Im Stellenplan keine A9 Stelle
#1

Hey alle zusammen

Ich finde im Stellenplan meiner Kommune keine A9-Stellen, sondern A10+ Stellen. Genauso sieht es mit A6-Stellen aus (gibt es nicht, erst ab A7). In welche Besoldungsgruppe wird man denn dann nach der Absolvierung des dualen Studiums zum Stadtinspektoranwärter oder Verwaltungswirten eingestuft? A10 und A7? Ich bin etwas verwirrt. Macht das jede Stadt so? Ist das positiv zu verstehen? In anderen Stellenplänen anderer Kommunen finde ich A9 stellen.

Ich finde im Stellenplan in der Laufbahngruppe 1 A9-Stellen (mittlerer Dienst). Kann es sein, dass man als frischer Inspektor in A9 (mittlerer Dienst) eingestuft wird? tut mir Leid für die ganzen Fragen, ich hab einfach gar kein Plan Big Grin

LG
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#2

Es wird zwischen A9m und A9g unterschieden?

Man kann auch mit A9 auf einer A10 Stelle sitzen. Dann dürfte die Beförderung recht schnell gehen.
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#3

(21.02.2021, 16:28)Gast schrieb:  Es wird zwischen A9m und A9g unterschieden?

Man kann auch mit A9 auf einer A10 Stelle sitzen. Dann dürfte die Beförderung recht schnell gehen.

Leider finde ich im Stellenplan keine A9g Stelle, nur A10, A11 usw.
Also wird man mit hoher Wahrscheinlichkeit nach dem Studium in A10 landen?
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#4

Man wird in der A9 verbeamtet.
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#5

(21.02.2021, 20:44)Gast schrieb:  Man wird in der A9 verbeamtet.

Es gibt im Stellenplan aber keine A9g stellen sondern nur A10+ Stellen. Ich hänge dir mal ein Auszug dran:
Werde ich dann in A10 eingestuft und nach A9 bezahlt und dann nach ein Paar Jahren krieg ich dann A10?
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[/img]
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#6

Gast
(21.02.2021, 20:44)Gast schrieb:  Man wird in der A9 verbeamtet.

Es gibt im Stellenplan aber keine A9g stellen sondern nur A10+ Stellen. Ich hänge dir mal ein Auszug dran:
Werde ich dann in A10 eingestuft und nach A9 bezahlt und dann nach ein Paar Jahren krieg ich dann A10?
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diLk1dMAlaMhVh6SAgIYbcIu+187BUX2rATMH0WaVO74KNpSXyGGGRXKreEsNvJDbHpwSKg1OSzQbmsMXbKKbRhY8BqJfcHhvurCUk4ovg3Y5TKLSHsVvkgFh8OAkpNPhu0yxT2cgptAPe3j6FFQBSLM43F5u6mMsRPQ9jHZ+0+cC0+UP5LSuWWEHb5c9vhPVRq8tkExs7D08oU2jBeXcuAemqav76Of0wjL3kX2BoXipd3JJ+ftvcejc1VZb+iVG4JYZc9tR3fQaUmn01kzMJu/fC0soU2jFzZ8S4RDTWovf2o66FCExBB/NZMxffWTfgqlVtC2G2yS6w8DASUmny1inXeNU7t2036gbNcz69Vy05tTHBLuvCJuWKkw1YWlkXyySKMDumE4JZ0YRHCLh22srAskk8WYXRIJwS3pAuLEHbpsJWFZZF8sgijQzohuCVdWISwS4etLCyL5JNFGB3SCcEt6cIihF06bGVhWSSfLMLokE4IbkkXFiHs0mErC8si+WpeaOPvXUl8NCWOdyZM57P1B7gmXmE354ZiuSUKbchCG53aCcUmn3XUzO+xV6fQxk1+mRKKt3tTnh0cy9sj+hJcR8tj/VbwtxB3hb7HLgptWKeWWH5ICAhhtz8JmCkcFRXaMJybT1e3+vRLuVxYaAPu7YmntboRI3eK+R2Vxi1RaOMhiZi4bGkElJZ8pREoW9ipoNCG/sRqJo78hLSiQhvAvfUM9NbSMzHH7qWUtFFR3BKFNpREbcf3VVHJV1Y47MwVU7VCGxbDRq6uf5WG6jZMPai3bFTsX2VxSxTaUCzRHdFxZSVfGREoNVdMFQttFJq9d/RLXmygpVnMFq5aTfhYxlVlv1mp3BJzxcie2o7voFKTzyYyZmGvSaENIzfSP+K5Bq40iV7GCTG8boZXqdwSwm6TXWLlYSCg1OSzwdqOsBfsr0yhjVxOp7xBK08vgkeu55yYBKwIWqVySwh7EQXEwsNCQKnJZ4N3mcJefqEN0HMmKZpGWn96zM4gRwy/2MCqVG4JYbehgVh5GAgoNflssDYLu4oWI79hd0YGGabP7ztZN28Ybb1UBI74kVs2JxSsGE7O4xlPFU1fXUKa5Tzz3z0cvyK67krllhB2O8kiNj1YBJSafDYom4W9qoU29ByaHozqX4UPWm3+qolYkFn0brvNtRS0olRuCWFXEMkd1VWlJp+jxkNO7RLcki6aYq4Y6bCVhWWRfLIIo0M6IbglXViEsEuHrSwsi+STRRgd0gnBLenCIoRdOmxlYVkknyzC6JBOCG5JFxYh7NJhKwvLIvlkEUaHdEJwS7qwCGGXDltZWBbJJ4swOqQTglvShUUIu3TYysKySD5ZhNEhnRDcki4sQtilw1YWlkXyySKMDumE4JZ0YRHCLh22srAskk8WYXRIJwS3pAuLEHbpsJWFZZF8sgijQzohuCVdWISwS4etLCyL5JNFGB3SCcEt6cIihF06bGVhWSSfLMLokE4IbkkXFiHs0mErC8si+WQRRod0QnBLurAIYZcOW1lYFsknizA6pBOCW9KFRQi7dNjKwrJIPlmE0SGdENySLixC2KXDVhaWRfLJIowO6YTglnRhEcIuHbaysCySTxZhdEgnBLekC4sQdumwlYVlkXyyCKNDOiG4JV1YhLBLh60sLIvkk0UYHdIJwS3pwiKEXTpsZWFZJJ8swuiQTghuSReWf5nAFR+BgeCA4IDggIw4IN13hrAsBwRMyS7+CQSkQEBwSwpUC2yKrJUOW1lYFsknizA6pBOCW9KFxY6w6zmRMpkxs3/gslGqC+u5uHU6AyKeIjR8EIv2/cbCsVNI+UtfzQveI2PhWCatOk51LVTzwg552r2/d5H00RTi3pnA9M/Wc+CaodrtVHzy3fqNBW+PZtyyfdyvEooG/vluJrO3ZlIS/dwLv/H17CnExU1hzqo/uKxQ0iqeW1XiU9UOtiPsufw4vAHq9h9wTCrC3f+e1+upeOz5Ccz+dCUZZ5bR09WfmO25VWt90dE3SOyppd6wrVTXQpEpJ1+4+csUQr3dafrsYGLfHkHf4DpoH+vHir9LykvlHFV28hm5nBiFzssbb7+BfHujcpiZjrq9dxZdfVQETz9s09m4nZ5AmI8nj3cbyqiYPrTxUdOo/yrOVy88lW+QAx6pbG5JG5CHIuzGq0vprg1gxI68Au9uJAphr404G84xv6sb9fulFN9t3dtDfGs1jUburNaXnqKTz3COzyM8CXprBkMDvOi+6CIV3sQab3Fk5Uja67Ro1CWEXX+YhHbuNBv+PdmFhu7siqWZuhVT9uXXBgOcyoaiuSVxpKop7Hqyfv2SuEE9CA8NoV3HSAaMS2RfjomtRq6uGU7oczPYU8RVPcc/e4nQV75Cf3guUa0D8Py3ijpNW9FuxHpuFAr70CVrmfrKszzVoQu9/zeftEvFtwz6rF/5Mm4QPcJDCWnXkcgB40jcl1OYaIU99teW8N2Hw3g+LJSnIgcwMfkwt80A3mLTqA70X7CLzTOHmvd3eLY/E5OPFO43NTuHAyvjeSXyaTqER/G/BWkkj+nAix8fNFu4sX4EHQZ8RNLM/xLZ6RkGzt9Trp+mk25tGkWH/vP54ZtJ9IvowFNd+zDqszQyLW7d2sSoDv2Z/8M3TOoXQYenutJn1GekFR0A5J5j25wYencJJbRjJAMnJLLvRhnyoj/B6okj+SStwOsC7txj/UBvtD0TySnYUKX/lZx8+uMzCXV9gnHpt9g1ugna0BkV3MUauZoYhW+jSMav2ciktlqbHrv+4FTauIbx8Rmr7rkxh/MnzpJ9r0phkcXBSuaW1AGslrDn7p1KiFtdOsV+zuoNG1g9fzThfi40fGMrdzCStTASbaP/8VNhhxzy2Te5JdrQWRhvn2Pv9xPpoKlP9II0dh+7gt4k7BoVGq/HeXHSYpKTPmRIW29cW43jlzsmcdvL1BA36naK5fPVG9iwej6jw/1wafgGW037MQm7hkfVPjw5IIHla7/hy9gwfFWBxKaZRkYLhN/TtxHB/afz1TcpLBjVEZ+i/fkcm9sVnVtz+k5dSnLihwxp1wAPVxXN3tld8GW1tDsatRuPR71P0uqvWPXblXL9NLcqsSdad2/qtYhmRspmNi6KJayOKy3jfqag2Yn01LrjXa8F0TNS2LxxEbFhdXBtGcfPpgMM50nuF4BH4AuMX7CKtcmfMiq8Pt6hU8m4WzlqGK+u59WGatpMPWgzJFC5szG/ClvZY+V1XD57J7dE0/pd9ushL2MCQeoniPu9/MG+3MwznDeJtP4I75cQ9psr++DR8E1W/vAxr0e2oVnTFoT1n86Wc0WJIi8IK/BGCHsFANVgdzWE3cCFTZN5dUwyZ4s6Hvmkj2uOtsMs/jKUL+ymthqvLOY518cYnWY1FKNRE5pwBEsn33hxCT28dLy86jqGC5uY/OoYkosvSH76OJprOzDrL1MjCoRd1S6Bo5becH4G44O0tEs4Vry//QccL9r/O2Mf19D+g2Nwbxtv+rsRNvuvIvEzXk6mr6+tsKtV4cwtGquu2M8biT3RqENJOFLkFZe/7o3OuzcrrhrB/IVWwu/LX9Nb503vFVfJTY+juaYt0w5Zzgfj1dVE++p4KflaxcMC947y5YsN0DaLYYvpetX4p9jku59GbKCWDrNOFHBCf4hpwWoaDE3lVmVwLCXsBs592hm1uy/1Hn+Oicu3sD11EW+F1UUT9BY7K2W0Mhd2nmMUy60HEKJqCHtBq4x3zvPntjUs+2wG8SP6E97YjQJhrVjw7Aq7WxATi8duQH+CmaEamr3ze4HYG+9w/s9trFn2GTPiR9A/vDFuqnYkmJW8oEfu89p3xePIhtPMeVpL0MQ9RT1238GpxfvN9rW0mrIP/eHptNW2ZLL1OKcxiy8jXW167Nq6Q9lS1GGr2E+TsLsFjSejWJcxnJnD09omvPVzXoGwuwUx3vYAc7ubvPV/OD2/K2qXugQ91ZGOHS2fNjRyd+HxsYW4lEES4410PnquAa5Noll2oqjRZRxd9malJt/tza/jr2pM3w+WkZiYSGLiMqZHNcTFuxdJlXldzI6w//1JJ1SPBvDG98UqbsxazovenvRZcb3sIMh0j9K4Zczey4avTVwq+Hy99VjxUHAtx7gawm4k55dphPtp8G7SnsiXBhM7bR4zBzRFY+4xFwpegO1QzJ6JQeahGFP77Qq7+5O8d8DSnTYNQ5xmdkctj4/9jf+X8wvTwv3QeDehfeRLDI6dxryZA2iqsRV2m7diLMI+4Y8iYbfZr/+LWaFaWk7eR/6+KbTStmHqQavrG6/x1fNutsLuH0PxizsV+2kSdvfW72Hj1t+f0ElbeLdi6rG7ty7h99980knLY6N/4ticp1HrIpmyMoWUFOvPN6Tuu1Jmjz33dApvtPLEK3gk689ZfatUgzxKSz4zRMbrpET7oq4bRPvQUEItn/ZB+Klc6Tz3TKlXGEtBW0rY4UZSFFp1JF9csrp70h/gvdZa2r5/pOhusZQtmW5QGrfMowwuxb9uVYV9jPXjltoMc9WF3XiJhd1c8Xp+CReKhmLukDqkHuqQBI7o4dpXz6P1HUxq0Yu/N1nTT4cqdJa57XaFXetN3+TrRWJlvJ5CtK8HPZdlcXFhN1y9nmdJ8QW5kzqEeuoQEkwXLBxDtxHuKgg7OSlE67yISrISy3s7+V9j26EYrY2wV+yneSjGsxdJllcggJx1A6nr0YMlWZahGE96JWUX+U3OOgbW9aDHkiz+b+pg6qrbFfpYGPa846ybPZtVe28Un2PFCP2ZJKIbafHvMZsM88Nsq53VWFRa8pkgMl5ayvOephhcssXYeJnEKC9UraZgfXNnF1Y7wq4/8B6t1U0Z84vVmPrd73m9vhvdFmXZXsuuUXltVB63DOj1+eTnF3z0Bqsv+FoObZnCrmoxkm92Z5CRUfz5489TXNdnkxTliSZ4DFtOX+dm9kl++mwgQZpHcGk5mb35kP/HBIJUdXluxnaOnTnKzgWDeNJbU76wax5FHdiXuTuOcvLAZmb2DEDTNIZtN/RkJ0XhqQlmzJbTXL+ZzcmfPmNgkIZHXFoy2XTBmgo7t/kptjnagB4kbNrPiSM/8eVr/8HtEReaxxU/PC0p7BX5aRb2R1wIeGEGqQeOc/D7j+jdWEvjYZu5boqpeYz9EVwCXmBG6gGOH/yej3o3Rtt4GJtNB9xPZ3IbV7yC32TRzsOcOv4ry4cH4+EeSsIBK3GwkMJwknnPeKJq+ipL0orjZorhnuNXip5fWA6vzF8lJt/ZTzuj9epF0pXSiZfz7UDquDzGiB0VPL22I+ym4cWPwz3RhU/nt6sGMGSTNvlpvOv0Juli6WtVJj7OfIzyuPXgolWmsP/bzuRgj7hFs+Y+5J5YQUynJnirVWh0gYQNmsHGhYPw844qSAbjdX6bM4Cnmvri5uZHy15TWTOzBx7l9djdWxMzewLPNdOh1uhoHjmGlBOFXf7cE6yI6UQTbzUqjY7AsEHM2LiQQX7ehb3sgjH2avfYTXjfO87KURE089Gg9mpM55hpDH1SUzhGb+Tq0u6UFHYq8NMk7No6PRk7rjvNdBrc6rag+9vJHLNogknYtXXoOXYc3Zvp0LjVpUX3t0kuOgDyL/xAQv8ONNZpUKm8CGgfzfvbLti9bdcfmk6wqvhWz5Q4lo86YgGZ1dAOxSWf/ggJIWp00asLvnxL5uLdbbwZ4EKd/mvs77ccb0/Ygfxz64h9yg+1qw9+Og1qv6cZm3qx4qEdi10Z/VUctx5g7OwI+wO8uqNcyniV4xn7OX/bSvny0xn3hJZOn5ytdivNwl5vGFvLenZpFvZ6DCvzgGpfutZOFMlXa1BaGcrlyl97ydh7gssKfH/dAoTglgWJ2v8rhN2Eqf4w09tqaDpsE5fMzxrv8dfyaAI0rXm3wsHUsoMihL1sbMQegYAQduk4IITdjK2R7B3v8oy/BrV3ffzruKHyDCL68/0FPySqJv45SVG4+2Ndm10AACAASURBVA9nW1k99pwkotz9GV7mAdW8cC2eJpKvFsEUpmwQENyygaNWV4SwW8OZf4Nzh/fwx77jXLprNSxjfYzClkXyKSzgD9BdwS3pwBbCLh22srAskk8WYXRIJwS3pAuLEHbpsJWFZZF8sgijQzohuCVdWISwS4etLCwrPvlqudCG8fpBNq9aycqVVp9VP3LC8gqsLFhTOSfkwq1753axbEY8ceOnMf/b/WRb/YC9fCT0nF3/PmO/2F3iWV4el9KTmTMljnfiZ7Js1zmq+vKUEPbykVf8XrkkX/UCWfuFNu5uGIRO7U3DwEACLZ8n+rNc/ECpeiF6yGfd3ZNAmM6NwIjBjBo5gI4NXGnYaymnKiHu+cc/JUL3b9Tdl1I8R5+eU4tfpIHGj/bRIxj1Wlcau/oQPnNvlcRdCPtDJoajX17Rwl7bhTbQc3BqG1zD53KuaDoOR2eAdO1zem4ZM1nc3RPfXolFP/7LOzSdEHXj4plry4Iv9zAfhtfDx1SQxVrY835hTKCa1pP+LCzFaODcgkg8vKNJqUJBBSHsZQEvtpsRcPrkq0Eca7vQBuSwso8njUenYWdCiBq01DlPdXpuGW9yctc6th0pLmxjzPyCZzW+DN5c1jvOpljdZ+/7HfB/djYLhvmjtRb23C0Mrash4vPial33Ng/BT1ti8rgKQi6EvQKAlL7b6ZOv2gGs/UIb5O/mnWZqgl58nZfCWtGsaUs69ZvC+lNFs+VVu7XOeKKcuKXPPsqu9QuI7VwfXfv32G2upGM/KnfSJxPi/xxfnLrL9pgSws4tfp7QBu/HXmD66h/ZuWker7Xy5rGBKVyswl2eEHb72IuthQjIKfmqFNRaL7QBxqxFdNOoCOg2gWVb0kjbvIQx4X6oAl5hrfVUvlVqqPMeLB9uGTg7rxt+OjdcXOrRZdwGTpfVYb/1M3GtG9JzyVkM5NoRdiO3Di1hYHMtj6o98dI+ikv955i1uxKFdayoIITdCgyxWBoB+SRfad/K21L7hTZM8wHnkpN5kWtW4zDG7GT6+qh56qOTipsITH7c0pOVNpUuPhpaxmeUHm4z3mD7qCACeifyj7n3XVrYjZkrebmeO0+OWMdp06sw+Zn8NO0Z6ui6MPdEJZ7IFpJaCHt52S32KbPmqUSFNuzSSX+cD9qrCRi5s7QQ2D1BPhvlJ+ym2OTyw3D/otoU1tEynJ7D02o3mob3pk+fPvTp05tOgVoerR9Cz5fH8e0FAze+jsLV62VW37Q6M283cc0LynhWVtqFsFvhJxZLIyDP5Cvtp/UWqQpt3N8xkaeD/8vXpiIrln93t/KGv5rQmYW1VS3bFfDX6bl1fztjWgQQtTjTqkjKXVKH+KEJ+9iqJnRBMI2Xd/DphDji4iyfsfQL9kAV2INRE+ax84qRnBW9cfPow8obVgTI38PEIC0hCZWvsiWE3Qo/sVgaAadPvtIuVbDFgFSFNoyZifTy0dBi+Eb+MY3B5v1DamwIHj49WFxUJL2C5slot9Nzy3iVtQPqoW7+Ouv+MY2v5XFhaxyhXt5Efn66YGgt/zTbly/ju8PFdW6LQ2hnKObicqJ83AiO3cx5E0eM19nzyQs0cA1m2v7Kl7kUwl6Msliyg4DTJ58dn8rdJGmhDQMXN48jvL4alZcfdTxUaAIimPLjZcWNr5tiIAduGa/s4N2IhmjU3vjV9UClCSAifiuZljdYbn1NlEZFx49O2aFdaWEHA5e2xvNMQw0qr3rUNxXY0QXzetLxwvfa7Zixs0kIux1QxKZiBOSQfMXeOMhS7lVO7ttN+v6zXK98J8xBGl97zZAPt/K4dmofu9MPcNZOQK8n9iVqYVbVgMu7zpn96ez+8zhZ96yG7ippRQh7JYFS6mHyST6lRtBx/VYEt3L3MjM6hjVVeQm9FkImhL0WQJSzCUUkn5wD6MC+KYNbRoxV73DXOGpC2GsMobwNKCP55B1DR/VOcEu6yAhhlw5bWVgWySeLMDqkE4Jb0oVFCLt02MrCskg+WYTRIZ0Q3JIuLELYpcNWFpYVn3y1XGjDmhT6s+t5f+wX5U4YZX283JYVx628S6Qnz2FK3DvEz1zGrnNVLZ9ReQYIYa88Voo8UnHJZxPl2i+0UWQ+/zifRuj4t7o7S4urLBTtVsKCorilP8XiFxug8WtP9IhRvNa1Ma4+4czcK424C2FXQgbVwEdFJV9JnGq90IblArkc/jCcej46tBoh7BZU5Pw375cxBKpbM+nPwimaDedYEOmBd3QKVaifUWmIhLBXGiplHqhkYa/9QhsFHLq/9306+D/L7AXD8NcKYVdCZuVuGUpdTQSfF5VAvMfmIX5oI79AihmbhbArgVU18FG5wi5BoQ1THO6kMznEn+e+OMXd7TFC2GvATac69dbPTGjjzWMvTGf1jzvZNO81Wnk/xsCUi5JMJyGE3anY8eAbq1hhl6DQBqbqOHGtadhziXnmv1wh7A+e0A/risZbHFoykObaR1F7eqF91IX6z81i9zVpfr0khP1hBdpJrqtUYa/9QhtGbmwfRVBAbxILqiwghF0p8mMkc+XL1HN/khHrTlNQP+Mnpj1TB12XuVShfkalVUMpyFYaEHGgLQKKFHYpCm0YTjPnaTVuTcPpbS6y0IfenQLRPlqfkJ4vM+7bC5LckttG07HWlMOtG3wd5YrXy6uxrZ8RR3NNez44VtnyGZWPnxD2ymOlyCOVk3zF4ZWk0IbxMjs+nWBVZCGOsf2C8VAF0mPUBObtvGJVrKG4LXJeUg63cljR2w2PPiuxrZ8xkSBtCAlHhLDLmecO6Ztyks8Cv3SFNixXsPwVQzFK6Vcaubg8Ch+3YGI3n6egfsYePnmhAa7B06hC/QwLdSr8qxRkKwRCHGAfAcUJu6SFNmwxFsKuIPkxXGJr/DM01KjwqlcfnUaFLvh1ko4XvtduS40arykI2RpjpUgDihN2RUb54TitRG7lXT/D/vTd/Hk8i2rUz6h0oISwVxoqZR6oxORTZqQfvNeCW9JhLoRdOmxlYVkknyzC6JBOCG5JFxYh7NJhKwvLIvlkEUaHdEJwS7qwCGGXDltZWBbJJ4swOqQTglvShUUIu3TYysKySD5ZhNEhnRDcki4sQtilw1YWlhWffLVeaOMe53YtY0Z8HOOnzefb/dnU/s9TnIN68uOWgQu/ryF55UpWlvysSuWA3XlhjFw/uJlVJY5f9eMJ7tYgjELYawCeEk6VX/JVJWq1XWjjLnsSwtC5BRIxeBQjB3SkgWtDei09pUhxlx+3ctk+NpimgYEEWn0a6lQ8ompHwlF7X+F32TBIh9q7oc05T/RfTtEMv1WhbOGxQtirAZqSTpFf8lUherVcaMOYuZjunr70SswsnD4gj0PTQ1A3Hk1aXhXaJZNDlcAt46V1vNbEi3aTfuOWvbjpDzK1jSvhc8/V6lxBQtjtgS22FSGghOQrcrbEQm0X2jDePMmudds4cttyISOZXzyLxncwm02/M1fYP9lzy5jF6n71cQ9N4EBZ8c1ZSR/Pxoyu5W92IewKS6aquiv75CsTEIkKbZivpyf76C7WL4ilc30d7d/bzZ0y2yHfHXLn1s0fYwjUtGT87rJHy/N3v0MzdRAvvv4SYa2a0bRlJ/pNWc+pGs40IIRdvnlTK57JPfnKBEmSQhuFVzOcZV43P3RuLrjU68K4DafNE0OV2RaZ7pA1twynmdvZnTovr+JKmbU0jGQt6oZGFUC3CcvYkpbG5iVjCPdTEfDK2hqVzBPCLtOkqS23ZJ185YBU+4U27FxMn0Xa1C74aFoSn6G8QXY5cyv/z3j+ow5kdFr5XW9jbg6ZF69RHH0j2cl98VE/xUcnDXZIU7lNQtgrh5Nij5Jz8pUZVCkKbZR1sdwfGO6vJiThiOLejJEvt/L5Y0IQ6ifGkV6s2GUxoNR2/fEPaK8OYOTOapxcaE0IeylYxQZrBOSbfNZe2i5LUmgDuL99DC0ColicaXVvfjeVIX4awj4+W6tvRdh65JhrsuWW/gQzQzUEjNhRwRDbfXZMfJrg/35NljUltr6BvzqUmTWomSeE3TE57zCtkm3ylYmwdIU2jFfXMqCemuavr+MfU2cs7wJb40Lx8o7k89PVv+0u0xUH3yFbbt1aTV8PV15Msq6XVBiM/NNsX76M7w6bXn40kpnYCx9NC4Zv/Mf8JZD3TyqxIR749FjM3zWghBB2Byf/w26ebJOvLGAlLbRh5MqOd4loqEHt7UddDxWagAjit2Yqrrdugl+u3NKfmEmopjGx9l5hvPU1URoVHT86VcBAw0U2jwunvlqFl18dPFQaAiKm8OPlGqi6Cduy+C22CwRMCMg1+R5qdPOucWrfbtIPnOV6/kNtyUO9uFK5dT2xL1ELs2ywz716kn2709l/9jq1QQkh7DbwipWSCCg1+UriINZrHwFFcit3LzOjY1hzsWY98oqiIYS9IoQUvl+RyafwmD8o95XJLSNGqwelUmEthF0qZGViV5nJJ5PgObgbglvSBUgIu3TYysKySD5ZhNEhnRDcki4sQtilw1YWlkXyySKMDumE4JZ0YRHCLh22srCs+OSToNDG37uS+GhKHO9MmM5n6w9wTdrnaA7LQ6Vwy/DPd8ycvZXMknHOPc8vSbOIHxdPwpepHMspeUD1QyeEvfrYKeJMpSSf/WDWdqGNm/wyJRRv96Y8OziWt0f0JbiOlsf6rajRj1Hst93xtyqCW7f3MqurD6rg6Ry2rrNx5w9mdPZFVSeYPm/G8Grnx/Bs9BJL/qr+NALWERfCbo2GWC6FgCKSr5TXhRtqudCG4dx8urrVp1/K5cJCG3BvTzyt1Y0YubOsCbvLapzzb5c3t4zcOrKSke11aDXqEsJu4PTczrh6R/DJscJJwgyZrO7vj+6Fr7CecaK6URbCXl3kFHKevJOv/CDWdqEN/YnVTBz5CWlFhTaAe+sZ6K2lZ2JO+Y2R4V45c8t4NZEo30ZEjl/Dxklt0dr02G+T3McN9z4rsY76vU3/xce9F1/bmYmgquEXwl5VxBR2vJyTr/xQSllow3JlI1fXv0pDdRumHrS+T7fsl/dfWXMrN5Mz5+8Beo68X1LYb7KilyteA761KVh9P/U1fFXBTLcZs6keB4SwVw83xZwl6+QrL4pSFtoovO69o1/yYgMtzWK2cPUB/GilPHcfxj5lcMuesOs5PjMUbf1oVl4o/EI3ZrNxcACPugQx4Y+aTyoghP1hMNqJrqmM5CsdEGkLbRi5kf4RzzVwpUn0Mk4ob3jdDLgyuGVP2MF44ycmhHii9u9A9JsxDOr6BEFdw2mmeZL3DtT87k0Ie+mcFlusEFBG8lk5bFqUtNBGLqdT3qCVpxfBI9dzruadsxKNd55VZXDLvrCbo3TnFNsWJRAfP4353x4gK30CQW7dWHS55rdvQtidJw8eSkuVkXy20EpVaMM03nomKZpGWn96zM4gp+b5a9twJ1tTBrfsCbuRq7uXM2txGtlFHNBzYmYorq2msK8WvuyFsDtZMjzo5ioj+axRla7QhuHkPJ7xVNH01SWkZWSQUfTZw/ErtZDN1m44wbIyuGVP2OFW6lD83UOZvDsHI0Zy9s3l+fo6Ij8/XStz8wthd4IEeJhNVEbyWSEsWaENPYemB6P617/Mc9ybcC3+qIlYkFn0brtVa2S9qAxu2Rd2DBfZOCoEncqdug3q4OYWwDPjN1Nbs/kKYZd16tTcOWUkX81xEhaqjoDgloHbFw6TkXGQs9dq9wm6EPaq81FRZ4jkU1S4H6izglvSwS2EXTpsZWFZJJ8swuiQTghuSRcWIezSYSsLyyL5ZBFGh3RCcEu6sAhhlw5bWVgWySeLMDqkE4Jb0oVFCLt02MrCsuKTr9bnY7fQwsA/381k9tbMWnm9zWLVmf46K7fundvFshnxxI03/bBoP9klfyh67xy7ls0gPm480+Z/y/5SB5SOUu6F3/h69hTi4qYwZ9UfXC5p03xK5TkjhL00xmKLFQLOmnxWLtRgsbbnYy9uyu29s+jqoyJ4+mHs5nDxobJdckZu3d2TQJjOjcCIwYwaOYCODVxp2GsppyxBvLuHhDAdboERDB41kgEdG+DasBdLiw4oHc7b6QmE+XjyeLehjIrpQxsfNY36r+J8ibobVeGMEPbSOIstVgg4Y/JZNb9mi7U8H7u5McZbHFk5kvY6LRq1EPaaBegBn23MZHF3T3x7JRbNmZ53aDoh6saMTjMVyDCSubg7nr69SLRMqp53iOkhahqPTsNuCQ39YRLaudNs+PdFv0K9syuWZupWTLH8BLUanBHC/oC54WyXU7Kw1/Z87KbEv5oYhW+jSMav2ciktlrRY3emhDDe5OSudWw7UjyhvjHzC57V+DJ4s+k9dCM3T+5i3bYjFB1hzOSLZzX4Dt6MvTfV9Qen0sY1jI/PWHXPjTmcP3GWbNOsv9XkjBB2ZyLWQ2ircoVdmvnYczPPUDBN9xHeF8L+EBhdO5fUZx9l1/oFxHauj679e+y+U8KuPpuju9azILYz9XXtea/UAQXH31zZB4+Gb7Lyh495PbINzZq2IKz/dLacK+7fV4czQthLxEOs2iKgWGGXej52vRB25+WWgbPzuuGnc8PFpR5dxm3gdInuuOHsPLr56XBzcaFel3FsKHmAOc0MnPu0M2p3X+o9/hwTl29he+oi3gqriyboLXbess1FqsAZIewlsBOrtgg4b/LZ+lHVNWnnYzcV1hHC7vzc0pOVNpUuPhpaxmfYHUPXZ6UxtYsPmpbxZBR3wgvpaODvTzqhejSAN74vVnFj1nJe9Pakz4rrtrStAmeEsNtCJ9ZKIOD8yVfCocqsSjofe2EDqpCklWmyMx4jD27l8sNwf9QhCRyxvBlTIhi5PwzHXx1Cgp0DbiRFoVVH8sWlovl7QX+A91prafv+Eds3pqrAGSHsJYIgVm0RkEfy2fpU0Zp087FbXbkKSWp1lqwWnY5b97czpkUAUYutZ+K8S+oQPzRhH3PWcJ/tY1oQELW46K0ZU8Dupg7BTxPGx2etHpAWRlJ/4D1aq5sy5her7vzd73m9vhvdFmXZzvhZBc4IYZdVqtS+M06XfDWGQLr52G2aVoUktTlPRitOxy3jVdYOqIe6+eus+8ckxHlc2BpHqJd34TzqRq6uHUA9dXNeX/ePeWgm78JW4kK98I78nNMmXc8/zfbly/jucOHQi/4EH4d7ogufzm9XDWDIJm3y03jX6U3SRatevCnuVeCMEHYZJYoUrjhd8tUUBMnmYy/RsCokaYkzZbPqjNwyXtnBuxEN0ai98avrgUoTQET8VjItnXHjFXa8G0FDjRpvv7p4qDQERMSz1XLAra+J0qjo+NGpojjmn1tH7FN+qF198NNpUPs9zdjUi6V/kVwFzghhL4JXLNhDwBmTz54fYpvjIeC83Mrj2ql97E4/wNnr9itf5V07xb7d6Rw4e52SR1xP7EvUwqwSAcnlyl97ydh7gsvm99dL7K7iqhD2KgKmtMOdN/mUFinn81eR3Mrdy8zoGNbUVqmkMsIuhL0MYMTmAgQUmXwi+A8EAWVyy4ixxNC5FGALYZcCVRnZVGbyySiADuyK4JZ0wRHCLh22srAskk8WYXRIJwS3pAuLEHbpsJWFZZF8sgijQzohuCVdWISwS4etLCwrPvlqvdCGgWsH1jL33TjiJs8hOSOr1FsTsiBOJZxwVm5VWGgj7xLpyXOYEvcO8TOXsetcRa+53OPvXUl8NCWOdyZM57P1B7hmeX3SjOM9zu1axoz4OMZPm8+3+7Ntf5FqB2sh7HZAEZuKEXDW5Cv2oCZLtV1ow0jWxmE0d69PhwEjiekXSn1tAH0Tz5Z+Z7kmzXaSc52RWxUW2tCfYvGLDdD4tSd6xChe69oYV59wZu4tS9xv8suUULzdm/Ls4FjeHtGX4DpaHuu3gr/N4n6XPQlh6NwCiRg8ipEDOtLAtSG9lp4qV9yFsDtJEjysZjpj8tUaVrVdaCP3N8Y20/LkpD8oSPNcjs3ujGfDYWwpmsC71lrv8IacjlsVFtqAvF/GEKhuzaQ/7xfgbzjHgkgPvKNTyLETEcO5+XR1q0+/lMtF0wfc2xNPa3UjRu7MxZi5mO6evvRKtExjkMeh6SGoG4/GXNvDjk3TJiHsZQAjNhcg4HTJV4uBq+1CG/l/TuI/mmCmHyqeLcqYtZBIbQOG/1hi3tda9MNRTTkdtyostAG5W4ZSVxPB50XTAdxj8xA/tJFfYD3PlyUm+hOrmTjyE9Ksv9jvrWegt5aeiTkYb55k17ptFNf2MJL5xbNofAdjru1hMVTirxD2EoCIVVsEnC75bJtfg7XaL7Rx95to3N36stq6KEPuj8T4a3jmswtFPbYaNNqpTnVmbpVZaOPWz0xo481jL0xn9Y872TTvNVp5P8bAFDtTBNiNlpGr61+loboNUw8WdwBAT/bRXaxfEEvn+jrav7cbaxqVNCWEvSQiYt0GAWdOPhtHqrpS64U2jFxd2h2t72BSrTvn+b/zTjMN7T84Vu6YaVWb7wzHOy+3yim0YbzFoSUDaa59FLWnF9pHXaj/3Cx2X6vcr5LuHf2SFxtoaRazhavWpxjOMq+bHzo3F1zqdWHchtN2S+1Z4i6E3YKE+GsXAedNPrvuVHqjFIU2bia9iFb3XzYVDr+aG5P3K2OaagideUIIe6Wj4ygHliy0YSRz5cvUc3+SEetOm5+j5Gf+xLRn6qDrMpcT1h3wUi4YuZH+Ec81cKVJ9DJOWH/5Wx+rzyJtahd8NC2JL125o+hIIexFUIgFewgoUtglKrRhGn+t49qTxBtWSOem8pqPlu5Ls8VQjBUszrNoXWjjBl9HueL18mpuWjmQtzuO5pr2fHCsLGXP5XTKG7Ty9CJ45HrOlZw1zMqWeTH3B4b7qwlJKFGIw+o4IexWYIjF0ggoUdilKrRh+Mf0BkQTYtOKu2P6I+/TVhPEhD8qyubSsXH2LU7HrQoLbeSworcbHn1WYv3dnb9nIkFa+xWUTGPnZ5KiaaT1p8fsDHKsh1+A+9vH0CIgisWZVjvupjLET0PYx2W/JiuE3dmzQ+L2O13y1RgPCQttGM6z9AUffLt+QPoNI9w9yqJeDXFrn4DVizI19sBZDDgdtypRaOPi8ih83IKJ3XzePAZuvL6HT15ogGvwNPabvrtLFNownJzHM54qmr66hLSMDDKKPns4fiUf49W1DKinpvnr6yio7XGBrXGheHlH8rm5cof9aAtht4+L2FqIgNMlX00jJ3GhjfyzKbzR2gsXjbf5QZjr49EsPFzWj1dq6oxjn++M3Kqw0IbhElvjn6GhRoVXvfroNCp0wa+TdLzwwYpNoQ09h6YHo/rXvzBhYftRE7HA9O66kSs73iWioQa1tx91PVRoAiKI35pZ7o/ahLA7NvcfeuucMfkeOmgVNcBwi/OHMkjfd4Yy6jRUZEEW+52XW5UotHH9DPvTd/Pn8SzuWY2imAJnv9BGBSHNu8apfbtJP3C2UpwRwl4Bnkrf7bzJp/TIOb7/iuSWKLTh+MRUQgsVmXxKCKwD+KhMbolCGw5APdEEZSafiPuDQEBwSzqUxVCMdNjKwrJIPlmE0SGdENySLixC2KXDVhaWRfLJIowO6YTglnRhEcIuHbaysCySr0QYq1x4I5fzvyQxK34c8Qlfknosp9zX1EpcTdarglvShVcIu3TYysKySD7rMFa18MYd/pjRGV9VHYL7vEnMq515zLMRLy35izxrswpdFtySLvBC2KXDVhaWRfJZhbGKhTcMp+fS2dWbiE+OUfDzFAOZq/vjr3uBr6x/Im51CSUtCm5JF20h7NJhKwvLIvmKw1jVwhu3k/vg5t6Hldalc+5t4r8+7vT62no2keJrKGlJcEu6aAthlw5bWVgWyWcJY9ULb9xc0QtXrwF8e9diwzSrUyqv+aoInn5YcdP0WqFgXhTcKolI7a0LYa89LGVpSSRfYVirUXjD3MPX1id65YVCETeSvXEwAY+6EDThD5Q3n6Ntighu2eJRm2tC2GsTTRnaEslXENRqFd4w3uCnCSF4qv3pEP0mMYO68kRQV8KbaXjyvQOix/4vZcmPMXsvG75OJDGx4PP11mNYlzqtTflQFrK1iZxCbAlhB2pUeOMOp7YtIiE+nmnzv+VAVjoTgtzotqi4Kr1CqFTKTaVxKz99HM1dimdxVIV9zBlDKVhqZYMQ9lqBUb5GlJZ89iJZ3cIbxqu7WT5rMWnZxdP76U/MJNS1FVP2KX0gBvM0tfbwlu82A3p9Pvn5BR+9oZgXte2zEPbaRlRm9oSw16Dwxq1Uhvq7Ezp5t7kyjjFnH3Ofr48u8nPKqZEgMwaV7Y7gVtnY1HSPEPaaIijz8xWffDUqvGHg4sZRhOhUuNdtQB03NwKeGc/mixLdfzsZFxXPLQnjJYRdQnDlYFokX82jaLh9gcMZGRw8e81cLq3mFuVhQXBLujgKYZcOW1lYFsknizA6pBOCW9KFRQi7dNjKwrJIPlmE0SGdENySLixC2KXDVhaWRfLJIowO6YTglnRhEcIuHbaysCySTxZhdEgnBLekC4sQdumwlYVlkXyyCKNDOiG4JV1YhLBLh60sLIvkk0UYHdIJwS3pwiKEXTpsZWFZJJ8swuiQTghuSRcWIezSYSsLyyL5ZBFGh3RCcEu6sAhhlw5bWVgWySeLMDqkE4Jb0oVFCLt02MrCskg+WYTRIZ0Q3JIuLELYpcNWFpZF8skijA7phOCWdGERwi4dtrKwLJJPFmF0SCcEt6QLixB26bCVhWWRfLIIo0M6IbglXVj+ZQJXfAQGggOCA4IDMuKAdN8ZwrIcEDAlu/gnEJACAcEtKVAtsCmyVjpsZWFZJJ8swuiQTghuSRcWO8Ku50TKZMbM/oHLkpXk03Nx63QGRDxFaPggFu37jYVjp5Dyl76ant4jY+FYQGHh5QAAF/FJREFUJq06rvjK79YAGv75jpmzt5JZg4I9IvmsEQVu/caCt0czbtk+7pfYZX81l/O/JDErfhzxCV+SeiyHGoTD/iWcdKvTciv3Ar99PZspcXFMmbOKPy6X0K1759i1bAbxcePNBcz3Z5fYXypeBq4dWMvcd+OImzyH5IwsbCvi3uPcrmXMiI9j/LT5fLs/u0KdsyPsufw4vAHq9h9wrKL2lGpgJTfc/57X66l47PkJzP50JRlnltHT1Z+Y7bmVNFDysBsk9tRSb9hWUaHGAs3tvczq6oMqeDqHaxBHp00+Cw61+tfI5cQodF7eePsN5NsbFRm/wx8zOuOrqkNwnzeJebUzj3k24qUlf5FX0akK2O+U3LqdTkKYD56Pd2PoqBj6tPFB3ag/q84Xfl3f3UNCmA63wAgGjxrJgI4NcG3Yi6WnykpCI1kbh9HcvT4dBowkpl8o9bUB9E08W9gBuMuehDB0boFEDB7FyAEdaeDakF5LT5Ur7g9F2I1Xl9JdG8CIHYX0vpEohL3WEtnIrSMrGdleh1ajFsJea7gChnN8HuFJ0FszGBrgRfdFFynvptZwei6dXb2J+ORYYe/eQObq/vjrXuCrzPLOrM1GO64t5xN2PYcT2uHebDjfZxfG784uYpupaTVlH/kYyVzcHU/fXiRa4pt3iOkhahqPTrP/ZZ77G2ObaXly0h/cM4cql2OzO+PZcBhbboMxczHdPX3plZhZyLU8Dk0PQd14NGnl9A6qKex6sn79krhBPQgPDaFdx0gGjEtkX47JWSNX1wwn9LkZ7Cm6n9Bz/LOXCH3lK/SH5xLVOgDPf6uo07QV7Uas50ahsA9dspaprzzLUx260Pt/80m7VPwtp8/6lS/jBtEjPJSQdh2JHDCOxH05hc4W9thfW8J3Hw7j+bBQnoocwMTkw9w2g3WLTaM60H/BLjbPHGre3+HZ/kxMPlK439TsHA6sjOeVyKfpEB7F/xakkTymAy9+fNBs4cb6EXQY8BFJM/9LZKdnGDh/T7l+mk66tWkUHfrP54dvJtEvogNPde3DqM/SyLS4dWsTozr0Z/4P3zCpXwQdnupKn1GfkVZ0AJB7jm1zYujdJZTQjpEMnJDIvhtli4LxaiJRvo2IHL+GjZPaohU9dnP8auM//fGZhLo+wbj0W+wa3QRt6Ixy72pvJ/fBzb0PK3Osrn5vE//1cafX1xV2961Okuei0wm7/iBT27gS9vEZq+E0IznnT3A22yTLRm6e3MW6bda6kskXz2rwHbzZ7mhC/p+T+I8mmOmHLKIAxqyFRGobMPzHXIw3T7Jr3TaOFAiZ+RqZXzyLxncwm8sZ4KiWsOfunUqIW106xX7O6g0bWD1/NOF+LjR8Yyt3MJK1MBJto//xU9E3Sj77JrdEGzoL4+1z7P1+Ih009YlekMbuY1fQm4Rdo0Lj9TgvTlpMctKHDGnrjWurcfxyxyRue5ka4kbdTrF8vnoDG1bPZ3S4Hy4N32CraT8mYdfwqNqHJwcksHztN3wZG4avKpDYNNNIaIHwe/o2Irj/dL76JoUFozriU7Q/n2Nzu6Jza07fqUtJTvyQIe0a4OGqotk7uwu+rJZ2R6N24/Go90la/RWrfrtSrp/mViX2ROvuTb0W0cxI2czGRbGE1XGlZdzPFDQ7kZ5ad7zrtSB6RgqbNy4iNqwOri3j+Nl0gOE8yf0C8Ah8gfELVrE2+VNGhdfHO3QqGXfLSPbcTM6cN5FMz5H3hbCXgVI1Nuezd3JLNK3fZb8e8jImEKR+grjfy86umyt64eo1gG+tY3U/ldd8VQRPP1zurXQ1Guh0pzidsN9cSR+Phry58gc+fj2SNs2a0iKsP9O3nCvdG9dnc3TXehbEdqa+rj3v7TZnfKkY3f0mGne3vqy23p37IzH+Gp757ILVHaGe7KO7WL8gls71dbR/b3eBhpSyWLChGsJu4MKmybw6JpmzRU+B8kkf1xxth1n8ZShf2E2XNV5ZzHOujzHaci9hFnY1oQlHih4aGC8uoYeXjpdXXcdwYROTXx1DcvEFyU8fR3NtB2b9ZWpEgbCr2iVw1PLFl5/B+CAt7RKOFe9v/wHHi/b/ztjHNbT/4Bjc28ab/m6Ezf6rKNmMl5Pp62sr7GpVOHP/tjhdsZ83EnuiUYeScMRy62Lk8te90Xn3ZsVVI9jz+/LX9NZ503vFVXLT42iuacu0Q5bzwXh1NdG+Ol5KvmYVdHvRFcJuD5Vqb7ufRmyglg6zThRwRH+IacFqGgxN5VYZRs09fG19oldeKOSVkeyNgwl41IWgCX8Ucb2M02W/2dmE3XDuUzqr3fGt9zjPTVzOlu2pLHorjLqaIN7aacsCw9l5dPPT4ebiQr0u49hw2l4HwMjVpd3R+g4m1Xp3/u+806xAmyxyheEs87r5oXNzwaVeF8ZtOG33DsBCmmoIe8Gpxjvn+XPbGpZ9NoP4Ef0Jb+xGgbBWLHh2hd0tiInFYzegP8HMUA3N3vm9IAGMdzj/5zbWLPuMGfEj6B/eGDdVOxLMSl7QI/d57btiZw2nmfO0lqCJe4p67L6DU4v3m+1rzWNj+sPTaattyeR9xQKKMYsvI11teuzaukPZUhSAiv00Cbtb0HgyrMwazszhaW0T3vo5r0DY3YIYb3uAud1N3vo/nJ7fFbVLXYKe6kjHjpZPGxq5u/D42EJcLJEs9VcIeylIarDh9ubX8Vc1pu8Hy0hMTCQxcRnToxri4t2LpLJeHzPe4KcJIXiq/ekQ/SYxg7ryRFBXwptpePK9A0WdiBo0y6lPdTph//sTOqkeJeCN74u/zI1ZLH/RG88+K7huJxr6rDSmdvFB0zKejKIRjOIDbya9iFb3XzZZv2KV9ytjmmoInVnYiSg+HPRZpE3tgo+mJfH2DBYeWw1hN5LzyzTC/TR4N2lP5EuDiZ02j5kDmqIx95gLBS/Adihmz8Qg81CM6bp2hd39Sd47UPT9BIbTzO6o5fGxv/H/cn5hWrgfGu8mtI98icGx05g3cwBNNbbCbvNWjEXYJ/xRJOw2+/V/MStUS8vJ+8jfN4VW2jZMPWh1feM1vnrezVbY/WMofnGnYj9Nwu7e+j1s3DKRQ1t4t2Lqsbu3LuH333zSSctjo3/i2JynUesimbIyhZQU6883pO67Inrs1oSXctl4nZRoX9R1g2gfGkqo5dM+CD+VK53nWo+5lmzIHU5tW0RCfLz51bcDWelMCHKj26LLFcSvpB35rTubsHMjiSitmsgvLlnFTs+B91qjbfs+R6zkwzpauT8Mx18dQoKdA3K3DKWOa08SrR+55Kbymo+W7kuzra5jZTH3B4b7qwlJOFJm56Dqwm68xMJurng9v4QLllEJ7pA6pB7qkASzc9e+er7g9qLoW+gma/rpUIXOMrfOrrBrvembfL3IEeP1FKJ9Pei5LIuLC7vh6vU8S4ovyJ3UIdQrAqugx24j3FUQdnJSiNZ5EZVkJZb3dvK/xrZDMVobYYeK/DQPxXj2IsnyBB3IWTeQuh49WJJlGYrxpFeSVQBz1jGwrgc9lmTxf1MHU1fdzpYQecdZN3s2q/beKMLKKuRWi6LHbgVGjRaNl5byvKcpJtYJbeqhXCYxygtVqylY3+xZLma8upvlsxaTZhV//QnTA9hWTLF3guVEhfx1OmHXH+C91mqajvnFakz9Lt+/Xh+3bovIMt5n+5gWBEQtxvJSjCmUd1OH4KcJ42OroWRLiA3/zKerWxNi04qGAtAfeZ+2miAm/JHP/e1jaBEQxWJbgwzx0xD2seWVSIu14r9lCruqxUi+2Z1BRkbx548/T3Fdn01SlCea4DFsOX2dm9kn+emzgQRpHsGl5WT25kP+HxMIUtXluRnbOXbmKDsXDOJJb035wq55FHVgX+buOMrJA5uZ2TMATdMYtt3Qk50UhacmmDFbTnP9ZjYnf/qMgUEaHnFpyWTTBQsfjlZb2LnNT7HN0Qb0IGHTfk4c+YkvX/sPbo+40Dyu+OFpSWGvyE+zsD/iQsALM0g9cJyD339E78ZaGg/bzHXTiy3mMfZHcAl4gRmpBzh+8Hs+6t0YbeNhbDYdcD+dyW1c8Qp+k0U7D3Pq+K8sHx6Mh3soCQfs3NcVx1U8PLXBoiYrBs5+2hmtVy+SrpR+Gynn24HUcXmMETusn5AWXu9WKkP93QmdvBvTC2PGnH3Mfb4+usjPOV3UKapJ25z7XKcTdvSc+DgcT10403+7igED2WmTedq7Dr2TTK++Grm6dgD11M15fd0/ZvHPu7CVuFAvvC0xzz/N9uXL+O5w4Zi84TxLX/DBt+sHpJvedrt7lEW9GuLWPgHTizLGq2sZUE9N89fX8Y8p5fMusDUuFC/vSD4vh0RlCvu/7UwO9ohbNGvuQ+6JFcR0aoK3WoVGF0jYoBlsXDgIP++oAvIbr/PbnAE81dQXNzc/WvaaypqZPfAor8fu3pqY2RN4rpkOtUZH88gxpJwo7PLnnmBFTCeaeKtRaXQEhg1ixsaFDPLzLuxl17DHbsqPe8dZOSqCZj4a1F6N6RwzjaFPagrH6AsfcpTosVOBnyZh19bpydhx3Wmm0+BWtwXd307mmEUDTMKurUPPsePo3kyHxq0uLbq/TXLRAZB/4QcS+negsU6DSuVFQPto3t9meRhXXmKLHnt56FR6n/4ICSFqdNGrC76MS554dxtvBrhQp/8aO/sNXNw4ihCdCve6Dajj5kbAM+PZfFGouglG5xN2IP8c62Kfwk/tio+fDo3aj6fHplIUUuMVdrwbQUONGm+/unioNARExLPV8vPvW18TpVHR8aNTRUzKP5vCG629cNF4mx+Ouj4ezcLDBW+1m16hvLLjXSIaalB7+1HXQ4UmIIL4rZlWr1wWmSpasCPsRfuUs2C8yvGM/Zy/bdUjy09n3BNaOn1ytto4mIW93jC2Ft9l2doyC3s9hpV5gO3hD2PNKZPvYQBVzjUNty9wOCODg2evFT+8L+d4pexyZm7lXvmLvRl7OXHZIsC2Ucu7dop9u9M5cPZ6qbefrif2JWphlu0JhlucP5RB+r4zXLd62aLooLxrnNq3m/QDZ+3vLzqwYEEIuwkH/WGmt9XQdNgmLplBvcdfy6MJ0LTm3RqMhQphL8E2sSoQsELAmYXdyo2qLebuZWZ0DGuKuvhVO72yRwthNyNlJHvHuzzjb7rdqY9/HTdUnkFEf76/3B8BVARyTlIU7v7D2VZWjz0niSh3f/5/e1caG0UZhjG0uy3Qg6MH5SqxVgFtpJsYIkhBNAhooAQSAkgMR7BB5SpBhRAxKBAUMAGDBQpt1JYYICiHaSXaQjkaYrANtMRGbEO4AuVHa9rN7uYxy7K7w/ac2flg5puHZMNMZ+adeZ/jhW6337OwwxO6uoP445Y0n3hYeQezvhUTNnMeeBRvDIRdroMCHOxKYJz3UPdnBc5eqEJD0xNAX3lvg25zsBuUGAkei9oSRyIHuzhspahM80lBoyGboLbE0cLBLg5bKSrTfFLQaMgmqC1xtHCwi8NWiso0XwiNqoM2WtFQfgBfrl2Oj3I3Yk9J3aPlWUPqWnDXrNpqrivBns9ysXzlOnz140W0ydFQHbTRjL9L9mKTVyOr1uPr4krceewTsboEbVhQYWy5QwTMar4OGwrrgNqgDReu7pqCZHsCMrMXY+nc1zA0ui9e3Xiew92kPzxtqtiAMfG9kJo1D0uXzMIrydFImfYtAjkaqoM2GnF6rQNxvYdjwrwcfLB4OjL6R2HIzP3wrTeoW9BGWMrnxZIhwMGuIFRl0AZaT2NZqg2j1pwLBG3U7ZiIPnHZKFSu0a64hZU2TactTz12vRGDftPyAksGtF5aj5dtQx+tVKs+aMNd511SIAkzC4NrBzVX5GKUbTCWnGrRM2jDStJir10hYDrzddVQGMfVBm2g5SjeHWBH1vZg0lLzkflIiJqInQ381JXptOVpxJWSIvwcTL2Ap34nJtj7Yd7D1Av1QRuu6gKsXrIFpYEgDe9vwRdjdlwU3sq7r2fQRhjK56XSIWA68wljQH3QBvAAv616CXFDJmN9wXGc+mkb5o6Mw5DZhcFfQRf2vMYvbGZtuW5dRknxDuSMTUJ85idok6PRzaCNtix5cLt4DlJsIavNIuygjba34lesi4CZzacraxqCNrzrfDy4tBuz06LQ0xaD2KieiEiahM/LugpJ0fXJDVvMvNpy49q215EQ3wsREYkYt+IQQnM0uhe00Zaa5svfYEpyFJ5ddBTeLJ7An/CDNgKluEEEzLlQkwDetARteOrzMSOxN15cXIQa75Iiznr8um48+sePw9bqDhbvFvDsRi1p3sHuR9SFG6WfYlxfO0bknlEs5es/7s3F6DxoI3imB/fKN2FScjSGZe9BdUe/ra49aCN4K24RAfObTwcONQZt3Ns3FdGxM1DQqHiG1jIsTwuJPVMcttKmHNpqwS8LBwayKNrjr7OgDd/5LagpfA8jY2KRsaQYde0tAqYsrC1oQ1mB21ZHQA7zhcei1qCN+/vfRq8+7yBfmY7jrMDq9KhO02/Ce1rzXG06bf13AsueH4Spu+oVITdNODw/AfYxm3HNrT5owxs6X7s3G4OjBuLNL848XLdfyaCOQRvKsty2OgKmM5/uhGkP2vD8+x2m9u2FjJwj+Mf7rbXnLiq2TEZydAbWXezqv2W6N2K4gqbTluc2fpiVCFvaAhT5Ui9w/dhyOGLjMHF7DdwagjbcV7ZhfEwkhs/ZjVJFqNGZMxWouunUM2jDcPzzgZ4iAqYzn95YhRm00XAsF+NT7IiMTUSSNywlPgML9lY9+ly73g9rrnpm1Jbn5kl8nJUCuy0OCQP6INI+CFm5x+DP0YCqoA0XLq3PQGQ7oUY9etiQtcP7nQGDNsylapM8rRnNZzhoW++i9mI5ys5V4Uaz8qMOhnvSJ/pA5tVWK+5cvYCy8kpcazcVA1AdtNEV8gza6AohHleDgHnNp6ZLnvs0ELCkthi08TSkxnuGImBJ84WCwH0hCFhTWwzaECImFlWHgDXNpw4jnq0NAWpLG27duYrL9nYHJQufQ/NZmHzBrVNb4gDmYBeHrRSVaT4paDRkE9SWOFo42MVhK0Vlmi+ERhVBG+7rf+D7A/nIzw99HcThSq4XQ22FaEvHXQ52HcGUsRTNp2RVXdBGy4kPkTE8FampildKPCKficToDZdh9dViqC2ltvTd5mDXF0/pqtF8CkrVBm0oLn246WlA0dxhiB29Br8/CD1ovX1qSxznHOzisJWiMs0XpFF10EbwUu96ArhRMBNJvR3YUNnR0n2PXSD9DrUljmIOdnHYSlGZ5vPTqCVow38tgMbjWJRqx4iVZWhSfNnKm9SWOPY52MVhK0Vlmu8RjZqCNvwScKNm61j07j8DB29ySQE/KtSWHwn9/+Zg1x9TqSrSfD46tQRtBITgPIfcF2xIfb+Ui38FQIHlQlw8t87j0L485OX5XvuO/QVl1KkCmrA3OdjDhlDuAhzsvuV2C7P7wTYgHZkOBxz+V2Y6EiKjMXZrLdydyMB5dhXSbc9hRXlrJ2dZ75DVtOUsX4G0iB4P/0Hz9h45ZjNqOxNOGJLgYA8DPCtcajXztcep1qANXy0Xqjc6YB+0GCf5M9PH4LWettxwuZxwOn0vl1vc23Ic7I9JjTuhCFjPfKEIaA/a8FV6gILpfRA9ZS+UQUqhd7HiPrUljnUOdnHYSlHZ8uYLK2gDgKsaGx12DM0pbTfsWAqRaGzC8trSiFt3LuNg7w5KFj6H5rMw+YJbp7bEAczBLg5bKSrTfFLQaMgmqC1xtHCwi8NWiso0nxQ0GrIJakscLRzs4rCVojLNJwWNhmyC2hJHCwe7OGylqEzzSUGjIZugtsTRwsEuDlspKtN8UtBoyCaoLXG0cLCLw1aKyjSfFDQasglqSxwtHOzisJWiMs0nBY2GbILaEkcLB7s4bKWoTPNJQaMhm6C2xNHCwS4OWykq03xS0GjIJqgtcbRwsIvDVorKNJ8UNBqyCWpLHC0c7OKwlaIyzScFjYZsgtoSRwsHuzhspahM80lBoyGboLbE0cLBLg5bKSrTfFLQaMgmqC1xtHCwi8NWiso0nxQ0GrIJakscLRzs4rCVojLNJwWNhmyC2hJHCwe7OGylqEzzSUGjIZugtsTRwsEuDlspKtN8UtBoyCaoLXG0/A9GsF2v/g3leQAAAABJRU5ErkJggg==[/img]

Oh da scheint beim einfügen wohl was schief gelaufen zu sein Big Grin
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#7

Haushalts- und Beamtenecht war noch nicht dran ;-)

Man kann auch eine A16 Haushaltsstelle dafür verwenden einen Beamten in der A6 zu führen.

Es kommt darauf an was man als Dienstposten übertragen bekommt. Der Dienstherr muss den Stellenplan nicht ausreizen. Er könnte auch A9g übertragen.
Soweit man A10 übertragen bekommt wäre man trotzdem erstmal in der A9g und könnte nach vorliegenden der Voraussetzungen befördert werden.
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#8

P.S. es könnte ja auch noch eine Stelle der A9g ausgebracht werden oder eine Stelle umgewandelt werden.
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#9

(22.02.2021, 07:54)Gast schrieb:  P.S. es könnte ja auch noch eine Stelle der A9g ausgebracht werden oder eine Stelle umgewandelt werden.

danke für deine antwort Smile
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Möglicherweise verwandte Themen…
- Beamter bewirbt sich auf eine höher dotierte Stelle
- Beamter bewirbt sich auf eine niedriger dotierte Stelle
- A9z obwohl Stelle im Haushaltsplan als A10 ausgewiesen ist


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