{"id":26,"date":"2022-02-23T16:16:57","date_gmt":"2022-02-23T15:16:57","guid":{"rendered":"https:\/\/wpt.mohrsiebeck.com\/edit\/?page_id=26"},"modified":"2022-03-20T15:44:29","modified_gmt":"2022-03-20T14:44:29","slug":"grundlegende-orientierung","status":"publish","type":"page","link":"https:\/\/www.methodik-kg.mohrsiebeck.com\/index.php\/home\/grundlegende-orientierung\/","title":{"rendered":"Grundlegende Orientierung"},"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>Grundlegende Orientierung<\/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-orientierung-945.jpg\" class=\"attachment-full size-full\" alt=\"Mohr Siebeck Methotik der Kirchengeschichte grundlegende Orientierung\" \/>\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=\"#wissenschaft\">Kirchengeschichte als Wissenschaft<\/a><\/li>\n\t\t \t\t\t\t   <li><a class=\"scroll\" href=\"#disziplin\">Kirchengeschichte als historische und theologische Disziplin<\/a><\/li>\n\t\t \t\t\t\t   <li><a class=\"scroll\" href=\"#kirche\">Kirchengeschichte in Kirche und Gesellschaft<\/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=\"wissenschaft\"  tabindex=\"-1\"><\/a>\n\t\t<h2>Kirchengeschichte als Wissenschaft<\/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>Kirchengeschichte teilt die allgemeinen Grunds\u00e4tze der Wissenschaftlichkeit. Wissenschaft \u00e4u\u00dfert sich sowohl deskriptiv als auch diskursiv, ist nicht voraussetzungslos, zielt auf Verallgemeinerbarkeit und verf\u00e4hrt methodisch. Kirchengeschichte als Wissenschaft ist <em>hermeneutisch<\/em>, d.h. sie zielt auf das Verstehen von Zeugnissen der Vergangenheit und historischen Zusammenh\u00e4ngen. Kirchengeschichte verf\u00e4hrt kritisch, pr\u00fcfend und urteilend sowohl mit den Zeugnissen der Vergangenheit als auch mit dem Bild, das von der Vergangenheit rekonstruiert und in der Gegenwart in Anspruch genommen wird. Das Erforschen von historischen Zusammenh\u00e4ngen zielt auf die Vermittlung von Geschichte in der Gegenwart, dies ist ein <em>konstruktives<\/em> Verfahren.<\/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=\"disziplin\"  tabindex=\"-1\"><\/a>\n\t\t<h2>Kirchengeschichte als historische und theologische Disziplin<\/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 \">\n\t\t<div class=\"col-2 \">\n            <img loading=\"lazy\" decoding=\"async\" width=\"672\" height=\"235\" src=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/I.2x.png\" class=\"attachment-full size-full\" alt=\"\" srcset=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/I.2x.png 672w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/I.2x-450x157.png 450w\" sizes=\"auto, (max-width: 672px) 100vw, 672px\" \/>\t\t        <\/div>\n        <div class=\"col-2\">\n            <div class=\"text\">\n              <p>Kirchengeschichte nutzt die Methodik der Geschichtswissenschaft und sie ist zugleich eine theologische Wissenschaft.<\/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=\"kirche\"  tabindex=\"-1\"><\/a>\n\t\t<h2>Kirchengeschichte in Kirche und Gesellschaft<\/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 padding\">\n\t\t<div class=\"col-2 \">\n            <img loading=\"lazy\" decoding=\"async\" width=\"533\" height=\"276\" src=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/I.2.5-01-Wechselseitiger-Einfluss.png\" class=\"attachment-full size-full\" alt=\"\" srcset=\"https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/I.2.5-01-Wechselseitiger-Einfluss.png 533w, https:\/\/www.methodik-kg.mohrsiebeck.com\/wp-content\/uploads\/2022\/03\/I.2.5-01-Wechselseitiger-Einfluss-450x233.png 450w\" sizes=\"auto, (max-width: 533px) 100vw, 533px\" \/>\t\t\t\t<div class=\"caption-wrap\">\n            <div class=\"caption\">Geschichte<\/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=I.2.5-01%20Wechselseitiger%20Einfluss.drawio#RzLxXs%2FNIsh36aybi3gcpABCGfIQ3hPfAiwLeE97x16tq76%2FPzJzROSEpdEO3o3s3CYBgVVbmyrWyEvzbgx0ucUmmWhvzov8bhuTX3x7c3zDsST7BX3jg%2Fj1AEI%2FfA9XS5L%2BH0L8fcJpv8ecg8ufo3uTF%2Bk8XbuPYb830zwez8fMpsu2fjiXLMp7%2FfFk59v%2F8rVNSFf9ywMmS%2Fl%2BPBk2%2B1X%2BOouTr7yekoqnqP1%2F9xKjfE2mSddUy7p8%2F3%2Fc37FH%2B%2FPN7ekj%2Butefia51ko%2FnPxx68H97sMs4br%2Bvhostemjav8z2%2BznhPzj7b%2BNeis%2F2P%2FOBy6OVVlTDxOmFjTzoHL2l%2F4L%2FGdt2%2F2WPIgfm%2BfN2XLZ6rMZP0vN%2FP8pk%2B3IU8KYoePP3S9RxnP4cbIttu%2F8sdbJvIzhUb0P%2F5ywY73KH4A3yX4m%2F3kbw7V9vuOuf3t1%2Fvbua7R8%2BBt5F%2F3Dm7x%2BCb%2F76zL8a6Y%2Fd1nFfsuI%2FscxfvpgsVbH9J9dhv9dBs%2F3DF%2FxZArEYhwLMAVywFH2yNcc%2Fe13yx3mrf7vuz0fpZUnuf7hgGpvPtv7DnU14AFzwJwzR5x8v%2BxOFKP7vnOHfXf%2F4z68HL35H8Ne7f5jK3w%2F9ONj%2FgrP9mfSR9PsfM2x1MfZj1axZXfwNI3tgaCZdwKsKvuKvZt2Kz%2FdffbTvATxAXzzrZiucKflZyhMA1D%2B72n%2B4%2FEexbMX1ny7YX2exf2cp6s%2F78x%2FQ4q9r6n8AChL5j9f4H%2Bz8v27Gx%2F9GzP4fDFP0fytM0f80TP8JUv73Yxb7n4xZ9P8XMfvvY%2FAvj%2FmPYvbfx%2Fi%2Fu%2F7%2Fm5jF%2FiVmu2YB0fqpQWyOy5%2FIReglLZrt%2F2qgPv5vBipBP%2F4bK6bv9s7zyP5vTd9J2f%2FAdn9hXDn%2BLOzfLUXO%2B%2FjXif%2By%2FoQkDS54Ttffz%2F0Fi%2F9P9v%2BCU1r%2BFv%2B6HRjd7x1%2FL%2FiXZQAW3P7Z3uu2jF3BAvBdwJHP%2BIFrVDZ9%2F%2B8OJX1TfcDbvijhHeBqNIA70X8OD02e9%2F%2FR8v5wo5%2Bo%2Fk8z8f8KFFP%2FlcD%2BOQYo4l8WGcf%2BK%2Fr412XG%2Fg8sc4Dqno5H2ZMNZqPGW1dAo%2F9BWvuXBQDcb4Ivm%2BGHjTLJOv1y2bK5oIWYPye4PNkSsPS%2FbzFh%2BlR%2Fw9jGZwz7RN5iNdLgH93xat6rwKtYA39YnaUj8H%2Fm3ojsbxgDL2EknXV8S2bpSi7pumvgQbo%2FHaH%2Fghe7Cv6ozclww26nPx%2FoEduvEQ97DbmU19ng0fkjf6hDvycPvY1CpleH1x0Tx24yYBQsTTuezfhSk1Ex%2BggYN0SfcMQ7sh7e7MwOAHhZblhLcNimGll%2Fs6NVylvqDjBM1BVbNJTDWedqlAX2HkeWmdtKrka%2FndTOogDHFlbeDGsBy4ckjq3jW8TEq1f6L%2FVFNM0oAg%2BtnlIFXf%2FE3iBMmEqL6De90MwK7MdUkchUiTF7tFQxMjPRmgyuleASf8DFynwkg8pEqojQ5SnhU8qjsQg%2FxVpGh3OD9mif6RuG1jW4P3%2Bd%2BGSSBvXQ33vHE15ptHGRZn8%2FHscJwk%2FA3Y0b52S%2FPjqSDVYspoV4KFd2uMipcTT4z8rvdVGfrtTTpNyMBFt%2B0Ndrd4OZ0rJRGDm4gm8ifGCfdGkeg4p2tOs89Gsrgp%2Bv9cQGL%2BJzDUxVQhrZAd%2Fags%2BsVZb6UbmBtUR11ysi5OfqSDSbek4CZY%2BOwfJ9%2F1UeKv1qxuc2sjRXkQYlR9ZThUOjLdnGMiDMsuJLgtsmwZ4KDogv4ZTpVr7j5yP7uSWzitEwgflC65CeLgKpJAidy0qU9TvN2GyZsGnuK%2FHkn1vj5noylfvz6TEST%2FDZa9Fcxqq1sh2dn%2BSlDsSetX02SerX0%2Fb%2BXHf9Koki7C2vT9gafG4Y%2BtESdJd%2BIogODnllYPsEHULbT46L9AobvuGIHwe2hx%2F5W37KAz33dzPO41siHqkZIjIrxlv4AYNnni0zTXVLd1x1MrjJUMUhkdxgVNHFkfqVZKaECrbnCF4Irl5mcm%2Bt2dHIHLzrNOOxUrquj%2FZiYGuXY34bN59n1CjtKGbOqxyT5nTeNbiWMNwuEqehWYncIPVv%2F8RPzdWE5hk0Qb4PDqEhSu35QtaqX8sIbziFkmOLRzynwCWE%2FNfYgh34iM6sTIXq33iM2zkZmNZC9GADgx7f7K6CC%2F265m1BqPkYyDuhwKmIZKoncCbx0M9ncCz69%2FmSCE2TbY7UaPkQqjHomVIHX8ucfNHixSN9EYEIA3oU1Ustu1w9wMmwJ8LGhS4aHzw0evV4919EVwNrz3Y%2F%2BxklM5KI3iuOlzDDZ3bU7zU66YmEz%2Fnb8kc0SdFxLbEYd%2BPMVjT3GpwrEuPA7xNxms71y0p6ui2BlD%2FqeWuF8VJPayLW46N%2Ba%2BpZ3Y2EZOpRjhULpyfN4I9%2BPy%2Bq48LCPCY2TB9LGgVBH1uVwnXCGTEsbvi33RKF%2B4mMc8B4eb86ESwKYXAjcX5KL2MaTGNcAlNlmUU4PXiE90v7jMjrlbfGYkGPPXCGu58QC%2Bjjs0CXRe9XKT78VQ89NFDzo8Yo45GzaIDmw9ZoPVx33HjHLFV%2FSZyS26iqcslGNenrZaaL70HhDkp7Ftw3Ox5aSSBkbvvx0Pc1ioc0nknmUQd8W7dibNH2%2BQajsAZux6nANNAv07hfAgyIwZ%2FiK%2FszNm5Kik%2FjVxk9ArdvwNTDknWTRxnlSyTUT83ekFEzUcYLZGfpT80uWS8Cy9XjffIRulRcSkkdFPGETlc1ae%2Fz9v51A%2BUk82osvS8pB4SfvNlxPlcz5b8EV75Z8FXKnjuWM7jaAMbxjGCMEwH9frTo496uGXnL9QwAST1fSF60wFMFU31bEpj9zYfVIVypFnYKdDOVahhR%2FEHApzJi3B4FxC4EdVuWCvWQEISRgCed7nbP%2FPzel4jijkiq8eKbKL4j%2B7H2jnwhDvBDbC%2BqcjLmc3QApRg1uND3m12XEYFJH4zg4BCporfUQa%2F5pXVvp5vOmMyh69MdvkhW6VTL%2B2laCMOR0AlGgGfsCF4V7UKSxrkyzJQEvex62PbyetO9SnLhwcpXhBt3pJDcr3AMg0Bg8FchO68d3Bm1%2FX4cfGnFhhN5mSmagLQGMReZwABq1SEPwGAYO%2FPZIhOYisPC4nGRT5nwwKyEZTQDz5zbbFCJ%2B3UW5vNnMoypEg1V%2B4nN3NlHPZ9mSgNLcYNk%2BHZjUe9rS%2FXhy%2BxUqfT6lgTo1gJoZ56meleL8dUgdmz386u5ssPXLI0bTPVIt4tOB3yPbezJfKb6ZVaX1%2FYqcQj4Dm5usmRxeA2xRInIHAtGWeuhQgBDqNez%2FMbrY3o5EBVmmeVt3oa3tT%2FMqRlqM0OHlkGMp1EpvZWcfiDvMvPrxA4Gw4HRieOFgeciZ8OcHYC5JeTXlTAZsDImk5SLX7JZAyJLSHXkE%2B0DeP9RbkfNr%2BzzZhfyeYDBPCORMB7f2A38LpZa4tkYXBVBf7YmsHZDh70mlIxuAuQhJmcDzyfjdeinJDwfVCd10bNx0tJGcokhdRHAY9jXBZXvL3PGy3R%2FuCvPWGF9jp5amMCkRY%2BR%2BzIP6guh8%2BmR8uC2qbq93ygzuOTy2Na7NFkGWxX6EWH6VCGHq4AsifAqmE334auzXR8FZiIbiMtD3TCqlPoGTXHjM70DVa%2FkN0vv32i1zHQbUM7yeGZ2o631p4ZMpt5rBfW7fowzj%2FQAejJGOshU2DDD3KkOwUwV7pe4YkkDGcf8LEpt6JsrrvbS%2FBCGQzxofOAYVD4WhLz15us4qYQjCvNkE7KB7Gx%2FLdxDUG7u6N8OclzoBWmAvNdvXlvUu%2FNIYSy5KiYLqTlXVWcn784RSq9sbFsST2AsS%2BhjsRjCTmW7KUlrascoRA9dC1vdqbboj3%2BS5QnYmkBxL%2F7eg0ec7QGm%2BguM3PR4nM%2FlTW6AwREWuB%2F9JfCXFnwcBSzGTzjEK1aMy%2FvsUsUoe%2FwpvZ5KHedIYCwj2SbvjyZdgBUyEQDyx7PdAM8CqHsmudyF6oSwLg7v0jOez7hRXVHaN0OuvJi8QJgSAOaY0J97Fp1q%2B8y5VLI0tpphCs2oYukFpOcdp3vhzWvo12%2BeOftXVe6MYvoKS7v44ssA%2BoV0nwF74ga3t%2BXxBRMD34Iu3E4hrzKoR1LjdMi1hMd6sGf37qY5DYztVlv54h2%2BkjVAzRJds2lpQakIUbo7O4v4GnGD2oxX%2ByC%2BJJPBIOibb1w9BhCRn1dnBhuUPWW0U9luVQZXR%2BNMzkPTodC2SioLAQL4Vw4Q5lkL7uHMaHZAwAzDkGKxbcD5b1m7QT%2B%2Bywdc%2BUVormpzIE3Jqkv%2BCiNmMCLCf%2B9OnrZld7pYBN%2FNdARWuI%2FtGOp5nt%2Fm50Ge2qGyBAmEIRdOjzwd1ffN94B3wXGtCZq8clkFyBcFV9OavSqs7KnYhv6%2BTyWz%2Bmh7yNu97opPhQm2jUD1NPRMbgt%2B1yJdk2aNBou%2FS4%2FH4xm%2B9f32veN5fLDWVoesJwI%2FKrC37tWaw1ijgR2BanyTzdsbfAFZbVYr6AUGh%2BpgQG0XNHggAGLbJN9CsjdFyyYGjy6VeDOQexlw%2BkgibIqLgKSBR1oVF6Hw%2BmYPZtp266Q%2FX%2BJ1Lv6CXrQnyI7VMQAJLh%2FksWGJimGOg9bdKgzgTKRrm%2FxdpS%2BjjXzhESDLLIBh2OOqOkiq6xRKvjJbYm4thiSgsAC7l6AnTRWZO1O%2FkFpphOEssLHxYatz1N%2FYemPB0hPirk67a14wyxQm%2BPMJd16rT4Ohtgf1TDWQxVP7Ht6luSCsD0h4JX8aHmSnHgZ%2FbhmaG52p45qK9X7rdxZ8hYdUf6WhLkvJR3XnTHS%2BUYXmtFjVcdMX%2FrQUtb8JweEbGZEQQE4meKtJJVbjcAYv1WNld%2FD6vYaq7LxhAi7450zsy9iAJaUhalgw7%2Fo9UUh3rH0g%2FQP85xHuIAMt%2BLOxYTCDKILq0YL%2F6XQsAgNXeNaYNoKvp0GfgADqlVJWCGDnJKv2kFY3jvZhxSDRg12EpizN8Sc6jhHr%2BpB5%2FrLvSB%2BRwrwmb%2FHPts9NH1mLwfx6yAz1i2NendVMrdBPQRgdARJ%2BJ%2FhBhbDqLjbcEz9jkGEFDqP8fQ0XNJGrU6GBuMYMjnwVq8yeG9ffFDtl1vh2PgwKJdZDPq7d0B7J7URA78JIo8rLHVnpglnf5GCGFTFbpkVwZ%2F2DirVMO%2FwGWBZbQyNImOp2h%2FLBcUBGa2D1Ny717FPxq4eKvjZEaPXY%2FriYfj33WgFjBXiiw0QtHyzIKkuq0KfMriLH0N2baE1LS3UwLsQt2GBuzjYfdMAdb1bPIErx3wmcjE0gqMIWJesQDrLE6onMpfWRIriRgsBvxrdyEtkZD%2FGQeBiae74GLYxeAI2YaKZ3tGvw7aPe9KyNkzV9ftka%2BPdoP5%2FHM5HU8nwaAidxkNZ9BHZYVdqCAiTVkpzGaaBSU%2Fn%2BiS6oXDTpdRG0NyhO9czcuoGLfGBc%2BOoxnkdkqJl55izaMjymJter9fWJjg9CXSMC4qAJeaWg5TMzdJxw%2BLGOWu%2BDqqai4%2FXxTm0kkxja5iORrmgWSRyTiM9xFaq1tceLtjqZzSHtK9wcuttnLVu8ZJnzUXluS9Hz%2FLle2RaGHLCd0PjsEKYbZkgHprKYdITl%2FmD5Pv%2FLBNBQVpJ%2FfL9NxVt7o8XOKzjTT0WIA0Ern0jhXI0htRcr0ocYL%2FpFbtaEAU9DuGmHXMH8fPHKAJn%2B1na1IoD4GoB2bvGufFAvUqegTUmQxvPjAVZjx%2BVVFuI22yWtiMTvbY6RjgFx0l44zWYfMloTEJPhRf4ODqrGBZx8ue3cDs%2BwjdaHZsKjWH9huoa29Rdv7VrlARauiC0wNh%2FcXHYT2eFknS8w7k9d53gA%2BJsAGeFPvFBi6nWETfZ%2BhaXPC9TrdakmU15Fut04n1PFo0IKOABTal8NlUMtK3I18pYAb4Ma4Xy1kSjFWD4AhGhRQOacan43sj%2BjyegVprQ1SGLrxRFMuNxXgJ%2F42Q7IRCYVDCwvmTWhCy5nE6pYi6kW9U9BHujsFD1sgXWkb3EwvdTWN6SqzSyhWxo08vyupj0VSR8D%2BczHVILYX0BpNo6vk0%2F3WVY21EqO%2FgQZGlbreHFOO%2FvVgXugClgqdgHjG0XoPGH4oJgboA8bhMaHu%2FQbm2WOg%2FKpMHmom9yWQSih2wNV%2FFiGItqdXUFH51rtq50njI5YY2iLl9kd6te6CdZFBlyUeorWszA1Di6BPXqaNChDHJUhSPqtylPEPI0kkMpvQHDYesyEkFggEsGqCCc8r5xtbxEI3iD6KQswNQV3yQW222zf93yJu%2FDVg5NAlDcPcBxb6gvA4fBVamb2UZDFO2zJMbmVbLK6g170ROmAMf962Tn52i%2BFJFrju5JAEnw3KhhKcO59pRtOnD1kJQSOlRlLbRK4DkzkHLuW8ZvZaOUTzwyW%2BaP2PgRUVT%2FO1QKJFKMXRJSLGC1YpHlQKFXDWS3o02TPSv1154NgXy9jD909Mz9Y4hmph8RagwWzGzNLPhg2IHUCel7xu47qZBMboKiYk2PwtSDEAeqRp1k%2BLoqAYXVXOWuUHwIzQ3RCm%2BUcR9a9dcBTcR%2Bmoif1XQkjkGb0PSCwsnf0hOOdiCLp8QDZPoa0T7RZU2ZBgWCRH%2BFP1kWo252Sd0MPufExBOrz9Jvot2rElJ4qFWvIX2%2FGnRCgqA5n7JglUBytpSmgCKO33lqY0412iocbXjB08nwApQ2VwxiqiYNUc%2BNFqFKEHbFBdZ%2FZc4dMBJZLMf4sLAWE32onTQy%2BbeqwtJ4A1qPyO%2FvssFrEp1UrfIM5udfr3beX9qIF9vUdjUkoSnf0UrJwQkCNtwZL7S0LhQtgDznNzjC4sJpnvB5EENcxW42BmTkqR9n7oytnvyRcfBYAUxKzT2iSM6bX0cugcvF35YrD1gPTUxv8N34BklzwpTBj%2B7co9cHqCgNqMZ3tQxxOsCof0uoutV50BER1mMcsPXkRay%2F6eeh%2FYdJlGDYZdntx0afKaak7v7MG5WeQJSqryp6l%2BTNk88FVliK%2BvjI%2Fc%2BQeDUwDsj6SQGyv47fD9wB4Kv9IsRfMttApjy8h12tKC8ke8p%2FRY6DfMskib%2F06v%2B%2FVzmRojtRWIJismMows0q1OMBwasd3zegb6%2FnRvrKTDtcOrCWPIFiwbU35xjaJR%2FcyHaTsICuQpxcZ5HarDXLG17u0px927WnVnlFrCpf%2Btgea469ZAdozwqEj4ZmS59BFUZRKtL5VRpQ3gRR4EWQG5DyW5mOX1Ygn2MGV72hi8z7Q9ezJMz8UAEBRxLJkviPzcxFQgL5nYQrNceSAGhu2IruLaX%2BKg8d5HYfhfT8AiOjdqc9JEc0OsjEWyKbfqqBqQ0d8wbarKxptS%2BpfC0rifcmXgr1miM0F09iLmuPFJBAbNiYTUPcyMDlzNJbGk8LBvQ1IniRJIt3%2BuPznCWMP1tLH3pKfQ3eoEC6FZwpDFo4fVrPkzkXSeMOQ1GPF91Rx9fFov%2BxBhAeCu%2B6dayNM4K834Oeb%2BpuqmfCnAoySaFr%2FQwb%2FWdlxG0EG6t7597ICYVVD9CqEOgo8rO4ikWHE6%2FcTMBD1l%2FgkR1fH0caVAabxJ5k5hnpl6oU%2FS3sPTffbeWj8xDNXGZEmdZ8jrAyZsrCnlRQ40h7bVz0cbO8QpWP0BG3RkHfu0jY8UvZ4TJjKt%2F58RRVMFHDCsHSge8B4duSdRruJtmq2oqxuqNO7U8eoDr7dH%2Bwn0jQxUP1Nvq81FTETnMXkJuqZ4jOSzbirHYSGsiVzAKHq8ViQyHzgTzKWWRjuVhPkHy7exO2l2Dy0EJ2TT2E6icBOLB58gUdrvmC%2Bi8e0oPuD6wzAR8Xa3lTuAWTvswR0%2BgsMIbMepNgwN0lPFYOpgbRmwS3G0R3jIF6Sc3X5y0yualRZINBGT5%2BAegDCpJCbcQHpdn8kRmfOprziVNG%2FvhRhpu%2FvOkv5IQrEreIf1fV0wFxgTMBNVwF5M4x1%2BCo6%2BGHY44WN49mZ%2FaqRrXOmBB58He5jpQrkKssJcRWEFH44i%2BzGlkojiS5p4YGl%2FOwGns5ZrzbFIGZNMHFNPywe0LXR8PPC2DstYBwhG2DZEfhB7T8fcudoAjNoqJKMHJVBevtrBehl3%2Br9skx%2B9vyxHh4t%2FjSXQMtNqbZWhhbOVWUT03eyj43Ub3JX4ZSoL9YWZKOQrzERaxDeI1Ad%2BGt%2FpKSdVXq%2F6iNemjhhj4AzOcvnII1Gho7Yvah7UuV7HpPxUI1xq7uei%2Fmke3GVp7%2BZPCKNtlJdm7OFHAhFAHyRoy6nV7C9Bes2%2BBa94Xy%2Fz0yXpnd5fbDOkLjGQg%2BeF7yhgbVXQbLQKRGHx2vN%2B%2FWss%2BThb7lmuR8FWhVElARpLt2s5qnR0AsemIgkmsiLUwq5%2Fusm82jzVCGHUdC72pNjKoAtMNT7MA%2Ffnh7ZgwsE741yGcsSQfp%2BHtxlfNpTgbVyL%2BlaNAfaTeTssQu6mD5u9mIwnEpkHa688MWM4pkCcfrxF0xfEn2WsW4Uwx54QPFwiokIvJ7ldiWESKQA2gGk8%2FG4shHuZ7I6ejUBCMc6mJYMoES14L9JbXPJ7QBxQFlsofolpUBe03R39FA%2Fft3U0G%2B4x4%2BH2VEgzIpjO3G0S3RN2i51RhKj1c%2FYpax5DHfVQaczf5Qf8RLKULi19PUHnlzFyPsIe7yeB8h76H18hvnzwT2JEVPA%2BRXKXjH%2FDdeiEipqu4nJAElZhXzuGTSnZ3Ln751elHYPcaB4MGcZ3Ewkexfr4JapQL6CyZ5ZAWTQYepCQHviPi6kpny8xdfGy4hnC8OB4oEn6K78vUr5uxP8advmN8L02c4zALPOBRJNFMD8ytd41mq%2BeKIoUDgTYvMXkNZGPY7eRBnfCu%2B0EZPqLLQfXdrNtch%2Bc%2Bm1m7QtKpq0ET8qfl5jU2quyJLq8%2FtTYbAmD2k%2Bi%2FU7H765mjSzVMQ69FNjK94NbFWug4Xqs7PI7Jhl385c3hTjecIfeeojZP4WckY1TBDlI7%2BHKqzkxIt1u4bi11wJk022b8nst6W0KvYAhqRTUQHFBCuDGGwUU78F9dYOFdY9yrK8sx5SMYgyjPM5PMRZu7KqiplH0YAJx%2Feym9wziTCffeXDEaSa%2BCcSSA%2F78%2BqVrIFnTN%2ByABAksr1%2Bt%2FbLcn48mCku8VPHPJ9w2QBXppHW2EYmjMpndFIxT3wDUVV6fej9Ag3uPuJHMTV%2Bk6LW96SEBbn4Io29Lz9yrtfRfFPu4RdaZPKdA3HNT8sP1kFDL2LE6ZLUAN2SCIQp%2B8hMFXDwoKEsSAY086y%2FSuyR4jjL9cFaOtwXHpOXFn7YfONVyhIHoZfns1Yw3SI5uqPNwXe8SNzCifm16SeBs6LLjvviYdrfSoHZ2PYXR9bxgvtRS8ctb6qFxGIM%2BOGmsuCVPfxEotbKVwX3QnIREcreDvxGhu6lsFYvg5TPwWxnMJfxjZstWAJ2iLs4dZ6EDjgO1N%2B45qn4MO2%2F1nz67SPKsY2%2Fl9mqSNEb2uOKukq9%2FHHrPvHn6ahBHagbIC0olTOdU6nndWdfbdKdY5nxHRMv7AADOkAOsB49YRRuZysEYotf6K0TClNAKfu%2F1TSWsF1PoKuXPHwsKLM9sjDl7hs%2FqQpmUXrc9iSY5nMDUPCA%2Ba2crYUopfaMNMkA%2F5N5hbPO0Ii2etU%2Fy4MasSt65g3MgBxAXsj0XEQQa41mOdJJXU2MDSc6oMfiZBLE5SQ1KoyzfVRi52xJz9fdBOXKl915RoUAlAjrXn%2FBzcHHPsbNY8i42vIFtxugot8nteKzYb4T5BofRdSIV4s%2Bn%2FB7LRTNj0xqP%2B5P9gdpfMsMPCv0E39Gurd56e6fO1efOM0AzoHWCZDnXS0t1yiW5mcW%2Fq3ERIGkpknudOJWMBKhANYqBnoGUxFS50%2BN4%2BgnCGARtfD6bpvXZ3VYdrScZk2G47ukhKkct6vyJrLrm1mFP4VMtnNRgCZMD02xvY4iFzZHZucYsYYOZh1fNqbjQVGX7lgZV2XzvCgvs7sXzRGop05Zowq3c9%2BaxHUOELUmFPxB%2BoUV0W5ibbz4TAC1Rn%2BSzedrp3L2zCQGd8S6Gl%2Fpj%2FA1W8BdR7s4wsk2d2eZepDPZ2fWFkItm%2FxL%2BkGSuG67E4H%2FiZHNN29m4TlEa7Kb7q1K22NkitF4xSKd2siXQ601HbEA5ZSi7ey0PnzmZdypXvwooHtdEPHSGKYIo1SIajVwmVICRLiEduR%2Ba9ZCOpuA3jLSVegNnjkm%2BTIGTpJVelyXt7PeiW6twEPJbrGBPJAq3PiUe6vVMrmFIPueMN0d4aKg7L4ustNYw91b7xQmH4F2Y0jz82rJi9TpWE9prYHm5zejdMJUYFpvl2lD7hvAHbhKz%2FIXyIqe%2BcYtY%2Fo87RHJ0NpwqGcv5rPmFEvoCyrUQft3oyLfqFHgTvT5s%2BcJkWSO8fQEqik%2F%2B8U6vhjsBWM86KGBJbseKlhgCWt3ZryanO%2FNeC0J2QjE6OZDBHEsEeY4EZdLvdeNy16FxK7uPpEvhTdSzevfLiv3KEFvyzq4yq0N9sfutferOKLxBcM89XYbj0S%2BIgOBjpDNdLUwXQNt2g%2FpQb2asOfj8naPhBW%2BHjqVu6A0oxxiFfKNyP4RN1YYdyDlFVP7jCPBG%2B9N7QJCdFwHs4aF43%2B6zCLNnfAOmmEKYYkHqlq7KI1PLsJ9vhPE2o818QysXcaHUAOtYN7W4Y6IpUEwpOeKgju35Rfg3GM07NNIRXSLgBRgvitl3NUEVDLQtvjHJXBvMMoPOqMgDCf0TUQgb6lzcTrQf0nju6qqQgg9AnCFlxCr0agn6bLIW%2BASzGvcrlfO2Ft8pHnoX%2Fo8TYAD2JbzSNCZG4%2FxGLLwp8Kp%2B%2F1t8fl97h8Q%2FuGbAySHY4G%2B7t467Tt%2BsRBk73%2BLUwfCCTXn%2FSsWh2Nzw5evecJ1D6n%2F5sY36kK17OPAD9R8l5xP7E4IiZdqf39pVE%2FQb%2FoE%2BiWuzshSy%2FbN3c9DjoxHvC7hu4VWowiF7BL2C7JJW4M1u8DXTT7xIsm82M9o9d6UPqMNVF7Up0Wprpvo163n%2ByPyE%2F57O0Z1pDYdd8QPbgEdPSBtmy%2FofCUhXoh1L98KEGoXLHyBBZhkt6PE%2Fn5B1acTRytiOzT8z%2B5PgiZbonoKcegXwJUd2EWws1B%2FNlEIxCdv%2F%2Bj72hqnn%2F4I2CzX53ZpP7D3qSz8BbdSmKiBex%2Brnzcx9ltzA0mzYxULsBKalhu5IVuvs4TgREDm9F%2Fir%2BYWXsBaXcatgJ3gZbjAMIVpiNM4%2BaYr2hMYB2a6Knisi8ICaacdUQQifLGP0Py4zVUey9c4YhzGBqMCwNt%2FqhnPogCeKIfsKt3id7l3dba%2FGrgSfIFomTSY5yPxAKHtEB6ybt2ktj6bvoPnZ61v1QXfL1EwerzCzkpBpTpc4i5ZAtfxdfPSyNxAPornYyDNAimix60WTJv97sC9kggOOUKUJnaUNWe%2FsTeR4AsRR6TvcXyztIwUhsXrHI2dgK3pUovEz5K7gQ7qneusBObM2uHpYo8o0sUXS%2BbBzmT7ESyeARwXoVEuarhSSORA15xxUlnafE2MkBbfHRY6ESC5swBB%2ByIUZiLfgUz5TNhLCh4t3LTApAIlHntJcanzerbqTRjzfuFAHuSIym%2B8TTvNOCvybcsE%2FnIlaCu48TJ3933I4wOVkj07kKrR35cJeCzIBK3irJdwQFErOGT%2BQV%2BlD4vqhz0d0oKyTW58ZLafguCVAXx%2FMFLU4wEwXWRK3TWHNClVCJj%2BJjT2e6zJh8DG82YMPQPAJ0zzDXCYMxOZNmn0Xf0A9D1qzmy%2FlXWU2G8nE1umpgvWfwUGbqoHW8THrRUtngEGAzT4QQaD0sgecLQuVtD8A5I5J9faboGhJZUZBa7Cq%2B0Nkm9A0ee1u0p3F93W3IMbbyJQPb%2BKB0nzPfDkRNNA9GV3GqXm21w9yPhd8ktomNK%2BcTQPha58qpBJJ6TTfMRACIAZeSeBIS3WsOcvuR1AL3PjeG8KCjRn9ya8hqfbn3raZ7MD9ImlOiXgz0CFbaBeDMJSEq4oQISr9HuzojPzQeYp9aBU4OofSaEXK%2BoAvrG127EEqXhmmDIjF2FC7WRbCus9YjGdEwsrFo%2F09Xz34hG6y0UsT8iNPfSDkMbEatxh3FplkaM3LD5MfKXyOY4QsNlOsJucjNfk3cjthOEDjM5bqqFUiZqgr%2BPfNFl4obfIYM4gjHGNU3vyeUul8zSpnyz2fYF%2FzuyhtZ%2FUuWz8WWRS%2FlBI5OuJwdowZ2m0mR0hb1VHsx2oAY8kz%2FN9aXcBTRilXLqlU9whyMt9Ae4ufmGfFROpsmSayFNso5%2BBuUQipiE7QW1dksvPpq8JcNAAs4Yu7QasNSg1bFM6eA%2BFHVJUg9DehZShVPoYmdM9kLWi59zNEag8%2B8tqlNRLeRvJ2wCkvFkQmiseETLSg8UeKzvagp1bUPKJYpkxjW%2BjrVAQt70w0zhnIZTdz0RqIWQWOLBxakNEW7tFrGZFXbu1c3yZLsJwt%2FK2AHLSDKyYeTL7PFzqc9QjrnawjQmR76UjDKdaEmTTNGNS34RWvedX8aBEAshj4ltDJda60xEqk%2B1zDiByesutFCYbKNynfPHAsRs7cj%2BG6dfJAFDVBxlmT7UhcVO4e1iHTG%2FRETbgKIAdwv7Utwg0uPuZMqT3PcXSNczHiF1qOiIKZritJYgD3wHndNX23XST41knP3WZ9ekJQiJEZE3NI3wOX%2Fp9Zrv%2F9rahm2IPMoBKZlmaeqBf9qFFojwPz9kB%2FpTW91d%2BmsI5wm1pCcBw0bo%2FXZGcDwxWr1j6BsaxfDpS2CuDhd46wt4d588aCwbCBAIMqGeX3XLXtKOq7RrAR1u9xkb9horfocre2dkakIZflI%2FT9FT%2FUMc5S6Y3O8rm2AWm8vF4%2Bb6hQcezyj0l2oF7x098ESLAACbvAPKnKMV5LixA7rkD0CU8728ittPPMSGN9wS6MwKzkxSkiAKC%2B2pACyUcP9i0oD1uXXvUeC7ZGKP1fxTrW3yZLBZnllT99ixsMr5wovukWh8WoMa76wLxl9EycvKzm%2FYrcIiH5%2FRm8tuJV%2BOGDkFHCk7y1NLAni1SVD2sGtbDp6gHDA21yYzWkrPlNc%2FDBJtW7HdNh8t7nMm1NbgmWpts9JQgmFK8IsQFxF8stswn5s2ga7sIVUb19l6eNMQ50IHdRNjvNJdPtYGLFhGA23XkFMrrrhCwn9mgX4P0iiHmfIFHtJBZbEpgdLTj8IDLJbbSnXVvHx367QebggoKNrKlo0I%2FuR9zGIKzsfM0J%2BKq0uciYFR%2FRF8veB3pE%2FAEhZ5xlC6Bd%2BjnDgQExNQC5olH30zJdkl7gW0tgMvb62NfSUNPWb9yzaOdQf80hJRvLtMvETb6dduyjNKUzfHbYJRCWG3C0kSjEtQAJsak%2BHDnKo9SMb014OdFySEv1sk%2Bkv8lrfjr4JuIeAW1u9GzLJvQuqtVlZ3HRuUWfz8Jwx1%2Bdo4QsP6b1A558XGYEmRJT68ilisj0Wf%2B7Ga8mh8%2B92fDAlaH3s%2B6wpA%2Bj4TEC7BRDu7kMmrgV7GZ67UzBHmxeO%2BU%2BEiw%2B%2BcFEM02I%2BbVa9f2dEWmlvcUR0ykSvmrLwaL8YlHytk4UvVcf%2BIyJ3c39h6A%2BsmqM9Wr%2BwgP%2FrC1fFi%2FAsjq%2Br5aZ6bV3PwFM8MP6ias%2FXmkqB0I1ejD1iOQX30WdrIBnt1okjm4%2Bps4aLay8MwI1BgwfYTsIYM7554%2BAdEJFQHnev%2Bvttfkjbc7DQQzL5ZALcsOiukrUE0RUBlV%2BAYQjDX5T38JnslCy%2BAvcXgkmyaCzF%2FOXHg2K%2FpMxRp2o%2F7of6qFNAW%2Fs4%2FyNEO0jodYzJM9jI7nT2naSQsA4Bxfw7eGnfcXtWdqhMq2Fa8iy0TO%2FlFUA26tZiWYjyfH25fYAbW4bUeffLAITas8mewrwjFqYHFJOgGJGujzK6Ze%2B%2FfXw0zPZ6xKzY%2FHLeMG06bb8OAmfnA1CeT195XvV%2FrTq%2FGS4O4WrOH80x7T%2BUx1jOQ7QncrNMI04PYigD1BFAbG91DfOhOja0ctcWK7x2JW0gd6ZL3hZsP7GRZHuCmvsgSKPVtDtbIs3cPQtL7wFzt5ZEYGfqnsTbGHUMAXKPOS4f5wvGJJnauOt7s9EYBbtt6pfU1OglL8KYdOnreqWGvowBMJ0dshwIooUPsNFudUNPD7uCG0xi5MoFodfbYrOAuKfzx%2Bp%2BY6dZuKI3vgn1bsDMCPXJSiyw%2B1krw2ZUdIJh47erI%2BrboGKH0hTSTAYEB5avzJchi1YSpQNGH0nL13yWGvMVEaq9siEOhKJqk3vp1x5kP%2FfeD5OTzTPJAu6Bpfy6PhuqS6%2FA3aQFU61k%2B2oPPw7EeW4JYOexVigvy2BPBS2Fdtjc%2FCtOlcshAakrMqMdrxyVwqeuMVL3JMLYnZBPLYoHa3wsuAbky5i3y1S1OFm%2BTryBNgzUqWoFIRWleZJl0xibfJzC%2F6gawBN1mrGsHM%2Bn2WJlDXnjGKdH3BTvG66d1p4ISmDvhsmpKhb8ik%2BWyzb4yaaBquLHygakzxovwQL37XA1d2zpWTf3ZpfvjQposjCNEAUeLAirHxVpix33rtx0HP1edf7z10D0f0ggW2SgKgBaL31moZojoOS2UPYBtaGL5KxbzvdTmkz7ceniXc9oZPEcxHTxLZ7E%2BSpXH0xaMkka%2FBI9W3G88sA0D4R%2F5mD2HFSnMVTYmbmngoYI1%2Be2KPv7xdUD5O3ndorKhhV37im1E3g0qlS%2Fzwnw6HMiwyJLqCu51oVyeslwd%2Bnf7Um6ozM3kgIAFYtkgEcjasCi8%2Bylin8fYbUspDZbOoo73wB%2FPNgLz7hFeLQ6J6tI%2BfEKx6RA3Lg8JhMNAw%2Fbr3WpGb4CeKqt1v53nYSC2zfGJMEo7vEuC5oyPWk0wKZ6eyiB4FTNtrETs%2FeA6shqeJHE2bv07%2F%2FGGexeHsZxoozbgxasHAndZveUzobXxVheN8SNpM9mXCymyEmtKXaoofKZG%2BSRBWfnRI1QVRdpV%2Bb1t26gOFpZlrW6IhDCqFf%2BMnVIcgDp6HwmYf9rLyNTk0jIvttj0UdbGRDTZs%2B%2BoqLVOyqr6N2DzDwHIj0OOs7TF%2BbHsgzbXb8I3PI%2FMrh24ndNUk6l3zqeUs7%2FobN9Yr6QyOPr17qqMAPVpYrbEWr7%2BRX2AXItef0TIEAINRwifC8g41zKdpojbsKYLH3rr1Kg6pZt7TkC81hepccp96o5RHC2WJtRfXF%2F%2F03Ea%2B2MbpJuV8FoqA9EPUAujVwnIPucVblGLxyVcDPPSadLXiGOQSWPxlM8%2FNrXw3%2B5rah1sBpJe7zF2mCzhIlRpfDZB0QxYZ%2BsywcUyfjofqF9z5fUjHo8WYtQFIs3LPqdSUDQ1SdrG3DB2QNWKf1c7R48ZZnuL4vdWhF1AG8ukOZ80HsH3gwxGvfSNKtgXKxQeRwAuV4OU13Ee7FL61caCEAaWaAEtb3vf2NrONpbg41a7cpF%2FiNSptb%2F8IG7pWHWRfQ%2BByCwtrdh%2B4CSO0y09H0lOVLrzw5OKzY53eRNdMgoDmGl3iqW2i0ThtR4BUuCHVcm4HKop4AmNX33hEV5U9ZdGXddUDSOT63tzM8zgVhjPQ%2BqA1PzVRU%2B8TNkRnYk%2BHruy5J6ZehPZIj0f3WFyN487TBFqJRzfY4ricr08sAmTgU5uoT8bXi8%2FxoGAehsw9rOKutXrb9pTYRnyBKVZsQbTPjuBsXJrfJ%2FWzqxgFQl39yeYv2IT5Id5O1QrtNTNf4omzIWxdY%2Bbj8i0k067kItbbTfZAtVZNjIyPNs8p%2BHDYKbQFd28jiEWx617fgoc9cxRISRB30oHoGypvsOmOnGm3OwiZKR%2FXzWNUQ6T%2B5szgyuwst1fHv2NA2UuYQvb9YGlEh8wiiEwS1scDVWiY6M1WXS00Ujmj9AdaJdLfbV3uFohaUm6iriYcFOSjLhbD9ibknjY8ZHOLKvXY11vpdgCnU4NBJa86cPPQAvA5RNuMJEVrjZYG4LiqPPiYQvu71SuU0RNwlpS91xWktDtX9rhaYHc2Bcj400T7nbfSbpjIV4HpfrGFForlJcq0Onxoz60ximmTTRw4xdsDXDfg47XgVggPdJYjGR9u4GDjAHweDCpHJ6djWPrJ1pRUi0Og9rNKcmZ2dfikzOu9zBIIKIb86UHVa%2Fmn%2FcN8PB64tTTHYqG6yz%2FU%2Fsvbz7I9kVTv6Xkn93bEdbW%2FqRp2hveCHqyvfuWY6qR1wFDg7p7UcN5eACd2rDdg7LGHZsPSTKeYfLWQejP8XZjTB5kBOSVf5fkqAwHc1KirM64GU2pbD2eu27wQHck5O1j8URCvNR2UOYnWwpASS%2Fc%2FRg784VHYWBYClTLxeYuQBGdg32d0GVowmVRwI7u6puDzWx2LFl8Anr%2BA5Fh%2FXN93QKC%2B9J92U6b%2B2bLBLT6XGNgB9ASQUUOFUj5glQ6exW9J0sJvEnaLLngRLY6DNemfFo%2FLcnJ%2F9ptKFzY%2FJYn28U6QaQ%2F4TMy5JaGkEIcE0UGCR%2FC8WAPAjCjAkUrzllv5%2FFldy%2Bvf7Aq4fytjIEEpDV0BmD%2FP0pwu5F3FgAI8SCEFFCJ7bwEFtOjP2F8goEEQdyNI9xyLptvoAI7VQwJaxUEg%2FFTZomVQcONY7uevT4qU89L6M31yps%2FEcMOqkPt8%2BBIV6kyk%2FarBip75JxF3aqWCJd%2B5H7pQRaLGWQhDA8oyojxhwF2yn6dkYNHmS1HUU2ar0cEmiVtHpBdmNHK5%2BZob2%2FEFh3%2FkGyaXyZTJSQ2fL%2Fp5Gm7EdDfDvlAVEnB3G0FDv48a%2BTZadIE5%2BWnwHOw8rrJWdoS3uzIv2xdcfpGGL25Uq6H5jgf3oIKbR7KHCWvZ6r4jcGvUUNtDFkmB1anvx2Vq%2BqAIgniKrRPI9zq9nXk1ErujDCB9lSYCnBzBhudDrAJNQry7HbwW6cTYOcgYNvo8Y8hWFIYNScXgxowLfTQXmChAelKjjLIwMdPZtKH7AKIh2aRZv0wJVrfMefKYxEFy2ONDO16nDACPenEHcC9UicwQsPyUcqh2e1tL9LBXmdHZAj1gFRl%2F7YThGI8FpG0oz0v%2B83iqntXfvP3KK8DZ8W4rlwV7d22EtDh88rt6Q%2Fotzd%2F3x0L2d5nG1Ru2hTg8qk95YG3w8ZmIjmHHPia70%2FEkLdbTWF9EwraU07r4eTppLlDzg%2B5pQ4FEqYzabYEJzJEmeU2%2BU%2FllVw6%2F0UGMvvU%2B9Xz4pAbAy8Jy6jDwB2Xy9rA7Yjma2wbupGKq%2FuHu%2FsflCH3CnFFTQR413Rm74AbVHsYSfF4iVBEvYA%2BqcqtLcwEBV8U25sZXTQhXcl%2FpYd1w%2B%2BCzKzySGzIH5QQzRCQgS7RzWDl1irslwO6hLFlbPaTp5Q3B8lzIxczOTUTjoVv9RnaeD%2B7sr6el9A%2FqImgUduAseRoEuRGaQ8eOCKRmECBgWdUdMoPtukq5CymvH8kY55RKAE2xK%2FmzPZL3o3Bs71XC9iU3e%2FOzrdcI72buESKvnFMPN0%2B2YWaIt90JEu6qHfqCOxTCaRjtB7Oeat%2BAwLrJXHZywBwZ9EqnrjaK%2Flgofu1cci%2Fj75MPz64R4huHfZ2m9LltdsoAPOmwqTwrVJ713zeMnfDZWMMwdtW3DZKfVYPPBGdlGUjurberIInrCwbPWwSWs1Lj2pA8dGgH1tdD5eiciBKizPhc%2FHXn%2By0907ZpZNgmVx0XjLQxubydZj7vqUkGUlSrL0ruS8%2B66MskDFN5NyqxgFuio7JQxEuRMluykRLKfvPzFTniubO11zkD0KXo%2B64N4QpUJsbrbnonll2dGucyN8U%2BI6OMwuld9PKdzu%2BYEC%2BH2wnnSF67kZJfWxLwbF%2BlcqyOKMdeetH3cQKfBqrQtdSpFs08XXGsz69ehz1AP4UcxGnjdhRhZznWxRZKMFKNrkYfQdpGUhg96Y42sVwOi9h70qrOz5NFC6oP3Y8mAcL3tjqFg0KEB1yKwQt3mdjPG0i%2BK1qDu27aeCzsyBcKhqI4vj8e4zs9yQeZqZ%2BK2J1Khu3v1XdLonGWG8jwAExMNGQbQT0nnRK6V5FT4lVHQ9R8hhfr7NJV8DXZ4Vb4RfHq%2FTW%2FO9BstoM%2Ftie%2Bs8qh262hx8cL5rM%2BNMNeV3nskWyjqC%2FWozelSsvLjz0gW0di8BGrxxNVNYqCCEcoKI0Z7u9jhKc%2BowkS9IDiujBHFSWIizgqDcWO%2B6hiY9vvDfPRce%2BiJOuEnudmtFj8IVADsftM4MPJVPG2eqcGRPx2f5Og5LS2vA%2BcGXADcjvPJ3LOQzrnG3fYp%2F7ptABUV8cSvq0btTkd3YnvcgF0QQISPdfEb6QJ4qwovjZwLJObzpEGeVplgSIajfTbk7BTHbZiXqP0IN%2B%2FxfmaTrupDZsZVPicB9NyMV6Zb78r2p8WZMBpnyCbez07KVJwhMsaTgiZK3co4xJwO1OgeLH96Uvx7MK2y8gQuSbJExVIa7r6IREU1OXm8G3UwOFWoFkiDU1eidXXzxOh1y1YIuvjyT%2B%2F3VEyLKHFgPkyeWQBbXF8vgRdP0vpsoJmLcNQeAN68IXPNJtS518fPY%2BnljTZWt4c%2BedXR2By0TsITfy2aFvI1nwE5P6lceYXea1VYDbE8SObBe56JiKM9c93tbnn%2BG754g3jy3jXSAx8LEZeXJYAkuX2Kko%2BG%2F2vBkUUPiPTVXPI4uFnIotbqyq3K79mQr7Ct7crbsfRuL4iQQvkRK%2Bw3hYAC4vTTjc%2BoIch9SyaKzuEZuo3znF6xeKVO%2FtcWih0AdGi%2BiwjbdTA3y%2Bp7npEVYeEzw0Hqv3UkrC6xEe6rRLQTrnX99dErGRuPBhA2W3WqtRJH6c%2FjzjGNO9WWkifLIOJLSoVxI6lLrMBYfJOo%2FdP15m0UvIFH75SHPa41uFnI%2BpwN%2Bwq4SNLHtZhhVmBNOzPb4ddf36H5bnZ7%2BlWEOU%2BA3QgkpoCjEQpZDM0nzpLlAd%2FTR9jdvYcozpyj%2BV9ALI8b7%2FTSWDq9oABHmAnkunXxTqP%2FijZhaip8SQ2w8Mi%2BBs6ZmUHfTSYDG7%2BEQtP11mcIx7tCEnZMxsYpG0Aa%2FiMj3R9cLAiyriC%2F%2FNEpXKWcLEOz70nAEDSYOmNRWfGXY74CSQ%2FU%2FHsgJJTh9Tm%2FSxp%2Bpmr3OTwcwHR9hjW0JR3hXELyXnMWTOO7xC4gAAfGgwZLJ%2FSN9760GbCRmWPOR0786W6i5MBzlizBnzizoIECWQf83tm2dL%2BOLjAMmhruKfM0JN6mbKDHcCmsuLsITuF5g13Q0rpV9ttDZHd%2BdtB1mmDRRHggZb5bxUnMCViTLqJdd%2BUjeU7JiWUMXSc1wNM7wCXgY8DMx%2BTxn9%2B%2B8cPKvTnV17Klvo%2BMC%2BUhhT%2BmsEF3CECfml%2FhidlXOtX%2BSkzo4CAtz97dIvLM%2B2fbR%2BTZsqfbq5VNb4WVo%2BzwLw4ZiRZ0wi%2FdCGdt5QT%2B1dZgVWdK59N%2BueHgGZETXXfQ428Ij3ftys0T945s%2FVCEMJnEdRO8pbX80oK83M35l34d1Z8HMWyBCaT2LMC5HCz9O5uZRAkDAkwQ4MtpZorXtXUU4blE5ywUMPPEzaf2nHmIe%2BVBqq3EPK5qT2Ln1j6ckBOnjQu%2BRk9wZ9p4ApXQRHx2xFGaH9JKwpYHNaxFfjEBGwZ%2B2kwGX3YX%2F4jL6SW%2FGEGYCjGdYkcD2QY%2B3g9y9%2FncxEqx539OxewRcNP0JKFKDT999q%2BY8lBLVjyjyZAWC3xAgkkvNmB8MILq69%2Fp%2Bh7b7zlLGY6oiPaqFuYqjqZdbKSIAZHhxCxnh8omOon2DHFhlgpzZaXFWZ8g1uijfIoSoB%2BahU6Z4%2BVVTrS7e9CzcGYKiJrGftKLuWgWC5i7iSWDrHdga7ktuk89xeh7Ll6XNNzz5sqnY8%2F4Zvw8LHZXnDyxVOXJL1oh5RZYhr%2F2UnZW6UfIYc9ZMc69vxLPuxXx%2BKH22mX18TIrdW55vpR2YePlwkijWQIypkJMSzsvkc6faPPHiPo4hcmPyWX3CYJUtmH%2F%2FZhajxdphnKzbBF4MDQG78LcW9%2FglgEpvZdzjBVTHNEAVeIzJVwZAi11i4vS%2FKhFHEqRxzuLxnT1K5HjQYLKeS4eN5Z4Euw0qoidr356HK7peHEBGX8XFz2msi3VYpRUHrzcBBxYcKCt5H%2BuF7EDHZmN5yEA0er1x2uiulwlYGuin5jEDl3CLYUxsRrBsWEESGeSwmQnfmoEj5RCce%2Fd1fxjIK58vL4ilcJp2oiHPGG0xArG%2BN2GD8UeFPgsulKXA%2BTKecGqZEedBBwh%2FedtKPLn1eoNe37qnnkRS5N9%2FR7IvU3YfxmhUkVBOJ8t0RAXr7bRV%2BplSq9OkhU0LGjly9pFyAOqQqNlgUYLV024o1VtQwMNly6PqLC14chz9Hz8P135gWL5dH4fahkIJoEDbyj7AlsytPGUmP9ym2IoHNulnRYkrg4H5e6A9NDqwj7Mx9NcAr2eROX24THFSEmiLyX1nsNZidqy41JKwT%2BxZK%2FPLJ7hdiwVD7G7tkizp4%2Bqe93S5%2BrL4JKpfeJ%2BZfmCeYuDTmL6E%2FLifmreFv%2FRtC0JqYYKPY1XzHtAe5LMUVSamMzPAJCoUK%2FcbPBwh12R%2F6DtXGdzQXgxBS%2Ba6jMVUWulgbzy9%2BFBVqSZUumwTw52nYR4ovhb2tqEVT2mkO4FBuWv4jj4ybP1nQNf%2BlbrQr4%2Fe3KaDFIjNm9JEZ7G7DRxynQF58z0j1KjlWQ37EiWqCa8%2B%2F%2BnGdrsNxA3NUnFekrRapFOOgzrGxsg2ZAdSTF0n87Y9rhngtxuXUizsxfBoc8KslZWYN6tUnxafWGgvipTnDNuMfcggI5n%2FkB1R6I44d8MEWeftixoddWXkCutW1Uun9e1D36hB9jvOZno%2Fq9Gkrnz0rdz20jWZz1BsrnVdWIPtQacm79so9zJl2u8NhT2BwaqtkrGL0Imx8Vuz4288b%2FUvWFdQoCjS%2BYQ%2Botk%2BE9e3aHI%2B0sKX%2F8SlYVTUwGLehIEB3MyNKgLK5QkvJ6v%2FdOL%2FRqwtLCYsLpfkyNg0mQYiQlMo8N%2FygGDUK38poDY65FVpChUfaX2QlPKe%2Fq7NIv%2FgaAz6YZnx1UI2sXpUwJqSJPAah22zpdxXaeaGLIc3BL6moomrebgWMIv%2Bo3dE%2Fy6arMdYgb6xSNkwf%2BSMLBLhM%2B%2BUUvIERBzCA27OgPb2KG6FtohQppuJrinonlQXGFwBV3s40%2BGkyBP8UvE17vHzsVAxz%2BG8Qd7FFAtX8vzqtUoFf1tW8iDN5x0ZzllPLK1%2B4S6j66cwwblWUfE1HBedA%2FLj509LKWvyhf%2FW54%2FM6Vm0iXcgEE0eWzYKXCQ2o8zwsc5jCbJU%2F34vKO7aYmHWm%2F71mOtfLTfKRHrbm6%2F9orE8YP0JKQ4Mcwwk4XTOlt33FML%2F4NVBXhfLnmk%2F9F1e9AfGJmzq%2Bv9FfH1gv7ErkZ8YS4waCLK%2FyFcjJHSXQRN3TVusn3Ax%2Bt3%2B4dmNQoGFPY3oVKLVSF72O8%2BdVsUJv4HLapQoVzu0VGy7yPF1RB8DMTOcxwPRWgVWSYcXyzwDvNVDwEoRmSwXJuCYE%2Ft8U0ks%2FukMTvG0CVxiCIyGmvBLveqfA2WGDwVKDPptoSQULVC%2F1HdXSeHdZGavd1z6nMwaP3UsS%2BxUc70hqPBy%2BNyUTZUR47sFe%2B0VySL8yCglApzV%2F6vgvFFM7%2BHHRJjKrCxY5dXeBQmbzeyx86j9OFI7iv%2F3hK3NaVwDHKP9r7DhYZllgrfyAjJogrSQ8mQn%2BP15mCkWE1qtq%2BQ%2F5mvTPGfQYCtZyju5nzyym79BydMADLlbXk7JVK3a1mB5ytg9D26J9CcE7qv5JZOXDoN3CIF5IKNThdnPrV2b%2FZ2Cm22%2Fr1EB4CQ0Y1QV2Z0mVe28xtdLdqFpb4P8c2Qa8I2ssQkuCgEn8BqTB3SKVqF9BjPkUERhl7DVMMitsY5mdVAUFd76QwNhD3%2F857TV5%2BVnj3kaa9Gb3T7R0oA3vZANDo%2F%2B5CSkfYanUQgCtG%2BdcswV9mp0rq199BdeJWydxiG2yM0ism5qZ8bF8NPAogo7Lh4GbDwt%2BPMkcYct%2FeTOndDpqg1uupsgU0M5n6VbgVIRBMhEcM6Bty%2BtN%2F%2BPwS24x9U3jZcl0yW7memaHzqCLq1FaaO08fLnwmeptWvwgGJw18R2jbr7NVbA7AfGtrygb6Y5nNxT2eaWYek7T9Wf372ZkqqIvhKMpxGBnPEsFQTuA%2BmpRFycfuW2c4VNCk4MmkUMF9B6Vg9zdrCojAJGAxBNcVqiDf%2FsPAKbQ4%2BbXVF7A8VdwefgMcPxDbKDn6Gs9s5j5Ilhf4XSthj%2Bhyzs9LbG6lPVk9DPa%2B9kqyYd4Qmx9UQO1iuFuu7AntINUJ3X%2FuEE2Xx%2Bv3OGJv5WoSi6rPQOfB00JQFPaHCXQKitj%2BtMZE0H9abLIXW8fsJYVMn409%2BTO0X8nrs7CyNQPGFPw7EKU14GAQPEMxfr%2FuqOjv7%2BB26q8vXkOdvTLE4QXu%2BzDxMlQUrQqrat5lz%2FU0IW6LAb%2Fm15c%2BzWCroHfix0m76FKpF2OyYXsK3h%2Bl52Hl5VqOklI5Uouj8J%2FfGXZJX3K2hKUQ2QHwntd7DJ5kVjXmUEEs7mG7%2FRh%2F%2B%2FJijVhBN7suQjR3IV8JWsh%2Br8s8xu5HyOaHsZGu9r0wkdHL%2B4KW%2FOx1q7gYFVQSQaLwAAuQu3v7zReEvFK4tW2%2FPGzyEgQovRBrmr%2BqLfFymSBEst8cka3k4kmqrVqFzGnJ2f0kPojSG8G96IjdHqp87Fz4Vt1d4zU19KXyMlkDd8HnzfIE6E4SuEdKmcn8K9WRu8XRK4vzsp%2BxdMHEK6GCX0UTvPk4hl%2BJH%2F1Bd74A3l6%2BThtbsC2Wz6GupZlWYgleXTzj64UJ5xuPpXd%2Ferk8W41%2BbrvS8LDL265zWv7qEEZNmmGKMdmPY3T9hOAHFxgMjA7qFFHQH8mrYHPXRDkAE5uI40blRiYleI9cIzrytGfambhsvT36FVXcOHRHK8p1O1rOnuCINpx78z2ddfxP33TwNilfdwRkph4R6NwXtnOvCeAhqPJHRKHT5Re69jeLYQcgW5MS5qtPg0al1g99maSGQrFwTXfMj4v6a83QG8PUkn3y8T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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>Kirchengeschichte dient der Selbstreflexion des christlichen Glaubens. Sie vermittelt historisches Wissen an Kirche und Gesellschaft, einschlie\u00dflich methodisch verantworteter Interpretation der Zeugnisse der Vergangenheit. Sie vermittelt damit Deutungskompetenz. Die Kirchengeschichte kann auf Vereinnahmungstendenzen und Inanspruchnahme historischer Narrative hinweisen und das Bewusstsein daf\u00fcr st\u00e4rken, dass die eigene theologische Position nicht voraussetzungslos ist. So kann sie Verst\u00e4ndnis f\u00fcr andere Positionen wecken.<\/p>\n            <\/div>\n\t\t\t        <\/div>\n    <\/div>\n  <\/article>\n<\/section>\n","protected":false},"excerpt":{"rendered":"","protected":false},"author":2,"featured_media":0,"parent":2,"menu_order":1,"comment_status":"closed","ping_status":"closed","template":"","meta":{"_acf_changed":false,"footnotes":""},"class_list":["post-26","page","type-page","status-publish","hentry"],"acf":[],"_links":{"self":[{"href":"https:\/\/www.methodik-kg.mohrsiebeck.com\/index.php\/wp-json\/wp\/v2\/pages\/26","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=26"}],"version-history":[{"count":42,"href":"https:\/\/www.methodik-kg.mohrsiebeck.com\/index.php\/wp-json\/wp\/v2\/pages\/26\/revisions"}],"predecessor-version":[{"id":593,"href":"https:\/\/www.methodik-kg.mohrsiebeck.com\/index.php\/wp-json\/wp\/v2\/pages\/26\/revisions\/593"}],"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=26"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}