNgRs4fLi686LDYw1W9lyVQ7NkSapVtGz6GpvVJ3LnJpzIqeJbq1hRbCAV8gbJ3Be4PxwuW1Lnm%2BpvXkwG4ZOsf%2BsfiZSjFaSV087zVpFpHB4FMyN4JAVZEgdavsDinocGzjxtSb5zCAqrVNd5OBWdxE%2BAj1HBqnlu3qTRyO%2FFqpc4E%2FMhDb0z5ui2UoE%2FZHlKJz42%2BYkyLoQNKX8gTBTAYUJ6aoDkeu62YBhRNGNFv%2F1Hy2H1M1Mbu1ggEuprJ2kWsR5w9of%2FiRH4MdJoH8gld42P7DFyX1FA%2BQRtoasc9kzXofCL7yhLCNmCvQkxSn5YEXgr7qu2RLiyHyWUbYSA5qxKzHWn21NCLqASJZ2tZyiaQxwatu1RBAXRjyj3ko5%2B6Jl6UUEe%2BCGtWigyVith66jQZqkU%2BLPZ9Z3BkCfjJXrQIZtYPXVpAXfvmKDH1CTvF66b3poEXmzoQsmlKhr6hkua1vp%2FmqEuW6SniC6rGlCjKF3kXNiPwFPdYeOW7S%2FPlQ6shjSBEA0SNAzvGxktlx37t9a%2BDHstTuD%2B20NtdyQ9m2CoJgBaI3kuvFYjqBCyV4cA2jDh81Ip9XMu8y69PPdAl3PaGTxG8954is%2Fdzkm2dZ04Bpch8CfDUWC8is00A4S%2Flk%2BHigpXWIlkyPzXxUMAa%2FUpj%2BC%2FeLqovN%2B87NFa1sCtf8cVqq3lL5VN6Ca%2BOgDIsMmWmgrudaFcnnJ8Hzzr91puqI7MEICABWLZIBHI2rArPT5S1D%2FPxbCg5D9XVvu3tSeDsJwPy7hWeLQGJ6t7i3xCsekQLy%2F1GwGBgYPr1rqWiVvGZqJp%2BPVx6d5Ba4YTEnGSC2GTAc0dXqieFEo9O4xAjCti21yPujQs8WA1fl3iGsX44Pf1lnsXubkcaqM24slrBwp3WT7lP6GV%2BNJXnn5C0WdzdgpXZCLXkz60pvlIifVAgrJ7RLlcnRNlF%2FnHZstNwFJZmznWOhjCoVOFBHFAdgjigd5XLXtxp50uy6xgfO227q9rsICts2H5qizxPyaI9HcQRWBaWG4Ee5xyffcaOD9Jcuw6f%2BNizZ%2BUy7YQuunx71EJqu%2FOj%2FsSNfU86k2cO%2F5rqKED3FlZr7NnvL%2BQHsIuR93yjZQgABruJrwjLO9S0aMtCHdhTBI89DPte7HLNPqYhn%2BsbavDJdRiNWu4tlCX2Vpwf4tXzK3XnGreb1IMuVBHph6gF0KuH5Rbysz%2Brxfyk7g3w0HMytIpnkVPkiLvD0qtXPb3sY%2BkvfgGQXm4Kf1oe4CBVan50QNJNRWKZI8PGMaVdHzVOuPOLyzveYuzSAKRZeHoqdXVFg5SbnTVDB2SJOLraeGZcedtX3Wdvd%2BgJlIFyeMNRCwFsH3jx5H1byZJrgXJ5gkgQxEr08xruo52q0DoEUMKAUk2Apc2Pa31Y2crd%2BDjVz9xi7tI5qm3vfIUNU2susi0hcLmZgzW7F9yEEdv525FEa%2FJJFL5SvDasM5rofFMgoPnGkIXbOjFonLYjQCrClGsldwINRXyRdapPPKKLxh2K9FQMzQdI5D39d%2FN%2Bj1NhugNjDHrzrYlaRp9wIfomt3Toyp6nMe0kdTzd8Q6fPZ3nj8MCWklAV9jiOB%2F3VywBZBBSh6wP9mkUrx2%2FwTwMmXtYxV1r947jq7GDPEW2WLAZ0V8bQnBxaX3o23dXMQrEuvqZze%2BwCfNFPtyqFdvzzX5ImuBC2LrGvvfzaSOZfiYnuVxesgWavehSZL709zsFXw47lbHh7m0EsSj2vPNTCLBn7gZSEsSddCD75pY32HRF7rQ5HYTMVIjrBh%2B1EKk%2FOTt4CvdW2rMTHjGg7CVMIdu2cwxiQGYRRBYF6%2BOBJjZs9OCqrhYbuXyjzAtaJTIebV1uNohaSmmiriZdFOSjLpbC9iKVnjF9ZPWKKvW5%2B0PtNgCnU4NBJa%2B5cPPQBvA5ROsbSYrWHm0dwHFV%2BfAxhfbHVq9YRjTgLCl3LQtIaVeubnE1w%2B7sGyDjtIX2m2Cn3TBR9wIznsUa2iiWlyjbGvChPa%2FGbmybrNLAq%2F4WEIYJH68Fl0IEoLNc2XzxAw8bB%2BDzYFA5ujkTw9JPtqSUVuzibTuqJGffngGflLk%2F5rcMAoqlvj2oRq182z8sHMcJe2722UYNT8C1%2FiM4dNkeSGr0zHujtnYkDK2%2FbjXsDO9FI1ju%2FcKz1cEYgKHA3T254f2tAE7s2g%2FA2GMfzYa5mQ4p%2Bejh7cEKV2FNL%2BQNyCl1L497GYjgomZdHXE1WHLb%2BgR7XtaJGEjOO8H8HEXpXNJBfSfRUphyYhvPl5kDf8ALB8tCoFImIW8RiuRN7ENHp6kHk3ULLmTTlhR8f61jyRYKwPNnkBzrl%2Fd8uiBQ78a33ZStv1s2hC3kMgs7gGgAGTVUKCUOq3TwU%2BKSZT38JGE3G6IfMdI42JPxaom4LCfvu99UerD5KUn0l3%2BATLvDZ2KONQllldxliA4yPELkxRIAZnQDHKm0LqVVju%2Fq2n7%2F4BbA%2FVsFAwlKbZgKwPxxlNZ0Io8qBhQAp8QUUIjssQY3oEW%2FY7%2BDgAZB3I0g3fMcmq6jCzhWDwloFQeB%2BK2yRfOgEuY%2BX%2FQPn5Ru7l3vj5TmrScbww2rQunz4UNWqDtRzr0GK3rkr0TabsstmPON%2F9KFKpJ03kZYBlCWERVIE%2B6SfZ%2BSgUWbz%2B12oxWuGl1skvllRHrxjUYe%2Fz7fjeM%2BRVfA8xVTymTKlKSGzxd9n4YbMcPLsA9UhSTc3UbQ8NlHjXKZLTrDnEybAg87j6usVVzx4S3s3XmKnjDLw4cwq8XUn64P96CCS0Ay3IK1bG3bELg1amrtrkiUyBm3z8tja2a%2FkSRJS60bKNcyPdz3YiZOdzOB9FWbCHByBBtoXKoCXUb8qx38Fumk2N2pGDb60DFkKyrLhZRq8mPGh080F9koQHpKv5llYWGWu%2BpD9wJEQ3Yoq75bMqxuWe%2FJZxMXyWGPD%2BP6nToAPOqlDcC9WCUKS8LyU8qj%2BuWvLdnDXmXW4Ap0h1Vk4r6RpmviM0jbUJ6XwgunNd%2FuL8G55xXg7ES3lvOMPbo2QloCPvldPSD9lt%2Bfx8tGtkeZxtUDtoW4AmpMeWCv8PGZiIlhxz6meNNOUzbn69xTQsK2VNK6%2BD6d9C5Q64VuaXMDiVId9csGE3hHuuw3%2BXbLT6dyhZUJYvRh9Kn%2FhE9qALwsbLcOg%2BegTv4WdnusRO%2B2gTupmGa8%2BKv%2FuhxpTJg76hrIo5b3xk64QbWFsQyflwg1xA%2B4%2FVZ51al7gIBrUhvz470mxTO5znS3L7h98NpUAclNhYdygh0iCpAlxt3t%2FHZImy3C7qEsWVojZJj5AcHymKnZyo5VQuOhW56N4tI4f%2FQnbas9fjtJBoUdOHOeBkFuhtbQcSMCqRkECFhW9YbM5LquUq9Czms8GeP8ppFAU2xqTrd78sAL1%2FHvJWxf8rKH8HaMGhG8zNtD5J7z2u7lyTq8WfLhdKJMeFqH3uEOhXiYZvvCbFrrGxBYF5Urbg6YI4ue6dTVZtHv801YOo%2FayvhDC%2BHRNWJ8EbCv05Jfl8NNGYAnAzaVZ4UmcM%2FHBWMnpBt7GMau%2BrRB8l01%2BExwVpaB7F1Gu4iytNxh8DwkYDk7Nc8VyUOXcWF9PVT3zo1uYpSZr1M4r3y7ZDptm0aBbXLVfsJIG5PT3xj29ZiaZKAkrfqg1Db3nIfeLdK01EejkTO4JDqq8428q3LmyA5SQtlvvT4ST9IbV%2FudOwBdij6u2hTPQGNjou6mR2I71aHzHnvdODoyyyicHkWvXOn7EZPS6fIb6e7JfTNT6uPIIpFti1yO1R7l2N0o%2Bj5O4NNAFbqUxq1FM99QXfv1Q6%2FDHqBvIQdx27gdJdhZjnWxjZKsXKOL2UeQtlE3jJkMV584PodF7C1pNff7ZNGMGkP31SRA%2BF52p%2FJQiAiAS7FE4c0T93oAyXdGS3DVTRuPhRM9xYK93Xih3%2FHxkR4UTmXaqyI3t1Jg%2B3v1WZNofCsNZHgAJiYGso2gfiedGnpnkd%2Bks46GqHkNd87d5LMQaqoj7PCDEtXjY302oNkcl8BXmtg4dTec1jTi%2FQ7zWR9aYW9oAoYn6ygZs433llzpeflyBmTtKAw%2BYoXTqKbfbhDhSBVlMNP78RjhYbzRBAl6QHE9mKOKEsRFHJWm6sR9VHGx8%2BxNC%2B%2F4R1FSdcK8381ocwQu3gZye7LBE06mitfFP3Qg4tfrkwQlr7fltRPsQJiQ2%2FlPMud9pHM%2FcYe96m%2BnBaC6BpYIbd1ozeEabnyVM6ALMpDouS59Il2U3qr61AeeY3PL3dMgT6ssUCWzkX%2F0JGy3Dlswv1F7kO8f0vucDqepTYcdNPicB9vyMVFZj2dXtN8WZMBpaZDN%2FZ6bVDnYw3kJJ4TK1StUCBm4nSXeBKn99qX4TuE4ZWRKfJPkiQakNVN9SQT83UuiNXwaLXD5BWiWSEeTe2L3NX0gzLIGc2S%2FfOX7uztKliP1GDBfNo9soC3214dkarqUTztoljIMxQegBx%2F4TLMld8%2FzZeTx1FIWVyurq3x%2F6whMLkYHoUlYZ30NuVqIgNw%2Fdd76IPelCqyG3L%2ByWeRPOpFgrL8%2Bi8PT46MVigeML%2FNRIzHwsRi581kCSJbXayhFN8YvDYoofEamq94hR4SviSouvaq8rvxYCXUPH%2F6meh3PEMaCBC2QE73K%2BWsALCxNG9M8AT0Mb3TRnNkuNlO%2F8q7bq7agXtnr1EOxC8gWNd4K0kYN%2FP0l1VWPqOZS8LnhQHNoPQmrU8LTdZGBdsr9vj8ncqFyE2cBZXc4u9ImY5x%2BPuIYM4JX6SFzcCwmtahckBuWeuwKhMkjjR7frjN5uSknfPhKdbn9XIbvRtTurdhZwkeWfKzDCqsCafj5frjc8v09LPTqPKZLRdTrCNCBTOobYCRqoVihRRscWe7COb3Mt7vl2K2jtljZBiDL8%2FYzHSSmrTgM8AA7kMw4T87F%2B73kZrK%2BjQe5mj4Wwd%2BhY1VO0EeDxRLWT7FAe%2B7s7vHoREjKHdnAIm0DWMNrxNMF52FFlPXE5%2FeJSvUo4WLtvndNAIDkwTYam8nMqxyJA0h%2BthK4AaWmDqmtiy4Zhs41fnKFdwHRdh%2BW0FI2lfUK2cXfWTOOjxC4gAgfGgxZLJ%2FSB9E%2Boc3E9Zbh7%2F%2B%2Fu%2BtYdhxJkr%2Bzl20DSAjyCC1IgNCCN4DQhCYkv34y8Kq6d2xmzebQpymzMnuCjwQSkZHukR6ecfc2rndntF8IMxbcAzruTABIaPUxvuvrNVZHgIsci1cPZ1VYpr9vhmKfFjSmimrPAdcHxg67IZn8w%2B2mknztyc3GPv0ERREUgabxZ8UJ3RLZRe%2Bec260dUrmkxzRj%2BbNuzXK6W%2BEZaAdmG0Nhji8fzw%2Fxw%2BXl6yiv%2BeTG8hNDG4GGwqHEMWl1TYX%2BrF9vupRZsYRAK%2BOPbrREdjq17aPwbDZoeb63B9f81R0g8heebajOOMRfJlUXnc5Ieev%2BkGjam%2FJYDCHEdCA3WPdc%2FFHklOu51k5nkS3hJ1q0Q%2BgF%2BH%2Blt3xetmi1Gj30thTb3%2Blra2apsi%2BZG7NETicTP29VwqaJCyFcoYGklLNkba8r%2BmH6ZG8ONLN0WHTFrY9NEmtlsDeAsBzfbWmx1z68ohOrgwhey%2BmB5sGPnVUHJO%2Bb%2FIRWF%2FKDH2OgDq2Ch0TIBk7BCadB%2Fryg17IFXUgA3Qpj22TeAHRMO58vWQ%2F%2FbkYnRD2%2FB1SkGh4EZ5xkIX6IAJHhxCxni8omKoH2DFFOl9K9ZoVJaZ%2FAjlWB3HgBUA%2FlQKVs%2FtykVrC7W5cxUCbKiJr6cWIT0UvWS5i7gSW9JHdgq5EXjWW%2BYnQy7F6XJNjz5ssnLc%2F4it397HJnnHCYMlTnJzUXUgtPol%2B7KTstdT2kMHuomPtW%2FYh7rbRXvDdbdWTMdJiY7WuubyVy93HixiRRiIE5cyIGBZ2254aJVNHjRF08TOdHZJLZhU4oejC33WYCk%2FmcYJ0069PcGDo9O%2FpfGu%2BHJ8HpvqZjzCVTHNAAZfz9PXsiBBqjV2c5vhNSvxYDHBaGEtEFLlpz1qFhRTmOH88WeBLsNIqPHaVfTTcbqE70ZnUvy4uevXTtxWSltD0ZuEiotyEBW8l%2FGE58SnszK44AReOVq8bjIrpMKWORkWTaUTOnfOl4IbYq3vJhBYhlknOIDvzUSZ8oBSOf26u5Ok5fWXFwYgWASerczjgNaMiVjZETT%2B8SfCmwEXTFZgOOlOODVI92akgYHbvM6p7mz2ukGua11X1iJNYmO7h90Ror7P%2BnSQ6kRCI890CAXnxZuddqZSKYLQwUUHHjl4%2BJ22AOKTC1WoaYJRwWs8vrKxEYLDh3HZPMjTeNHG0noevnzvPL1j2HD53hQh480wB7yi6MzZmSW0pkXZlVkTQGTeNWyyOXZyNCs2B7qGFh%2F2Zt8o5%2BeUh87M84lF55mNE3gvrtQST82yKlU5KBP75gj3d01uJ2LBQ3If20SDOnjzIz2dNHovPg0ql88%2FTN8lizJ1rYuLRnxYj%2FZPx1u6FoGl1HiOg2NdswdQ7uC9FJEEqtU2zCAiFEvXCzRoLN9gd%2BRPWRlU65YATE%2FiuJlNX4ZlK6M0Pe%2BNmKEkWDZEE0%2Bio64mLTrq%2FLol1JlNjCmEoViwzzvvbjR%2BN6er%2B3DVqGbDbyxXRYhDrk3uK9UbuscHHSdAXHz3SHZocCye%2BIom3QDXn3%2FwpS5dglkHc1cUl4Ut5oj5x0GdY6dAEdY%2FySIIlvytj6u4eC3GxtjxOTx8ah3lUEJO0BNViE%2FzD6nQJ8VPtzNTDFjEzCuRsYnuUeyCO7%2BJO51nyvgw1tTTiDHKtdSWT7W2Qt%2Bc7fOvDNTsK1a9Fl1p%2FkqpuamrBYqwXUD6vLAf0T6lgzi2fy%2F3oSRdLPPKkSwYF1dQIBu%2BJTffystxXU2a%2FiWJgrYRAowF9SJ1l0qxnT26%2FJ60lZPdvcVF4ExNBCzqczy30yFKgLC7RJGW1buucjuuU%2BEJxswm3%2BzZVBjpB8oEQiCzS%2FT3vVQjd0qt3jL7maU6EetGdJic8pLyLswnf6BMAPhsnfHJQjqxcNGUKmCriGIBqt6mShW%2BmkTr3WQZuSW0FSVOWdRxD%2BFWT0TPJxqs0VSGuL%2BNzGD3wR%2BL2yzzio593HEIU5wnEhi31Zk1M530LrVAhBaPJbylf7CSTc0x%2BM5vnW4Uu8Af%2FocPr7W0nfIDDu0HcwR4FZPvX7BiFBLWqjy3z0HjHPKc0IyUjW9pTqPnoydGXZ1F00fmZMx7Uj%2FM39TSs%2BSfKF7%2Ft799j5T4nczEDgmizibMS7i7UnucFDr2b9ZwlW356RXZdEY6w3bY0wxrxYd6TvVJdzTe20oT2A7QkxPjeD7DTBV1662cYkpMvg6oinE7XbPQ%2FKPvtiE9M9PH1lfpo2HK6GDwzIZ4Q1RhUcbmfUI6nZ%2Fw88SsatXb0%2FcBH67d7AyY1cPoYNjeuVHJFYrsIr7%2FVJahMfAqbRCLDqVmfekO%2FdgOyIPiZ8Qymu54C0Oqpm1EkW%2BCdZkoegtA0QWMZM4fAn5t8HIhHuwv85wWgSqURRGRUI8auNzKUewsMnnL0vy7XmBNQ9kLvqAzOo8Wap9J%2B3KMrs%2FeoreCxT%2F5W96TCo95LIiKWNjSPHdgrXykmzmZ6RkEoFeY3ed24fAwnfwraOEJZ4WRHrsYxKE1eb8UX3cfhwhHcll%2BeEvKynHGM9PfmtoFFhsVX0g%2FIiM7nK0H1JkJ%2Fd%2BOYgk%2FdqhWleYWsbL1S2n0EHDkfrbup881Iu%2FAc7awDlisqwdlKhbxZ9QY4WwOh7d49uODo1DfiSdpxqDcwiBcSEtk7bZT45VG%2FWS9jZDeVcefuHE08qzN5pQuXNtaJWal2US0s9r%2BObYJeEbSXIUyCnYz9GaTCzC4Uip1DjfkQEehF5NV03kturZvvRQEEdb0R3FBD3P%2Fu9xq97Mjw7j1JOvP5StZXIPWX0wqARvu9CynsYaNWQQCuGMVPsQQ3zFYRlI%2B%2FgerELeOpwVbYGKUWjM9McV8%2FKngUwIxK%2B52ZdAt%2F3YsMYchtfdGFJ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target=\"_blank\">\n              <svg viewBox=\"0 0 24 24\" version=\"1.1\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\">\n                  <g id=\"icon-bearbeiten\" stroke=\"none\" stroke-width=\"1\" fill=\"none\" fill-rule=\"evenodd\">\n                      <g id=\"Group\" stroke=\"#25408F\" stroke-width=\"1.5\">\n                          <path d=\"M22.5606462,2.92393846 L20.6369538,0.994707692 C19.9289538,0.283938462 18.7815692,0.283938462 18.0726462,0.994707692 L5.5668,13.3999385 L5.5788,18.0273231 L10.1821846,18.0153231 L22.5606462,5.49655385 C23.2686462,4.78578462 23.2686462,3.63470769 22.5606462,2.92393846 Z\" id=\"Stroke-1\"><\/path>\n                          <path d=\"M20.8375385,13.1803385 L20.8375385,20.1264923 C20.8375385,21.5655692 19.6596923,22.7424923 18.2206154,22.7424923 L3.07846154,22.7424923 C1.63938462,22.7424923 0.461538462,21.5655692 0.461538462,20.1264923 L0.461538462,4.98341538 C0.461538462,3.54433846 1.63938462,2.36649231 3.07846154,2.36649231 L10.6495385,2.36649231\" id=\"Stroke-3\" stroke-linecap=\"round\"><\/path>\n                      <\/g>\n                  <\/g>\n              <\/svg>Diagramm bearbeiten<\/a><\/div>\n                      <\/div>\n\t\t        <\/div>\n        <div class=\"col-2\">\n            <div class=\"text\">\n              <p>Zu den Kerngebieten der kirchengeschichtlichen Arbeit geh\u00f6rt die Frage nach den geistigen Pr\u00e4gungen von Personen und Texten. Was klassischerweise unter dem Begriff der Traditionsgeschichte behandelt wird, kann im Blick auf die Fragerichtung noch einmal differenziert werden: Im weitesten Sinne kann nach dem intellektuellen Horizont eines Autors bzw. einer Autorin gefragt werden. Darunter f\u00e4llt im Grunde alles, was die Person potenziell gewusst haben k\u00f6nnte. Spezifischer wird die Frage nach identifizierbaren philosophischen, theologischen und anderen Traditionen. Am konkretesten wird die Frage nach den explizit angef\u00fchrten Autorit\u00e4ten. F\u00fcr die Analyse gilt es nun pr\u00e4zise zu unterscheiden: Welche geistigen Pr\u00e4gungen k\u00f6nnen identifiziert werden? Und wie wurde mit den verarbeiteten Traditionen und Autorit\u00e4ten umgegangen?<\/p>\n            <\/div>\n\t\t\t        <\/div>\n    <\/div>\n  <\/article>\n<\/section>\n\n\n<section class=\"anchor\">\n\t<article>\t\n\t\t<a id=\"kommunikation\"  tabindex=\"-1\"><\/a>\n\t\t<h2>Kommunikations-Zusammenh\u00e4nge<\/h2>\n\t<\/article>\n<\/section>\n\n\n<section class=\"img-grid\">\n<article>\n              <div class=\"col-wrap \">\n              \n              <div class=\"col fullwidth \">\n                      <img loading=\"lazy\" decoding=\"async\" width=\"945\" height=\"250\" src=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/mohr-siebeck-methotik-der-kirchengeschichte-kommunikationszusammenhaenge-945.jpg\" class=\"attachment-full size-full\" alt=\"Mohr Siebeck Methotik der Kirchengeschichte Kommunikationszusammenh\u00e4nge\" \/>\n                    <div class=\"caption-wrap\">\n                      <div class=\"caption\"><\/div>\n\t\t\t\t\t  \n                                          <\/div>\n                  <\/div>\n                                <\/div>\n  <\/article>\n<\/section>\n\n\n<section class=\"img-text-col-2\">\n<article>\n\t<div class=\"col-wrap right even \">\n\t\t<div class=\"col-2 \">\n                        <a class=\"lightbox\" href=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/ms_II.2.8-01-Infografik-Kommunikationszusammenhang.png\" data-lightbox=\"\" >\n  <img loading=\"lazy\" decoding=\"async\" width=\"1382\" height=\"720\" src=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.8-01-Infografik-Kommunikationszusammenhang-Lupe.png\" class=\"attachment-full size-full\" alt=\"\" srcset=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.8-01-Infografik-Kommunikationszusammenhang-Lupe.png 1382w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.8-01-Infografik-Kommunikationszusammenhang-Lupe-450x234.png 450w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.8-01-Infografik-Kommunikationszusammenhang-Lupe-1024x533.png 1024w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.8-01-Infografik-Kommunikationszusammenhang-Lupe-768x400.png 768w\" sizes=\"auto, (max-width: 1382px) 100vw, 1382px\" \/>        \t<\/a>\n\t\t\t<div class=\"lupe\">\n\t\t\t\t<svg viewBox=\"0 0 24 24\" version=\"1.1\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\">\n\t\t\t\t\t<g id=\"icon-vergroessern\" stroke=\"none\" stroke-width=\"1\" fill=\"none\" fill-rule=\"evenodd\">\n\t\t\t\t\t\t<circle id=\"Oval\" stroke=\"#25408F\" stroke-width=\"1.5\" fill-rule=\"nonzero\" cx=\"10\" cy=\"10\" r=\"9.25\"><\/circle>\n\t\t\t\t\t\t<path d=\"M16.5,16.5 L23.5,23.5\" id=\"Line\" stroke=\"#25408F\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" fill-rule=\"nonzero\"><\/path>\n\t\t\t\t\t\t<path d=\"M9.98263889,14.5 L10,5.45833333\" id=\"Line-3\" stroke=\"#25408F\" stroke-width=\"1.5\" stroke-linecap=\"square\" fill-rule=\"nonzero\"><\/path>\n\t\t\t\t\t\t<path d=\"M5.38194444,10 L14.5833333,10\" id=\"Line-4\" stroke=\"#25408F\" stroke-width=\"1.5\" stroke-linecap=\"square\" fill-rule=\"nonzero\"><\/path>\n\t\t\t\t\t<\/g>\n\t\t\t\t<\/svg><\/div>\n      \t\t        <\/div>\n        <div class=\"col-2\">\n            <div class=\"text\">\n              <p>Menschen sind soziale und kommunikative Wesen. Quellen sind Ausdruck von Kommunikation vergangener Zeiten, die rekonstruiert und analysiert werden kann.<\/p>\n<ul>\n<li>Welche Adressaten nennt bzw. impliziert die Quelle?<\/li>\n<li>Wie l\u00e4sst sich die Quelle in ihrem Entstehungsbedingungen kontextualisieren, z.B. als Beitr\u00e4ge in Debatten?<\/li>\n<\/ul>\n<p>Damit k\u00f6nnen die Quellen R\u00fcckschl\u00fcsse auf vergangene Kommunikation geben. Durch die Kenntnis der Kommunikation kann wiederum der Zweck der Quelle erschlossen werden.<\/p>\n            <\/div>\n\t\t\t        <\/div>\n    <\/div>\n  <\/article>\n<\/section>\n\n\n<section class=\"img-text-col-2\">\n<article>\n\t<div class=\"col-wrap left even padding\">\n\t\t<div class=\"col-2 \">\n            <img loading=\"lazy\" decoding=\"async\" width=\"953\" height=\"452\" src=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.8-01-Kommunikationszusammenhangx.png\" class=\"attachment-full size-full\" alt=\"\" srcset=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.8-01-Kommunikationszusammenhangx.png 953w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.8-01-Kommunikationszusammenhangx-450x213.png 450w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.8-01-Kommunikationszusammenhangx-768x364.png 768w\" sizes=\"auto, (max-width: 953px) 100vw, 953px\" \/>\t\t\t\t<div class=\"caption-wrap\">\n            <div class=\"caption\">Kommunikationszusammenhang<\/div>\n                        <div class=\"editing\"><a href=\"https:\/\/viewer.diagrams.net\/?tags=%7B%7D&#038;highlight=0000ff&#038;edit=_blank&#038;layers=1&#038;nav=1&#038;title=II.2.8-01%20Kommunikationszusammenhang.drawio#R7LxX0%2BtIkiX4a8ps96HboEE%2BQgtCC0K8jEFrAoQGf%2F1E8LtZlVVZ21PT29Wztt038%2FKSIAFGeLgfP8fDwT%2Fh3HBKczLV%2BpgX%2FZ8wJD%2F%2FhPN%2FwrAbdQOP8MD1c4Ak8Z8D1dzkP4fQvxxwm0%2Fx6yDy6%2BjW5MXyVx9cx7Ffm%2BmvD2bj61Vk618dS%2BZ5PP76Y%2BXY%2F%2FW3TklV%2FOGAmyX9H48GTb7Wv6aF0X85LhdNVf%2F2zSh1%2F3lnSH778K%2BZLHWSj8fvDuHCn3BuHsf159lwckUPbfebXfSgfnhoYScr05OIJRSfKP2Xn4uJ%2Fzun%2FHkKc%2FFa%2F2Mv%2FWst96Tfftnr11zX6zcDgquAtQIv2KNu1sKdkgy%2BcwBvAcfqdejBKxQ8%2FQdH%2BWs2ezGvxfm7Nfo1aqkYh2KdL%2FCRX%2B9iFPav5M9Jv3wQxX8tyfGXFcUJ%2BrdP1b9bT4z69dHklx9Vf77%2BX2wFnvwy1%2F%2BG6cj%2FQNMt6zx2BTf24%2Fw9E2dQ%2BN8%2F06j3vzEp9UeTYvTfMyjyzzIo%2Fc80KHaH%2F%2F0TDYr%2FBhO%2FGfT%2BR4OiNPJHg6LEP8ug9z8YlNlWYBBwUQyxN3CF4v970Y7f%2FtqOf4bf39nx9nfMePtnWfG3RPY7Mwrn1DcfYB5wmMnnYlmStXj9wZZgxuu%2F5Zav8QUNXTZ9%2FzeHkr6pXuBlBoxbgOMstF8Dkhrz642hyfP%2B%2F2mV5nF75QWcE%2FLPXCj8rxHkzxn%2Ff7FQ2D9todA%2FLJQy%2FPdCYfgf8yf9d7CJ%2BE9dK%2BwPa%2FUYX991%2BKKTPxxFv%2F5XWyia%2FtuFIv7OQqH%2FqQuF%2FzFF5IBg%2F3o5zms9VuMr6YW%2FHP0bc%2F3lM9o4Tr%2FWrS3W9fqlFhKQlf56VYuzWcNfp8PnEXwObPPzij9%2F9xZ%2F%2FfbiBeYb%2Fv7F786CL%2F9y2vfV9e9azWXc5qz4XzPqNZmr4t%2B63q%2FkDI35b%2FrGXPTJ2ux%2FrWb%2B45eZ%2BEM8SsVQNK8lGUC4YMiv6MyAPPwTxsEhpPA41cN4TOGzCj7bYHQtWd0Ued9kNcRdCxyYig7O4QXP20qoJpvidxwE%2Bb%2BWfwWPivKv2L%2Fe%2F%2B%2F%2FYlH%2FZzHzWx5FyH8s5v988D%2FeG%2F6obf68VN04DNsLJFUwQaiSG%2FgIHKUYwL%2FxUWTdj3%2FkX7dZgBN8l3sGHgCepJ8DrnTz%2BvOR5PU3uRmZwTlr8V8N%2FCns%2F6QbiDUfrv%2FyzuTKpdDxRh65IP%2FLH4nvH3PBK2dgkQYat08WsNx%2FH8jRfw%2BQo%2F9Hgfz%2BDwI5%2FQ8C%2Be%2FWkfw7y%2FjbsX8Y7399gzU2r%2FV3HOL%2BN250%2Fxvv%2BJn3r7N%2BXy76mwsRxN9c6G9l6o9h%2FnChr6f9edr%2Ffuf7I0H8T3G%2B%2F2Anov9BJyL%2F24n%2BGU70j5Q3%2F%2F%2BLYOQ%2F6Hz4fzvf%2F0vnaznj1JpgULn%2FsT7H5H%2Bo%2BZ79I%2BlzqZMJPm2G7y7Gn3mJBth1b41LszYj5CfpuK7jAD7QwzfYJOuqLyv5XYGz%2FP75O9xmhZqLTQAH%2F%2B6ulM0JuQz7%2FUrmt6PIb0fA8zxZkz%2FhzM9LTJxeFWB0zZM1nQN5SNXIgD%2BG69eCX4FnsQ4eOINjIvAve61k9ieMhR9hZYNzn7bCMZVSMnXXwINMf7hi%2FwFPNg08aM3B8sPmpN8TesR51oiP3Ydczuts8Jkcz3Ft6LcEN9ooZHttuF8xuW8WC0bBMYzrO%2BxTbjI6RvGA9UL0Bke8Icvuv923C6JSURrOFl2uqUbuuTrRIuctfQVA3hiqI5nq7i7valRE7hpHjn23lVKNz3bSOpsG2C0ughXWIpYPSRzb%2B6eIyXuv9h%2F6g%2Bi6WQQ%2BWt1kYB6xPLDHCSZe6RHzYGaGXYD92CqS2Cox3z4jV6zCToyugM%2FK0J0A0WXV954MGhtpEsKUh0xMqYDGEjyLs82O4Acdb2%2FpA8CCeA7e99GNDzZpUB%2F9uXY8EZXOmCdl9ReO7wesnhDeyo%2FvZDtfBpINdiylhbSrZ7Z7yKHzDPhr59cyazdP7hlKaUaSK1%2Fo%2Fb55wZvWs1EcebiCDzLEsVc6N%2FigoR3jubhxrkXw%2FVpfaogiPpbA0mSkUVzwrS04Z6my9BmVK1hL1PD8IkK%2Bn44kq6nfSaBu0T7Yz%2BfzXu4ac2%2FG2zpyDF9RJq1E9k2DQ2NsxcEyDEWy4kOByybBloouADLxUJhWueIbnn0vyS5SNExgvtA6lG9IgK6JYudxMm3%2FTDO2WjZsmutMfOV7acJaDrbyvmePkXSAc89Z91i71st2dOGqMNpAblnbZ5OsfXx9649lM86SLMLe9vuEq8F5w9CPtmh4zA1BDHDILwPnSTIhtP3kekivcuEDjhjfsS18KZ%2FyVe7osT2a8T0%2BZBJPrRBROClewxcYPHtr2WmqW6bjq4MlLJYudpniB7OKTp4yziSzZFR0fFf0Q%2FDp%2BU1trf12dSoHrzrdxBfaMIzRmU1s6XLs2cbN6xY1ajtKmXsvx6Q53AfQYCxpel0kTUOzkLlJGZ%2F%2BRhy6p4vNLWiCfBtcUkfU2n%2BKWat9bDO84BRKnivw%2BJ0ClxDzH2OLTvBEDHZhK9T4xGPcvpOBbW3ECFYw6PHBbRr44LOuBUcUayEmwDkFQUcUW92AM0m7cdyCfTY%2Bt7tM6rri8JTOKLtYjUHPlgb4WvYQipYo8PROBhIM6FHSTq3scm0Hb4Y9GTYedNF4F6DRK%2FzRfxBDC%2Bwt257Zd5TsSCFGr7p%2Bwg6vt6t9ztFNDyS8vT%2BtsEeTHO3nHEtxN765iuHvg3tGUhw8%2B0SapmP5cLKRrnMg53j9XltxPLXDnshlf2mfmr5VVyMjmbaXY8XB6clv8GBct5Pu%2BLCw9okLU3xOoyDoY7tS%2BU48IpYjzOfltGThvSLzGDBB2c5OAotCmvxIHq%2FSz9gG01mPxDRF4RDeCPDwuuuvEbnf89acbeixO8Hy1w1iAbO%2F4FYOg173UsKfixH6aKDle43RJp5zaIDmw9roPVx3wnzEHF1%2FKIJW2qiqctlBdfnjZ5ZHbEHhDWp7FPwn23G9JBEqd57x0Pc1SoQMkcnWXgdCW7dSbDPO8QCjsAd%2BI%2BjAMtEP23gfEgyIJW7SPfs1Nn5KilfzrDJmBG7fgKmHJecleBnlcyTWN91ZkVG3UNYPFHfuD90pOT8Cy9UTffISu1SaS1kbVOmATlc1af8UnO3jBepB5dVY%2Bh9KCchn8uDG97FYqfAh%2BfLBga9St9y13cHTBzCOWwRjnAyYB96i%2BLWeb%2BSh1G8ASNpxR%2FKiBZ4qWtrDlsHsLyGsdvFM9bBToZtpdMNK0hcBb%2BqI8VsUkJsY1G1ZqjQuIwgrA086vPV6C%2B%2FHNkc0v0dyTRSfRH26yjPWH9FTjANil9qTrtyMfe0dQClWC0708eCWeUS%2BxW7R2nlErpg1ddHzfde7h9tNR0zBSpvIdMQs26VbzY%2BbZSMsT0EnGAGecSN4VrQzRZnHwrJTEvSK52Pr3e8t7yypWQArX5Fe3FFict3DMQwCkSXuheLeN3Bl1Hn24%2FCUF2w4kLuVoglIaxBzkQkMoNZcagfEkHWyJ1dkIlvxWFjgJ3VTSB%2FMSpxHK%2FCtd5sNGnndj8K6fSfDWhrZ0PUzcdgre2nHzUoZYCl%2BkM2n09j041xTY%2FiwG12qvbEmAbq2ANrZm6Vd1Wx%2BdIgd63X76J7iCjXHECZb4el6MulAbLGD3djXVN%2Bt6vTbXiN3kdjAxS2OKna%2FIecokdh9xmh72TUIYAh9v5WfeMGnuwtR4a1wgiM48LLOiz10U2ve0KEVEONpVMoPNWdw5FFmzzpxgsF0YXQSRGESucQ7MGcHYG4J9fFkTAEMkM1k9RTm7K0v4NtSA3lF2wBev9TL1fIzez24mbrtYDC3SCJN%2FBN7wbOL5Za8NSZfRdCf7Qms3dBh9wmloosEeYjNucB%2FUvEy9FMSHjjdyV10a9y0dJBcZilDAvAY9nVB59vdehNluuHeIrB2WB%2BjrxUWMGnRY9Q2vwftjjD5hKcCuGyqrY8Hyg4eNePrcpUWx2KLyuARZkwVsnsqyJKIoIHZdC%2BhOtoFLzALWUFc7tqK0aXcN2hKmK%2FpEWhGpTw4ZvtEi22l64Dyti%2Bwby9a2%2BfUUMnU%2B62ofZaXeeSREUBPxigXmQoHZpgrNSCYaeJ1lxYsaSDjeN%2BKUh%2F65oyrrbRepOmSOEMMPIsq%2B4xQl9F8XDeVCURlb1xCNZCdbfeZx0X14vf%2B4SL7iZ6QBihb%2FRD0Wbs6nxLHkq9iqpCbY9EMbvKvHKGNysHWOfFF1rbFPpaKIew0rpuStKY3jEaM0LOxxZtqm3k9D6o8AFsTaf4uXFuAx9kWYNpzhpGb7vhxmx%2FUChgcaYPrMR%2BSuOvBy1XBYnzDIV6wYpwfR5eqZtkTN%2Fl%2BU%2Bs4RwJzHqk2ebx0%2BQSskI0AkOO3dgU8C6DukeRKF2oTwnkEvErP%2Bk%2FWi%2BqK1j8ZcubF5AfilAAwx8T%2B2LLo0NpbzqeyrXPVG6bQjC7mXkR6wXW7O9Hch3755Jm7fTT1ymi2r7C0i0%2BhDKBfyNcRcAdh8ltb7h8wMfAt6MxvNHIvg3qkdN6AXEvEl507ukc3vdPAXC%2BtVU7BFSpFB9QsMXSHkWeUjhC1u7KjiM%2BRMOnVvLc4%2BaHYDAZB33ziCh9ARL7unRWsUHWV0UZnm12ZfB2Nb%2Bo9NB0KbaumihgggH%2FlAGFutejt7hvNdgiYYRjSHLYOhPApay%2Fox0eJw5WfxeasVhfSlKw6lY84YiYrIcLn6pRpnTe3iyXw3WxHYoWHr%2FtQv9%2Fvh%2FXCqUPfNY6kgPDmwwnP01F7XEIPeBcc15KgyT1XNIB8UXA2rdVr4sIdqmMaj%2BtQM7uPVlxZr2VTn3SYYOsIVE%2FDvKl1Jq5aYmrKqtFgfm4yjuO38GFs19Pfb%2FsLax1tyHoyeEYF9jD8WndZezSxPdDMT7L6W0PMIKu9tQp6gcmjBhhQ2wUNEYiA2DbJp5CdVdWziSWiUyMfLOReJpw%2Bkoir6iEgaRCRXsVFKN4%2FGc5O62YfzOtD3o%2F5OaMn44uKa3csQILzCfLYMEfF8I6D1lsrDOBMZOir8lnkD6uPQuGTIMvMgGE446K5SGoYNErdM0dmLz2GJKCwAbuXoSdNFZW7Uz9TemmG4VvkYvPFVcdoPLDlwoK5J6VNmzbPOmGWKSzw8Ao3Qa8Pk6VXnL6lOsjiqXMNj9KaEe4JSHilvBoBZKceBn9um7oXHanrWar9eBhXFnxEXK4%2F8lCXpfxEDfdIDKHRxOawOc310jtxs1Wtv0jRFRoFkRFATiZ4qUkjF3N3Bz81YnVzifqxhJriPmACLoTbm9zmsQFLykDUsGHeffZkIV%2Bx%2FoL0D%2FAfPNxABpqJW%2BPAYAZRBNWjDf8aTCwBA1dE1lgOQiyHyRyAABqVWlYIYOcUp%2FWQVjeu%2FuKkIDGCTYKmLK3xGx37iHV9yN5%2B2HdkjEhhnZM%2FP4%2B2z60nshSD9fGRN9QvrnV2djO1Yj8FYbQHSPiZ4IkqadddbHoHccQgw4o8Rj%2B3JZzRRKkOlQHiGjN56l4sCnesfH%2FR3JTZ48N9sSiUWLiyn5up48nlRkDvwkijy9MbOfmEWd%2FiYYaVMEdhJHBl44VKtcK4wgpYFldDI8iY5nW7%2BiIIQEZrYPUHIffcTX1WuIbeV0Rsjdh5eZhx3rZaBWMFeGLARK3sHMgqc6oyh8ItEs8y3YNsLVtPDTAuxCu44N0cbT4YgDtenJFBlBI%2BE3gztoCgCluUqkM4yBKrJyqXFzxFCDMFgd%2BMD%2FUgsyMe4iHxMTT3nzq0MHoCNGKjN7OhXUOsL%2B1i3vo42dPrh62B%2F%2Ff29cJviayVx80UeZmHtO4lcsOiMTYUIKme5AzBAJWaKtc3uqBy0eX7STL%2BoLrVLfPqBi7yjvHhvccEAVGgZhbYo2jLcJ%2Ba3KiW%2ByvaXwh9jgiIgyYU1IJRjsw0CNIVxjpq%2FReqWapB1PsjdZBMZhlHiCSmYjgkcS0yPsZFrJbWGU%2FG7hQuh7Sv8HLobq%2BlbImSYw%2B88r2WZt7v13nP1jDkge3E5skNYbpiprxjGofJe1huOCf0%2BW8mgIayk%2Fz1fLapdOkPtNgElWD7qQgJIGiVAyncszHl9uQkZpfi2Tip1Z4w4GkIP22QK1ivD1GZINNf%2BqZVJBBfA9DOLdGVOH2nDBralAJpPN9xsBoboSyKGLfZJutFJH0ua4wMDIiT9iQYLntR0ZKAmAxP6mdwUDXO4M27177b4Ra20YLrFjyK9Sdm6Ghbf4jWqTUBYOGCOCLrCMHFZxeZ7W7WPUXW%2B9Z1dhzA3wTIiHAQhRrT9z1sssc9LJ%2BCSN%2Fvp2ax5Vmk60UIOV3gFVLAAVhye2%2FoHGpZia%2BRhwx4G9QIx72NJDnG8gEgRIsCMudW70ejPN9oMvqFJa8NkjhGsQcTofQV4CfPbANkIpMLFpaXrJo0RI93SE2qpVSP%2BpuoDEx2SD42wzrSp9jZXm7rC1LV5i2jaxo0yvtRTVsqUU8M5LMnppHkdgdKs3GfBnXzbmXlQK3kGjeQoWG1TpDeaefcO3ANVAVLxc1gfKMEnScMcZq9APpwQWi%2B%2BNO4sLfC81A%2BFZYAdZPXsggtdlugSS%2FbVCWncyro6Hyrf%2FTjgNER6yxjCwq3Qf1aN8EyK4CL0jfJvhWWzsMlcEZflwd1iKMyBEm%2F1QSafE8jBaTyAxAcrh4zMSRniESwKsKLtzPn2ksCgjeIvmUBtqZhj7fIdavzfPpPmT%2BJxYeTQNSHAHAcm%2BsTwOHwUWv2%2FURBFu%2BwOceUVnao6gp6yZfkHcb8%2Fe7k1H07VYpszc9CAUnwWelgKMF7jzNdCfLoISshCazMOHqVwefARI6xa9ln8zZb5SAyk2N%2Fqb0XCVXV17laIJFi9ISIcpKjDYs0OI3SNZzVjN4s7qi0H3feSe5%2BN7fQ2zLrhSW%2BmfpIrDdY8PZids4H0wGkTkSPM37UUZ2sUgMUFXvwLLEUpDRAPXKzSvykSRhWV5VzZvkiMStEJ7SZj3HkvMsAPJV4wlR0oz8LaQbyG30MCKzs7T3p%2BgeiykY8QLaPIe0NbZaUnVEgWBQ8%2FGZdhL68KXk0zJCbL1OkX7dnE%2F1UjdjS1%2BRiCYXzwXoTAhTV7o4dOweqq7cMDRRh9DBaG3O70UmJcCUKlkluOFDaUDmMoZa4SPVu%2FAhVi7AjV6juM%2BfdIROJ5XJM3ApbBeG3OEkTg2%2BbOiytJ4D1qPLIXhusFglp1Yqf4J1cy%2Fno21O%2FMyJ3%2F4zmJBalN%2FopVbghoMZrg6XOmoXiCbCHmt7uMHiwmmfecTKI65irxsDKXI2nnQ3vyvezJD3iLQKmJGWv0KLemFFHd5POpZ%2BVK3bHCCxfa4if%2BAVIcsKn4hvbPkVpDHZXmFCLGVwfEnCCVYnLizfXRtGRENVhHrON5E4uvfTMw%2BcHJl2W5ZJhc2YPvWm8nnrvR9agwhtkicqusltpfYds4Xxlq9L9owhvntqigW1A1kcSiO11%2FHCFHgBP9dxT7A6zLXTK%2FUMq9ZIyYrKFwmv0Wei3bDIra7%2B8H9fiZAo0R%2BqoEEwWTGPZt0a3BMBweiM23ewb%2B%2FbSP4qbDucGrKWMIFiwdUmFxrFIvLtbLlJ2kBUo050KcqfVByUT6k3e0he39IzmvFF7Cuf%2BcgaGF863CrRnREBHIjI1z6GLoiid6H2rjqhgASlwJ6kMyHkszccuqxFfdIIz39DEEZ5A13OHwH4pAICiiOOofEPet1lEAfoehSU2%2B54Damw6quLNlvMqdoEQDAKG94UDEDG6w3gnRfR2kZW1QTb9VAVdmwbyFB2nOqPRseX%2BPqMU0ZdCKTpLhjh8MI29pLt%2BTAGx4WAKCXUvC5Mzz2BpPKk83NuA5EmWZcrr9%2FN5O2DswVr62NvKbeh2DcKleEthyMLxw2qW0nlIGq8Ykvqc9Jgqvt7x9sPtZLgjhOdduT7CBH5%2FAH6%2Baj%2Bpmg2%2FFWCUQtP6dxn8u7LjOoIM1D3yz2kH4qKF6FmIdRT4WN1FEstK588ZMBCNu3SjRs8g0MZTAKYJB5W5pnZm2kncSmcLLe%2FT%2BWh8IzJPHZEm9W4jrAxZirillRy48hY7Zz3sXO%2BSpWv2JGMzkHdu8jrgKbfjE6YJ7fN9RhVMFHDCsHRg%2BMB4TuQfZrtKjma1kqKtqNt7U8dqLrFeL%2BwbaboUaM9Vuc4llTALvIspTdSzxWukmnHTOggNZUvlAEK1HZ%2BRyMKJGxUrHAx3uwnyFx%2Bv0npXHQFaiMmpmzgdZOAktgC%2BwGf0p2g9Cnya0Q3nOxPwUal2Vo3Hgey9lYBOf4AhFM6HFBvmJvmmYTA1UPZb9Ipx9MY4iOfkWDzhtJKzGjUOCLTRNyagHoAwKZRmnEG63fDE7Ky3pSwEXfT3D01a6eOzvOV8l0Ty0oiX5vkGYC4wJuDupYg8WNbenxo6PMOwJwqHILIj%2B1Eja%2BdOCTx43z18oQvkLMsJ8VSEEr%2BcRfFiW2OQxJD1cMdS4e0FvsHb9zbFIGZNMHFNXxYP6NpoPvPC3Do9YF0xG2DZEfhB%2FbzhSufqIjvoqJqMPJ1BevtjBehln%2Bpxty3h7T%2FHesBb4mbNgZ5bcm0vLCMei8Yl1tPNXg5SP6hNg1OiP1hbUI1K3cdEqkF4j0B1EPcNTyknq4x%2BMUaitAjSGQFncufXTpmNAh2xu9PXpCnXe0zGXTPHte56PhaS7s5XvvFg84gy20rzHN4RcyAUAfBFrjYffsH1NqzbEGv0gPP93DJDnh7l%2BcI6U%2BYbG90FQfSHBtZeRdlGp0Qa8PuS98tRZwn%2BXHPd9l4qtCqIKBnSXKZZrENnoBfgmIQkuiRIUwq5%2Fv2i8mj1NTGHUdB7%2Bo1nK4AtMNT7MA8fvhE5gwcE74XyGceRQfq47fxpvtpDhbVyP%2BlaNAfaTeKdsQu6mNkv7mQxgk4UA668%2BMHM4pYCcfp6zpgxJ8ZbwbpRCnvgAQXuFhMZ%2BD3Hb2oIkUgFtANI5x0%2FsxHuZ3IGejYBCMc6mOYMoEQ1Ez9JbfWodQdxQNtcoT1LWoW8pumuCNdez7qpod%2Fw%2BNfDnCgQ36rruHG0yUxNOR59RDKr17fYo%2B33GG6ai05Hjpcv6RTLULz09P4LnjzVzPsIw%2B%2B3HeQ99Npfw%2Fv1InyZlVLA%2BVXaWbDnA65FJVb0epGTCZKyBvncLWgO3%2BKPnyvdaf0a4kD1Yc4y%2BTeZbF1sgEumInUPJufNiSCDDlMXAtoT93EhNyX%2BkO6roCC%2BIw47SgS%2BaHjK5yyVz0YKh%2BNYnwgz3k6eAZh1T5BoogDmV6EmslZ%2FSgeKAoUzIY5wAmlt1uPoT7T5qYhOHzG5zkIH79LuXUvcJ5fvm8U4kqrLK%2FlV8e8ltuTmjGy5Pj7fCoM9%2BUjzmu2f%2BQjN2aSZrSH2bhw6Vwle4GhKHcx0nx1F5sQc93Df5UWzvi%2F%2BkqdPhMofYs5qpgWifBS2UIOVnHi2L89UnzVfwmSTbWvyfralvKjOAIZk0FEBxQSngBhsVMu4RO3Sdw3WPcqyvLIeUjGIMqz72n3EXbqyqoq3gKIBG46PebP4WxJhT%2B6eD3uQ6tKvSKB87Neze7IEvjl9ygJAkMT1xtU6d9v9ejBbnNKrjgUh4bMBrkwjL7GDTBidv9FJw3zpAURV6feh%2FwM0hIfHeDE1zyZF7c9BizNyCkUa%2Bx9h5D2%2FY4Sm3MIPtMj0dHfEs16tMNg7A72IlaZT1gJ0TSIQphyeWRrg4EFD25AM6NZRf9TYp6TxrdQ7ZxtwX3hM7nr44vJV0GhbGsReeR%2B1ihk2xTMdYw1P14%2BkNZzYH5u%2BEjgrpuz4DxGm%2FaUWmIOtv3Fkgyj4r1raL2XVbCSWYsAPV40Dz5zhG4l6q5wV3AvJJUQseyd4Ngp0L5WzewWkfB5mO5M9zU%2FcrMEccEPcxal7Iw3AcaD%2BJnRfI4Zp%2B7Hm7dniUY6twjW%2F7YqS%2FKHdz6irtPM5rt0rft1cLagDbQWkBaVztnMr7Tiv7KNPhrvPb2LDpBPbwYB2kANsvCfNwusclUQc6QO9dUJhCiiV5081jSMdzxeZ6q4MLxvKbJ8qLKX7xDe6glmUGdctCab3sQIogHcYseXbnslSbo9Il03wjyKovH2EZrTWi%2FGacXrEzuiWNzAD8gB5IdPzEFGqdYbjKTf1dCk23WiHHktQSRCXk9xoMM62UY3do6X8p%2BElKF%2Fenc43KwSgRFj3xh1uDuLbGDf4kPG1%2FRS9boCKfpu0SsiG95Ug54gXUSOdLXq7we%2B1UTTfM7l9ed%2FsD9L4mplEVhgHcYsMf%2FXT7XlsfH0QDAs4B1onQJ53tTyfo1Rar7f45xITDZKaLnvTQdjBSIYiWKsY6BlMQyhDOHSeZ24ggCXUJuqrbe6vxeW40XabJRn2z5ySlrpfniZYyGasVhV%2BC5lc56EATdgemmK970Uurq7CvWPEHjqYdZ6KOe04TZ%2BGa2d8lb3fs3q3umvWXZG%2BGbQ9anA796HLfOcCUWtBwR%2BkH1gR7SbOIYrXBFBrfE6KdbtvdM4dmcwSrlRX4z39Cl%2BrBdx1dIo9nBxrc%2BepB%2Fn87b71mdTKJv9QzyBJPK%2FdyOD5ipH1aV3sLPCI3mQX09uVvsXIFKPxgkUGvVJ3l15qJuIAyqlF2zlpvT%2FZu3mlRvFVQNcyI9Kps2wRRqkY1VrgsaUMiHAJ7cj%2F1KzF9G0BesvKZ2E0ROZa1N0ceFnRmHGZH%2B5yJYa9AA%2BlutkB8kCuCPNVbq1eK9Qagux7wHS3h7OKctsyK25jD1dvP1KYfETGiyHNz6s5L1K343y1tQdGeD9YtROnAtN7p0wbalsB7sBVupU%2FQFb07CduWespMD6ZDK0Dh3r0Uv7W3WIOn6IGddD2WenoadYocCfm%2BO55QiR5x0R6ANWUH%2F1s7x8M9p2xPvTQwFY8HxVtsIS192b9mnpfq3mfE6oRydHLhwjiWCK%2B40SaT%2B1aVj67FzK3eNtE3VXBTHW%2Ff3ic0qMks87L4KmXPjgvp9cf92KPxjsM89TfHCKShIoKRCZCVsvTw3QJ9GnbZZy%2BN2EvxOXl7Qknfnx0KjdRbUYlxCrkE1E9Hjd2GHcg5RVTe4sj0R%2BvVesCUnI9F7OHmRe%2BXWaR7k1EB80whbDEA1WtU5TmK5fgPt8BYu1rTSIDa5cJIdRAC5i3vXsjYusQDJl3RcOd2%2FIDcA4fTecwUwldIyAF2M9Cm1c1AZUMtC3x8kjCH8zyhb5REIYT%2BiAjkLe0d3G40H8p87NomkqKPQJwRZARu9HpG%2BVxyEPkE8xvvK5Xj9ifn0iDGx%2FmOCyAA9iaC0jQWauACRgyC4fKa9v1aYn349heIPzDBw9IDs8Bfd09DObpPouZpPrnpzgMIJxQ6719pGJ3HX74CLVAet4u95%2Fc%2FERdqJV9HDwDLd9k9xV7E0IRpdZfHwY1EvST3oB%2BiasjsrWyffDXbVciE4%2BXOXy00Go0qVJdwn1ANmlrsGYn%2BLrpSd4pKi%2B2I1r8B2280QYqL%2FrVonTXTcz9MvINj56J8Llcs9pTh4k78otbQEcPSNvmM%2Fo%2Bk5AopLpXLhUItRMWvsACTIrX0VJ%2F3aHqM8i9lbANGv67%2B5OgyZpovkruxglwZQN2EZ0sNG5NFALxKThffV%2Fb4%2FTtj4DNcn3ulA6OPQ51Fk64lcJGDdz7WJ55E2M%2FNTeQNDtOtQErYRilURqq9TtbDA4EZM7nXfrR3OIdWKvL%2BAWwE6IMZximMA3xOq9cTMX4IuvCTFcF%2BDKrHJB2%2Bh5FIMJnZw%2Btl9ec5T5%2FzD0mYGywGgC87VvNuBUF8EQl5Bb5kj7ztWlv56ODT4IvkGyLAfPEEx8Q2g4RIOs2LHrts%2Bkz%2BM%2Bsfdp1IfRzFIy%2BoHJvtaBTAy5xl8yB5z4N69Sp3EReqv%2FEQJoFUsSIWz2YVufRgWslERxyhKhN7KpLzn1if6LAFyKuxFzj%2BOAYBSlMWzB4BjsAWzPkFolvJX8BHdS751GJ7JG1w83D8CgypDtH5cHGZtsezL4JHBdhUD5q%2BFJMlMDQ3XHSOMa6T6yYFp8NFjoRILmzAEH7IhTfZL4BmfKasLsc4C3ctMDkAiXxraT51L3fWu0izfd2EkAe5IgmrILDuM34VpXLUUji7snQVnDj5d1d166MOConW7YjVWM8TgvwWJAJWtVdTnGHolZ0qfyF3ssnLKrvzrTLM8o1uflSuH4KgnsG8B1n5agnAmC6yJK78x0ylFwhYPqr2DiPsaZwkYvfqzn0LACfMM1XwGGOTGLbpDE27QXQd695q%2F1U9l5iP51MXJlaHlj%2FBRi4qXCuiPdLL1oiAwwGaPCdCga1UXzgaF2sovkLJHNeqfXNBkNLKisKPFXQ2gsk34BmjnPz1O6Ct9ZdgxevElA9P4oHSfMt8JVE10H0ZVcapdbDWnzI%2BD3qQ%2BqY2j4INA%2FFrrxpkEknlNu8pEAMgBkFN4EhLdWw5y%2B5XEAvc3N%2FrCoKNGf3IP1GYNpvPe21OgF6w1KDFolboME2UD8GYSmLZxQg4lk%2Be6tiMgun8pTGaQ24%2BktWmdmOOoBvXO11HEmpvhWm7MhHmFi72ZrCeo9UTMfEwYoFnt5vj17aQ28%2ByfkGubGPvhDKnDid381Lr2xq9If5CRNfqb72PQRsthOdJqfiJXk0SjthxACj85JrKFWiJujr%2BCdNFn7ozwqYMwhjQue1nrpdcuneLPqbxT538OfIcL19pe7pELcik3NcpZCPLwVLwx6l2WZOhDw0A802oAZ8ijqOx6lfBTRhlPLpmk5xhyB37w64u%2FSBfVZspCmyZSE3qY2%2BA%2FPIREpDboLauqTm76avBXDQBLOGLu0FnD2oNWxT2gUfhR1SdIMw%2FomUoVw%2BMSpneiBrJd%2B9mj3QBO6H1aipnwoOkrcBSHlvUWzOeESoyAhmZ6ycaA02fkapG4pl5jQ%2BzLZCQdz24psheBuhnf5NpjZCZYELG6dWRHL0S8JqTjL0Sz%2FGu%2BUhLH%2BpDxsgJ8PCipmvcLfdo197PRJaB9uYEOWaO9J0qzlBVl03J%2B1B6tXjfS9wWiKBPCY%2FNVRirTftoTo5T94FRM5o%2BYXGFBOF%2B5R3ATh240Tey7SedTIAVH2CDLOl%2BpB4Kdw9rEO2t5kIGwgUwA7pvOpLAhrce00Z0j991TZ07ImRm9x0ZBS84baWKA1CB5zT09pH002ubx%2FC1GX2qydJmZSQJbX28DZ8mMeRbc%2BHvw7dFPuQAVQKxzE0jn44XI8k5T3c3i7wp7S%2BPsrNEo8RbkvLAIaL1vt2RfJPYLB6wdIHMI79ZCKVOzNY6K0j7NHxz7fOgYGwgQgD6tZll9I17ajpmw7w0dHOsdE%2BofrsUHXrnGwJKPNZlPhh%2Bdpz18Z3lkwPblSssQss9eULynVBg45HlftqtAH3jm%2FELEaAAUz%2BDuRPUUrvd2EDcs%2FvgC4ReX%2BRsZO%2B9glp%2FBvQnRGYnawiRRSQ%2FEcHWijhhcFhRB2%2FDB2viVx2MFbvfynWh3S3OCzObLn66VlYFWLmJe9Gt09YgBqvrgukH0bLKsl3N%2B1H4JC47%2FZW8tOJVxOmAUFHDg7q0NPAeduUpPlYNSz7k6ZxGBpak5mtrWTz%2Ff0eJti04jxqJpwf45taWpNvoqXJRl8NgiklKlKaQfzFUsu%2BYsEKuraLUHXULv%2Fuy0OcAx3YTaTzSHPl0Bq4aBEJuF1HTaGybCoJ%2B5lN5j7I9xhizgd4RAuZxaoGZse4rgC4XOKo3VH3zt6hn35waKigYCNbOqrMjf%2BawxTdlXtP70RaNOaYRYzu9%2BjjB%2Fc9vQGeoDJvAmVK4B3GsQEBATG1gHkC75spWU95K7C1BXB5%2BX38VNPQV5ePUgtoZzLfhpDywWfGKcFGv26d51Gesnf8MFm1EBeHtHXJrEQtgIkxKV78sSijXEwPHfh5UfLInXOzl%2Fz8UHb8cYlVQvyC3rzoVpZNaF%2FVoikuvtK5LVw30vSG784RAtZ%2FldshL14uW4Is6RtVxPFlJD3ZX7sZ9%2BbL535tWMDq0ONWVxjS55GY%2BAE2KsGVnGYN%2FCq2cqN2hyAvZv%2BRki8Zdv%2FcAaI5VsTee%2F1cb57E1sqWEoiFVKlw9sVgs08ST3mHQKqe7w9C4ZXuwh4DUD9ZdaRGde3hLuyOng%2FLRwRZ3dgW%2B8j0mn9%2FwMyInb5Ie7vtKeoEYjU%2BYesRyK9PDnayAZ7d6LI1eMaD3BmusonMDLQYMH2E6iGDO949cwCiE6oiwffP39pekwfRbgwQzIJUArWsuChmLEA1RUBlVOEDQDDW5N%2F%2BEiJTxJYl7tKAJ6sugcxfvvnwaBb0lko17Eb96n%2B6hTSFuLKXerNCtI6HWMqTLYz227c07aYFAHBeqOFL08n7k94yLUIVx44XiWMjd3upmgm3VrMSzMdX4vVDboBaXI5rTE%2BwCE2r3tjsI8Ex6mBxKSYBiRro8zOm79vnx8Ms%2F8nalZbv%2BKUQJtum64DzkzB4ugzy%2BuPMtzP99mrcZbi7BWs4f7XHdNxSA6OEjjS8Co0wHbi9BGBPlMSBffro0z4Ss2tHPXFjp8diTjYGZuT84eLC6xYWe7iq97IEij1bQq2ybcPH0LQ%2BiTs3%2BVRGBc9S3ZpiC6GAL1D2rsD94XjBkjrXXH%2FzejIAl2z9Q%2F9YvAyl%2BE0J3TxvNanW0UEgE7J3QoAVUaD1KyzOaWjw7OOG1BunsIBqdY23U8FZ0AKO%2F0zNc%2Bs2lUZuJ16t1JmAH3kozZQveqEEfcr2kEp8bvQVY1oMHVD6Qp4ogMGA8tTEjeMxesU0oGjC6Pb2HyWP3cdEbexujUCgq5msXcR6xNkT%2Bi9O5MdwS%2FNAPqFrfGyfgeuSGsonaANN7bhnsgadT2RfWULYBuxViEnq05LAS2FftT3eCsthctlGGEjOqsRsxxt7auhFVILEs7UsZRPIY4PWXaqgALox5R7y0U9dEy9KqCNfhDUrRYZKRWw9dZoM1SIfFvu%2BMziyBPxkL1oEM%2BvnVlpAXfvmKDH1CTvF66b3poEXmzoQsmlKhr6hkua1vp%2FmqEuW6SniC6rGlCjKF3kXNiPwFPdYeOW7S%2FPlQ6shjSBEA0SNAzvGxktlx37t9a%2BDHstTuD%2B20NtdyQ9m2CoJgBaI3kuvFYjqBCyV4cA2jDh81Ip9XMu8y69PPdxKuO0N7yJ47z1FZu%2FnJNs6z5wCSpH5EuCpsV5EZpsAwl%2FKJ8PFBSutRbJkfmrioYA1%2BvWG4b95u6i%2B3Lzv0FjVwq58xRerrSadyqf0El4dAWVYZMpMBXc70a5OOD8PnnX6rTdVR2YJQEACsGyRCORsWBWenyhrH%2Bbj2VByHqqrTe%2FtSeDsJwPy7hWeLQGJ6t7i3xCsekQLy50mYDAwMP1611JRq%2FhMVE2%2FHu5td5Ba4YTEnGSC2GTAc0dXqieFEo9O4xAjCti21yPujQs8WA1fl3iGsX6c%2FvZlnsXubkcaqM24slrBwp3WT7lP6GV%2BNJXnn5C0WdzdgpXZCLXkD90UXymRPigQVs9ol6sTouwi%2F1y27DQchaWZc52jIQwqVXgQB1SHIA5uu8plL%2B608yXZdYyPnbbdVW12kBU2bD%2B1RZ6nZNGeDuIILAvLjUCPc47PPmPHB2muXYdPfOzZs3KZdkIXXaYftZDa7vyoP3Fj35PO5JnDv6Y6CtC9hdUae%2Fb7C%2FkBdjHynm%2B0DAHAYLT4irC8Q03rZlmoA3uK4LGHYd%2BLXa7ZxzTkc02jBp9ch9Go5d5CWWJvxfkhXj2%2FUneucbtJPW6FKiL9ELUAevWw3EJ%2B9me1mJ%2FUvQEeek6GVvEscooccXfY2%2BpVTy%2F7WPqLXwCkl5vCn5YHOEiVmh8dkHRTkVjmyLBxTG%2Bujxon3PnF5R1vMXZpANIs%2FG0qdXVFg5SbnTVDB2SJuFu18cy48ravus%2Fe7tATKAPl8IajFgLYPvDiyfu2kiXXAuXyBJEgiJXo5zXcRztVoXUIoIQBpZoAS5sf1%2FqwspWj%2BTjVz9xi7tI5qm3vfIUNU2susi0hcLmZgzW7F9yEEdv525F00%2BSTKHyleG1YZzTR%2BaZAQPONIQv0OjFonLYjQCrClGsldwINRXyRdapPPKKLxh2K9FQMzQdI5D39d%2FN%2Bj1NhugNjDHrzrYlaRp9wIfomt3Toyp6%2FYdpJ6ni64x0%2BezrPH4cFtJKArrDFcT7ur1gCyCCkDlkf7NMoXjtOwzwMmXtYxV1r947jq7GDPEW2WLAZ0V8bQnBxaX1u9HdXMQrEuvqVze%2BwCfNFPtyqFdvzzX7IG8GFsHWNfe%2Fn00Yy%2FUxOcrm8ZAs0e9GlyHzp73cKTg47lbHh7m0EsSj2vPNTCLBnjgYpCeJOOpB9Q%2BcNNl2RO21OByEzFeK6wUctROpPzg6ewr2V9uyERwwoewlTyLbtHIMYkFkEkUXB%2BnigiQ0bPbiqq8VGLt8o84JWiYxHW5ebDaKWUpqoq0kXBfmoi6WwvUilZ0wfWb2iSn3u%2FlC7DcDp1GBQyWsu3Dy0AXwO0fpGkqK1R1sHcFxVPrxNof3Z6hXL6AY4S8pdywJS2pWrW1zNsDubBmT8ZqH9JthpN0zUvcCMZ7GGNorlJcq2Brxpz6sxmm2TVRp41d8CwjDh7bXgUogAdJYrmy9%2B4GHjALwfDCpHN2diWPrJlpTSil2kt6NKcvbtGfBOmftjfssgoFjq24Nq1Mq3%2FcPCcZyw52afbdTwBFzrP4JzK9sDSY2eeW%2FU1o6EofUXXcPO8F40guXeLzxbHYwBGArc3ZMb3t8K4MSu%2FQCMPfbRbJib6ZCSjx7SD1a4Cmt6IW9ATql7edzLQAQXNevqiKvBktvWJ9jzsk7EQHLeCebnKErnkg7qO4mWwpQT23i%2BzBz4A144WBYClTIJeYtQJG9in1t0mnowWXRwIZu2pOD8tY4lWygAz59Bcqxf3vPpgkC9G992U7b%2BbtkQtpDLLOwAugHIqKFCKXFYpYPvEpcs6%2BEnCbvZEP2IkcbBnoxXS8RlOXnf%2FabSg81PSaK%2F%2FANk2h3eE3OsSSir5C5DdJDhESIvlgAwIxpwpNK6lFY5vqtr%2B%2F2DWwD3bxUMJCi1YSoA88dRWtOJPKoYUACcElNAIbLHGtBAi37HfgcBDYK4G0G65zk0XUcXcKweEtAqDgLxW2WL5kElzH2%2Bbj8%2BKdHuXe%2BP9MZbTzaGG1aF0ufDh6xQd6Kcew1W9MhfibTRCx3M%2BcZ%2F6UIVSTpvIywDKMuICqQJd8m%2Bd8nAos2HpumbwlWji00yv4xIL77RyOPf57tx3KfoCni%2BYkqZTJmS1PD%2Bou%2FdcCNmeBn2gaqQhLvbCBo%2B%2B6hRLrNFZ5iTb6bAw87jKmsVV3x4C3t3nqInzPLwIcxqMfWn68M9qOASkAy3YC1b2zYEbo2aWrsrEiVyBv15eWzN7DRJkjepdQPlWqaH%2B17MxOloE0hftYkAJ0ew4YZLVaDLiH%2B1g98inRS7OxXDRp9bDNmKynIhpZr8mPHhE81FNgqQntJpsywszHJXfehegGjIDmXVd0uG1S3rPfls4iI57PFhXL9TB4BHvbQBuBerRGFJWH5KeVS%2F%2FLUle9irzBpcge6wikzcN9J0TXwGaRvK81J44TfNt%2FtLcO55BTg70a3lPGOPro2QloB3flcPSL%2Fl9%2BfxspHtUaZx9YBtIa6AGlMe2Cu8fSZiYtixjynetN8om%2FN17ikhYVsqaV187056F6j1Qre0oUGiVEf9ssEE3pEu%2B02%2B0fnpVK6wMkGMPow%2B9Z%2FwTg2Al4Xt1mHwHNTJ38Juj5Xo3TZwJxXTjBd%2F9V%2BXI40Jc0ddA3nU8t7YCTeotjCW4f0SoYb4AbfTlVedugcIuCa1MT%2Fea1I8k%2BtMd%2FuC2wevTRWQ3FR4KCfYIaIAWWLc3c7pQ9psEXYPZcnSGiHDzA8IlsdMzVZ2rBIaD93ybBT3hvNHf95stcfpk2RQ2IEz52kQ5GZoDR03IpCaQYCAZVVvyEyu6yr1KuS8xpMxzmmNBJpiU%2FNbuycPvHAd%2F17C9iUvewhvx6gRwcu8PUTuOa%2FtXp6sw5slH04nyoSndegd7lCIh2m2L8y%2BaX0DAuuicsXNAXNk0TOdutos%2Bn2mhaXzqK2MPzchPLpGjC8C9nVa8utyuCkD8GTApvKs0ATu%2Bbhg7IS3xh6Gsas%2BbZB8Vw3eE5yVZSB7l9Euoiwtdxg8DwlYzk7Nc0Xy0GVcWF8P1b1zI1qMMvN1CueVb5d8S9umUWCbXLWfMNLG5PQ3hn09piYZKEmrPii1zT3noXeLNC310WjkDC6JjupMk3dVzhzZQUoo%2B63XR%2BLJ28bVfucOQJeij6s2xTPQ2Jiou%2BmR2E516LzHXjR3i8wyCqdH0StX%2Bn7EpHS6%2FEa6e3LfzJT6OLJIZNsil2O1Rzl2N4q%2BjxN4N1CFLqVBt2jmG6prv370OuwB%2BhZyELeN21GCneVYF9soyco1uph9BGkbRWPMZLj6xPE5LGJvSau53zuLZtQYuq8mAcL3sjuVh0JEAFyKJQpvnrjXA0i%2BM1qCq27aeCyc6CkWLE3zQr%2Fj4yM9KJzKtFdFbm6lwPb36rMm0fhWGsjwAExMDGQbQf1OOjX0ziKnpbOOhqh5DXfO3eSzEGqqI%2BzwgxLV42N9NqDZHJfA1xuxcepuOK1pxPsd5rM%2BtMLe0AQMT9ZRMmYb7y250vPy5QzI2lEYvMUKv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target=\"_blank\">\n              <svg viewBox=\"0 0 24 24\" version=\"1.1\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\">\n                  <g id=\"icon-bearbeiten\" stroke=\"none\" stroke-width=\"1\" fill=\"none\" fill-rule=\"evenodd\">\n                      <g id=\"Group\" stroke=\"#25408F\" stroke-width=\"1.5\">\n                          <path d=\"M22.5606462,2.92393846 L20.6369538,0.994707692 C19.9289538,0.283938462 18.7815692,0.283938462 18.0726462,0.994707692 L5.5668,13.3999385 L5.5788,18.0273231 L10.1821846,18.0153231 L22.5606462,5.49655385 C23.2686462,4.78578462 23.2686462,3.63470769 22.5606462,2.92393846 Z\" id=\"Stroke-1\"><\/path>\n                          <path d=\"M20.8375385,13.1803385 L20.8375385,20.1264923 C20.8375385,21.5655692 19.6596923,22.7424923 18.2206154,22.7424923 L3.07846154,22.7424923 C1.63938462,22.7424923 0.461538462,21.5655692 0.461538462,20.1264923 L0.461538462,4.98341538 C0.461538462,3.54433846 1.63938462,2.36649231 3.07846154,2.36649231 L10.6495385,2.36649231\" id=\"Stroke-3\" stroke-linecap=\"round\"><\/path>\n                      <\/g>\n                  <\/g>\n              <\/svg>Diagramm bearbeiten<\/a><\/div>\n                      <\/div>\n\t\t        <\/div>\n        <div class=\"col-2\">\n            <div class=\"text\">\n                          <\/div>\n\t\t\t        <\/div>\n    <\/div>\n  <\/article>\n<\/section>\n\n\n<section class=\"anchor\">\n\t<article>\t\n\t\t<a id=\"perspektive\"  tabindex=\"-1\"><\/a>\n\t\t<h2>Die Perspektive des Autors\/ der Autorin bzw. der Quelle<\/h2>\n\t<\/article>\n<\/section>\n\n\n<section class=\"img-grid\">\n<article>\n              <div class=\"col-wrap \">\n              \n              <div class=\"col fullwidth \">\n                      <img loading=\"lazy\" decoding=\"async\" width=\"945\" height=\"250\" src=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/mohr-siebeck-methotik-der-kirchengeschichte-perspektive-des-autors-945.jpg\" class=\"attachment-full size-full\" alt=\"Mohr Siebeck Methotik der Kirchengeschichte Perspektive des Autors\" \/>\n                    <div class=\"caption-wrap\">\n                      <div class=\"caption\"><\/div>\n\t\t\t\t\t  \n                                          <\/div>\n                  <\/div>\n                                <\/div>\n  <\/article>\n<\/section>\n\n\n<section class=\"img-text-col-2\">\n<article>\n\t<div class=\"col-wrap right right-small \">\n\t\t<div class=\"col-2 no-img\">\n            \t\t        <\/div>\n        <div class=\"col-2\">\n            <div class=\"text\">\n              <p class=\"more-width\">Eine Quelle gibt den subjektiven Blick ihres Autors\/ ihrer Autorin wieder. Darum muss ausgehend von dem in der Quelle Berichteten die Perspektive der Quelle erschlossen werden:<\/p>\n<ul>\n<li>Welche Kenntnis hat der Autor<\/li>\n<li>Welche Position bzw. Meinung hat der Autor? Dies beruht auf seiner geistigen Pr\u00e4gung.<\/li>\n<li>Welchen Zweck verfolgt die Quelle mit ihrer Schilderung?<\/li>\n<\/ul>\n<p class=\"more-width\">Nur wenn die Perspektive analysiert wurde, kann das in der Quelle Berichtete bewertet werden.<\/p>\n<ul>\n<li>Wie plausibel ist das Geschilderte?<\/li>\n<\/ul>\n            <\/div>\n\t\t\t        <\/div>\n    <\/div>\n  <\/article>\n<\/section>\n\n\n<section class=\"img-grid\">\n<article>\n              <div class=\"col-wrap even\">\n              \n              <div class=\"col col-2 padding\">\n                                            <a class=\"lightbox\" href=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.9-01-Perspektive.png\" data-lightbox=\"\">\n                        <img loading=\"lazy\" decoding=\"async\" width=\"761\" height=\"468\" src=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.9-01-Perspektive.png\" class=\"attachment-full size-full\" alt=\"\" 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Xp7aWmS6x%2B7vZKs%2Bf8O91wrSARKrMfUd91FUoEDJFK5lb5t6ZqxMhi7P0ORmH1%2FEpcfNNA32ztvuH2MEvQ4jX9NjZ%2BjPNn%2FShTZgBuX4OpBwXnxngRZlMoVLRmL8igmSjr%2BbIzdbtmF5wXguXqiC5%2BCm0iToWk9oq4Q6cr66R73Oz17frKTmXlUHhvSvbJR3znhtc%2Bm8ntTfLFnQNfpayZYzm9q%2FVgHHQIY5z0mTveoPi5HC%2FkLlcvAEjqfkWyvAGeKpjq3ZLA7M9bUG7CkWhBq0A3Uy81K4ofBKSVAePX0CdXwa%2BaolAuuIQgrAQ8aXeX83V73dcpvPBbKFWAdcbKw5EfkXYPH0LkE5vYHJfSSdnn1gKUYlX%2FQO93bp4G5CMSBHPjEalklsRBj9dVa%2B9OO%2B4RlUHXZ1pikqzCKac7bVoIy1PQCQaAZ9wAXuXNRFHGPrPsGPud7HrYcvU60z0KarqBlS9JN2opIT6vwRD4vsAS11x2riu4M2o%2FuqF%2FSDPW78jVTNAYpDWIucgIBlCpDrUB0c%2Fa6YPLU4EteSzI8YOiZdIDsxKmwfQ989WkvUqe1z036c9kWFMl60v1iG32TJ%2FqTpsJAyzF95LxsGvrcj%2BWRO%2Ff7HoplE5fYh9dGgDtLG2qZzkZbw1ix3LSb82VnVvFMYTBlniyHEzSE2tkYzT7HKurWR5e06nkJhAruLnJUfnm1eQUxiK7TdjFmjcVAhhyudLFO5rx8epAVHjJ3M2%2B2fC29pPdNUOtX9ChZRDjSVhIdyVjcORepI8qtv3ecGB0EkRuEJnI2zBn%2B2BuMfV2JUwGDJBNJeW4TelLg4%2BtJDryDNcevH8qp6NmR%2Fq8cxNFb2AwdCiSBv6OXP%2FRRlJD0rXBlyH0Z2sEa9e32HVEqfAkQR5iM873HlQ0990YBzt%2BaaU2pGsnKWwkk1hKFwE8Bl2VX7L1ar6IIllxd76xVlDtg6fmJjBp3mHUOr169Yow2YgnN3DbRF3ud5TtXWrCl%2FksTI7FZoXBQ0wfS2RzFZAlkZsKZtM%2Bb%2BXezHiOmcgC4nJTF%2BxSSF2NJoTxHO%2B%2BqpfynWPWdzhbZrL0KG95N%2FblhkvzGGsqHjuvEdT3%2FDT2LNR96MkY5SBjbsMMcyY6BDNVOK%2FijMU1ZBwvOi%2B0vquPqFwL80kaDokzRM%2BzqLxNCHXq9dtxEolAFJbmYqqG7Gy9TjwuKCe%2FdXcH2Q70gDRAXqv7TZvUs%2FUoYSj4MqJyqd5nVedG78yQi17a2DLFnsBaltBFYt4Hrcq1Y5xUlxXoDT1wLWx2x8pino%2BdKnao5i%2F89XauPh6lq4%2BpjwlGbrLhOz3dqQUwONIC92PeJHHV%2FKejgMX4hEM0Y%2Fkw3fc2UYyiI2jpSitVlCG%2BMQ1UE9%2BfmnQAVsiGAMhxulkAzwKou8eZ3AbqiHAuAe%2FSsd6DdcOqvGjvFDmyfPR8YYwBmGNCt69puKsNnfGJZGlc%2BYIpNL3kUycg3c1x2itRX%2Ftufmeps75V5UwvbFdiSRsdt8KHfiGdu8%2FthMGvTbG9wcTAt6ATv16Qa%2BFXA6XxOuRaAj5v3N7e2%2FGV%2BMZyqo183JxbKWuAmsW6ZjPShF5CRGnPdM%2BjYyCMy2JcG5x8U2wKg6Cr31GJ9yAin9fW9BeouopwvaSrVRp8FQ4v6tXXLQptqySy4COAf2UAYehKcDfnhaYbBMwgCC4ctvTE7V1Urt8N9wI%2BeCRMQn2UiwNpSloe8lsYMIMVkdv7bOVxmVanjUTw3WxLYrmLL1tfvV6vu%2FnEqV3bVI6kgPDmgxHPkkG9n7cO8C44rjlG42smqwD5Qv%2BoG7NThZnbFdvQ7%2BeupFYXLri8nPOqPC5BjC0DUD0186KWiTgrkakos0L96bFKOI7TwV1fz4e30dsTa2y1TzvSf4Q5dte9SnNYazCwzVeNd7x4a01MIKu91BJ6gcGjOhhQ0%2Fo14QuA2NbxO5fsRdHSkSXCQyXvLOReBpw%2BEguL4iIgaRChVkZ5IFzfKc6Oy2rtzPNNXvfpMaEH4wmyY7UsQILjAfJYP4V5%2F4r8xl1KDOBMqGuL%2FJ6lN6sNt9wjQZaZAMOwh1l1kETXLyh1TW2JPbUIkoDcAuxegp40llTmjN1EaYURBC%2BBi4wnV%2B6DfsfmE%2FOnjhRXdVxd84BZJjfBr2ew3rRqN9jLgl%2FoRANZPLHP%2Fl6YE8I9AAkv5Wd9A9mpg8GfWYbmhnviuKZi3e%2F6mfpvAZeqt9RXRSE9UN3ZY%2F1Wq0K9W5zquMmVoC1F7U5ScG61jEgIICcjvNWokrOxOb2X6JGyOkR1nwNVdu4wAec3%2BkWu01CDJWUgalgw7z46MpfOSHtC%2Bgf4Dx6sIANNBF3bMJhBFEH1aMH%2FdCYSgYFLIq1NGyHm3WB2QAD1UilKBLBzilM7SKtrR3tyoh%2Fr%2FipCUxbm8ImObcDaLmDpL%2FYd6gOSm8foTY%2B96TLzgcx5b7495AX1i2MerVWPjdCNfhBuPhK8R3ihQlpVGxnuTuwRyLACj10e6xxMaCyXu8IAcY0ZPHXNZ5nbF747L9yYWsPdebIolFi4vB2roeHx6YRA78JIuxSHO3DSAbO%2BycMMK2K2zIjgzvoTFSuZcW4LYFlcBY0gYarbbsqTIAAZrYDV74TUcbTyKHEVvS6I0OiR%2FXQx%2FaDXSgFjBXiiw0QtbxzIKlOiMLvMzSLPMu2dbExLS3QwLsTNOf9V703W64A7npyeQpS6vUfwYWQCQRU0KFUFcJAFVo1UJs14ghBGAgK%2FHu7KTqZ71Ed97GFo5j00aGH0AGjEhi9mRduaWJ7qyby0YbTGr5Iu%2FHdrnk%2BcjiW12GlD4CUe0rqnwPWzylhQgCRanDEEA1RqIp%2Bf6ILKRZOuB8l4veKUdOpWNVzkDeODa4fdbogMNfON3fOmCLaxzvRyvj7D7YlcjgEBcVAHNyVn5D01dIJ0bkMVNt4TVU1FJ6rtnthIKrGMfQtFpmQ4JHZMMtqHWSjnxh4OxmplLoO0L3cz6G7PuWiIgmN3vPTc5sK8Xs%2Fjmi5BwI9wv%2BzB9UGyYIa0YSqHSVtQrDh367LvJoCGsuLs%2BXg0iXhqdzRfbwrBdmMeEEDQyjuSO0dtSM3BicwmRpN%2BUIs1YsDTEH5cIVcwn2%2BiNECmP7VVLUkgvnqgnRuiLfDLldIv0KYUSOPZhoPVWAl5loWoSVdJy0PxfZpDqGNAnDQHwXDpkwrnGMRkcFBfg4OqcQIfXt3m1fR00IQzrpnwKNYdmK6hTfUmGrtSbwALZ8QWWPvmn3x6kunmpO1DYN1PXWfDAfyNgIzcdiJXost1C%2Br0fg2Kx024XK%2BHarLFkSfLSdyyS46XSA4HYErNtb5kUMuKfIXcJcDboEbYr00oShGW9QAhGhSQOad83Wv58ULjwctNaamR2NbzzR8JuSsBP3mkKyATqZSzsLxkVqQuuLxNqmIlJlrY0YLcM%2BkuetgE60jvfGM7qalOSFXrl4QuiV%2FLr3s5rolIPTCQzx6YSpLrFSjN2nnoFO3SRWlDreToNMjQsFp3E19Ja19bcA9UAUvFTWB8gwidJwjwC3sC9OH8wHjyh35iL5nnoXzKzRvUTW7DIhehXX1VfFqGItqtXUJH5xvtre07jI5IYxnrJnMr1K9V7c%2BTDLjohRYtOjc1Hi6BPXia1Ct9FBYBSPqNeruQr3GggFS%2BA4LDVUMqBOQEkQhWRXiBPjKuOUUgeP3wUxZgqwt8xlzg2sV%2BPLyHxB%2FE7MFJIMr9BnAcm6oDwGH%2FVir29UBBFm%2BxKcPkRrKp8vQ70ROlDcb89Wpn1HU9FIpsjPdMAUnwXi5%2BX4DP7keyEOTeQVZCEliRcpdFAueBiexD27CP%2BmU08k6kBsd%2BU3tPEqqqj3M1QCJF6AER5SAHCxZp8At6qeCsJpQ2ub1Uv9x5I7nr1VgDd03NJxZ7RuIhkVZj%2FsuN2CnrDRuQOgHdj%2BhehVW8iDVQVOzOs8Sck2IP9QhtFvhxIWFYnWXGGcWTxMwAHdF62oeBc08d8FTiAVMRfXnPpOFLL%2FTeI7Cyt3Wk4%2B2IIulRD9k%2BhjQ0Ws8JO6FAsMh48Mm6yOV0x%2FheM31mPA3h8qQfdfhVNWILT5XyObgdd9YdEaCoNmdo2clXHK1hLkARhne9sTCnHeyECBYiZ5mYxoHShsphCNTYQcpX7YWokgctuUB1n9qvFhlJLJMigs4tBYTfbMd1BL5tbLGkGgHWo%2FI9fa6wWnRLykZ4%2B6%2F4nI971xzalRG463swRiEv3MFLqNwJADVeaiyxlzQQDoA91Phy%2Bt6F1TzjipN%2BVEVcOfhm6qj8xV7xtng9CtIlXgJgSmL6DEzqhelVeDUumfi1cvlm677pqTXxFb8ASQ74Unhh6zsv9N5qcwNqMZ3rAgJOsCxwaXanSs9bEqI6zGOWHl%2FJuRMfWfB4w6TLslzcr%2FbkorTKa4n7uqc1enuBLFFaZUoX5mfIJs6XliJe3%2FLtxVNr2LM1yPpIDLG9iu7OrQPAUz62BLvCbAudcnuTcjUnjBCvwe05eCz0Wzae5KWbX%2FdztlMZmiOxFQgmM6ay7Eu9NATA8MtKrJrR1Rb91N6yk%2FTHCqwlDyBYsGVObrVtknh7NR2kaCErkMcr5Wd2o%2FVyeqtWaU2e3Nwxqv1CrTGYutPuGf52vBSgPUMCOhKRKlkGXRRFL7HWNcqA3kwgBa4klQI5jyXZ0KYV4gm2f2QrGtu3B9D13H5jPxQAQFHIcVS2Ii96ElCAvntuCvW2ZYAaG7Yiu5NpP%2FPtRtx0Aob3iQMQ0dtdf8V5%2BHKQhbVANn2X%2BaUydOQh2HZ5hINtSd11QimiK26FYM8pYvP%2BOHSi5ngRBcSGjckk1L0sTM48gyXRqPBwbwOSJ0mSKLfbjge9w9iDtfShs2S6bzcVwqVAJzBk4fhhNUtuXSSJFgxJPE68jyVfbXjz5jYy2BDCdc9MG2ACv94BP1%2FUr1TNBp8KMEqhSfWzDP5Z2WEZQAZq79n7sHxhVgP0yIUq9D2sakORZcXj6woYiPpVpKnB1Qm0dmWAabedSh1DPVL1IOjCXgPTfbceGtFE6ioDUicuPcDKkCkLa1JKviOtkX1U%2FcZ1Dlk4RkcyFgN55yotPZ5wGz5i6q15vI6whIkCThiWDnQPGM8Ovd1oFtFWzUaU1QV1OndsWdUhlvOJfSJNE331scjnMSciZoJPMbkOOzZ%2FDlQ9rGoLoaFoqAxAqLrhExKaOEFTkczBcLdqP3vy0SIuV8W%2BQQsxGUUL4076dmzdwBd4jPYQzHuOjxO64nxrAD4qVvai8jiQvXQB6PQbGELmPEixYW6SaBWDqYGyXoKbD4M7RH40xfvs3g4zPspB5YBAGzx9BOoBCJNcrocJpNsVj43WfJnyTFzy7vq%2BkGZyf88vKdtEgTxV4qm6ng6YC4wJuHspIHeWtbaHivaPIOiI3CaIdE%2B%2F1MjSOmMMD143F58vOXIUxYi4CkIJH84iu5GlMkisS1qwYcnt5fqezlvXJsEgZo0wcY0fFg%2Fo2mA8stxYW81nHSHtYdkR%2BEH1oHG5dTSB7TVUiQf%2BkkJ6%2B2UF6GXv8n61zNvLewxVjzcEbU6%2BlplSZc0sI%2ByzysXmw0mfNlLdqVWFU7q8sSanaoW6DrFYgfAegOogriueUHZa6t2sD0RhEqQ9AM7kTM%2BNMmoZOmJ7vZyjKp%2BvIR421RiWqu346Ba3V7709DubhZTRlKpr87aQAaEIgC901Gn3cq6zYN2GWMI7nO%2BbTnVpvBfHE2sNia8tdLvdBK%2BvYe1VkCx0jMUev85ZN%2B9VGuOPJdMs96lAq4KIkiDNZerZ3DUGegGOiUisiTdxTCDXv55UFi6eKmQwCjpXo3m2BNgCQ70LsuDu6aHdu0DwniifchzpJ3d64w%2Fj2ewKrJV7cdugGdBuIm8Prd9GzHZyB4sRl1jW4coLb8zI6QSI0%2BdjwvQp1l8y1g5i0AEPyHEnH0nf6zh%2BVQKIRAqgHUA6b%2FiRDnA%2Fk9PRo%2FZBOFb%2BOKUAJcqJ%2BEpqi0stG4iDi8Xl6qO4KJDX1O0Z4urzUdUV9Bse%2F3iYHfrCS3FsJwpXiako273socRqFR25F%2Bs1BKvqoOOe4cVTPIQiEE4tuX6DJ1cxsi7E8Cu9gbyHntuzfz2fhCexYgI4v3KxZ%2Bxxh2tRCuVlOcnRAElZhXyO9uvdM%2Fn9607Xi3b2ka94MGcZ%2FIuM1zbSwS0Tgbr6o%2F3iBJBB%2B7ENAO2JuiiX6gK%2Fi9flJiOeLfQbSvieoLvy%2Byjk90redts23yGmv%2BwsBTDrHCDRhD7Mr7eKSBvtIe4oChTOiNi3A0hroxoGb7wY75JotQGTqjSw8TZpX5XIvTPpupqMLSqatJAfFf%2BaI1Oqj9CSqv39qTBYo4fUz8n6ms%2BtPuoktVTE2vRd48qb69uqXPnTpUv3PLUjjrs7r%2BK8sJ4nfJOnD4TK7kLGqoYJony4rYEKKznRZJ2uoTwqvoDJJl2X%2BPVoCmlW7B4MSb%2BEORQTnAxisFZM%2FRTUU9tUWPcoiuJMO0jFIMqwznPzEGdui7LMXzcU9dlguE%2BrydNxiD24a9ZvfqKJ3yKB8rBvr67x7HvG%2BC5yAEEi1%2BlnY18t5%2BPBbH6Izyq63WI%2B7eHK1NIc2ciIXbIXOqqYJ96BqCq8LvC%2BgIZw8QjPx%2FpRJ6j13i%2FChBy3PIm8923gXa9lbnWxBm9okfHhbIhrPptbb20M9CJWHA9J9dElDkGYcnhqqoCD%2B%2FXFgmRAM%2FfqrUQeJQ4vudo4S4f7wkN81YInly039WKJvdDJr71SMN2ieKZlzP7heKG4BCP7ZdNnDGfFFC3%2FJoKkO5Ucs7HlO0fWiZz%2FqKXtlBfVQiIxAvxwUTnwyu4%2Fkag18lHCvZBMRISis%2F1HLUP3Ujirk0HK52G2M9jDeEf14k8%2B10dtlDg0qQOOA%2FU3oXkq0Y%2FrlzXpR4OHGbbczulllZTo9c12hG2pHo9haZ%2FRk3ZUv%2FLVBZAW9JKxrVOq%2B3Gmb23UnW16ESsmHtgGBrSBHGDhHWnkbmsrJGKLb%2BitI%2FwbHEIhP76qaRxpu57AlFe5f1pQZntUbsrtO6IvJcyizLCssT%2B%2B9gVAAWyyZIuXNZGF1OyhJhngf%2FJN4a09MMKlmvXnhF8G7AjprIYZkAfIC5meiwhipTEcTzmJq4mR4YQb9FiCiv2oGKVahXG2Dkrk7A3lPXQ3RvniareeUSIAJYKq069wcxBfh6jG%2B5SvrIfgtj1U9Ouolre0f50xcgx4Htbi0aA0Db%2FXQtFsS6Xm6X6yP0jjS2oQaa7vBB3q3uIl62Nf%2BWonGBZwDrSKgTxvK2k6BrEwny%2FhpxLTBSQ1TXLHnbD8gQwEsFYR0DOYilD6bdd4nqFBAIuoRVRnU1%2Bfs8Nxg%2BXUc9xv7ykhTWU7XfVmIqu%2BmGXwKWRyrYsCNGE7aIrluuWZsDgy94oQq29h1nnIxrjhl8uhO1bKl%2BnrNSlXsz0nzREutH6xBhVu5941iW8dIGpNKPj95A0rou3I2UT%2BHAFqDY9RNunresm4PZVYwhGrcrgmH%2BFrNoC7Dna%2BBaNtrs40diCfv5yXNpFqUWdv6uHHses2K%2Bk%2FnhGyPMyTnW48otXpyXRWqa0RMkZoNGOhflmoq3OZKybkAMopedPaSbU92KtxJnr%2BUUDnPCHiobFsHoSJEFaq77KFBIhwAe3If9WsheRlAnrLSkeu10TqmNTV6HlJVplhnu7OfMa6NQMPpdrJBvJAKgnjWayNVsnUEoDsu8N0twWTgnLrPMlObfVnZ90TmHwExo0gzc%2FKKcsTp%2BU8pbF65va6s0orjDmmdXaR1NS6ANyBq0QXX0CWd%2Bw7aljzcWM8Mu4bGw5178TspTn5FDwEFeqg9b1cwodRocCdmP2z5wmR5BURyQ5UU7Z3k7W9Mdh3xnrQQ31Ldj1UsMASVu6L9SrqdS7GdYqpWiAHN%2BtDiGOx8IpicTrUc1749JpL3OyuI3VVbkaied3d5eQOJZllmntXObXeftqddr%2FmWzhcYZgn3moToXgrKV9gQmQxXS1IZl8b103CL9c66G5RcbpbzAlvDx2LVVDqQQ6wEnmHVIdHtRVELUh5%2BdjQUSh4w7morU%2BKjutgVj%2Fxt0%2BXWai5I9FCM4wBLPFAVWvnhfHMRLjPt4NY%2B1iTSMHapbcAaqAZzNva3AGxNAiGzKu8wJ3b4g1wDh8MezcSEV1CIAXY93wxznIEKhloW%2BLpkoTXG8UTfaEgDEf0ToYgb6mvfHeg%2F1LGe1ZVhRQ6BODKTUKsWrvQlMshd4GPMa92207ZI296IDWuv5l9NwEOYEt2Q%2FzWXG7YDUOm267w6nq%2BG%2BJ139cnCP%2FgzgOSw3NAX7d3nXk4j3wiqe7xzncdCCfUfK1vMd8cm%2B%2Fft%2BpGuu4mde%2FMeIdtoBZd5D98NVsl5xm5I0IRhdqdbwbVY%2FSd0EC%2FROUeWmrR3PmT3uTQwKN5Cu4NtNqFVKg25t4gmzQVWLMDfN34IK8UleXrHs7e%2FaK%2F0Boqr8uzQS9tOzLXU89WPHzEt%2FfpGOWW2EzUkh%2FcAjq6R5omm9DXEQdELladfCpAqB2w8AUWYJTd9iJ25xWqPp3cGhFboeE%2Fuz8xGi%2Bx6inkph8AV1ZgF8FOA52uwwCIz5v90feVNYyf%2FgjYLNdldmHj2H1XptsBt1LYsIZ7H%2FMjqyPsq%2BYGkmbLKRZgJQwj13JNNV5rCf6OgMz5uIpfmlu4Amu1KT8DdkIUwQTDFKYhXuPlkykZT2AdmOlKH58nhQPSTtvCEET4ZG%2BB%2BXTro9imt7FFBIwNVgWAt36qGXSeA0%2BUA26WTvE9nav6st8aOBN8gWiZDJgnHnuA0LbIDbJu3bwsXTq%2Be%2B%2BRNg%2Brym%2FdFPqDd1O4l5JfEh0ucRtPvus8dPPQqMxAnor3wECaBVJEjxrNHxf73oJ7xSEccogodeQoc8a9I2%2BkwBcijsicw3DnGBnJDeum8wy2A7amSw0S0QV%2FAh3UOcdeCuyeNj3tYngY6uKVozJ%2FZdN18yfPAI6LMCgf1nwhxLKva84wqhxjXkdWSPL3CgudCJDcqY%2BgXR4ILzJbgUx5jthV8vEGblpgUo6S%2BFpc%2BMS50o16ksZrPQggDzJEvS03m3Hq4aXIpy2TxNWVoK3gxsurPc9NHnBUitd0Q8pavx8m4LEgEzSKMx%2FCBkWt4FDZE70WD1hU3%2BxxkyaUqzPjKXPd6PvXFOA7zkphR%2FjAdKEptccrYCipRMD0F6G270NF4QIXvRaj71gAPkGSLYDD7KnINnGtr%2BoToO9W8WbzLq2twL46mbgiMV2w%2FjMwcF3iXB5tp5Y3RAoYDNDgG%2BX3Si17wNHaSEGzJ0jmvFxpqwWGFpdm6LvKTW1OkHz9C7Mfq6u0J%2FxLDGfvRosIVM%2BX4kGSbPU9OdY0EH3pmYSJeTdnDzJ%2Bl3qTGqY0dwLNAqEtaBUy6Zhy6qfoCz4w482JYUiLFez5i08H0MvM2O6LggLN2d5Jr74xzaee9lxsH6WxRL8IBO2rsA3Ui0BYSsIR%2BohwFI%2FOLJnUxKksueAXFbj6U1KYyQpbgG9c5bYcSSmeGSTswIeYUDnpksB6j5iP%2B8jBigWeXOl7J26BOx3kRENu7KFPhDJGTuM349RKixq8fnrAxFcoz20LAJttBbvOqGiO77XcjBjRw%2Bg8pQpKlbD2uyr6SpO5F3iTDOYMwpjQeLWj6FMqHNq8fLLYGz65vKe41jwT57AJOk%2BlDFco5O2J%2Flyze2E0qR0id1VH0xWoAY%2Bi9v1%2BaGcOTRgmfLIkY9QiyNW9Au4uvmGfFRuqsmSaCC024WdgLhmLScCNUFsX1PTZ9DUBDhpg1tClXZ%2BzeqWCbUrbzUNhh9SlRhjvQIpAKh4YlTEdkLWi55z15qs37ovVKImX3Gwka3yQ8l6CUB%2FRgFCh7k%2F2UNrh4q%2F8hFI0iqXGONyNpkRB3HbCiyF4C7nY3YtMLIRKfQc2Ti2IaGuniFWcqGuntg9X00VY%2FlTuFkBOhoUVM0%2Fm6M29PLdqINQWtjEh8jm1pOGUU4wsmmaM6p3UyvvrmuMXkQTymHxXUIk17rgFymg%2FeAcQOb3h5wsmGyjcp7zegGPXdug%2BDfNRxT1A1QfIMGui9bGbwN3DKmA7iwmxnkAB7JD2szpFoMHd55gi3cNTLF3DHhi5SnVLhv4LbmsJYn9rgXO6anOv29HxrP02tqn17EhSIkVkTswtoPs3c9%2FT9XH3lr4dIw8ygFLmOOaCo28O10JRfvX0ywH%2BlFTnW6ZNYR%2FgtrQEYDhv3E9XJP8ABqtmLLkD41gPJlS4I4WF3irE7i3%2FeGkcGAjrCzCg6DY95bZuBlVbNYCPtnoMtfoOlEeLKmtrp7NPGY%2B8wHfTUx%2BbOrzSeLxzg2wOrW8qT%2B8mnyc06LCXmaeEK3DviCYmIQQMYPQ2IH%2FyQny9cguQe34DdInIupOM7OS5jUjt0UB3hmB2koLkoU%2Fybw1ooZi%2F9TYjaPipa3hFZJKNsVr3TbHexavJYVFqSeVXz8IiExMvuvSlecAC1HC2rS9%2BMVpWjj%2B7aV8Ch8Q9pzPjr068ijB0CDqSv1O7lvj2y6JE1cPKft4elwv8a4usWqdGY8npdH29%2BhE2rdj3igmm%2B%2FCi5sbg63Cu08FTfH9MiJIUJxB%2Fkdiwz%2Bhm%2Bm3ThqgyqKd39aQ%2ByoAObEfSvieZvKs1XLSQBNyupcZAnleFhP3MBnPtpWsEMecNPKKBzGJRfKNlHOcGuFxsK%2B1edfbWou%2Buty9QQcFGtmRQGJr%2FmMMQnIV7ja9YnFVmnwTs0m3h2%2FOvW0IDnqAwLwJlCuAd%2Br4CAQExNYd5Au%2FqMV4Oac2xpQFweXpd9FCSwFPmt1zd0NZgPg0hxZ1P9UOEjX7tMk2DNKav6G6wSi7MNmlpolEKqg8TY5w%2F%2BX2WBykf7xrw87zgkSvnpE%2Fp8aas6O0Qi4h4%2BWV1Q7oo6sA6y1mVHXy5ZNbtpEnD7T87RwhY%2F0Vq%2Bix%2FOmwBsqSnlyHHF6H4YL%2FtZlzrD5%2F7tmEBq0N3uioxpMtCIfZ8bJD9Mz6MCvhVZGZ65fR%2Blk%2FePSGfEuz%2BuQJEs82QvXbasdCuyFbymhCIiZTJ7ejy3mIfJJ7wNoGUHd%2FthMzL7Ynde6B%2B0nJP9PLcgu222VrWz28BZHV9na091Sr%2B9QYzI7bLSVorvSWo7Qvl8ICtRyC%2FPjjYyQZ4dq1JZu%2Fqd3JjuNIiUsNXI8D0EaqDDG5%2FdcwOiE6gCATfPb63vcZ3olkZIJhvYgHUsuygmD4D1RQClVEGdwDBWJ19%2BkuIVBYalriKPR4vmggyf%2FHig72eUToRK9iN%2BtH%2FlwbSFOJMnwptBmgV9ZGYxWsQbvSnNO0kOQBw%2FlbBt4addcdlTdUQlW0rmkWODZ31qagG3FpNCzAfT46WN7kCanHajj4%2BwCLUjUKz6VuEY9TA4lJMDBI10OdHdLmu7y8PM70Ha5VqtuGnTBhskyw9zo%2B33tUkkNfvR7YeyadX4yrB3S1Yw%2FnFHtNOJzpG3VpSd0s0xDTg9iKAPUEUevbhoQ9rj422GbTYiewOizhJ75mB8%2FqTC046yLdgUa5FARR7OgdqaVm6h6FJdRBXbvSolPIfhbLW%2BRpAAZ%2Bj7FWG%2B8PRjMVVpjre6nakD27ZeLv2NnkJSnFaDpwsa1Sx0tD%2BRsZkZwcAK0Jf7RZYnFNR%2F9FFNanVdm4C1eroL7uEs7jc4N89hFNznapJxIHbiGcjtgbgRy56YYrnZaZu2phuARV73ODJ%2BjjrGqD0uTRSAIMB5akImuOxy4KpQNEEIf3y7gWPXYdYqa12CUGgK6mknsSyR%2BkD%2Bi9OZHtPJ5kvHdA13pbHwHVJdPntN76qtNwjXvzWI9KPLCEsHfYqRCT1bkjgpbCv2hro3LSZTLIQBpKzMjaagWYPFT2J8ibybCWJ6QjyWK%2B2p3KTAd0YMxd5a4emCid1q0JPgDUrWYJKRWhcZRx1xSTvJvu6Mjgy%2B%2FxozWoIM%2BubLkygrj1jEJnqgJ3iVd25Y88LdeXf0nGM%2B66m4vq5vB7GoImm4crCE6rGhMiLJ3m9rbrvys4%2B8%2FJnl%2BbDhxZdHECI%2BogS%2BVaEDafCDt3SaR8H3efH7XpfA3dzRM%2BfYKskAFogek%2BtkiGqE7BUhgPbMEL%2FVkr2fs7TJj3fVU8XcNsbPkXw2jqKTF%2BPUbI0njluKEVms48n%2BnISqWUACH%2FK7xQXZqwwZ9GU%2BLGO%2BhzW6Bcaw797u6A8naxr0UhRg7Z4RierLsYlkQ7xeXu2BJRhoSExJdztRNsq5rzMf1TJp95U7ql5AwISgGWDhCBnw6rw9EBZazfuj5qSskBZrMvWHATOvlMg757B0RCQqG4N%2FgnBskPUoNguBAwGBqZf95xLahEesaJq592hNxupZO4WG6NEEKsEeO7giNUoU8Leqhyihz7bdFrIvfAbD1bD00SeYcwvp6c%2FzDPfnHVPfKUeFlbNWbjT%2Bi62ET2Nt6rw%2FAOSNpO7mrAyG6Km9L7U%2BUdKJHcKhNUj3KTygCg7S1%2B3LVoVR2Fp5limsA%2F8UrndiR2qQxAH9KZw6ZM7rGyONw3jI7tpNkWdbGSBDdsPdZamMZ7Vh43YN5aF5UagxznbYx%2BR7YE01yz9O9q39FE6TDOisyZd7tUtsZzpXr2j2rrGrcEzu3eOVeijWwOrNdbkdSfyBexC6D5eaBEAgMEuwjPEshY1TNo0URv2FMFjd9265ptUsfexz6bqgup8fO56rRRbA2WJtebHm3h2%2FEJdudppR2Wnc0VAuj5sAPRqQbEG%2FORNSj49qGsNPPQYdbXkWeQQOOJqs%2FTilg83fZvak58BpBerzB%2BmCzhImRhvDZB0QxZZZk%2BxYUhox0P1A%2B784tKGNxg71wBpZp4eC01ZUD%2FhJntJ0R6ZQ44uV54ZFt7yFOfRWS16AGUg726%2FVzcftg88efK6LmTBNUC5PEAk3IRS8LIK7qMdyq2xCaCEAaUaAUub7udyN9OFu%2FBRoh2ZyVzFY1Cazv4IG6ZSHWSdA%2BByEwdrdk%2B4CSM006cjiValg8g9OX%2BuWKvX4fGiQEDztS7dLsvIoFHSDACpCEOq5Mz2VRTxBNYu39GAziq3y%2BJD1lUPIJH78F716zWMueH0jN5r9acmaupdzAXoi1yTvi06nsbUg9TwZMNbfHI1nt93E2ilG7rAFsdpvz4jESDDLbHJamcfev7c8AvMw5C5B2XUNlZn254S2chDYPMZmxDtuSIEFxXmm758dhVDX6jKb9n8Cpswn%2BTdKRuhOV7sm6QJLoCta%2BxrOx4WkmpHfJDz6carr1qzJobGU3u9EnBx0CqMBXdvQ4hFkese7%2FwGe%2BYuICVB3El6sqsvWY2NZ%2BiMq91CyExuUVXjgxog1Ttje1fmXnJztLd7BCh7AVPIum4cg%2BiQWfihScH6uK8KNRveubKthFoqXijzhFYJ9XtTFasFopaS67CtSAcF%2BaiNxKA5SbljDA9Z3LxMPO56V9oVwOlYY1DJqw7cPLQAfPbh8kLivLEGSwNwXJYefEyh%2BdrqFYqQBpwl4c55BintzJQ1KifYnX0BZJw20W69WUnbj9Q1x%2FRHvgQWimUFyjY6fGjPrbAL28SL2POKt%2FqEbsDHa8GtkBvQWY5kPPmeh40D8HkwqBydjIlg6SedE0rNN%2BGy7mWcsS9Xh0%2FKXO%2FTSwIBxVKfHlS9kj%2FtHyaO44Q11dtkobp7w9XufbPpotmRRO%2BY10qtzUDoandeKtgZ3gm6P1%2B7mWfLndEBQ4G7e1LNe2sOnNix7oCxRx6a9lM97mL81oLLnb2duTk%2BkRcgp9S12K%2BFL4CbGlW5R2VvSk3jEexxmgeiIxlv%2B9NjEMRjTnrlFYdzbkixpT%2BeRgb8Ac9tLA2AShlvWYNQJG9gbzo8DM0fzYt%2FIqs6J%2BD6pYpE65YDnj%2BB5Fg93cfDAYF61T%2Ftpmz12bIhrFsmsbADiAaQUUGFUuCwSgc%2FJU5J0oJ3HLSTLnghIw69NerPhoiKYnQ%2F%2B02FC5uf4lh7ejvItBt8JmZf4kBSyE2C6CDBI0SWzz5gRhfAkQrzlBt5%2F6yu5XV3bgbcv5ExkKCUmikBzO97YY4Hci8jQAFwSkgAhUjvi38BWvQz9isIaBDE7QDSPc%2BhyTI4gGN1kICWke8LnypbOPUKYWzTSX%2F5pHhxrlq3JzRvPtgIbljlcpf1b7JEnZGyrxVY0T17xuJ6mS%2F%2BlK38hy6UoajxFsIygLIM6I004C7Z5ykZWLR5Xy4XWubKwcFGiZ8HpBNeaOjyr%2BNV285DcG54tmByEY%2BpHFfw%2BaLP03ADprsp9oaqkIS72wgaPLqwlk%2BjQSeYk2njxsPO4zJtZEe4uzN7tR%2BCe5uk%2Fk0Y5WxoD8eDe1D%2BeUNS3IS1bHVdEbg1aqjNJouUwOmX99NlK2a7kCRJi43jy%2Bc83p3XbMR2ezGA9FXqEHByBOtpXCx9TUK8s%2Bm9BmnFyNmoCDb60BFkKwrLBZRi8EPKBw80E9jQRzpKuxhFbmKms2h9%2BwREQ7Ips7qaEqxuma%2FRY2MHyWCPD%2BN4rdIDPOrEFcC9UMYyS8LyU8Kj2uktDdnBXmVW53J0g1Vk4rqShmPgE0jbUJ4XtydOq57VnTf7mpWAsxPtUkwTdm%2BbEGkI%2BOR3eYf0W3q9708LWe9FEpV32Bbi3FB9zHxrgY%2FPhEwEO%2FYx2R03mrI4T%2BMeIhI0hZxU%2BefppFeOmk90TeoLSJTKoJ0WmMAr1CSvztZLdtilc1sYP0Lvepd4D%2FikBsDL3HKqwH%2F0yuitQbtFcvhqariTiqn6kz%2B7j8uR%2Bog5g6aCPGq6L%2ByAG1RrEEnweYlARTyf2y6lWx6aCwi4KjYRP1wrUjji80g264TbB89VuSGZIfNQTrB9SAGyxDiblV12cbUE2D2UxnOjBwwz3SFY7hM1mem%2BiGjUt%2FOjlh0a5%2FfuoC2lwy8HyaCwA2fKEt%2FPjMDsW25AIDWDAAHLqm6fGlzblsqZS1mFx0OUXVQSaIpVyehmi%2B947tjetYDtS256v71svUJubupuAXLNeHVzs3jpXyx5t1tBIly1Ra9wh0LYDaN5YhatdjUIrJPKZCcDzJFFj2RsKyPvtulym1uXWovoTd%2BCva2F6CRgX6cpPU%2BbG1MATzpsKk9z9cY97ieMnYCurb4f2vLd%2BPFn1eAzwWlR%2BJJ76s0sSOJ8hcFzF4HlrMQ4FiQLHMaB9fVA2VonvAhhajyP23Fm6ynRSVPXMmyTK7cDRtoQH97KsM%2F7WMc9JarlG6XWqeNc9GqShqnca5WcwC3RQZku5FWRUluykQLKfvP5FnmSXrnKa50e6FL0flaGcPgqGxFVO95jyy53jXfZ88LRoVGEwXjPO%2FlMXveIFA%2BHX0lni6%2BrkVBvWxKIdJ2lYii3MMOuet51UQyfBirRudAvDZp6uuJYzy%2B9DnuAPoUcxGmiZhBhZznWRhZKslKFzkYXQtpGXTBm1B1t5PgMFrHXuFGdz5NFE6r37UeTAOF7Wq3CQyFyA1yKJXJ3GrnnHUi%2BI5z9s6qbaMjt8CHk7OXC37oNH%2B7JTuFUqj5LcnVKGba%2Fl%2B8lDoeXXEOGB2BiZCDb8KtX3CqBe%2BTZRTyqsA%2FrZ3%2FlnFU68ltFtYQVvFGivL%2FN9wo0m%2B0Q%2BEITK6dsut0YerRdYT7rAjPodPWG4fEyiPpk4Z0plVpWPO0eWVoKg49Y4TSqapcLRDhSQRnMcL8eI9z1FxojfgcorgtzVF6AuIjCwlDsqAtLLrIfnWHiLX%2FPC6qKmderHiyOwIVLT64P1n%2FAyZTRMnu7BkT8cr5jv%2BC1pjg3gu0JA3I770FmvIe0zjtqsWf16bQAVFfH4ltT1Wq9O7oTncUE6IIEJHqmie9QE8SXojy0nufYzHS2xM%2BSMvUV0ailr56E9dJiM%2BbVSgfy%2FV18HeNu15Vhs70Kn%2FNgGz4iSvP%2BaPPm04IMOC0NsrnXcaMi%2BVswzcGIUJlyBjIhAbczhctNbD59KZ6d23YRGiJfx1msAmnNlB8ScYG63Ozfteo7%2FAw0S6ih8TW2uoreEWZe%2FCm0np78%2BdsdBcuRWgSYL5uFFtAW2%2FNNMhVdSIfl13MRBMId0IM3fKbZlNrH8dSzaGwok6vkxZE%2Ff3UEJhe9hdB0WyZtCbjqFgK5f2i8%2BUauc%2BmbNbl9ZLPAH3Qswlh%2Fvmebp4d7c8vvML6Me4VEwMci5MqnMSBZbqeiFF3r3xsUUfiMTFu%2BAo4IniOVn1pZum3xNmPqGty9VXFbniH0GfEbICc6hfMWH1hYHFemfgB6GFzovD7STajHbuEdp1Osm3Kmz0MLhNYnG1R%2FyUgT1vDvl5RnNaCqQ8Hnhn3VprU4KA8RT5ZZAtop87ruGMmZygycBZTd5qxSHfVh%2FPaIY8Tc3FILmJ1jMfH%2FL%2B86dh1Xkuzv9Cy6QU9qSW8kUvRGO3ojetHq6yeTt%2Bq9mcYbYDDoXk0BBVyjK5HMiMhzwpxsUCUnVyxxuQUQk3sS3a%2BuM%2BVDqwccvtIcfjs%2B3VWI2twFOwo4suRhbyw3S7AN%2B9Pd4T%2BXDguz2Pfx1BDt3AO0I%2BOKBohEy1UzNBmDJ4tNPMb%2BOTlrhtFvan2pawdoedZ8x53EHgsOHTzAdiQ1joN38HYr%2BJms6GEnl6eHRVBDxyztoI06kyPMX2SBcZ3Z2V6DHSEJv6cdhzQ1QA39gCcfXIAZUc6V%2FGuiUtsLuFib554jCEBKZxm1xabPsxiIHVB%2BrhT5DqXGN1KZJ1OwLJM9hNERpxxG2637hKa6apybKw4%2BpfUw3ENgAhIcGgw5LBuTO9H48JlJC53iUzK8zdvDnZ0UYMaKf8KJOwsCJLD7mN89TefmMnCJ59Dm6e4qx46Pw1QdbAPPVNWcNeTH0DxhNaRQfrjdUpPpmd0d5DMuMCkCLNAy%2F8g4gVsih%2Fg98u6dtrFsxZSYfnZvwWtBTH8DLAPHgbneZIlL%2B8cPSvRSeSka%2BotjXqh0CVQzOIA5RMAu7b5j6Ofx%2BWpXmhkFALy5anSzK3LNr7KPyXLF1c31eTy%2FFlYNk8TdBG6gePMZftlc2U8lI9ev9gFP1TmyyWQvIaAJeSSG76HPrKQ837dLNIvvGbe0UhDCWYTHW%2FHmG3PEudmftXnm%2FpnmvaNZlsSlCr%2BXABwulvE%2BGxU4CUeBmKHDllLdlY9ybOmn5ZOCNNPdNWHTV44zdVmr1ZC9hRDPjc2eX770FQCd3FlC8VN2hDINQu5qKCJ%2F3%2BQztL%2BUFQU8AfPYGpyYgC1jV4PJ4MP%2B8oteKA11IQNwKc%2FjkAUR0DAevzHFz3wuQmeEs36nHLZo%2BDFa8DAKjWEMFR0iwHq%2BsIOpeUI5ptgQarndi6pGjE%2BoJNokTYII0U%2BjwszZY2PknvCGO9%2BwcEwVkLWcMROsGmXbA8ydQLIxdnrYV6LsOsf%2BWChz7R637Kp5k5X7DmZ05x8BsjgrSpgciSUZpp1ibgtZ%2FCMn5ey1fkYs8pBc%2BzyKD%2FFwzJ5BT6%2FXMHOmpc7uPWt7q8wjQKsEkEYigp0zM2BYyP146ZRCXTlG2Be%2F0sXVcsnuIi9WQ%2FQ7D9Og2TovMNyM%2BwsqMAzGF8Pv3ZcXytDSPutlprJlTcDgSoG%2B4a4ETa1zKmxN3qQszNWEwvUlYoo89FerwY0U%2BrhwrSzkS3CnVQXkpgTgcXuV4cY4aXw9VPLbV%2BCoJC0D9%2BbgRcSlBTe8nQimDRNyWJndUQJeONi97vCpWC5bG%2BCp6AoNyLmLMxU%2FJX47yhYcEeLYDIdtZwGIhE8QwtHP3ZN9o6RvnDSZ8SaiZINHE9qyGmBlU9yN05uE2hSoZHkiO8DJlKtAamQnFYbs6X9m7eyL5w3Gmi69aT6BSZXlXXpPhJ7ixneR6UwGIC7wKgDkpbtTDrVaq6LZQ0eFfezg5WvWh4BDqnyr5SFCidiOp0jdSJDBRms%2FvMjIfNPENXoepT93XjJI8Zo%2BD5UIBQunIO%2BoBhyZi6y11Vi%2FsTsg6KyXJz2SJB7KxZXuwumhTYD1mbfGuyXzVIRVmdG4xoUEkPfKTrdwcV9dtdNZDcC%2FUHHYI7%2FXgA2L1WPqnx3g7NmT%2FHz27LkFAuxSGQJ8%2BWZFgnhrSywC%2BNNqpn8i3j6kAJo2%2BBxDin0rNkR7QPWlmCRItXVoDgChSKZS1GqR6IDVkT9gbdzkSwlxYga%2Fa8ncUwW2EUfrw935FaYkq47IwmV2tR3jY8wI9i2zcTI3lwg%2Bih0pTPx8e8mzszwjWIdOq0PuSD0JbAaJsXhYYnTKiEwBSsL%2B4mtGegDOsfFSGsuCDbvmgnuwFPkWrgps7hqSmgjkMtNeKOzPsPOpC9sRxJEMyX5nxrTTuzbiau8FlF4%2BNAr9qCIWeQubzSGEpz0YMuCnOs620xGzKzDkYuFGEHugHT%2Bkky6L7M1MLbV10grbtfadzI63Sd5f7%2BhtTLfiSlSnmyH3wSI3w9K1os3aKaR8fl1P4J%2FaQJ%2FbPszjmkmXajT2ZaaACdXcDCf%2FhSyPmtkeu6Vw30w1kV4GoNGEc0iDbdGc7yzeeGa9LRaPb8WogoVIsBd0wvEezshSsLO4Bk7K6cMxuAM%2FqAlD8asFb%2FdtaSycBCknQiSK2AjOctSg6dZ%2BeyL0rcxLIjKqAVvc6Grl3dxD%2FMafEOKzeUEXF8TIxgMuU0FXkeYQdu12TbYJ3TJT%2BFgUUC2pb2DQVBQDRQB%2B1RWwJsV8k5cmQo1tfk2zD%2FWR%2BJNZZ3QOyoEHiAJfYLNhT705CzGEwAY7VETBpykcuVCdJFvybHm3utdbg1PgT%2BFDR7f728mEEIXvBu0O1ihgtE9X16xkmKv6OIoAB%2B%2FY15IXpGwWW49FegBWjmZeVTXE%2BKtkfZg%2FLt%2FUy7TXHyvfgn58fK%2BdG8%2FWaoUIoi8W3s74h9j6vh%2B69Gm1a5EdJZbGTtsQrnjcj7xAOulpPbKz0Tw9MI%2FaguMHYEtI0HOcYKULTuntn2nKsECBXRXRgt2KOfiA6HcCPrHQ19c36qMjG8aYArsAnhC3CMzi8j%2BmnCyv5IUJO3hq%2FRwEYQD2b%2B8OmdTEG3PU3flaLVWZG2K0%2FTZM2FjoEnWZTEZLt7%2BMjk5PE0ZBqGcmsIjh%2BSqEVi%2FDimPFhtppluwDCE0TNFKwawT5c1fOE%2FHsT1H4pBBUaTSAiKxmJsjtTkbKaEOBpxL8b%2Bs94UUQvcA7qpP77JHupfYf75rKHH3qqATkU761M2vQePSzmEjkA%2FixC2vlO8UmxUqvwAjlyvpm6Z0v52gJlrBPYhAVMCf2dJ4FYfJ2r77gPi4VjvC%2B%2FdKUULYNRxEyOLv7ASUybKGRf0BGjOM3ghotgP4e5uWCL8NuVbVLI06x05z2niFPrtfobu5%2BC9KpfFfHDYjlqkZ0j1ol73Z7QJytw0bbc3jy4TWpbyaLfKIw38ACXkjI5Oj2cRbUV%2F5mZ%2BbY6RrzwT94mng1OHmjK48294XdqX7TbCQJvq5jwX5F2HsZQSc4ySRYYaswe4qV6pQwx3w1ERhV7Ld0Ocpea1jvTYUI6nYn%2BKmFdv973mv2iyvCe48sG6xXmu1pKI8MtkNAo%2F%2BuQopn1GlNGEJVjOonWYKaVq%2BK6ic4YNeJVydLh%2BywMEptiFBY0rl%2FNKhRAD0qH092MWw0fVQFwJDHntKVr5wUTm63q8sWopnZ0m%2B8UkaQYAI8YsC8Ias%2Fg0fArbFDO4rMSbbnEfnGDvQCM48qoE5drXnL%2FGajZ6J3Wf19wcFJAz0A2g6afBPaE2K%2BrbMkA%2FyxxBTCES8UvUxJ1n3tIX32lgq7i%2BFVVNM40b4tQEE5nn1rYv5K3s7QueOpwp4UNJllMrwfsFOw%2F5k1hYjAwuFmCFVXyJJIg4eBkmBzChp7KOH2VLNH9AlR9ARso2KpW7wwufcgGI7nDq2CNSLsmp8XmcLOBqJ%2BGMx9G%2BRkR%2Fwxtt4ggDrleLc9yee7UWwSanjfoTVhD%2FP7OGN%2FYxsCedXvkSrCpw2gKKwP4%2BAWZKH7aq0FoP%2B8OsQgdK41iDKRPVtnDhaYfiVuz9LOtxwypvD3QJTWQgWD8BkJcWreQdA%2F0lC5%2Bq8xvyWvXBng8Dz7eVhoFcmyVkd1vRyS7%2FkaH3fliN6Km6nPC5RV0Hvh7Wb9C6tVzJgdWJ6Cnw%2Fc87SLaqsmUa5dsUOB%2BS9pjmCZKeVrVPEvJ4S8x0yn8EnkdWuNNbTFI%2Br2Lx3sH05oACvoF88DiObOFxtO8fnXxJYp9t58vjyMnfC0D0a%2FjEE6VrDl56ZSszEIqASARNEJJUDunvJdMIC8Mri03bA%2BHAILQ%2BBegDUtH9UROalKACI5FFdgaql8Emqn1hF9SXL2X5ELX5mCsyb1YvaHKp0HG6Wqd2icpkaBWGGzPbIYuuy2z8PsJI76hJhb9O9WHalfXb22WT%2F%2FGmsfzpwcyehNsKA2H0tzG%2F6l3mDlS8jbK%2FOSsYUiztI11LW284avodnHC7phdLQoHJLdg9n0OKaegsLxxPHhVMqhs1ph9gCjJu04x4gUxDF4fnz4hQ8YChid5NVEQb1Fv4bFXQv4AJzYBBz3Ve1EUkHtkduLevnaM%2BstVLJTnzJfNTuN%2FdkJUtNNtnskKKANV21%2BoPKe%2B%2Bq7DrVNKvMOgMw8AAJdBPx%2B1ZogPIRd%2BROg0Nn6jTznk8ewApBvSQXnqy%2BBRrnRT32dxZYEtnDLDiSIy%2BZjLzA3hqgV8%2BTiXxarhy7hCW4YO%2BSaeTbvAO%2BYy6w4bv6jLKpA5SZTB8wFArNmOplem4oitdoMqsVJOACvT6VC8ozFh5MNXRCLfiMvlMAjiAvhWI%2F41mjM014AblydypkMU1mXrtEM%2B7ced5csd4DUn8q9RZMUi40wfH5gvhJN%2B2Cj25PMBpwmb98sA5EwlwFDO%2Ftk6vQXR0To3QBAjsm3Yi4ZReA%2Bm557I%2Fi0dq2Wr9haa8gHOS7c79zU5CFkGQoUWuLJLO4yjF4AzMcA%2F3sjhN8juQsIoFoIgAhSyTIdDaw4KgdTwC64dSGXyYAz3QYUBEJD2ogevNVrN6ieI6W4dqYyleXbtHAIEkt81uZ3VXTMKVHFwxONqRHfaA1YCCXkpYnvcN9EOCN0J3w7wY97Ab%2B1iNg%2FVnXWT3n1xJNnb360a97hJMyTN%2FINJ27%2BdMvdrFoJnedW5UumEzr%2FAuDbQdsjclbDw8SHa7xEQA0HQedQPET7%2FbpWYE6X%2BuP%2BYhpKCWK5M6Dby0%2FBi5aHg8Rt5CYducJYJaLThhicdYN2VkAQ12CCrD6DypHfo%2Bpw7Cvdi6CMaWHok%2FHJsqyoIK1o%2Be4WwznVdW7Q8oXdwhGLuVFXGubFRww3mHSDsuTdUMlnijbu4H%2FA1Wmv3vjqX3FQASPqst4%2F8%2BDqqc4uAapwvTFQ%2FJUAvIqIN9huxS2ZYN%2Bd97QvSbCc0YYRjEj72TfDM%2Fl8eQsEmPWRaA4Riwx0XfYwLL%2BdZBAHc8g55OZAOdcHUAZQPgqG9JiFVTDSO9%2FD6jYVcSPyJ8MpA8QNtviiqrnxo6Asl%2FmFwjZhFSCt%2FGHZ5qgJA7V%2BCFQCsX%2F7xO9um04BhVDmBglX4xH2UEBdGr0TlAhOP0EsNI7nu170osvLbedxdrpVPjBeip9HYi3yPgbQCjG%2B%2FFe3tUdQqfWJNPAzU7indB4D7JmoNBunjwUt2ATAHX%2F2zwPY7%2Fd5K0ZnagTPRV%2BBdO3%2BhbXAfI70BPFMV4SP4919EPWBLeXLiiQLRvkt8WXFi69TeeuVMPACYkvJ9dA%2BYMpiAb55iLH8GUMB99EscuRqie49t%2BNJdTQuN7EuV7s006pfRmiBq8FUfqq2sA6%2FyF9fXONAmrkh2sWHg%2BtRR87WUofyJVAM%2BJ4ebmLLlJQrGnjtdqpl0ugzHrW1f9wvYesGNupIwRpT9VBqD4dZKP%2BEGZpA12NFrW29p%2BaqpX8RUwXOj6X6HxvIKfyoOapNikv0RK1r4477DVCbSSI%2F6JzjWr6G95aE9cnmGLA5g0ETWTiHhqj%2BJkNcP9g0gAvSngF2AH6YATRWztnaB7Pv39nS3c8XAtlVBcIHkV01ZKlBGNtcoUrqwE%2FNTMsjHwKqFQOMUg6o4QbDNLWc7yF%2BvI6TkRWRwsJVk8JDsEKCA3x2tn4UP6zhvq1SYlkiRPDsN1fqsFBpifN%2BGllOh70Bz5h36AJ68%2FBveTiQYGeK7Xkzn4A7wVhlfQIDhM33ORoJCjtiUeT99SD6BJclRZ%2FO0kp%2BEIjnF2AbeJsxMANLBBye9faiu%2BklPwsHV7pELh5XFtiVBMYo061lPrEuewY1q6LA3ZKR%2BCO9ASFJQuuHENpo%2B%2BqKotwt8%2F79IpUaSbCdyYMtbVznvoAD%2FXSzg03Z8rOwRbPAb5OepCaYR8bI89kqtDjvyhmBQANe6D%2Blc03O%2FlJCOsnP%2BdqhggWlI1Jn6NQGvLmfHL2%2BpodhQCh6knHL1H2jiTAUws8Vgqh6YiTcWXqwrPraH8ntJLwg%2F4iOIdcmRjpPQ6FWTZe5ZrBa3stc70dff6Ty7r28aWKI465qY0CtAqodn25JO4hxV2jwYvDkBzHGlhnK7u2MK458pH6K%2BUt8gsdz9SryGbbxgb9Z1H91vuF479oEdjrDJo2U0ZoPDWn0a%2B8JkWkEqfoRry93cUzRToXfSPBZd7zOw66P3RBKTP5ffC0KkaG99eZSoUcqnUnZ%2B5vtWXmo0ffrJ%2FUKVvL7ZI%2BCUewzaJH1LXhLeZ2Y4AD8Y99JcC8qPOnh33jw9D8ftvMXp05RyD8Q7C%2FONPoXHOz1l2do%2FM%2FHERfDddbHn4dpUNM6%2FP7F3z%2FX4WwseMFtPP783e%2BTbf%2BW%2Fgf4lZ7d5f9y7u3PO%2F6%2FPPqWxsl%2FIOh%2FX31YH%2F%2Bn1f%2BrU1%2F%2BD8dZQbg0wPX487QVcLOVPmQ5fMV%2FAg%3D%3D\" 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                   <div class=\"caption-wrap\">\n                      <div class=\"caption\">Ereignis &#8211; Kenntnisse<\/div>\n\t\t\t\t\t  \n                                            <div class=\"editing\">\n\t\t\t\t\t\t  <a href=\"https:\/\/viewer.diagrams.net\/?tags=%7B%7D&#038;highlight=0000ff&#038;edit=_blank&#038;layers=1&#038;nav=1&#038;title=II.2.9-02%20Ereignis%20Kenntnisse.drawio#R3LzZ1rNIkiX6NHlxLvosQAzSJfMg5hluajHPAjGjp293fX9kZmRkVueprsquPrEivpCQAHdzs217mxv6040dTnFOplob86L%2FE4bk559u3J8w7E7ewV944Po5QBC3nwPV3OQ%2Fh9C%2FHHCaT%2FHrIPLr6NbkxfK7L67j2K%2FN9PuD2fh6Fdn6u2PJPI%2FH779Wjv3v7zolVfGHA06W9H88GjT5Wv%2BaFkb95bhUNFX9251R8vHzyZD89uVfM1nqJB%2BPvzp04%2F90Y%2BdxXH9eDSdb9NB2v9nl5zzhH3z654HNxWv9p04YrUg6Xvwrkv8tQrOH0q%2Fo%2F%2Fh1lT3pt18T5mcwnVez%2FBr0ev1mCXA1YHTwhjnqZi2cKcngJwdYdnCsXocevEPByz8O7Le7FPNanH916NdAxWIcinW%2BwFd%2BfXoj8J9TfnnN7ZcNj78sAfqbXeu%2FMv%2F917Hk16pXf77yXwwDXvyyzf8HO93%2FaI4c%2BMmvt%2BO81mM1vpKe%2F8tRZh63V17AqyLg3V%2B%2Bo47j9MtUbbGu1y%2BnT7Z1%2FL0hi7NZQ3j6%2F0v8ehf9uhh8zZ1%2F%2Feb67c0LTDf86zfRX64A3%2F7ltO%2B73877h4u2jNucFf%2BOaX6t1JrMVbH%2Br10N2u3fdYG56JO12X8ff%2F%2FpC4r%2FwfGtDZxWwHv9P39Y7L8sJfov8X%2BMQn7n%2Fyj%2BdwIA%2BTsBcPuvCgDqD%2FaKi2Zd1jmp%2Bz%2BYC8xy%2Fb1NwBfHrmDHfpzBkdf4ggFSNn3%2FN4eSHoAPeJsB2xXgOANt1gA4pn99MDR53v8jEPp9xP0nrANK%2FH4dyD8uA%2F53VgH7r1qF37Li%2F0U4hP6rcOjxfyUOPf4xDqX%2F53GIwP4Gh6h%2FIQ690%2Frf6jcmxJPukJ9rKsxk%2FA23%2FzsEAPrPBcC%2FLBGjv%2FHj%2F1UEPP5bRQD6Rw7qFzPICsULRsFv4SCA139ib396sCn4tCnKYt5e1f9%2FUw%2BO%2F03oYX8MPervRB7%2BX5Z7yH8MVdn%2Feaj6W8qE%2FR17%2FWspE%2FpHbP8jeL1yGqrUv7jhX8POnyHkL6gR%2FfVn%2FwBC%2FiP5%2Bn8Ddsh%2FEnbwfxJ2%2FmrBiL%2BzXr8d%2B6fR6dcdzLEBU%2FuLxHz8jb%2F8rXb8mfivs%2F5aV%2F%2FNhf42UP%2FgUD%2BG%2BcOFvj7152n%2FxzPiH%2BHz3%2FOyrE%2BWpcn%2ByfD7b7JWGPJ7E%2F8txv2zS%2FW31%2FnDmv8XLxX2HwGEPFnqP%2BPoXy0aPG4mK8hVr%2B8RDLn9Odv9VqrC%2FjeY%2BL8YRf5Z8vLfzDPJv%2FEo6j%2Fomjf0H6Sv%2F3zXxP9Hsz6zf5vQMkTMgbKU7Jr%2FGRRZ6mSCL5vhWzP9Mz9Sk7TozXFp1maErpiO6zoO4As9%2FIBJsq76koHf%2BNafsFv5%2FefvcKwVMnImWaafWm7ZnND1me8t6d%2BOIr8dAa%2FzZE3%2BdKN%2F3mLCBCkh2%2FiMYR%2FIU6xGGvyjO17NexV4FWvgD6uzdAT%2Bz1wrkf0JY%2BBXGElnHd%2BSWbqSS7ruGniQ7g9H6D%2FgxaaCP2pzMNyw2en3hB6x%2FRrxsMeQS3mdDR6d3%2FKbOvRbctPbKGR6dXhcMbFvJgNGwdK049mMLzUZFaO3gHFD9A5HvCHL7r2dtwMiSZYb1hIctqlG1l%2FtaJHylroCDBN1xRYNZXeWdzXKAnuNI8u820quRr%2Bd1M6iKHCphTfDWsDyIYlja%2F8UMfHolf5DfRBNM4rAQ6u7BMwjlAf2PMHEKy2in%2FRMMwuwH1NFIlMlxtujpYqRmYnWZPBdCbrTC3xZee%2FJoDKRKiJ0eUj4lPJoLMKzWMvocG7Qbu09fQIIEM7B%2Ff514oNJGtRDf64dT3il0cZJmv11u%2B0H8GMBd1dufCfb%2BdKRbLBiMS3EXTmz3UUOjaPBf1Z%2BLbN6d6WeJuVmJNjyhT4emxu8KS0bhZGDK%2Fgkwhv2SufmNqhoR7vOTT%2FXIvje1hMbvIiPJTBVCWlkB9y1BecsVZb6UbmCtUR11ysi5PvtSDSb%2Bp0Eyhbtg%2BX7%2FqPcVfrRjPd1ZGmuIg1Kjqy7CodGW7KNZYBVZsUHkCAhCbZUcAjw6pDpVr7i%2By37XpJZxGiYwHyhdUhPFwEzFITOZSXK%2BplmbLZM2DTXmXjy99K4uRxM5X7PHiPxAOees%2BYyVq2V7ejAVaHVgdiyts8mSf142tYfy6afJVGEveX1CVuD84ahHy1Bd%2Bk7gujgkFcGtk%2FQIbT95LhIr7DhE474tmNb%2BJI%2F5avc0WN7NuN7fErELTVDRGbFeA1fYPDMvWWmqW7pjqsOBjcZqtglkhuMKjo5Uj%2BTzJRQwfYcwQvBt%2Bc3ubXW29HIHLzrNOO2ULquj%2FZsYEuXY34bN6971CjtKGbOoxyT5nCeNfguYbhdJE5DsxC5Qeqf%2Fo4fmqsJzT1ognwbHEJDlNrzhaxVP5YRXnAKJccWt%2FidApcQ8h9jC3bgIzqzMBWqf%2BIxbt%2FJwLQWogcrGPT4ZDcVfNGva94WhJqPAUcVCpyKSKa6A2cSd%2F24B%2Fusf%2B4PidA02eZIjZZ3oRqDnil1cFvm4IsWL27pgwhEGNCjqJ5q2eXqDj4MeyJsXOii8c5Do1e3Z%2F9BdDWwtmzzs%2B8omZFE9F5xvIQZXm9H%2FZyjkx5IeH9%2FWn6PJinazzkW4258sxXNPQbnjMQ48PtEnKZj%2BbCSnq5zIOW3%2Br22wniqhzURy%2F5SPzV1r65GQjJ1L8eKhdOT3uCPft1PquPCwtwnNkxvcxoFQR9blcJ1whExLG74l90ShfuKjGPAeHk7OxEsCmFwI3G8Si9jGkxjXAJTZZlFOD24hddDe43I45G3xmxBj91xhrvuEAvo%2FTVDl0WvRyne%2FEUPPTRQ873GKOOWs2iA5sPaaD1cd9x4xixVf0icktuoqnLJRjXp42Wmi29B4Q5KexTcJ9tvWkkgZG778dD3NYqHNJ5J5l4HfFu3YmzR9vEEo7AGbsOpwDTQD9O4HwIMiMHv4iP7NTZuSopX41cZPQK3b8DUw5J1k1sZ5XMk1HfNXpFRM1HGC2Rn7g%2FNLlkvAsvV433yErpUnEtJHRTxgE5XNWnv8%2Fb2cQPlIPNqLL0PKQeEnzzZ8X0sZsp%2FCK58suBWypY7ljO42gDGcY9gjBMB%2Fby16O1azzfylOs3ACT1eCB50QJPFUz1aUlg9hcfVrtwplrYKdDNVKphRPGLgHdlxLgtCohNCOq2LBXqJiEIIwFPOtz1evPv5zZHFLdHUo0Xn0TxHdmPtWfkC3GA72J7UpWTMa%2B9AyjFqMGJPp%2FsMo%2FItwYjmDuHSBW9pg56vh9a93S66YjJHLo%2B3eGzZJVONT%2FvpoUwHAmdYAR4xo7gVdHOJGkcC8NMSdDLroetD6833bMkZx6sfEW4cUcKyfUIxzAIBAZ%2FFLLz2MCVUdvvx8GXFmw4kIeZoglIaxBzkQkMoFYdcr%2BBO9iZzxaZwFQcFha3k7zLhAdmJcyjGXjmu80GlbgeR2Hev5NhTJVoqNpPbObKXupxN1MaWIobJMO3G4t6nmuqDx9mo0ql19ckQNcWQDtzN9Wrmo2PBrFjve4fzZUdvmZp3GCqW7qedDrgW2xjd%2BY11Q%2BzOr22V4ldwDdwcZMli91riDlKRGafMcpadhUCGEI97uUnXm7Tw4Go8JZZ3uZteFn7xRyaoTZv6NAyiPE0KqWnktM35Flmfp3YwWA4MDpxvDDwXORsmLMDMLeE%2FLgSJgMGyGSScvJz9tYWcLdUR17RNoD3L%2BVy1PzMXk92Ju87GMw9Egnj9ondwO9iqSXujcFVEfRnawJrN3TYY0LJ6CJAHmJyNvB8Ml6GfkrC40Z1UhfdGyctbSSXGFIXATyGfV1Q%2BfYw33iZbjd34RkrrI%2FRUwsTmLToMXKb34P6QOh8uqU8uGyqrs8nygwuOd%2FW5SpNlsEWhb5FmD5VyO4qIEsivApm07346miXW4GZyAricldXjCqlvkFT3HhNz0DVK%2FnJ0tsnWiwzXQeUszyeebvR2vpTQyZT77WC%2BllexpFHegA9GSMdZCpsmGGuVIdgpgrXQ1ywpIGM430vSm3omzOuttJ8EYZD3Gh84BhU3meEvPTm4ziphCMKc2cTsoHsbHvM3E1QLm7vnw6yn%2BgJaYC81U9em9Wr80hhLLkqJgupORZVZyfvyhFKr2xsnRNPYCxL6GOxGMJOZbspSWtqA3pDD10LW9yptuiXf5DlAdiaQHEP%2FtqCW5xtAab6M4zcdL8d9%2FlJroDBERa4Hv0h8IcWvBwFLMY3HOIFK8b5eXSpYpQ9fpced6WOcyQw5pFsk%2BdLk07ACpkIAPnt3q6AZwHUPZJc7kJ1QlgXh1fpGc9n3KiuKO2TIWdeTF4gTAkAc0zojy2LDrW951wqWRpbvWEKzahi7gWk5x2ne%2BDNY%2BiXT54520dVroxi%2BgpLu%2FjkywD6hXQdAXvgBre15f4BEwN3QWduo5BHGdQjqXE65FrCbdnZo3t20zsNjPVSW%2FnkHb6SNUDNEl2zaWlGqQhRuis7ivgccYNajUd7Iz4kk8Eg6JtPXN0GEJGvR2cGK1RdZbRR2WZVBldH45t8D02HQtsqqSwECOBfOUCYey24u%2FNGsx0CZhiGFIutA85%2FytoN%2BvFZ3uDKz0JzVqsDaUpWnfJHGDGDERH%2Bc3XytM6b08UiuDfTEVjh3tZ9qN%2Fv99N83chD21WWIIHI5sLplqej%2Brz4HvAuOK4lQZNHLqsA%2BaLgbFqzV4WFPRTb0J%2FXoWRWH603eb2WTfGpMMHWEaiehn6T64xftUjXpFmjwexv0u12u4dPfbt8b7%2FvL6y11SHricCPCuype7XmMNZoYHugGp9k9bYGn0FWe6sV9AKDQ3UwoLYLGjwQALFtkk8h2auiZRODR6dKPBnIvQw4fSQRVsVFQNLAI62Ki1B4fLIbM62bddCvD%2FE4Zn9GT9oTZMfqGIAEpw%2Fy2DBHxfCOg9ZdKwzgTKRrq%2FxZpA%2BjjXzhESDLzIBh2OOiOkiq6xRKPjJbYi4thiSgsAC7l6AnTRWZO1M%2Fk1pphOFbYGPjxVbHqD%2Bx5cKCuSfETZ021zxhlilM8OcVbrxWHwZDrTfqnmogi6f2NTxLc0ZYH5DwSn41PMhOPQz%2B3DI0NzpSxzUV6%2FnUryz4CDep%2FkhDXZaSj%2BrOkeh8owrNYbGq46YP%2FG4pan8RgsM3MiIhgJxM8FKTSizG7gxeqsfK5uD1cwlV2XnCBFzw9zexzWMDlpSGqGHBvOv3RCFdsfaC9A%2Fwn1u4gQw04%2FfGhsEMogiqRwv%2Bp9OxCAxc4Vlj2gi%2BHAZ9AAKoV0pZIYCdk6zaQ1rdONqLFYNEDzYRmrI0x2907CPW9SFz%2F2HfkT4ihXlO3uwfbZ%2BbPrIUg%2FnxkDfUL455dlYztUI%2FBWG0B0j4meCJCmHVXWy4B37EIMMKHEb52xLOaCJXh0IDcY0ZHPkoFpk9Vq6%2FKHbKrPHpvBgUSqybvJ%2Bbod2Sy4mA3oWRRpWnO7LSCbO%2BycEMK2K2TIvgyvoLFWuZdvgVsCy2hkaQMNXtduWF44CM1sDqT1zq2bviVzcVfayI0Oqx%2FXIx%2FbxvtQLGCvBEh4la3lmQVeZUoQ%2BZXUSOobsn0ZqWlupgXIhbsMG7Odp80AF3vFg9gyjFfybwYWwCQRW2KFmHcJAlVk9kLi23FMGNFAR%2BMz6Vg8iOeIiHxMPQ3PM1aGH0BGjERG96Q7sGX1%2FqRb%2B1cbKm1w9bA%2F%2Fu7et1uyeSWh53Q%2BAkDtK6l8AOi0pbUICkWpLTOA1Uaipf3%2BiCykWTHidBe4PiVPfMrRu4yDvGhY8e43lEhpqZZ46iLcN9anK9Wh6vaH8h1DkiIA6akFcKWj4yQ8cJhx%2FrqPVeqGoqOl7vz9RGMomhbT4S6YpmkcQxifgYF6FaWns8aauT2RzSvsLNobu9lrLFS5Y5bpXnthT9fr%2FOR7aGIQdsJzQ%2BO4TpihnSjqksJu1hud1Yvs9%2FMwE0lJXkL99vU%2FHSnmix8QrO9FMR4kDQygdSOGdjSO3JivQuxrN%2Bkqs1YcDTEG7aIFcwXx%2B8MkCmv7RNrQggvgagnVu8K2%2FUg9QpaFMSpPF8v4HV2HB5kYW4zTZJKyLxc5ljpGNAnLQnTrPZi4yWBMRkeJI%2Fg4OqcQYfPtz23Q73sI2Wm2bCo1h%2FYrqGtvUHb%2B1a5QEWLogtMDYfXFx2EdnuZJ0vMO63rrPfAPxNgIzwB14oMfXYwyZ7PsLS5wXq8ThVkynPIl0vnM%2Bp4lYhBRyAKbWPhsqhlhW5GnlKgLdBjXA82kiUYiwfAEK0KCBzTvV%2BNrL%2FRpPRK0xpbZDE1os9mHC5rwA%2F8bMNkIlMKhhYXjJrQhdcziZUsRZTLervgjzQ2SF62AzrSJ9iZ3qprS9IVZu3hK5p0MjvZzVtqUj6GMhnPqYSxPYASrNxfJ28u%2FeysqFWcvQ7yNCwWseL77SzHx24BqqApWJnML5RhM4ThjeKuQD6sEFovLhTv7C3zHFQPhUmD3WT2zIIJXRboIovy1BEu7Mr6Ohcq32044DREWsMbfEyu0H9WjfBMsuAi1J30boXpsbBJbBHT5MGZYijMgRJv1V5inhPIwmk8hMQHLYeMyEkZohEsCrCCfczZ9tLBII3iL5lAaamYEepwHar7fueL3EnvnhwEojy5AGOY3N9AjgcPkrNvH0UZPEOm3NMbiWbrK6gFz1R2mHMPx52Tj62UyGJ1vgsJJAEn5UKhhJ89jzTFSeOHrISAsfKjKVWCXwPTOQYu5bxm7fRygeeGSzzS%2B29CKiqvs7VAokUoydElJMYLVikuVEoVcNZzejdZI9K%2FXHnnWAfD2ML3S0zX1jiGamHxFqDBW83ZuZ8MGxA6gT0OONnHdXJKjZAUTEHx%2BBLQYgD1CN3s7ydFAHD6qpy1ihfBGaG6IQ28zGOrHvpgKfiPkxFd%2BqzEEYgvdHngMDK3t4TjncgiqTHA2T7GNLe0WZJmRkFgkW%2Bhd%2Bsi1CXOyXPhh5y42UI1OvuN9FP1YgpPVUqlpA%2Fn4w7IUBR7c7YMXOgOFpLU0ARRk%2B9tTCnG%2B0UD1e8YOjkfgNKGyqHMVQTB6nejRehShF2xArVfWa%2FO2QisFyK8XthKSD8FjtpYnC3qcPSegJYj8rP7LXBahGfVq3wCd7JtZzPvj21By2wj89oTEJRuqOXkoUTAmq8Nlhqr1konAB7yOntDIMLq3nG40YEcR2z1RiYmaNylL3duvLtl4SLvwXAlMTsFZrkG9Pr6GFQufizcsVu64HpqQ3%2BE78ASU74Unhj26co9cHqCgNqMZ3tQxxOsCpv0uLOtV50BER1mMcsPXkQSy%2F6eeh%2FYNJlGDYZNnt20bvKaan7fmYNyr9BlqisKruX5nfI5o2rLEV8fGT%2BzZFbNDANyPpIArG9jp8O3wPgqfw9xR4w20Kn3D%2BEXC8pLSRbyL9Gj4F%2ByySzvPbL%2B3ktdiZDc6S2AsFkwVSGeatUiwMMpzZ804y%2Bse4v7SM76XBuwFryCIIFW5eUb2yTuHUP00HKDrICeXqQQW632iBnfL1JW%2Fpil55W7TdqTeHcX%2FZAc%2Fz5VoD2jHDoSHim5Dl0URSlEq1vlRHlTSAFHgSZATmPpfnYZTXiCXZw5hua2LwPdD178MyXAgAoiliWzDfkfZ8FFKDvUZhCs%2B85oMaGrcjubNqvYudxXsdheF83ACJ6d%2BjvpIjeDrIyFsimn6qgakNHfMG2qzMabUvqHzNK4n3Jl4K9ZIjNBdPYi5rjxSQQGzYmE1D3MjA5czSWxpPCwb0NSJ4kSSLdfj%2F9%2BwFjD9bSx96S70O3qxAuhXsKQxaOH1az5M5F0njFkNRjxedUcfV%2Baz%2FsToQ7grvulWsjTOCPJ%2BDnq%2FqTqpnwWwFGSTSt%2FyqDf1d2XEeQgbpn%2FjmtQFjUED0LoY4CD6u7SGQY8fw5Awai%2FhDv5OjqONq4MsA0%2FiAzx1DPTD3xe2lvoel%2BOg%2BN73jmKiPSpO59hJUhUxa2tJICR9pi%2B6yHne0donSMnqAtGvLOTVqHW8rutwlT%2BdZ%2Fn1EFEwWcMCwd6B4wnh15h9Guoq2arSirK%2Br07tQxqoOv1wv7RpomBqq%2Fyte5pCJmgk8xuYl6pniNZDNuagehoWzJHECout9mJDJv%2BJ2MZRaGu9UE%2BYuLV3F9KDYPLUTn5F2YDiKwE4sHN%2FBozRfMZ3GbZnS7cZ0B%2BKhY26vK3YDsvZeATn%2BAIWTWgxQb5ibprmIwNZDWW3CLcXTHOIjn5Fhc%2FjSTsxpVFgi00dMnoB6AMCnkZpxBut1uidGZb1NecKroHx%2BKMNPnZ3lL%2BS4KxKXiL9X1dMBcYEzA3UsBeTKMtfsqOvhh2OOFjePZkf2okbVzpgQefOzubaEK5CzLCXEVhBS%2BnEV2Y0ulkUSXtHDHUv7tBp7OWY82xSBmTTBxTV8WD%2BjaaPh5YWydFjCOkA2w7Aj8oPbvN7lzNIEZNFRJRo7KIL39sQL0sk%2F1fFgm%2F%2Fb8sR5uLX4350DLTam2FoYWjkVlE9N3speN1E9yU%2BGUqA%2FWFmSjkI8xEWsQ3iNQHfhju6WknVV6v%2BgjXpo4YY%2BAMznzayeNRoaO2D2oa1Ll6z0m464a41p3PRfzSffgKk9%2FMnlEGm2lujZnCzkQigD4IkedD69gewvWbfA1esL5fu6ZLk3P8nxhnSFxjYXuPC94QwNrr4JkoVMiDrfHkvfLUWfJzV9zzXJfCrQqiCgJ0ly6WcxDo6EX3DARSTSRF6cUcv3HRebR6qlCDqOgd7U7x1QAW2Co92EePj09sgcXCN4L5TKWJYL0ed%2B503i1hwJr5V7StWgOtJvI2WMXdDG9X%2BzJYDiVyDpceeGDGcU9BeL05c%2BYPif6W8a6UQx74AHFzSkmIvB6ltuUECKRAmgHkM777cxGuJ%2FJ6ujZBCAc62CaM4AS1Yz%2FJLXVJdcdxAFlsYXql5QCeU3TXdFNffl1U0O%2F4W5fD7OjQHgrju3E0SbRNWm71BFJjFbfY5ey3mO4qQ46HfmtfImnUIbCpaWPX%2FDkKkbeR9jtcd9B3kOv%2FTW8Xy%2FckxgxBZxfoewF859wLSqhotaLmAyQlFXI5%2B5Bc3gmd%2Fxc6UFp1xAHigdzlsG9iWTrYh1cMhXIRzDZb1YAGXSYuhDQnriPC6kpb0%2FxsfIy4tnCsKN44Am6K3%2FOUv5sBH%2FYtvmJMP1t5xmAWecEiSYKYH7lazxrNV88UBQonAmx%2BRNIa6MeR2%2BijE%2BFd9qISXUW2rcu7d61yH5y6bGZtC0qmrQSXxX%2FXmJTas7Ikurj860wWJOHNK%2FZ%2BpkP35xNmlkqYu36obEV7wa2KtfBTPXZUWR2zLJP511eFON5wi956iNk%2FhRyRjVMEOUjv4UqrOTEs3W5huLXXAmTTbatydtvS2lR7AEMSaeiAooJVgYx2Cimfgnqpe0qrHuUZXllPaRiEGUY57V7iLN0ZVUVbx5FAyYcn%2FNmcvckwnz2kQ97kGrir0ggPezXq0eyBJ4xfcoCQJDI9vrV2g%2FL%2BXowU5ziq455PuGyAa5MIy2xjUwYlb%2FRScU88QlEVen1ofcDNLh7i2%2FF1PhNilqfgxJm5OSLNPY%2B%2FMi5XkfzTbmFH2iRyXd2xDVfLT9YOw29iBGnU1IDdE0iEKbsLTNVwMGDhrIgGdDMo%2F4osUeK41uud9bS4b7wmDy08MXmK69SljgIvfw%2BagXTLZKjO9ocfMeLxDWcmB%2BbvhI4K7rsuA8epv2lFJiNrb9xZB0vuK9a2i95VS0kFmPAD1eVBa%2Fs4RuJWiufFdwLyUVEKHs78BsZupfCWr0MUj4Hs53BnMYnbtZgDtgh7uLUuRM64DhQf%2BOap%2BLDtP1Y8%2B63tyjHVv6a31ZFit7Q7mfUVerpj2v3il93Rw3qQF0BaUGpnOmcSj3OK%2Ftok%2B7s8xvfMPHEdjCgHeQA69YTRuF2tkIgtviB3jrBnk2hlP2fahpL2K4n0NVDHl4WlNkeWZhy94nvVAWzKD2uWxJM72MFUHCD%2Ba18WzNRSu0RaZIB%2FifzCmcdoRGt9aK%2F5hs1Ymd0zxuYATmAvJDpuYgg1hrNcqSTupoYG060Q4%2FFySSIy0lqVBhn26jEztGSnq%2B7CcqVD7vzjAoBKBHWvf6Am4O3bYyb25BxteULbjdARb9NasVnw%2FtKkHO8FVEjni16v8P7Wiia75nUvtxv9gdpfM0MPCv0A79Hurd66eYfG1cfOM0AzoHWCZDnXS3N5yiW5ust%2FLnERIGkpknudOBWMBKhANYqBnoGUxFS5w%2BN4%2Bg7CGARtfD6apvHa3FYdrScZkmG%2FTOnhKnsl6vyJrLpq1mF30Im27koQBOmh6ZYH3uRC6sjs%2B8YsYYOZh1fNqb9RlGn7lgZV2Xv96w8zO6aNUeg7jpljSrczn1qEtc5QNSaUPAH6QdWRLuJtfHiNQHUGv1JNu%2BPjcrZI5MY3BHranykX%2BFrtoC7jnaxh5Ntbs489SCfv523NhNq2eQf0g%2BSxHXbjQj8V4ysvnkxM88hWpNddG9V2hYjU4zGCxbp1Eo%2BHGqp6YgFKKcUbWen9e4zD%2BNK9eKrgK5lRsRTY5gijFIhqtXAZUoJEOES2pH7qVkL6dsE9JaRzkJv8MwxyYcxcJKs0uMyP53lSnRrAR5KdrMN5IFU4car3Fqtlsk1BNn3gOluD2cFZbdllp3GGq7eeqYw%2BQi0G0Oan1dzXqROx3pKaw00%2F34ySidMBab1dpk25LYC3IGrdC9%2FgKzomU%2FcMqbP0x6RDK0Nh3r0Yv7WnGIOfUGFOmj7rFTkGzUK3Ik%2BvnueEEneMZ4eQDXlRz9b%2BweDfWeMBz00sGTXQwULLGHtvhmvJt%2FXajzmhGwEYnTzIYI4lgjvOBHnU72WlcsehcQu7jaRD4U3Us3rny4r9yhBr%2FMyuMqlDfbL7rXno9ij8QHDPPU2G49EviIDgY6Q1XS1MF0Cbdp26UY9mrDn4%2FJy94QVPh46lZugNKMcYhXyicj%2BFjdWGHcg5RVTe48jwRuvVe0CQnRcB7OGmeO%2FXWaR5k54B80whbDEA1WtXZTGKxfhPt8BYu1rTTwDa5fxIdRAC5i3tbsjYmkQDOl3RcGd2%2FIDcO42GvZhpCK6RkAKMJ%2BFMq5qAioZaFv85RK4NxjlC32jIAwn9ElEIG%2Bp7%2BJwoP%2BSxmdRVYUQegTgCi8hVqNRd9JlkafAJZjXuF2vHLE3%2B0hz0z%2F0cZgAB7A155GgM1ce4zFk5g%2BFU7fr0%2BLv57G9QPiHTw6QHI4F%2Brp76rTv%2BMVMkL3%2FKQ4dCCfUfG8fsdgdmxs%2BfM0TrrtL%2FSc3PlEXqmUfB36g5pvkvGJ3Qki8VPvrQ6N6gn7SO9AvcXVEllq2T%2B6673Jk3OJlDp8ttBpFKGSXsB%2BQTdoarNkJbjf5xIMk82I7osV7UvobbaDyol4tSnXdRD8uPd9ukZ%2Fwn8sxqj216bgjvrgFdPSAtG0%2Bo%2B8zCfFCrHv5UoBQO2HhCyzAJLsdJfbXA6o%2BndhbEdug4b%2B7PwmarInqKcSunwBXNmAXwc5C%2Fd5EIRCfvP3V97U1Tt%2F%2BCNgs1%2Bd2ad%2Bw56HM%2FAm3UpiogXsfi583MfZTcwNJs2MVC7ASmpYbuSFbr7OE4EBA5vQf4o%2FmFh7AWl3GLYCd4GU4wzCFaYjTOPmiK9oTGAdmuiq4LbPCAmmn7VEEIny299B8uc1Z7vPH2GMcxgajAsDbvtWMe1EAT5RDdpEu8TNfm%2Fq2Pxr4JriBaJk0mOct8QCh7RAesm7dpNY%2Bmz6D52etb9UF389RMHq8wr6Vgkp1uMRdMgeu4%2BvmqZG5gbwUz8dAmgVSRI9bLZhW%2B9mBayURHHKEKE3sKEvOfmJvIsENEUekr3F8srSMFIbF6xyNHYCt6VKLxPeSu4AO6p3zqATmyNrh7mK3KNLFB0vmwcZk2x7MngEcF6FRLmq4UkjkQNeccVJZ2nxMjJAWnw0WOhEgubMAQfsiFN5EvgGZ8pqwhxTcWrhpgUkFSty2kuJS53Fv1Ysw3tuJA3mQIyq%2F8jbtNONbkS9bJvCHK0FbwY2Xd3dduzzeUCnZsh2pGv15moDHgkzQKs5yCjsUtYJD5i%2F0UfqwqL7b0y7NKNvkxktm%2BykIHhnA9xsjRT0eANNFptSd75AmpQoB01%2BFxn6ONXkT2Pi9GkPPAPAJ03wFHObIRKZNGn1TXwB995oz209l7SX208nElqnpgvVfgIGb6sYW8X5pRYtngMEADb6TwaA0sgccrYsVNH%2BBZM7JtbZZYGhJZUaBq%2FBqe4HkG1D0cW6u0l1FtzbX4MarCFTPj%2BJB0nwLPDnRNBB92ZVGqfk0Fw8yfpf8EBqmtE8czUOhK%2B8qZNIJ6TQvMRACYEbeSWBIizXs%2BUsuB9DL3Nifq4ICzdk9Ca%2Fh6fZbT3utdoDesVSnBPweqLAN1ItBWErCGQWIcJZ%2Bb1Z0Zt7IPKVulApc%2FSUp9GxFHcA3tnY7liAVzwxTZuQiTKidbE1hvUcspmNiYcXilj7uz17cQ3c%2BifkOubGHvhDSmFiN241Lqyxy9IbZh4mvVF77HgI22wl2k5PxkjwbuZ0wfIDReUk1lCpRE%2FR1%2FJMmCy%2F0ZhnMGYQxrnFqT94vqXTuJvXNYp8H%2BOfIblr7Sp3Txu9FJuU3hUQ%2BnhgsDXOURpvZEfJUdTTbgBrwSPI4nqd2FdCEUcqlazrFHYI83Afg7uIH9lkxkSpLponcxTb6DswlEjEN2Qlq65Kcv5u%2BJsBBA8waurQbsNag1LBNaec9FHZIUQ1CeydShlLpY2RO90DWip5zNXug8uwPq1FSL%2BVtJG8DkPLegtCc8YiQkR7M9ljZ0Rps3IySdxTLjGl8Gm2FgrjthTeNcxZC2f2bSC2EzAIHNk6tiGhrl4jVrKhrl3aMD9NFGO5SnhZATpqBFTNPZu%2B7S732esTVDrYxIfI1d4ThVHOCrJpmTOqT0Krn%2B1HcKJEA8pj41FCJte60h8pk%2B5wDiJzecguFyQYK9ykfPHDsxo7cl2H6dTIAVPVBhtlSbUjcFO4e1iHTW3SEDTgKYIewX%2FUlAg3uvqYM6X1PsXQN8zFik5qOiII33NYSxIHvgHO6avtsusnxrIOfusx69QQhESKypOYe3ocP%2FTyyzX9669BNsQcZQCWzLE3d0A970yJRfg%2F3twP8Ka2vj3w3hWOE29ISgOGidb9dkZwPDFYvWPoExrF8OlLYM4OF3jrCnh3nvzUWDIQJBBhQ9y675K5pR1XbNICPtnqOjfoJFb9Dla2zsyUgDb8ob4fpqf6uju8smZ7sKJtjF5jKy%2BPl64IGHY8q95RoA%2B4d3%2FFZiAADmLwdyJ%2BiFN%2FvwgLkntsBXcLz%2FiJiO33tE9J4d6A7IzA7SUGKKCC4jwa0UMLxg00L2u3StVuN55KNMVr%2FS7E%2BxYfJYnFmSdVPz8Iq4zMnuneq9WEBary6LhB%2FGC0jJ9%2FdtB%2BBQ9w8pzeTn068Gjd0CDpScJCHlgb22yJF1cOqYdl9irrB0FCbzGgtOZsf7%2FcwwaYV%2B1nT4fwc3%2BTSGlwTLU02ekoQTCleEeIM4i8WW%2BYV82bQtV2EKqN6eQ9PGuIc6MBuIuxnmsuH2sBFiwjA7TpyCuVlUwjYz2zQj0F6xBBzPsAjWsgsViUwOtpxeMDlElvpjrq39w799INNQQUFG9nSUaHv3NcchuCs7Ht6J%2BKi0scsYFS%2FRx8veOzpHfAEhX7jKF0C79CPDQgIiKkFzBO3vpmS9ZS2AltbAJeX18e%2Bkoaesnzkmkc7g%2F42hJRPLtNPETb6des8j9KUveOnwSiFsNiEpYlGJagBTIxJ8eKORR6lYnpqwM%2BLkkMerJO9JP9DWvHHwVcR8Qpqc6N7WTahdVWLKju3lcot%2FroThjt8d44QsP6r1A558XKYEmRJT68ilisj0Wd%2B7WY8mi%2Bf%2B7VhAatDz3tdYUifR0LiBdgoB1dyGjXwq9jM9doZgryYvWdKvCTY%2FfMAiGabEfPotXO9uyJTy1uKIyZSpfzZF4PF%2BMQt5WwcqXquP3CZk7sLew5A%2FWTVkerVtYc7v9taPiwfAWR1fVusI9Nq7v0BM8N36iKs7b6nqB0I1ejD1iOQX30WdrIBnt1okjm4%2BpPYabay8MwI1BgwfYTsIYM73j19AKITKgLO9f5vba%2FJE283GghmXiyBWpYdFNMXoJoioDKq8AkgGGvyb38JnslCy%2BAPcbglqyaCzF%2B%2BufBoFvSeijXsRv3qf6qFNAW%2FspdyN0O0jodYzJMtjPb7tzTtpAUAcI6v4VvDzvuT2jI1QmXbiheRZSJneymqAbdWsxLMx5Pj9UNsgFpctqNPPliEplXuTPYR4Rg1sLgknYBEDfT5GVOP7fPjYabnM1al5vvtknGDadN1uHETP7iaBPL688y3M%2F32ajwkuLsFazi%2F22M67qmOkXxH6G6FRpgG3F4EsCeIwsD4HupbR2J07aglTmz3WMxK%2BkCPrDdcbHjdw2IPV%2BVRlkCxZ0uoVpalexia1if%2BYCePzMjAL5WtKbYQCvgCZR4y3B%2BOFyypc9XxNrcnAnDJ1ju0j8lJUIrf5dDJ81YVaw0deCIhejsEWBEFar%2FC4pyKBn4fN4TW2IUJVKujv%2B0KzoLib7efqblO3abiyO74qxU7A%2FAjF6Xo8kUtJK9N2R6SiceOnqxPi64BSl9IEwkwGFCeGr%2BzHEatmAoUTRjd396z5LDHmCiN1a0RCHQlk9QLX48486H%2F3vD8GO5pHkgndI2P5dFwXVJd%2FgRtoCod6ydr0Hl49pUluKXDXoWYID8tAbwU9lVb470wbTqXLISG5KxKjHa8M6eKXnjFixxTS2I2gTw2qN2l8DKgG1PuIh%2Ft1FThIvk68gRYs5IlqFSE1lWmSVdM4mky7wd9Q5aAm6xFjWBm%2FdxLE6hrzxhFuj5hp3jd9O40cEJTB3w2TcnQN2TSvNa3b4yaaBquLLygakzxonwRD37TA1d2joWTv7s0Xz606uIIQjRAlDiwYmy8FGbs1177Ouix%2BPzjuYXu7oheMMNWSQC0QPReWi1DVMdhqewGbEMLw0epmOe1zLv0%2BtTDvYTb3vApgvfek0T29ifJ0jj65FGSyJfglurrhWeWASD8JX%2Bym7BgpbmIpsRNTTwUsEa%2F3rHbb94uKC8n7zs0VtSwK1%2FxxairQaXSKb74V4dDGRYZEl3B3U60qxPWywO%2FTr%2F1purITB4ISACWLRKBnA2rwrOPMtZhPP2GlPJQWS1qb0%2F8xnwyIO9e4dnikKju7e0bglWPqGG5UzgMBhqmX%2FdaKnIV%2FERRtevp3HcbqWWWT4xJwvFNAjx3dMR6kknh6FQW0aOAaXstYt83ngOr4WkiR9Pmj9Pfv8yz2J3tSAOlGVdGLRi40%2Fop9wm9jI%2BqcJwPSZvJPkxYmY1QU%2FpQTfGVEumTBGHlR7tUnRBlF%2BnnsmWn3lBYmjnXORrCoFL4J35AdQji4L4rbPZiTytfkl3DuNhu211RZxtZYcO2ry7SPCWL6tuIzTMMLDcCPc7aHuPHtgfSXLsOn%2FjYM79y6HZCF02injWfWs78rD9xYz2SzuDow7umOgrQvYXVGmv2%2Bgv5AXYhcv03WoYAYDBKeEVY3qGGeTdN1IY9RfDYU7cexS7VzHMa8rmmUJ1LrkNvlHJvoSyxtuL84K%2BeW8kH2zjdpBz3QhGQfohaAL1aWG4hN3uzUsw%2B%2BWiAh56TrlYcg5wCiz9s5r66le9mH1N7cQuA9HKTudN0AQepUuOjAZJuyCJDHxk2jund8VD9hDu%2FN2m%2FtRizNABpFu4%2BlZqyokHKzvaaoQOyROy92jh6XDnLUxy%2Ftzr0BMpAPtzhqPkAtg%2B8OOKxrUTJtkC5%2BCASeKESvLyG%2B2inwrc2DpQwoFQTYGnz81qfZrayFBen2pmb9EM8R6Xt7a%2BwoWvVQbYlBC43s7Bm94KbMEI7fzuS7qp04oUnF68N6%2FQmOt8kCGiu0SWeWicajdN2BEiFG1It53agoognMHb1iUd0UdlDFn1ZVz2ARK7vvZv3e5wKwxlofdCab03U1PuEDdE3saVDV%2FbcHVNPQrul%2B627za7GccdhAq3EoytscZyPxysWATLwqU3UB%2BPrxWu%2FUTAPQ%2BYeVnHXWr1te0psI77AFAs2I9prQ3A2Ls3PnfruKkaBUFe%2FsvkDNmG%2BiKdTtUJ7vpkPccfZELauMe%2F99C0k087kJJbLTbZAtRZNjIyX9n6n4OSwU2gL7t5GEIti1z0%2FBQ975iiQkiDupAPRN1TeYNMVOdNmdxAyUz6um9uohkj9yZnBldm33J4d%2F4wBZS9hCtm2naURHTKLIDJJWB8PVKFhoidbdbXQSOUbpV%2FQKpH%2BbOtys0DUknITdTXhoCAfdbEYthch97ThIatbVKnHPp5KtwE4nRoMKnnVgZuHFoDPIVrfSFK01mhpAI6ryoOPKbQ%2FW71CGd0BZ0nZa1lASrtyZYurGXZnU4CM302033gr7YaJfBSY7hdraKFYXqJMq8OH9twao5g2WcWBU7wtwHUDPl4LLoXwQGc5kvHiBg42DsDnwaBydHI6hqWfbElJtdgFajuqJGferg6flHk857cEAoohvz2oei1%2F2z%2FM2%2B2GW3Ozzxaqu%2FxN7T%2B8fS%2FbA0n1nn5v5NaOuK72F1XDzvBe0IPl0S8cUx20DhgK3N2TGs7bCuDEjvUEjD320GyYm%2BkQk48WUk%2BGvwpzeiFvQE7JR3k8ykAAFzXq6oirwZTa1sOZ8zJPREdyzg5mfxTEc0kH5Z1ES2FIiaX7LyMH%2FnArbCwLgUqZ%2BLxFSIIzsM89Og0tmEwquJBNXVJw%2FlrHosUXgOfPIDnWL9f3HRCoD%2F3bbsrU3y0b3OJziYEdQHcAGTVUKOUNVungp%2FglSVr4ScJu1gUvosVxsCb91eJxWU7ud7%2BpdGHzU5JoL%2B8AmXaHz8QcaxJKCrFLEB0keATPiyUAzIgCHKk0L7mVj%2B%2FqWl7%2FZBfA%2FVsZAwlKaegKwPxxlOZ0Is8qBhTgRgopoBDZcw0ooEW%2FY3%2BAgAZB3I0g3XMsmq6jAzhWDwloFQeB8K2yRfOg4MY%2BX%2FcfnxQp56H1R3rnTJ%2BJ4YZVIff58CEq1JlI%2B1GDFT3yVyJu1EIFc75xX7pQRaLGWQhDA8oyojxhwF2y71MysGjzoSjqLrPV6GCTxC0j0gtvNHK59%2FlubMcXHP6Wr5hcJlMmJzV8vuj7NNyI6W6GfaAqJODuNoKGfh818mW06Axz8t3gOdh5XGWt7AhPd2Eeti%2B4%2FCwNH9yoFkPzHQ%2FuQQUXj2Q3E9ay1W1D4Naooba7LJICq1Ofl8vU9E4RBHEXWyeQr2V6Ou%2FFSOyOMoD0VZoIcHIEG%2B43sQo0CfGudvBapBNjZydj2OhzjyFbURg2JBWDGzMu9NFcYKIA6UmNMsrCxExn1YbuBYiGZJNm%2FTAlWN0y35PHJA6Swx4f2vE6ZQB41IsbgHuhSmSGgOWnlEO1y1tbooe9yozOFugOq8j4YyMMx7jNIG1DeV7yr9td9az%2B4u1HXgHOjndrOc%2FYs2sjpMXhk9%2FVE9Jv6f15vixke5ZpXD1hW4jDo%2FqUB9YKH5%2BJ6Bh27GOyO%2B130mI9jfVFJGxLOa2L79NJ7wI1X%2BiWNhRIlMqoXRaYwDvSJK%2FJNyo%2F7crhVzqI0afep54Pn9QAeFlYTh0G%2FqBM3hZ2eyxH77aBO6mYqr%2B4q%2F%2B6HKFPmDNqKsijpvvGTrhBtYWxBJ%2BXCFXEC9idqtzq1FxAwFWxjbnxURPCmVxnulsX3D54bQqP5IbMQTnBDBEJyBLt7FZOHeJmCbB7KEuWVg9pen5CsDxmcjazYxXReOgWv5Gd%2B407%2BvNuKf2NOgkahR04c54GQW6E5tCxIwKpGQQIWFZ1h8xgu65SrkLK61syxjmlEkBTbEp%2Bb%2FfkeSsc23uUsH3JzZ7829ZrhHczdw%2BRR86pu5sn6%2FBmiKfdCRLuqh36gDsUwmEY7Quz7mrfgMC6yFx2csAcGfRMp642in6fKX7pXHIr48%2BdD4%2BuEeILh32dpvS6bHbKADzpsKk8K1Se9Z8XjJ3w3ljDMHbVpw2S76rBZ4Kzsgwk99LbRZDE5QGD5ykCy1mpca5IHjq0A%2BvrobJ3TkQJUWa8Tv688u2S7mnbNDJsk6v2E0bamJzeRjOv59QkAymq1Qclt7lnXfRhEoapPBuVmMEl0VGZKeKhSJkt2UgJZb%2F5%2Bogccd%2FY2uucAehS9HnVhnAGKhPjdTc9E8uuDo1zmYti75FRRuH0LHr5St%2FPmBBPh9sIZ08em5GSH1sS8GxbpHKs9ijHHnrR93ECnwaq0KXUqRbNPF1xrNePXoc9QN9CDuK0cTuKsLMc62ILJRipRhejjyBtIymMnnRHm1guh0XsLWlV5%2Ftk0YzqQ%2FfVJED4XlancFCI8IBLMXjhzhP7egLJd0ZLcNVNG4%2BFHflCwVAUx%2Ff7bXymB3kjM%2FVVEZtTybD9vfqsSTS%2B5QYyPAATEw3ZRlC%2Fk04J3bPIKfGsoyFqXsODdTbpLPia7HAr%2FKB49fyYnw1oNtvBb%2Bsd31hl1%2B3W0OP9AfNZH5phr6s8dkvWUdRn69abUqXl5csekLUjMfiI1e2OqhpFQYQjFJTGDPfnMcJDf6MJEvSA4rowRxUliIs4Kg3FjvuoYmPb7w3z1nHPoiTrhH6%2Fm9Fi8ZtADcTmM4EPJ1PF6%2BIdGhDx6%2FVJgpLT2vLacWbADcjtPJ%2FIOQ%2FpnE%2FcYa%2F622kBqK6OJXxbN2pzOLoTX%2BUM6IIEJHquiZ9IE8S3ovjawLFMbjp7GuRplQWKaDTST0%2FCRnXYgnmN0oN8%2FxTf53TYTW3YzKDC5zyYlovxynz6XdF%2BW5ABp72DbO717KRIwR7OSzghZK5coYxLwO1MgeLF9tuX4tmFbZeRIXJNkicqkNZ09SURFNTl5vBp1MDhFqBZIg1NHonV1%2FcDoZc1mCPr5cnf3%2B4oGZbQYsB8mTyygLbYXx%2BCru%2BldFpBs5RhKDwBPfjAZ5pNqfPPl57HU0uabC2vjvz91RGYXPQOQhO%2FztoasjUfAbl%2Fapz5QR5LFZgNsX9ls8Cd90SEsf76LDZ3H58tXzxhfBnPGomBj8XIg8sSQLLcXkXJe6P%2F1qCIwmdkuuodsnj4msji0qrK7cqPmZCP8OltittxNK4vSNACOdErrLcGwMLitNGND%2BhhSN2L5sx2oZn6lXOcXrF45cpepxYKXUC0qP6WkTZq4O%2BXVFc9oqpDwueGA9W%2Ba0lYneItXRcJaKfc6%2FtzIhYyN24MoOw2a1XqpI%2FTr0ccY5p3Ky2kD5bBxBaVCmLDUpdZgTB5ptHz23UmLZR8woevFIfdz2X4bkTt7oqdJXxkycM6rDArkIb999Nhl%2B%2FvsNxX%2BzldCqJcR4AORFJTgJEohWyG5l1niXLnz%2BllvJ0tx6iO3GJ5G4Asz9vPdBCYut5ggAfYgWT6ebLOrd9LdiZqajyI1fCwCP6GjlnZQR8NJoObv8TC3XVmZ49HO0JS9sgGBmkbwBpe4y1dbhysiDKu4H%2BfqFSOEi7W7rnXBABIGiy9sejMuMoRP4DkZyqeHVBy6pDavO4lTd9zlZsc%2Fl1AtN2HJTTlTWHcQnJu76wZx2cIXECADw2GDJZP6RNvfWgzYaWy2zsdO%2FOhurOTAc5YswZ84s6CBAlkH%2FNzZNncfh1cYBm0NdxDZuhJPU3ZwXZgU1lxtpCdQvOCuyGl9KPt1obIrvzpIMu0wqII8EDL%2FHPFCUyJGJNuYt0nZWP5hkkJZQwd5%2FUA0zvAZeDjwMzLpPHvb%2F%2F4QYV%2Bf%2BWlbKnPDfNCaUjhrxmcwB0i4Jf2a7hTxrl8lG%2BZGQUEvP3u0c0uz7S%2Ftn1Mmim%2F3VyLanwsrB7fAvPgmJFkTSP80IV0XFJObB9lAVZ1zvxt0t8fAnojaqr7HmrkFen5vl2hefLMmbUXghA%2Bi6B2kjc%2F7mdSmK%2BrMa%2FCv7Li5SiWJTCZxB4VIIerpXdXK4MgYUiAGRpsKdVc8aymnjIsn%2BCEmRq%2BT9j8z%2B6uZMlRJdn%2Bztu8ayBGLZkFEkjMoB2IWcxi1Nd3OFl1%2B7Xdu3jW1qsus7RSZpISQ7jHOR7HT7SFbQ9NUmslsLcA8FxfrekRS18R0cmVIy%2Fei%2BvBpkFMHQ3HlO%2BbugfWlzZDXyChjq1BxwRIxg6BSeeBvvygF5eKPpABOpX7timihGiYQJzZ7Kc%2FF2MS0p6%2FQwoSDS%2FCMwGyUB9E4OgQItbzBQVTdQc7psgQS6Ves6LEjE9wibVBHkQJ0E%2BlQuXstrBKS7rdVag4aFNFZC1lH%2FGp6BXLRcydxJI%2BslvQlVxWned%2BRih7zB7n5Fjzpgrn7Y%2F4Ktx8bLJnnHzw1ClOTtoupZaYRD92UvZa6nvIYTfZsfYt%2B5A3%2B9Gy%2BO622ukxMnJjta65vFX25uNFjEgjGYJyZkQMC7tuT52%2B0EeNEXTxM5MdkktulQSp6MLfdZgKT%2BZxgnTTr09wYOiM74m4Nl9BzANT%2B8zHMFVMc0ADLheZM%2BHIMNQauzjN8ZtSxLEYcHi%2BZERTm%2F6sNZhIIcbF48kCX4KZVhWx88VHt9stDCciKOPr4rJXP31bpRgFhTcPJxHlJkx4K%2BkPy0lMYWV2xUk4cTR7XeGumA5XGuiu6BcGkXOHYAthiL26V0xoEeK5hADZmY8y4R2lcPxzdRXPyJkzLw%2BPaJFwqiLCAa85DbGyIWr64U2BNwUum67EddCZciyQGslOBwG3e59R29vsfoZc07zOmkee5MJ0D78nUn8RxndSmERBIM53CwTk5audd6VaqtKjhUAFHTs6fE7aAHFIVai1NMBo6bQSL6ysZGCw4dx2Typ8vBnyaD0PXz9XnrNY9hw%2BN5UMRJOggXcUHYGNWVJbaqSfuRURdM5N4xaLYxfno0J3oHtoEWF95q0JTs7eL%2BJ8GfGoJMQYkffCei3B5DybYmWSEoF%2FseBPt%2FRaIjYsFbehvTeIsyd36vNZk%2Fvii6BS6Xxi%2BiZZjLlzTU4i%2BtNiZH4y3tq9EDStiDECin3OFky7gftSRJGUWtsMj4BQqNAv3KyxcIPVkT9hbVSlUw44MYHvaip1VZGrpN788FdhhpJk0ZBJMI2Otp6E6GT465JYBJU%2BphBuxYplD2J%2Fu%2FG9MV3Dn7tGKwN%2Be7kymgxiY3JPsdFcemzwcQr0xUePdIeCYxHkV6SIFqjm%2FKs%2FZekSzBcQd3VxSfpKnmhPHPQZVjo0Qd2jPJJgye%2FKmLa7x0RcrK2IM9OHwSGOCnJSlqBabFK8W52hIH6qE1w9bBE3o4GcTXyPcg%2BM45u8M3mWvNmhppdGnkGuta5Usr0f1PX5Dt%2FGcM6OQvVrMZTWn5Sqm5pasjjrBZTPK8sB%2FVMriLnlw96OnnS5xCNPYTMoqKaPYPCe2HQr2eW2mhf%2Bm6gPrFUQaHxAH1JnmQzv2ZPb70lrSdntW7CqaGIyaEEHgmihR5YGZXGJgpTXu61zOqFTY5YWZhMu921qHHSC5AMpkVlk%2BHveazB0S6%2FeMeacpzkZGkV3mpzwkPIuziZ9o08A%2BGyc8MlBObJyUcgUECryGIBqt6mSRWymkSb6LAO3pLaCpHm5GDiG8Kt%2BQc8kG8%2FKVIW4sYzPYfTAH0nY2XnERz%2FvBIQoiAnEhi395k3MEH0LzVAhDXdT3FKx2CkuF7j8ajbPtwZd4Hfxw4Tn69tOxABsfmUYd7BGAdn%2BNTuPQoFa1ce%2BiNB4xz2nNKOUR7a0p1D30ZNj2GdRdBHxzDkP6sf5m34%2BrPlnlC9%2B29%2B%2Bx8xNJHMxA4Jos0mwEuEm1Z7nBQ6zm%2FWcJVt%2BekV2XZGOtF23NMMa%2BW7ekr3SXN1%2FbKUJ7QdoSojxvR9gpQu69NbPMCQn%2FwKqinA6nbPR%2F6DstyM%2BMTHH6zP90bHlxD5EbkI8IaoxqOIKP0M5np7x8ySu6K61o%2B8HPpq%2F3SswqUEwxrC5CqWaqwrfRXj9rdigMvEpbBKFCqdmfRoN89ofkAXBz0zkMMP1VIBWT8OMoosF3mmm4iEIzZAMlnFzCPy5yceBvLe7JH5eAKo0BkFETnvE2PlKhZfeAoOnHH3V5RoLEspe6B3Vwbm3WPNU2497dGX2Hr0VIvbJ39qeVHjUe0lExsqG4tiBtfKV5uJsZmY0CJXC%2FCavq5CP4eRPQRtHKCuc7MjVBQ6lyfO1%2BKLrOFw4guvyy1PisiwEjlH%2B3lw3sMiwxEr5ARkRQZxJujcR%2Brs9jhB8Glatqs0r5C%2FWK2XceyBQ89G6mzrfjLILz9EJA7BcUUnOVqrU1ao3wNk6CG337i4ER6f%2BI56UHYd6A4d4IalQvdNGiV8e9ZuVHSO7qR434SYw5LMiqDNTuMxjnbiVbhfNwmL%2F69gm6BVBexlCEOxU7M8gFeZ2qVDtHGrMh4jAKCKvZvJecWvDfC8qIKjzlRSGGsb9736v0cuODO%2FekqQzn69kfQVKz55WADT671VIaQ8brQoCcMUofool%2BMNsVUn9%2BBuoTtwynhpshYVResHEzJT39aOBRwFEVNrv3GRY%2BOtWZAhDbuuLKbzLThPUcj5UtoBmRlM%2FC5c8BIKJ8IgBdUNOv%2Fs3n58jm7EvCi9brkumC9cxE1QeVUSdmlJzp%2FHNhfdYb5Ly%2B4TGSQPfENr2q3QR6x0w39KYsoH%2BWGYzcYsmmpmGOGm%2BVve6t6YK6mI4i2LoB8azRDCUE7i3JqXP%2BG13jdPvKmhS8HhUqOC6gVKw%2Fek1BURgEjAZgusKlZMv%2F2bgFJqc%2FMrqcpieSm4LPwGO74htFBx9jiY2dW8kywv8phWwRnQ6%2BuclNrOSjixvBntdOiVeMa%2BPzDdKoHbeXy1X9oSml6qY7t5XGE2n2%2BN72yNv4SoSe5bvns6Cu4WgKKwPE%2BgSFLH5arWJoP8422QnNo7ZSQqZ3Gt79Ccov5Lne26lSwqMKfjdEKXV4GAQ3EMxej2uKOlvr%2BBy6K9PXk0dtTLE4QXuczPxIlQUrQzLctpkz%2FU0IWryHj9n54c%2BTmCroLfi20na56lUT8Zow%2FIUfD4Kz93KiqUYJKV0pAZHw396pdgpecjpHBbC0w6A9zxeQ3An07I2%2BxLG4hY265fx1w8vVogVtJPrIkRzFbKFoIX0%2BzhNQ%2BS%2BhXS6GSvpap8T8zQ6eZvRlJ8%2BLiUXoYRKIkgU7mABcnUv3%2BmEkFcCj7bp5ptNnoIAhRdiTdNHtSVeLmKESLaLI7KlnN9JtVHLkDksOduvxAfP5EJwD%2FrJrjdV3jcufKnupvGaGvpScRqtnjvh02p5AlQnCdwjpdRkfkt15HZ29NLivPRrzG0w8kqo4GfRBG8%2BjuEX4ku%2F0ZPPgbcXj8PGFkyc5aOpa67HhZiDRxtN%2BHJiwunCY8nVHx8uz5aDn9mu1N%2Fs4rLpnJY9WoRR47ofI0z2owjdPyH4wg0GA6OdOkQU9FvySljcNVEMQMcm4rjPYiXjArxHzk%2F66Wn3pDVx2Xp59ONZckPf7o0oV81gOVuMI9pwrM13dNryX33VwdukeFwRkBk7RKAzX1iPtSaAh6DKHxCFTuZv6NqfNIIVgHSJC%2BivPgwalUrf9XmUagqNhXOyYX6UVx9rgtoYphbsnY9%2BjVg9cEhXdILIpubEtQQbRceYJ9l29m55VvgqPzx0xFwAmFXDzrbakGUvs07ALU4mEHi9XwosTTii27nAQbnoN%2FLCSSIEXAhtPdJbY06u9kRw41AqJwqUsg5foxH0W7erQ%2BUrQur3y7XG49cpMoLg%2FoF6Jf5q%2FYWpdyrpCIY6f5MEZcJUQQxtb%2BOh0Z88GeJXAwE5Nl2yMWcvIv9Z9NTt0afVczF9pdqcA8FPCfF65YcqDYBlXMBoSaCSqElOzIRg%2FgnxvzdGei2WOogAqpmIiCAdT8NWwYrjZWMzUMHNEzUNBvR0G2AIhAeMEd4Es9XO4J4jvwhtfyl0ki7DxGNYJAtJnV5VyX4MsSptrmQMlfTGS8RCaDHNH8QK8ybGG4EzEMuOftyKxLnGpPY2q6O%2BK7Mr7QJ39sJVczc7Zu%2BCkS4EefaGc%2BokxUzqAj9fvtRrwMdfAHzZGKvH9qK7PYjuaC8RccPG8DGQNsl6P48nML6m8uP8YhqXHOVyu8OXp%2FdCB003G4vq0IkbaoZcJeHDghm8eYZxlgGIq06iot79wlbevWrz3PO1Zn4eMWLXxv2d4zjpgtWS6TlLBH2q81jh%2BfN0DvpTxPf6pWKfQsjy3YOpcI66Gip1f%2BGV03kfdHbaszW%2B%2BlfqVMSImqT19tQ%2FNNXJYUAVzGcWzF9JxKvIaAG5FT8lonW138M6xf60h8uJZCXGS74JkSj7050AYJZbrNlkJLEQutxmmF49KCgPpsA5lGrDecdDUAZRPhpSesTBKhjl7u9udqqCPJPpneUvHeAGS3rSxVh5oZ%2Fn0%2FjEQSasIqSV3kzr0WtiR88fEpdR7l8%2B0btZhl3EAcqcgXBVLml1GfjS6I14CaH7CbBQ3%2B%2FvctKzJs2XVSC44Vx4aPDSwtiTc5a2EYJWmPEVvrql3fxCLXesgs98wZzSuCwaz2ShWQSzTXjGxQjueKO3b2j8fu%2FnrLeHSnQd%2FOnLx%2ByfmRPUc%2BQ7ymf6RfzY7tVDWR%2BNpXSasXg60V5Nfjnp4Ot0Wrs5JF5EbGml7OoblCwmFJubFCmfPhAJD09CWymm8NryKxEXW%2BXwA%2BfwpcOwtfplxRqFGpTyX2oN6%2FCT8vWkOfLlke%2FCVbrZhB421GhOZaAcBsWI7%2BnBItVsTjuSQZROo5oPBr9HvTa3t%2BthbF2BUEf254guu1y72exEeztUaHxdjy5qaektPRY184uYXqB%2F7KX%2FOYHs4o%2Bbo1q9CJkZ6HmunH49I2ozyNQHH1NCS%2BfgWlOwPllt3WlMIGliE28zgOrPCuD6zmIQXJDXBLED9MMEobF8TObWHz3vyuXOuj8xYFcFSh9kcqwhyxXGWo8ZXFI7YahGRumFAFGtCGGUvMMNx%2B%2BGoeY9F%2FOiuR%2BMJAsvHDw1OdhEMyB5xGdH88fxw%2ByuyyzHpikBgue%2B6aUMMpWRefdHyLLb3BlFxrhCCOjVzTunQUehmSmyxuVxR9wJcpX58Q2UNt97b8Q4KGJx7P11AX2i05LDT2NqudCJ5P2LsA1cZoSGgSkhDs%2B5a9ac9VwYxY3PHTKVtqMK7Mgia%2BSvpWY%2Fka64Bj2qksif4578s7wBkCRm9E0MLLx%2BNlmWr%2Bbj%2Bv1ihRrKIGdyQdLGN84TBdCPmh1NyqaXBDWe%2BF4dtxQ9QB35RO33%2BsJI43rZQ5Ro0IHeXd7neG8PJ6Sd%2BuzPFRwsaB2TG0OnFxTN7WDr5dE9DAkhaynWyV%2FOG4%2FFLhN%2FzhBl1f1EwczSoseqz%2B0Wn3fS9dOPZBtK%2BThR9t240LOmK3zVmbXgJo7746%2Ff02nznt4M2UVRU9QRolY%2BXfd3J2dszLheGHQwuvOdFJ2mEWz3VtaReiFUP9n4JT%2F%2B7T67BXUP6mgj3hzuPRvPsN13%2BUDjdASRxovVqg8DNPq5tqTEVqJc%2FJjX56vUv%2FBGhW9kuNeNoAug%2BlgNMT8p%2F4%2FXkhga2luvDhd6rNDZF3d9cy2ndCX%2Bfv6UXtGT%2FN65LWMv1u7X2PwW3Sk%2FdkywEf6xrhS6FhV2evjPbEJHnf84s%2F%2B6O8bf7IdJY39gp79u9PGf2Lfsb3fM%2BLvNXOgaNh%2FLumNnj39unUEPc%2Ff7F%2F%2F7OXaZ49AB53775%2B%2FQqxz%2B%2Fx%2FYSwvTk6vy%2B%2B2OWj68488Bf9mX479myzOKJv84n%2F%2F1QVPsXx70323n8m%2FsuAk46M%2FNl4%2Ff%2FZ8drAnpHw%3D%3D\" 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src=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/mohr-siebeck-methotik-der-kirchengeschichte-analytische-deutungskonzepte-945.jpg\" class=\"attachment-full size-full\" alt=\"Mohr Siebeck Methotik der Kirchengeschichte Analytische Deutungskonzepte\" \/>\n                    <div class=\"caption-wrap\">\n                      <div class=\"caption\"><\/div>\n\t\t\t\t\t  \n                                          <\/div>\n                  <\/div>\n                                <\/div>\n  <\/article>\n<\/section>\n\n\n<section class=\"img-text-col-2\">\n<article>\n\t<div class=\"col-wrap left even padding\">\n\t\t<div class=\"col-2 \">\n            <img loading=\"lazy\" decoding=\"async\" width=\"812\" height=\"268\" src=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.10-01-KG-Wirklichkeitsverstaendnisx.png\" class=\"attachment-full size-full\" alt=\"\" srcset=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.10-01-KG-Wirklichkeitsverstaendnisx.png 812w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.10-01-KG-Wirklichkeitsverstaendnisx-450x149.png 450w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.2.10-01-KG-Wirklichkeitsverstaendnisx-768x253.png 768w\" sizes=\"auto, (max-width: 812px) 100vw, 812px\" \/>\t\t\t\t<div class=\"caption-wrap\">\n            <div class=\"caption\">Wirklichkeitsverst\u00e4ndnis<\/div>\n                        <div class=\"editing\"><a 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XZNmjQaLv0uPx4MK3%2Fp%2B%2B95BHR%2BstdUh64nAjwrsrXu15jDWaGBHoBrfZPP2Bl9AVpvVCnqBwaE6GFDbBQ0eCIDYNsm3kOxN0bKJwaNLJd4M5F4GnD6SCJviIiBp4JFWxUUovL7Zg5m23Trpz5d4nYu%2FoBftCbJjdQxAgssHeWxYomKY46B1twoDOBPp2iZ%2FV%2BnLaCNfeATIMgtgGPa4qg6S6voTJV%2BZLTG3FkMSUFiA3UvQk6aKzJ2pX0itNMJwFtjY%2BLDVOepvbL2xYOkJcVen3TUvmGUKE%2Fz5hDuv1afBPLfHk0o1kMVT%2Bx7epbkgrA9IeCV%2FGh5kpx4Gf24ZmhudqeOaivV%2B63cWfIWHVH%2BloS5LyUd150x0vlGF5rRY1XHTF05ZitrfhODwjYxICCAnE7zUpBKrcTiDl%2Bqxsjt4%2FV5DVXbeMAEXPDUT%2BzI2YElpiBoWzLt%2BTxTSHWsfSP8A%2F3mEO8hAC041NgxmEEVQPVrwP52ORWDgCs8a00bw9TToExBAvVLKCgHsnGTVHtLqxtE%2BrBgkerCL0JSlOf6i4xixrg8Z6g%2F7jvQRKcxr8hb%2FbPvc9JG1GMyvh8xQvzjm1VnN1Ar9FITRESDhd4JfVAir7mLDPfEzBhlW4LCnv6%2FhgiZydSo0ENeYwZGvYpXZc%2BP6%2B8lOmTW%2BnQ%2BDQon1kI9rN7RHcjsR0Lsw0p7l5Y6sdMGsb3Iww4qYLdMiuLL%2BQcVaph1%2BAyyLraERJEx1u0P54DggozWw%2BhuXepZS%2FOqhoq8NEVo9tj8upl%2FUXitgrABPdJio5YMFWWVJFfqU2VXkGLp7E61paakOxoW4BRvMzdnmgw64483qGUQp%2FjuBD2MTCKqwRck6hIMssXoic2l9pAhupCDwm%2FGtnER2xkM8JB6G5p6vQQujF0AjJprpHe0afPuoNz1r42RNnz9sDfx7tJ%2FPg0oktTwpQ%2BAkDtK6j8AOq0pbUICkWpLTOA1Uairfv%2BiCykWTXhdBe4PiVFTm1g1c5APjwleP8TwiQ83MM2fRluExNblera9PdHyQ5zUiIA6akFcKWj4zQ8cJhx%2FrqPU%2BqGoqOl4f79RGMomhbT4S6YpmkcQxifgcV6FaW3u8aKuT2RzSvsLNobt91rLFS5Y5H5Xntk96nj%2FXK9vCkAO2ExqfHcJ0wwzpwFQWk46w3B8s3%2Bf%2FNAE0lJXkH99vU%2FHW3mix8wrO9FMR4kDQyidSOFdjSO3FivQhxot%2BkZs1YcDTEG7aIVcwP1%2B8MkCmv7VdrQggvgagnVu8Kx%2FPF6k%2FoU1JkMbz4wFWY8flVRbiNtslrYjE722OkY4BcdJeOM1mHzJaExCT4UX%2BGRxUjQv48OW2cztQYRutD82ER7H%2BwnQNbesv3tq1ygMsXBFbYGw%2BuLnsJrLDyTpfYNxfXed4APibABnhT7xQ4ufrCJvs%2FQpLnxeer9elmkx5Fel243z%2BLB4VUsABmFL7ap451LIiVyNvCfA2qBHOVxuJUozlA0CIFgVkzqnmdyP7M5qMXmFKW4Mktl4cwYTLfQX4iZ%2FtgExkUsHA8pJZE7rgcjahirWYalFPCfJAZ6foYQusI32Lg%2Bmltr4hVW1mCd3SoJHndzXtqUj6GMhnPqYSxP4CSrNxfJ2kXKqsbKiVHJ0CGRpW63hxTjv71YFroApYKnYB4xtF6Dxh%2BHgyN0AfNgiND3fpNzbLHAflU2HyUDe5LYM8hW4PVPFjGYpod3YFHZ1rta92njA6Yo2hLV5m4a6CUDfBusiAiz4p0aIKU%2BPgEtijp0mDMsRRGYKk36r8k5inkQRS%2BQ0IDluPmRASC0QiWBXhBOrK2fYWgeANol9ZgKmfsAFCYLvN9n3Pl7gLXz04CUR58wDHsaW%2BABwOX6VmZh8FWbzDlhyTW8kmqzvoRU%2BUDhjzr5edk6%2F9UkiiNb4rCSTBd3sGQwk%2Be1%2FphhNnD1kJgWNlxj43CZwHJnKOXcv4zWy08olnBsv8VXsfAqqqn3O1QCLF6AUR5SJGCxZpHk%2F0WcNZLShlsmel%2FnHng2BfL2MP3T0zP1jiGamHxFqDBbMbM0s%2BGDYgdQJ6XvG7jupkExugqJiTY%2FC1IMQB6hHKLB%2FXk4BhdVc5a5QfAjNDdEKb5RxH1r11wFNxH6Yi6vldCSOQZvQ9ILCyd%2FSE452IIunxANk%2BhrQU2qwps6BAsMiP8Jd1keftTsm7oYfc%2BBjC80P5TfSnasSUnioVa8hfb8adEKCoDmfsmCVQHK2ln0ARRm%2B9tTCnG%2B0UDze8YOiEegClDZXDGKqJg1Rz40WoUoQdsUF1n9lzh0wElksxThWWAsJvtZMmBnebOiytJ4D1qPzOPjusFvFp1QrfYE7u9Xr37aW9aIF9fUdjEorSHb2ULJwQUOOtwVJ7y0LhAthDTrMzDC6s5hmvBxHEdcxWY2Bmjso97f3RlbNfEi4%2BC4ApidknNMkZ0%2BvoZTxz8c%2FKFYetB6anNvif%2BAVIcsGXwozt36LUB6srDKjFdLYPcTjBqnxIq7vUetERENVhHrP05EWsvejnof%2BFSZdh2GTY7cVFKZXTUnd%2BZw3KzyBLVFaVUaX5G7L54CpLEV9fmZ85co8GpgFZH0kgttfx2%2BF7ADyVf6TYC2Zb6JTHl5DrNaWFZA%2F5z%2Bgx0G%2BZZJG3fp3f92pnMjRHaisQTFZMZZhZfbY4wPDnju%2Ba0TcW9dG%2BspMO1w6sJY8gWLBtTfnGNolH9zIdpOwgK5CnFxnkdqsNcsbXu7SnH3btadWeUWsKl%2F62B5rjr1kB2jPCoSPhmZLn0EVR9JlofauMKG8CKfAiyAzIeSzNxy6rEU%2Bwgyvf0cTmfaDr2ZNnfhQAQFHEsmS%2BIzO1CChA37MwheY4ckCNDVuR3cW0P8XB47yOw%2FC%2BHwBE9O7U56SIZgfZGAtk029VPGtDR3zBtqsrGm1L6l8LSuJ9yZeCvWaIzQXT2Iua48UkEBs2JhNQ9zIwOXM0lsaTwsG9DUieJEki3f64fOqEsQdr6WNvydTQHSqES4FKYcjC8cNqlty5SBpvGJJ6rPieKq4%2BHu2XPYjwQHDXvXNthAn89Qb8fFP%2FpGom%2FFWAURJN6%2F%2BSwX8rO24jyEDdO%2F9eViCsaohehVBHgYfVXSQyjHj9%2BQYMRP0lUuTo6jjauDLANP4kM8dQr0y9cKq099B0v52HxhSeucqINKlLjbAyZMrCnlZS4Eh7bF%2F1cLC9Q5SO0RO0RUPeuUvb8EjZ4zFhKt%2F68xVVMFHACcPSge4B49mRdxrtJtqq2YqyuqFO704dozr4dn%2BwX6RpYqD6m3xfaypiJvgUk5uoZ4rPSDbjrnYQGsqWzAGEqsdjQSLzgVNkLLMw3K0myD9cvInbS7F5aCE6JylhOonATiwe3MCjNV8w38VjWtD9wXUG4KNibW8q9wCylyoBnf4CQ8isByk2zE0SpWIwNZDWLLjFOLpjHMRLcq4uf5nJVY0qCwTa6OkTUA9AmBRyMy4g3e6PxOjM2ZRX%2FFn0r%2B%2BTMNP3d52l%2FBAF4lbxj%2Bp6OmAuMCY%2BkPMib4axDl9FBz8Me7ywcTw7sz9qZOucKYEHX4f7WJ8FcpXlhLgKQgo%2FziK7saXSSKJLWnhgKT%2B7gadz1qtNMYhZE0xc04%2FFA7o2Gn5eGHunBYwjZAMsOwI%2FqH3qIXeOJjCDhirJyD0zSG%2F%2FWAF62bd6vyyTnz1%2FrIdHi1PmEmi5KdXWytDCuapsYvpO9rGR%2Bk3uKpzS84u1Bdko5GtMxBqE9whUB%2F7aHylpZ5Xer%2FqIlyZO2CPgTM7yOUijkaEjdq%2FnPanyPY%2FJeKjGuNVdz8V80r24ytPfTB6RRluprs3ZQg6EIgC%2ByFGX0yvY3oJ1G3yL3nC%2BXyrTpeldXh%2BsMySusdCD5wVvaGDtVZAsdErE4fFa83496yx5%2BFuuWe5HgVYFESVBmks3q3lqNPSCByYiiSby4pRCrv%2B6yTzaPFXIYRT0rkZxTAWwBYZ6H%2Bbh29Mje3CB4L1RLmNZIkjf1MFdxqc9FVgr95KuRXOg3UTOHrugi%2BnjZi8Gw5%2BJrMOVF76YUVApEKcff8H0JdFnGetGMeyBBxQPp5iIwOtZbldCiEQKoB1AOh%2BPKxvhfiaro1cTgHCsg2nJAEpUC%2F4nqW0uuR0gDp4WW6h%2B%2BVQgr2m6O3qoH79uaug33OPnYXYUCLPi2E4c7RJdk7b7PCOJ0Woqdp%2FWPIa76qDTmT%2FKj3gJZSjcWvr6C0%2BuYuR9hD1e1AHyHnofn2H%2BfHBPYsQUcH7laa%2BY%2F4ZrUQnVc7uJyQBJWYV8jgqa0zO588%2BVXk%2FtHuJA8WDOMriZSPYu1sElU4F8BZM9swLIoMPUhYD2xH1cSE35eIuvjZcRzxaGA8UDT9Bd%2BXuV8ncn%2BNO2zW%2BE6bOdZwBmnQskmiiA%2BZWv8azVfPFEUaBwJsTmLyCtjXocvelpfCu800ZMqrPQfnRpN9ci%2B82l127Stqho0kb8VPy8xqbUXJEl1ef3V2GwJg9pPov1Zz58czVpZqmIdeinxla8G9iqXAfLs8%2FOIrNjln07c3k%2FGc8T%2FspTHyHzt5AzqmGCKB%2F5PVRhJSderNs1FL%2FmSphssn1LZr8tpVWxBzAk%2FRkVUEywMojBRjH1W1Bv7VBh3aMsyzvrIRWDKMM4n8NDnLUrq6qYeRQNmHB8L7vJUUmE%2BewrH44g1cS%2FkUB62N9Xr2QNPGP6lgWAIJHt9bu1X5bz82CmuMRPHfN8wmUDXJlGWmMbmbBnPqOTinniG4iq0utD7w%2FQ4O4jfhRT4zcpan3Pp7AgF1%2BksfflR871Oppvyj38QotMvnMgrvlp%2BcE6aOhFjDhdkhqgWxKBMGUfmakCDh40TwuSAc08668Se6Q4znJ9sJYO94XH5KWFHzbfePVpiYPQy%2FNZK5hukRzd0ebgO14kbuHE%2FLHpJ4GzosuO%2B%2BJh2t9KgdnY9k%2BOrOMF91NLxy1vqoXEYgz44aay4JU9%2FCJRa%2BWrgnshuYgIZW8HfiND91JYq5dByudgtjOYy%2FjGzRYsATvEXZw6FKEDjgP1N655Kj5M%2Bx9rUn77iHJs4%2B9ltipS9Ib2uKKuUi9%2F3LpP%2FKEcNagDdQOkBX3mTOdU6nnd2VebdOdYZnzHxAs7wIAOkAOsR08YhdvZCoHY4hd664TCFFDK%2Fp9qGkvYrifQ1UsePhaU2R5ZmHL3jalnBbMoPW57EkzzuQEoeMD8Vs7WQpRSe0aaZID%2FybzCWWdoRFu96p%2Fl8RyxK6LyBmZADiAvZHouIoi1RrMc6aSuJsaGEx3QY3EyCeJykhoVxtk%2BKrFztqTn626CcuXL7jyjQgBKhHWvv%2BDm4GMf4%2BYxZFxt%2BYLbDVDR75Na8dkw3wlyjY8iasSrRSkK3tdC0fzIpPbj%2FrI%2FSONbZuBZoZ84Fene5qW7f%2B5cfeI0AzgHWidAnne1tFyjWJqfWfiPEtMTJDVNcqcTt4KRCAWwVjHQM5iKkDp%2FahxHUyCARdTC67ttXp%2FVYdnRcpo1GY7vkhKmctyuypvIrm9mFf4KmWznogBNmB6aYnsdRS5sjszOMWINHcw6vmxMx%2BP5vHTHyrgqm%2BdFeZndvWiO8KT0pzWqcDv3rUlc5wBRa0LBH6RfWBHtJtbGi88EUGv0J9mkXvszZ89MYnBHrKvxlf6Er9kC7jraxRFOtrk7y9SDfD47s7YQatnkX9IPksR1250I%2FE%2BMbL55MwvPIVqT3XRvVdoeI1OMxisW6c%2BNfDnPtaYjFqCcUrSdndaHz7yMO9WLnwK61wURL41hijBKhahWA5cpJUCES2hH7k%2FNWkhnE9BbRroKvcEzxyRfxsBJskqP6%2FJ21jvRrRV4KNktNpAHUoUbn3JvtVomtxBk3xOmuyNcFJTd10V2Gmu4e%2BudwuQj0G4MaX5eLXmROh3rKa010Pz8ZpROmApM6%2B0ybch9A7gDV4kq%2FwBZ0TPfuGVMn6c9IhlaGw717MV81pxiCX1BhTpo%2F27PyDdqFLgTff72PCGSzDGenkA15We%2FWMcXg31njAc9NLBk10MFCyxh7c6MV5PzvRmvJSEbgRjdfIggjiXCHCficqn3unHZq5DY1d0n8qXwRqp5%2Fdtl5R4l6G1ZB1e5tcH%2B2L32fhVHNL5gmKfebuORyFdkINARspmuFqZroE37IT2erybs%2Bbi83SNhha%2BHTuUuKM0oh1iFfCOyf8SNFcYdSHnF1FJxJHjjvaldQIiO62DWsHD8r8ss0twJ76AZphCWeKCqtYvS%2BOQi3Oc7Qaz9rIlnYO0yPoQaaAXztg53RCwNgiE9V0%2B4c1t%2BAc49RsM%2BjVREtwhIAea7Po27moBKBtoW%2F7gE7g1G%2BUFnFIThhL6JCOQtdS5OB%2FovaXxXVVUIoUcArvASYjXakyJdFnkLXIJ5jdv1yhl7i480D%2F1Ln6cJcADbch4JOnPjMR5DFv5UOHW%2Fvy0%2Bv8%2F9A8I%2FfHOA5HAs0NfdW6d9xy8Wguz9b3HqQDih5rx%2FxeJwbG748jVPuO4h9d%2Fc%2BEZdqJZ9HPiBmu%2BS84ndCSHxUu3vL43qCfpNKaBf4uqMLLVs39xNHXJkPOJ1Cd8ttNqTUMguYb8gm7Q1WLML3G7yiRdJ5sV%2BRqv3fuoz2kDl9fy06LPrJvp16%2Fn%2BiPyE%2F96OUR2pTccd8cMtoKMHpG3zBZ2vJMQLse7lWwFC7YKFL7AAk%2Bx2T7G%2FX1D16cTRitgODf%2Fb%2FUnQZEtUTyEO%2FQK4sgO7CHYW6lQThUB88vZP39fWOP36I2CzXJ%2Fbpf3A3qey8BfcSmGiBu59rH7exNifmhtImh2rWICV0LTcyA3Zep0lBCcCMqf%2FEv9obuEFrNVl3ArYCV6GCwxTmIY4jZNvuqI9gXFgpquCx7ooLJB22hFFIMIX%2BwjNj9tc5bF8jSPGYWwwKgC8%2FVfNoIoCeKIcsqt0i9%2Fl3tXZ%2FmrgTHAD0TJpMM9H4gFC2yE8ZN26%2Bdz6bPoOnp%2B1vlUXfL9EwejxCjsrxTPV4RJ3yRK4jq%2Bbl0bmBvJRPB8DaRZIET1utWDa7HcHrpVEcMgRojSxo6w5%2B429iQQ3RByRvsfxzdIyUhgWr3M0dgK2pkstElMldwMd1DvXWQnMmbUD5WKPKNLFF0vmwc5k%2BxEsngEcF6FRLmq4UkjkQNeccVJZ2nxNjJAW3x0WOhEgubMAQfsiFGYi34FM%2BUzYSwoeLdy0wKQCJR57%2BeRS50W16k0Y837hQB7kiMpvvE07zTgr8m3LBP5yJWgruPEyd%2Fd9yOMDlZI9O5Cq0d%2BXCXgsyASt4qyXcEBRKzhk%2FkFfpQ%2BL6oc9HdKCsk1ufGS2n4LglQF8fzBS1OMBMF1kSt01hzQpVQiY%2FiY09nusyYfAxvNmDD0DwCdM8w1wmDMTmTZp9F39APQ9as5sv5V1lNifTia2TE0XrP8KDNxUD7aIj1srWjwDDAZo8IMMBqWRPeBoXayg%2BQckc06utd0CQ0sqMwpchVfbGyTf4Emf1%2B4q3V10W3MPbryJQPX8UTxImu%2BBJyeaBqIvu9MoNd%2Fm6kHG75JfQsOU9o2jeSh0JaVCJp2QTvMRAyEAZuSdBIa0WMOev%2BR2AL3MjeO9KSjQnN2b8Bqebn%2F1tM9mByiFpfpTwKlAhW2gXgzCUhKuKECEq%2FR7s6Iz80Hm6fPxVIGrfySFXqyoA%2FjG1m7HEqTimWHKjFyECbWTbSms94jFdE4srFg80hf17sUjdJeLWCjIjT30g5DGxGrcYdxaZZGjNyw%2BTHyl8jmOELDZTrCbnIzX5N3I7YThA4zOW6qhVImaoK%2FjP2my8EJvkcGcQRjjGqf2JHVLpUOZz18W%2B77AP2f20NpP6lw2ThWZlD8UEvl6YrA2zFkabWZHyFvV0WwHasAjyfN8X9pdQBNGKZdu6RR3CPJyX4C7i1%2FYZ8VEqiyZJkKJbfQbmEskYhqyE9TWJbn8Nn1NgIMGmDV0aTdgrUGpYZvSwXso7JB6NgjtXUgZSqWPkTndA1kres7dHIHKs39YjZJ6KW8jeRuAlDcLQnPFI0JGerDYY2VHW7BzC0pSKJYZ0%2Fg22goFcdsLM41zFvK0%2B5lILYTMAgc2Tm2IaGu3iNWsqGu3do4v00UY7lbeFkBOmoEVM09mqcN9fo56xNUOtjEh8r10hOFUS4JsmmZM6pvQqvf8Kh5PkQDymPjWUIm17nSEymT7nAOInN5y6xOTDRTuU7544NiNHbkfw%2FTrZACo6oMMs6fakLgp3D2sQ6a36AgbcBTADmF%2F6lsEGtz9TBnS%2B55i6RrmY8QuNR0RBTPc1hLEge%2BAc7pq%2B266yfGsk5%2B6zPr0BCERIrKm5hFSw5d%2Bn9nuv71t6KbYgwygklmWfj7QL%2FvQIlGeB2p2gD%2Bl9f2VKVM4R7gtLQEYLlr31xXJ%2BcBg9Yqlb2Acy6cjhb0yWOitI%2Bzdcf6ssWAgTCDAgKK67Ja7ph1VbdcAPtrqNTbqN1T8DlX2zs7WgDT8onycpqf6hzrOWTK92VE2xy4wlY%2FHy%2FcNDTqeVe4p0Q7cO6bwRYgAA5i8A8ifohTnubAAuecOQJfwvL%2BJ2E4%2Fx4Q0HgV0ZwRmJylIEQUE99WAFko4frBpQXvcuvao8VyyMUbr%2FyrWt%2FgyWSzOLKn607OwyfjCiS71bH1YgBrvrgvEP4yWkZPfbtofgUM8PKc3kz%2BdeDVu6BB0pOAkTy0N7NkiRdXDqmE9%2FOfzAUNDbTKjteRsec3zMMGmFftd0%2BHyHmdybQ2uidYmGz0lCKYUrwhxAfEXiy3ziXkz6NouQpVRvb2XJw1xDnRgNxH2O83lU23gokUE4HYdOYXyuisE7Gc26NcgvWKIOV%2FgES1kFpsSGB3tODzgcomtdGfd20eHfvvBfkIFBRvZ0lGhKe5nDkNwNnae5kRcVfpcBOzZH9HXC15HSgGeoNAzjtIl8A793IGAgJhawDzx6Jsp2S5pL7CtBXB5e33sK2noKetXrnm0M%2BhfQ0j55jL9EmGjX7ctyyhN2Ry%2FDUYphNUmLE00KkENYGJMig93rvIoFdNbA35elBzyYp3sI%2Flf0oq%2FDr6JiFc8dzeiyrIJrbtaVdl5bM%2Fc4m%2BKMNzht3OEgPXfpHbIi4%2FDlCBLenoVsVwZiT7zdzfj1fz43N8NC1gdelN1hSF9HgmJF2CjHNzJZdTAr2Iz12tnCPJi8d4p8ZFg988LIJptRsyr166NckWmlvcUR0ykSvmrLwaL8YlHytk4UvVcf%2BIyJ3c39h6A%2BsmqM9Wr%2BwgP%2FrC1fFi%2FAsjq%2Br5aZ6bV3PwFM8OP501YO3WkqB0I1ejD1iOQX30WdrIBnt1okjm4%2Bps4aLay8MwI1BgwfYTsIYM7554%2BAdEJFQHnev%2Bfba%2FJG293GghmXiyBWpYdFNNXoJoioDKq8A0gGGvyX38JnslCy%2BAvcXgkmyaCzF%2FOXHg2K0qlYg27UX%2F6%2F9lCmoLf2UehzBCt4yEW82QPo4P6laadtAAAzvE1fGvYeX8990yNUNm24lVkmcjZP4pqwK3VrATz8eR4%2BxI7oBa37eiTDxahaRWKyb4iHKMGFpekE5CogT6%2F4udr%2F%2F7xMNPzGatS8%2BNxy7jBtOk2PLiJH1xNAnn9feX7lf56NV4S3N2CNZx%2F2WM6qVTHSL4jdLdCI0wDbi8C2BNEYWB8D%2FWtMzG6dtQSJ7Z7LGYlfaBH1htuNrypsDjCTXmVJVDs2RqqlWXpHoam9YW%2F2MkjMzLwS2Vvij2EAr5AmZcM94fjFUvqXHW83e2JAFyy9U7ta3ISlOKUHDp53qpiraEDTyREb4cAK6JA7TdYnFPRwO%2FjhtAauzCBanX02a7gLJ784%2FFnaq5Tt6k4sgf%2BacXOAPzIRZ90%2BXmuJK9N2RGSiceOnqxPq64BSl9IEwkwGFCeGqdYDntumAoUTRhRs%2FcuOew1JkpjdVsEAl3JJPXGtzPOfOi%2FDzw%2FByrNA%2BmCrvG1PBquS6rL36ANVKVj%2FWQLOg%2FPfrIEt3TYqxAT5LclgJfCvmprpArTpnPJQmhIzqrEaEeKuVT0xite5JhaErMJ5LFB7W6FlwHdmHIX%2BWqXpgo3ydeRJ8CalSxBpSK0rjJNumISb5OZX%2FQDWQNuslY1gpn1S5UmUNeeMYp0fcFO8brp3WnghKYO%2BGyakqFvyKT5bLNvjJpoGq4sfKBqTPGi%2FBAvftcDV3bOlZN%2FuzQ%2FPrTp4ghCNECUOLBibLwVZuy3Xvs56Ln6%2FOu9h%2B7hiF6wwFZJALRA9N5aLUNUx2Gp7AFsQwvDV6mY970uh%2FT51gNVwm1v%2BBTBfPQkkc3%2BJFkaR188ShL5GjxSfbvxzDIAhH%2Fkb%2FYQVqw0V9GUuKmJhwLW6DcKe%2FzT2wXl4%2BR9h8aKGnblJ74ZdTOeqXSJH%2F7T4VCGRYZEV3C3E%2B3qhPXywK%2FTX72pOjOTBwISgGWLRCBnw6rw4qOMdRpvvyGlPFQ263m0F%2F5gvhmQd5%2FwanFIVI%2F28QvBqkfUsDyeOAwGGqZf914rchP8RFG1%2B%2B1Qh43UMssnxiTh%2BC4Bnjs6Yj3JpHB2KovoUcC0vRax84PnwGp4msjRtPnH6akf8ywOZz%2FTQGnGjVELBu60fstjQm%2Fjqyoc50PSZrIvE1ZmI9SUvs%2Bm%2BEmJ9E2CsPKjQ6ouiLKr9OeyZac%2BUFiaubYlGsKgUvg3fkJ1COKAOhQ2%2B7CXla%2FJoWFcbLftoaiLjWywYdtXV2mZklX1bcTmGQaWG4EeZ22P8WPbA2mu3YZvfB6ZXzl0O6GrJj3fNZ9azvKuv3FjvZLO4OjTu6c6CtCjhdUaa%2FH6G%2FkD7ELk%2BjNahgBgsKfwibC8Qw2TMk3Uhj1F8Nhbt17FIdXMexrypX6iOpfcp94o5dFCWWLtxfXFPz23kS%2B2cbpJOalCEZB%2BiFoAvVpY7iG3eItSLD75aoCHXpOuVhyDXAKLv2yG2tzKd7OvqX24FUB6ucvcZbqAg1Sp8dUASTdkkaHPDBvHlHI8VL%2Fgzu9DOh4txqwNQJqVo6ZSUzY0SNnF3jJ0QNaIpaqdo8eNszzF8XurQy%2BgDOTTHc6aD2D7wIcjXvtGlGwLlIsPIoEXKsHLa7iPdil8a%2BNACQNKNQGWtrzv7W1mG%2Fvk4lS7cpN%2BideotL39EzZ0rTrIvobA5RYW1uw%2BcBNGaJdfRxKlShdeeHLx2bFOb6JrJkFAc40u8c9totE4bUeAVLgh1XJuByqKeAJjV994RFeVPWXRl3XVA0jk%2Bt7czPM4FYYz0PqgNb%2BaqKn3CRuiM7GnQ1f2HIWpF6E90uPRPRZX47jzNIFW4tENtjgu5%2BsTiwAZ%2BNQm6pPx9eJzPJ4wD0PmHlZx11q9bXtKbCO%2BwBQrtiDaZ0dwNi7NL%2FX87SpGgVBXf7P5CzZhfoi3U7VCe83Ml6BwNoSta8x8XL6FZNqVXMR6u8keqNaqiZHx0eY5BV8OO4W24O5tBLEodt3rW%2FCwZ%2B4JUhLEnXQg%2BuaZN9h0R8602x2EzJSP6%2BYxqiFSf3NmcGV2ltur498xoOwlTCH7frA0okNmEUQmCevjgSo0TPRmq64WGqmcUfoDrRLp77YudwtELSk3UVcTDgryUReLYXsTck8bHrK5RZV67OutdDuA06nBoJJXHbh5aAH4HKJtRpKitUZLA3BcVR58TKH9s9UrlBEFOEvK3usKUtqdK3tcLbA7%2BwnIOGWi%2Fc5baTdM5KvAdL%2FYQgvF8hJlWh0%2BtOfW2JNpk00cOMXbA1w34OO14FIID3SWIxkfbuBg4wB8HgwqRyenY1j6ydaUVItDeO5nleTM7OrwSZnXe5klEFAM%2BetB1Wv51%2F5hPh4P3FqaY7FQ3eUfav%2FlbapsTyTVe3reyb0dcV3t72cNO8N7QQ%2FWV79yTHXSOmAocHdPajhvL4ATO9YbMPbYQ7NhaaZTTL5a%2BHwz%2FF2Y0weZATklX%2BX5KgMBXNSoqzOuBlNqWw9nrtu8EB3JOTtY%2FFEQrzUdlDmJ1sKQEkv3P0YO%2FOFR2FgWApUy8XmLkARnYF8qugwtmMxncCO7uqbg%2B1sdixZfAJ6%2FgORYf1zfd0CgvvRfuylT%2F7ZscIvPJQZ2AFEAMmqoUMoHrNLBT%2FFbkrTwm4TdogteRIvjYE36p8Xjspzc335T6cLmpyTRPt4JMu0Bn4k5tySUFOKQIDpI8AieF2sAmNETcKTSvOVWPn%2Bra3n9m10B929lDCQopaErAPPnWZrThbyrGFCABymkgEJk7y14Ai36G%2FsLBDQI4m4E6Z5j0XQbHcCxekhAqzgIhF%2BVLVoGBTeO5ab%2B%2BKT4dF5af6YUZ%2FpMDDesCrnPhy9Roc5E2q8arOiZfxJxf67PYMl37kcXqkjUOAthaEBZRpQnDLhL9ntKBhZtvs%2Fnk5LZanSwSeLWEemFGY1cbr7mxnZ8weEf%2BYbJZTJlclLD54t%2BT8ONmO5m2BeqQgLubiNo6PdRI99Giy4wJ1MGz8HO4yprZUd4uyvzsn3B5Rdp%2BOJGtRqa73hwDyq4eSR7mLCWre47ArdGDbU9ZJEUWP35%2FbhMTR9PgiAosXUC%2BV6ntzOvRmJ3TwNIX6WJACdHsIF6iFWgSYh3t4PXIp0YOwcZw0YfKoZsRWHYkFQMbsy40EdzgYkCpCe1p1EWJmY6mzZ0H0A0JJs065cpweqWOU8ekzhIDnt8aMfrlAHgUS%2FuAO6FKpEZApafUg7Vbm9riR72KjM6W6AHrCLjr50wHOOxgLQN5XnJfx6U6ln9zduvvAKcHe%2B2clmwd9dGSIvDJ7%2BrN6Tf0vx9fyxkf5dpXL1hW4jDo%2FqUB9YGH5%2BJ6Bh27GOyOx0UabGexvoiEralnNbF7%2BmkuUDND7qnzRMkSmXUbgtMYI40yWvy%2FZlfduXwGx3E6FvvU8%2BHT2oAvCwspw4Df1Ambw%2B7I5ajuW3gTiqm6h%2Fu7n8uR%2BgT5oyaCvKo6c7YBTeo9jCW4PMSoYp4AXs8K7e6NBcQcFVsY2581YRwJfeVHtYNtw8%2Bu8IjuSFzUE4wQ0QCskQ7h5U%2FT3G3BNg9lCVrq4c0vbwhWJ4LuZjZuYloPHSr38gO9eDO%2FqIspX88L4JGYQfOkqdBkBuhOXTsiEBqBgECllXdITPYrquUu5Dy%2BpGMcf5UCaApdiWn2iN5PwrH9l4lbF9yszc%2F23qN8G7mHiHyyjn1cPNkG2aGeNudIOGu2qEvuEMhnIbRfjCLUvsGBNZN5rKTA%2BbIoFc6dbVR9Mfy5NfOJfcy%2FlJ8eHaNEN847Os0pc9ts1MG4EmHTeVZofKs%2F75h7IRUYw3D2FXfNkh%2BqwafCc7KMpDcW29XQRLXFwyetwgsZ6XGtSF56NAOrK%2BHytE50VOIMuNz8ded77dEpW3TyLBNrjouGGljcnk7zXzeU5MMpKhWX5Tcl5510ZdJGKbyblRiAZdER2V5Ei9FymzJRkoo%2B83PV%2BQIamdrr3MGoEvR910bwhWoTIzX3fROLLs6Nc5l7idLRUYZhdO76OU7nd8xIV4OtxPOkbx2IyW%2FtiTg2b5K5VgdUY699KLv4wQ%2BDVSha6k%2FWzTzdMWxPn%2F0OuwB%2BhVyEKeN21GEneVYF1sowUg1uhp9BGkb%2BcToSXe0ieVyWMTek1Z1fk8WLag%2BdD9NAoTvbXUKB4UID7gUgxfuMrGfN5B8V7QGd9208VjYkS8UzPPJ8f3xGN%2FpST7ITP1UxO5UMmx%2Fr75bEo2z3ECGB2BioiHbCOo56ZTQvYr8KV51NETNZ3ixzi5dBV%2BTHW6FXxSv3l%2FzuwPNZjv4Y6PwnVUO3W4NPT5eMJ%2F1oRn2uspjj2QbRX2xHr0pVVpefuwB2ToSg49YPShU1Z5PiHCEgtKY4f55jPDUZzRBgh5QXBfmqKIEcRFHpaHYcR9VbGz7vWE%2BOu5dlGSd0PPcjBaLP4TnQOw%2BE%2FhwMlW8rd6pARG%2F3d8kKDmtLe8DZwbcgNzO84mc85DO%2BcYd9ql%2FnRaA6upYwrd1ozanozvxXS6ALkhAouea%2BI00QZwVxdcGjmVy0znSIE%2BrLFBEo5H%2B9CTszw5bMa9RepDv3%2BJ8Tafd1IbNDCp8zoNpuRivzLffFe2vBRlwWgpkc69nJ0UKjnBZwwkhc%2BUOZVwCbmcKT15sf30pnl3YdhkZItckeaICaU1XPxLxhLrcHL6NGjjcCjRLpKHJK7H6mjoRet2CJbI%2Bnvz77Y6SYQktBsyXySMLaIvj8yXomiqlywqatQxD4Q3owRc%2B02xKnX999DyeWtJka3lz5N%2BvjsDkoncQmvht0baQrfkIyP1L48wv8lqrwGyI4yebBe6iEhHG%2Bue72hw1vlu%2BeMP4Mt41EgMfi5EXlyWAZLm9ipJUo%2F%2BzQRGFz8h01RyyePiZyOLWqsrtyq%2BZkK%2Fw7e2K23E0rq9I0AI50SustwXAwuK0040P6GH4pIrmyg6hmfqNc5xesXjlzj6XFgpdQLSoPstIGzXw90uqux5R1SHhc8OBalNaElaX%2BEi3VQLaKff6%2FpqIlcyNBwMou81alTrp4%2FT3EceY5t1KC%2BmTZTCxRaWC2LHUZTYgTN5p9P51nUnrU77gw1eKwx7XOvw2og53w64SPrLkYR1WmBVIw%2F78dtj19zss1Ga%2Fp1tBlPsM0IFI6idgJEohm6FJ6SxRHvw1fYzZ2XPs2ZF7LO8DkOV5%2B51OAlO3BwzwADuRTL8u1nn0R8kuRP0cT2IzPCyCv6FjVnbQR4PJ4OZfsUC5zuIc8WhHSMqe2cAgbQNYw2d8pOuDgxVRxhX83xOVylnCxTo8954AAEmDpTcWnRl3OeInkPxMxbMDSk4dUps3VdI0lavc5PBzAdH2GNbQlHeFcQvJecxZM47vELiAAB8aDBksn9I33vrQZsL2zB5zOnbmS3UXJwOcsWYN%2BMSdBQkSyD7m98yypf05uMAyaGu4p8zQk3qZsoMdwKay4uwhO4XmDXdDSumPttsaIrvzt4Os0waLIsADLfM%2FKk5gSsSYdBPrvp82lu%2BYlDyNoeO8HmB6B7gMfByY%2BZg0%2FvvtHz%2Bo0N%2BvvJTt8%2FvAvFAaUvhrBhdwhwj4pf0ZqKdxrV%2FlV2ZGAQFvf3t0i8sz7d9tH5Nmyl8316oaXwurx1lgXhwzkqxphF%2B6kM5byon9q6zAqs6Vzyb9%2ByGgGVFT3fdQI69Iz%2FftCs2Td85svRCE8FkEtZO85UVdSWF%2B7sa8C%2F%2FOio%2BjWJbAZBJ7VoAcbpbe3a0MgoQhAWZosKVUc8WrmvqnYfkEJyzP4feEzad2nHnIe6WB6i2EfG5qz%2BIXS18OyMmTxiU%2Foyf4Mw1c4SooIn47wgjtL2lFAYvDOrYCn5iALWO%2FBpPRh%2F3lP3khteSPGYChGNclcjyQYezjRZV%2Fns9Fnjnu7N%2B5gC0afoKWLEShKUzgLzpEQPV8YQdTa8CfY0p0rhH7s%2Fzfu7uSHdeVI%2Fs1BtqLNkhxkpacRUqkxHnYkeIszuKor%2B8M1r2v3Xhe2IC96QsUrqrEUpGZEZHnREacLEpM%2F%2FjXWB2kQRAB%2FVQKZM7uy1luSae78RULbaqIrKXnZ3wqetl0EHMnsaSPrBbqSq6rxrE%2FFno%2BVo9Lcux5U4X99kZ85e8eNlkzTj456hQnJ3UXU1NIoh85KWsttT1gsbtkm%2FuWfci79WzP%2BO606uk5MlJjto6xvJXz3cOLGJFGMoDKmRExLOy2hRp9pY8cI9TFz0x2lFyyq8iLRRf8zsNUeDKPE4Sbfg1BgaHTvyfi1nx5IfcN9TMfZiobxoAMLheYC2FLYGqNVZzm%2BE3JwlgMOMwvGdHUpoW1Cgsp%2BLhwzCzwJVhpFQG7XD003E6h2xFB6V8Hl9w69CyFYmTk3hzcRJQbsOCtpDcsJyGFndkVJ%2BHG0ep1g1ExbLbU0ahoVwaRc5s4F%2FwQu3UvG9AixLEJAWVnHoqEDxTC8c%2FNkV09Zy6cNDyjRcSpiggGvGZVxMqGqOmHNwXaFLhkOCLbQWfKsUGqJzvt%2B%2BzufkZ1b7PHBWJN87qoLnmSCsM59J5I7UXo30lmEhmBOM8pEJCXblbelUqpiM8WHBXq2NHlc9L6iEMqfK2mPkaLp5V4YWUlAYMN5rYLqeD5Zsij9Tx4%2FTx5fsaycPjcFdIXDIIG3lF0BDZmSW0qkXZhV0TQWSeNWyyOHZyLCs2G7qFFgP2Zt8rb%2BflxFebriEclIcSIvBfma%2FEnO2yKlUlKBP6Fgjvd01uJ2LBY3If20SDOnjyoz2dNHosnQJVK5xHTN8lizJlrchLQrxYj8xPx1u6FoGlFjBFQ7Eu2YOod1JciiqSU2mI4BIQCmX7hRo0FG%2ByO%2FAFroyqdcsCJCXxXU6mjCGwl9saHu%2FEzpCSLhkz8abTV9cRHJ91bl8QkqPQ5BTAUK5Y9if3txI%2FGcHRv7hq19Lnt5UhoMYj1yTnFenPtscHDKagvPnqkO%2BQcCy%2B9IlkwoWrOu3lTli7%2BfIXiri4uSU%2FOEzXEoT7DTIfGr3sURxIs%2BZ0ZU3fnWIiLtRVwZvowOPhRQU7y4leLRQoPs9NlxE81gq2HLWJnZMjZxPUo9oAd36WdybPkfR5qemmkGcq11pVKtveTuoXv4K0Pl%2BxIVL8WXW69Sa66qalFkzVfQPncshzQP6UCn1s%2B5%2FvRky6VeOTK5wwSqunTH9wQm%2B7lebmvxpX7JsoTa2UEGp%2FQh9SZBsO51uT0e9KaYnb%2FFmdFMDAJakEHgmihR5aGyuISOSmndVtnd3ynxGeanw143LehstAJkg%2BkSGaR7u15r4Lplm69Y8wlT3My0IvuNNnBUcq72Jv4jT4%2B4LNxwicbxcjKQS5TgKtIow9Vu02VLEIzjTTRZxmoJbUVBM3rVccxhF%2B1K5qTbLzIUxXg%2BjKGw%2BiCPhK%2Fn%2BcRH7284xGiICYoNmzpN2dguuCZaIUKaBhNYUuFYqfYnGfzm9GEbxW6wB%2FChwkut7eVCD4OnwZ2B3sUEO1fs%2F0sZMhVfayrAI13bDilGSU%2Fs6U9BZqHZo45h0XRRUSYsy7kj%2FM3HT7N%2BcfKF6%2Ft799j5SaSuZgBQbTZxJsJfxdr13V9m9mNes6SLT%2B9IquuSFvcbluaYY30MO7JXqmO5j230oD2A7QkxPjeD7DTBV1662cYkpN3haqKYDpdstH7oOi3Iz4xMcfrC%2F3RsOV0fgrshHhCVGOQxeV%2FTDmewjg8CSsatXb0PN9D67dzAyY18PoYNDe%2BVHJF5roIr7%2FV2a8MfAqaRKaCqVlDvWFe%2BxOiIOiZCSymO64C0CrUjSi6mqCdZsgugtAMyWAZOwfAn5t8HMhHu4vC5wWgSmUQRGTVZ4xdblRw7U0QeMrRV12uMS%2Bi6IU%2BURnsR4s1odJ%2BnKMrs3fprRCwT%2F5W96TCo95NIjKWN%2BTHNuyVrzQbZzMzIyOUC%2BObvG58PgaTN%2FltHKGocLIiR%2BNZFCYvt%2BKLnuNQ4fBvyy9NieuyEDhGeXtz20AiwxQq%2BQdkRARxIeneQOjv%2FjxcMNTNWlGaV8BdzVfKOA%2Bfp%2BajdTe1vxllFa6tETpguaIS7a1UqJtZb4CzNSi03bsH7x%2Bd%2Bs94kncc8g0s4oWkTPV2GyVeeeRv1vMYWU31vPN3niHDiqAuTOEwz3ViV7pdVBOLva9tGVCvCLWXATjBTsXeDKXC7C4WipVDjvkoItCLyK2ZvJedWjfeiwII6nIj%2BaEGu%2F%2Fd7zW62RHhnXuSdEb4StaXL%2Ffn0wqARvu9CynuQaNWvg%2BqGMVPsgR%2FGq0iKh9vg6oTp4ynBlthY5ReMCEzpH39qKBRAB6V9js76Sb%2BuhcZwpDb%2BmIK97rTBLVcjipbQDOjoV34ax4AwUR4RIe8Ias9vLvHzZHFWFeZk0zHIdOF7ZgJMo8Kok5NqTrT%2BGaDR6w1SfkNoXFSxzeEtr0qXYR6B8y3NIako1%2BWzpmwRRPNTEOcNF%2Bzez1aQ4HqYriLYugHxjUFEJTj2bcqpmH8trrG7ncFalLweJQp%2F7ZBpWD702sKiMAgYDEE1RUqJ1%2FeXccptDh5ldnlsDyV7BZ8fBzfEdsoWPoSTefUuZNnjuc2tYA9otPRPy%2BeMzPpyPKun29LJ8cr5vaR8UYB1Mr7m%2BlILt%2F0YhXT3fsG1nS6P7%2F3PXIXtiKxsHz3dOY%2FTARFYX%2BYQI8gC81XrQ0E%2FcfZIjuhsY1OlMnkUVujN0H6lbw8cjNdUmBM%2Fu%2BGKLUGBQP%2FEQjR63lDQX97%2Bdej%2Fvrk1tSRK0Mcnmc%2FdwMvAllWy6Asp01yHVfloybv8Ut2eWrjBLIKWiu87aQNT6Vy0kcLtqfg7yP33M2sWIpBlEtbbHBk%2FtMrxU7JU0rnoOBDywfe83wN%2FoNMy9roS7DFLWjWL%2BOtH06oECtoJ8dBiObGZwtB8%2Bn3eZqGyHnz6XTXV9JRPycm1Dtpm9GSnz6vJRuhgEoiSBTsIAFyc67f6YSQVwJT23Tz3SJPvo%2FcC7Gm6aNYIicVMUIk29UWzqWUP0ilUcqAOSQ526%2FI%2BWFyJdgnHZ7XuyLtGxu8FGdTOVUJPLE4jWbPnvBpNV0espME7pJiajC%2FS3Wkdra10mTd9KvPrT9yciDjF8EAbT6W4RbiS7%2FRzOfA24vnIWMLEsnS0dQ11%2BNCzP6zjSZ8OTHBdOWw5OaNT4c7l4OXWY7Y363iummsmj1bhFHjuh8jTPKiCI0f739hgEHAaKeOIgr6LbolbO4ayAegYxNx3LBYybgA7ZFLSIeu%2BkhaA5fMl0s%2Fw5Id%2BnZvBKlqBtPeYhzRhmNvvqPTlvtqqwbaJsXzhoDM2CECnXn8euw1ATyEqvwBUehk%2FgaO9Ukj2AFIl7iA%2FupDoFGutF2bR7GmkC1ckg3zorz6mBPkxjClOD%2B46JfFar5NOoLtRxY1J47JW8g7xjzJtot7z7PCU7jhqSHmAsCsGvZzqw5Z9jLqBNTiJAKB18e1wNKEJbqd9W0Ui34jL5wkAsCF0NYj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target=\"_blank\">\n              <svg viewBox=\"0 0 24 24\" version=\"1.1\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\">\n                  <g id=\"icon-bearbeiten\" stroke=\"none\" stroke-width=\"1\" fill=\"none\" fill-rule=\"evenodd\">\n                      <g id=\"Group\" stroke=\"#25408F\" stroke-width=\"1.5\">\n                          <path d=\"M22.5606462,2.92393846 L20.6369538,0.994707692 C19.9289538,0.283938462 18.7815692,0.283938462 18.0726462,0.994707692 L5.5668,13.3999385 L5.5788,18.0273231 L10.1821846,18.0153231 L22.5606462,5.49655385 C23.2686462,4.78578462 23.2686462,3.63470769 22.5606462,2.92393846 Z\" id=\"Stroke-1\"><\/path>\n                          <path d=\"M20.8375385,13.1803385 L20.8375385,20.1264923 C20.8375385,21.5655692 19.6596923,22.7424923 18.2206154,22.7424923 L3.07846154,22.7424923 C1.63938462,22.7424923 0.461538462,21.5655692 0.461538462,20.1264923 L0.461538462,4.98341538 C0.461538462,3.54433846 1.63938462,2.36649231 3.07846154,2.36649231 L10.6495385,2.36649231\" id=\"Stroke-3\" stroke-linecap=\"round\"><\/path>\n                      <\/g>\n                  <\/g>\n              <\/svg>Diagramm bearbeiten<\/a><\/div>\n                      <\/div>\n\t\t        <\/div>\n        <div class=\"col-2\">\n            <div class=\"text\">\n              <p>Kirchenhistorikerinnen und -historiker analysieren Quellen als Theologinnen und Theologen. Sie analysieren das christliche Wirklichkeitsverst\u00e4ndnis, das in den Quellen explizit oder impliziert transportiert wird \u2013 nat\u00fcrlich ohne die anderen Aspekte menschlicher Rahmenbedingungen zu relativieren. Anders als die Systematische Theologie bezieht die Kirchengeschichte dabei immer den historischen Kontext und weniger die Gegenwartsbedeutung mit ein.<\/p>\n            <\/div>\n\t\t\t        <\/div>\n    <\/div>\n  <\/article>\n<\/section>\n\n\n<section class=\"anchor\">\n\t<article>\t\n\t\t<a id=\"auswertung\"  tabindex=\"-1\"><\/a>\n\t\t<h2>Auswertung<\/h2>\n\t<\/article>\n<\/section>\n\n\n<section class=\"img-text-col-2\">\n<article>\n\t<div class=\"col-wrap right right-small \">\n\t\t<div class=\"col-2 \">\n                        <a class=\"lightbox\" href=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/ms_II.3-Infografik-Auswertung.png\" data-lightbox=\"\" >\n  <img loading=\"lazy\" decoding=\"async\" width=\"1649\" height=\"1676\" src=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.3-Infografik-Auswertung-Lupe.png\" class=\"attachment-full size-full\" alt=\"\" srcset=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.3-Infografik-Auswertung-Lupe.png 1649w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.3-Infografik-Auswertung-Lupe-443x450.png 443w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.3-Infografik-Auswertung-Lupe-1008x1024.png 1008w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.3-Infografik-Auswertung-Lupe-768x781.png 768w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/II.3-Infografik-Auswertung-Lupe-1511x1536.png 1511w\" sizes=\"auto, (max-width: 1649px) 100vw, 1649px\" \/>        \t<\/a>\n\t\t\t<div class=\"lupe\">\n\t\t\t\t<svg viewBox=\"0 0 24 24\" version=\"1.1\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\">\n\t\t\t\t\t<g id=\"icon-vergroessern\" stroke=\"none\" stroke-width=\"1\" fill=\"none\" fill-rule=\"evenodd\">\n\t\t\t\t\t\t<circle id=\"Oval\" stroke=\"#25408F\" stroke-width=\"1.5\" fill-rule=\"nonzero\" cx=\"10\" cy=\"10\" r=\"9.25\"><\/circle>\n\t\t\t\t\t\t<path d=\"M16.5,16.5 L23.5,23.5\" id=\"Line\" stroke=\"#25408F\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" fill-rule=\"nonzero\"><\/path>\n\t\t\t\t\t\t<path d=\"M9.98263889,14.5 L10,5.45833333\" id=\"Line-3\" stroke=\"#25408F\" stroke-width=\"1.5\" stroke-linecap=\"square\" fill-rule=\"nonzero\"><\/path>\n\t\t\t\t\t\t<path d=\"M5.38194444,10 L14.5833333,10\" id=\"Line-4\" stroke=\"#25408F\" stroke-width=\"1.5\" stroke-linecap=\"square\" fill-rule=\"nonzero\"><\/path>\n\t\t\t\t\t<\/g>\n\t\t\t\t<\/svg><\/div>\n      \t\t        <\/div>\n        <div class=\"col-2\">\n            <div class=\"text\">\n              <p>Kirchenhistorisches Arbeiten verfolgt \u2013 ausgehend von der Trias aus Fragen, Quellen und Vorwissen \u2013 einen Zweck: Es sollen Fragen \u00fcber Vergangenes, das durch Quellen zug\u00e4nglich ist, beantwortet und damit unser Wissen erweitert werden. Zu diesem Zweck m\u00fcssen die Ergebnisse der Quellenerschlie\u00dfung ausgewertet werden. Die Auswertung ist eine Rekonstruktion, die an die Quellen gebunden, deren Erkenntnisweg nachvollziehbar dargestellt und deren Ergebnisse im Zusammenhang des Kontextes einer Quelle plausibel sein muss. Die Quellen zu stark durch den Blick anderer Zeiten, insbesondere der Gegenwart, zu interpretieren, gilt es zu vermeiden.<\/p>\n            <\/div>\n\t\t\t        <\/div>\n    <\/div>\n  <\/article>\n<\/section>\n\n\n\n<p><\/p>\n","protected":false},"excerpt":{"rendered":"","protected":false},"author":2,"featured_media":0,"parent":2,"menu_order":2,"comment_status":"closed","ping_status":"closed","template":"","meta":{"_acf_changed":false,"footnotes":""},"class_list":["post-10","page","type-page","status-publish","hentry"],"acf":[],"_links":{"self":[{"href":"https:\/\/www.methodik-kg.mohrsiebeck.com\/index.php\/wp-json\/wp\/v2\/pages\/10","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.methodik-kg.mohrsiebeck.com\/index.php\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/www.methodik-kg.mohrsiebeck.com\/index.php\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/www.methodik-kg.mohrsiebeck.com\/index.php\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.methodik-kg.mohrsiebeck.com\/index.php\/wp-json\/wp\/v2\/comments?post=10"}],"version-history":[{"count":91,"href":"https:\/\/www.methodik-kg.mohrsiebeck.com\/index.php\/wp-json\/wp\/v2\/pages\/10\/revisions"}],"predecessor-version":[{"id":595,"href":"https:\/\/www.methodik-kg.mohrsiebeck.com\/index.php\/wp-json\/wp\/v2\/pages\/10\/revisions\/595"}],"up":[{"embeddable":true,"href":"https:\/\/www.methodik-kg.mohrsiebeck.com\/index.php\/wp-json\/wp\/v2\/pages\/2"}],"wp:attachment":[{"href":"https:\/\/www.methodik-kg.mohrsiebeck.com\/index.php\/wp-json\/wp\/v2\/media?parent=10"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}