(SE) Självförsörjande PV-system utan förbinding till elnätet. (DE) Autarkes PV-System ohne Verbidung zum Stromnetz. https://stiefel.tech
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YXyKl95NM/du08c61g4s6iViWwz/oAS5rP7G9dJejkvLh5prCU3CkauXRco7p4/O5eRYoh5NKk+cKuNzrQfWjcRB3pdq9TexIxB3ILlK4qLURFwLNrLoBsadp/uClYFn0LtyVc0y3V6Do76DYNC/MtU3cFWRQ52voTvqQcoA2FPQIHO0zpBb2apUarz7GvDofuXRgarZptzMumay7MG65joKp3mrT7UI6IJeFxkO1OLo9Hv3qCs/OZfQhyGWvedjrG51sRNMTepPZyr715LT114lB3q4y8WtT1qDiTWScZGv0RvJoeGaMl0eU3y6y3eEsyLBtcv3LHnTCh4WLQq7fN23M3ZAu7U7z8puM5w/FihiY5qM17oVD76hO1tcGrYoZhr0lka4lgWpjtrn6R1qFnKHNt2d7k0FpQO+vanfLaQ4N9AHUP6SAGQe3TcCdnq4l8JQkfwNCIt9/698wCdxhV0nbyAgwRquVuqc9SJDKpLPDL7sdddFKHHK8y6rL04/JFHedjPwDjp0BBP2x9W/HmMJpXTQttzrVdfaHebqGLlf1jj2booqSR1guum+uPfcyfrFYn4fLj4gswwXLbNPxqsmXIpDEvYANXCW29N8aCOw0AbImw9XmaALPFdqIcrGBTI2GTRM+VpENZrsnkQ2hWN8RSHkZq9uF7hmaP1uf6Yft+gLvSoy1GEe3yNxLPQUzygpULOgdkWc7VxSYfvXMoETeN3DR6TDBM8gN4EWOofe6/FDOf67OQVA7Q+lrfPsLpgwTC40qid0XxS8vk2qH4lKXLcTWa+sTGzck6Wn1+AhmCcQbQqCNJGeQJHPSDhx5mrLqolb+OqT39tC6EL/eNu3fP2JmL+D3lj4WgaSzsmjPvchzSvmAFandM8kYs6444Rz1LFdoxYI+9hwL1vsK7eVupXkEIb+LktxR8ek3PtERJjf+eDPsgl0B8dwORVNRdB3IGW34VsclcyrUgQ25DLnq1CTid5KPhpCp0oW/6FZNlUmD+FGauWx7Evo7EaEUuuuv+F+RNdoeECuMbf6ksP4W9g4HtaXjPhcIwnz+QzWxujszI7voON+py0mUW2SZCSkQtm3xUvCl1k4y9EaY3+OkAcF46Y+VN0YWDbTnP+wxgaa7NzNRBr/VtrmsfmoC2AlKrNv1+Ex7kEn6aFdLbEt8vokrpddFZCW7dSgTs1AWst08OApdNDacDybzN/SzoE+tb8WK93pDtMFhNidDJNwwbO92aoRsB1JxdIv8yWafN6E6gK0a07G4JQo2glkAfZSVAovSLTIGVnO9fvjg8FvOBRABSqbWfO2LemPHL33biNt8HDdxa3OxXd9BbundzIUrW42UuQEiFElGN5NF1OkFBeqonBBUhkNbKhDmsmLdbWRNa8gIgzKmuKwopw+P7ZTQgBRY1TffyQTM2WCDa5b5AXVdLoAHGdGYszDOrZDWtLzW0GzT70yy4JRZ0O2v00vKpE1B0huKMEtIdCKzoh0F0kEPAyBckmZpUjYoZT5L3+abxkT7zHV9HJH7i+/be2kdkbkez3JeNNQpBVWop5BRauCEHwTCGPlQhBEkeJpEN3E/X0ssmxAjZzUdOS9GtVfJI+4XuUMI9+BoO/a2mqXlCvwy/NAlco/mFHIzopM8DvAzPSNdhfHN+iEIgEioezK/Iq8wL5vX1wdmPfFjd6j7lW/NsI7/N8iZKafQSUkjI22HkmVJlzMpqMqMsw11KKJy6+wqmPT2Cci3Orzjztdo7w3eh0nVUDSHHeN1KZdliTyKwzM9xufsgLN/BUnDdQAMkT96ZOn/Ns4KPtjzyiGo/vT4GDPPFcvtNfUfpx4OMHCTLJu5I84N/HsLJSlABWQJuKPaZDh/RnOygPxerq9RAADYU/Upx7i+gGF9DftQgPtakLYNvTGtoszFUdOm+cJPITqHEPBcoorfVyvGCMuoj5riTfpWYkhbbe1/yc67C7Vs0s/2gkAeSMl/VqX8lA4PPgZGxX+e354ku+qnmbV1WM/tqvQBmocdwEF0St3Bbj9Lce8ROIVjOlwjZY1E+fXT5ZX9lWJFNivOTVVayeJjUiB70j5PqViWeXfYVtDJglsawQvEJk2GG6UObERZfadrGSHH1lpN826YFjwuY+4lCU+u26Jxp1kcHYansNGD8/ERRyRWQPueq+RK+eTOZm4H6tvzUZM6XTvrkrWNy0WnFA5J/cpNBv5BdPAy86IvH4fUL5O8D3gjHaylLgLhMCXKT8WFAQrtIvY0NKWGOLkiqSPF8ZmLLMCwD0ozoTwb9oyY1bbeti709sFPHDTG++HAlp7RYPaS9c0M5i/28PJsRJMZdoU0vk2S3jSGlU+/xOc3QT1HEqi/4cZpKlpwerSX7KaHk2V3WzbMNSBCg6SdgMhwEzBGBDPeVFS7a5H3QGg3RzAdzU96wbR5P3xRt8PDRB1BU+y8klB9a4RfchUItEfZ8NWH4q8hAdjaW4yNkJd0QsjimZjZSTcuJz4ixbDjPgSN++YW3iSh3i3qb+Brh4QU+IyuKarhznVqxl8DLFX5bNQ0VnA/ws+zV+kqlOLvHg+/Le8eDduZsBIYZu9nzt7GB9O8aosNKrS0nimr1SWuTxaZYh7p09pV2D8YPzFlczPiM+SaulALuKz3XuzronT6CAMc7Gu5sbDFxGzoVxaVVagudKD5xjIRHkdBoi2jpJhM+vqNKJkgPEGI7yM2Ofy5ZiGDDLOSHdDYNLr3IrSHorKD3fklI+RpV4FxpdftowvTN8uqOGmL81rUQ9W31wLuPSrtjVIs8CZm6Anlb8+G54euK0T6AVLomuJNoI1WDx7KaToKlvEgDDU/WPXjvjjOy9rwSTghYv68DxgycB8cMnb4kBRSpYIfhKjlpZbHKYjpnzm+x8gGnnKlqHCPYntko9RGasj89mIfUNRdVsAoZD7BKvyzqSNb2d+YnxydNtkAHq1n6Qp0Vx5UJwpU9R+rU1wMF6RTfr8AT5E/29IhTqtmUOEwJmqye0HpUGO+PeNhjPH1561aPetGaBY2Wn2VxqXeFypQCvfwHtsqOjzvVySF8tyra4R92VX/HNontlcNXm4igOS4RjdREv1Ii+8JIzM6kZPErppinWxDb+HFIk8xIjCjGKGc3H4UMywYNU3t9E2S6vuC0w6rD8teLUoFmUrjX8OXitN/xfnhNagHcUS+1olB8ztPrlIjMyUzS2GHBmlxmhKzEkiICkJGJRxCOl37UUDXZyHakf02uwHkYas1uzGKzVEfR3Y4dcxR20oSw5MFJDjIZiEg4zfQK9fODhUEMa6Fvw9lXx1QiSbqJYBrE2oyBoE+PKfySpEx3nkgaHFmwVd9dmPcQInnNTCHgGYr5ObGga7o07djWWCh6IqzVGmAlsRNJRpUs1cDxy8SSg4dTPKDS/tto4JEzvxbEZVnos1rv9vra64mJEIywtCJcR2MHssfv5lZ43obaiFdE29APm/K+TskXM+kfv0JKjW0z7b0F1RZnKY1fgdfi3qd2rsKrItGekQt4OR/G1wpjdcxWL4aY3grFIBJ8vZ5wTjuNHI4Epn8K9bLpQNnuoxshiHepdn43tKHGKs9T1lRzQf1Eh0iJxKyEUneXomC2o0h+mUrfKprbj3bxhQIJ+OCGsnu+Owhzt6KUExqCUR6rSMQ+PF2isZYemRQHMkVB0yNR6Mv8liZ/k3S75sU0WL7FTkFh9tlpTOtBYiqlOs5X6NFHedNaPHpXermFFGLPyJedOyZGrcdD5b72x2HjyA7kUoM/lrUC8k0/vMusmmX9vPKrvGPCzN15dccHUyun/4Yn8bvJKNphb5OFHZoNWeP1lvSR0pRoiiuSWJJqRJPJ06RvQ0jxi+Uu/udITRRqbL0tkV/vz5Rv1RoeM1S/4G3d1sMiD9nXVU4ZKwevNKchpg9Q/PLZC4EZ3LgqvSCnyevgLn+2/e7OO6PDmzxiB4sdqKawjY+ZHce8jmLoVHUfi90ey+3H1cFxZdMv+S5TFt9zOYGG9jt48xwsjQM+IsrNaOVEbOjIqKdO0RJG41+aHHiiQQ9BoQxa6AnVAUdV44slcwMySLkEyPfFovD79K6X7gj8t0wHKRxOGS09wBUXSrKoxym4VNN83Ws2d8paQObRpxTJxB/Du6QOb81lDNqB6jBibDAoSuGYxG9Mb6p3GVFujLiMyFCXMIIkMfKSK9lF5h791nzVx3BtzbPIlqWrO4uuY2g6SW1DQdSl1RqA56fq3CFikDp/Z7zohu9vm/YtTn2qTiS+uQJs7G0Dn1mVNWVhEpvUj4rXfpUJo66ApBys3AlGiw91YjcocxIBimQ+PoT7kG+6vGpU2ALgiw9ZMCgnavPQlW3v5J3eoPWTucM71jNzWcFBc8vXfInwL36xFOq9mrPtmlkd6VAVV6lAedZnTppJKLaIQXza6Ydx4pZROKkMgyXaoWRCrydP5mxj0mPC02L29KLP5WkdbAEGWyvGEowlP3ECcXunnA+KP4dlrZuMHy9jhFXbaPXgGGVRqJ9Erf1KrXIsVHqLP+Jgq2z4VpMhulUlY/PzTcEzEE6uNyrTS4cgEH7MuWHN+V+bclQPVgcPokjiG4oL4GiFZSPJl1/9qQlFroqZM4jy2T0DOoRMZGRoVBXRD9a/+8qLEqJOWqjI/O7Do2iIuCoBxV+jHgYucKmwoWvWhZfCpZDbgGIK0QMOtabwEdkgk1g/aRmDu8nRC7up2EW7Q6b1xVxPuUJquc1P/L6bnXBgXX8x6HckqR2AyypUIk1oP1LoC1hrorRepnmmq8jDpoD54waGPLwcNyLkvcT3zHyFSq2jlQ8CwTrCL3CQ0AKPSQAD3LA9vfqlyLKvCh6nMDUDJkzuY3L6acb5rXhwJipx1snMjjaqDV0d/YiAPG0Ije5X2rGP8j0VPz9LPbV9pGNLGxwUG27qveiQN3Ayyc+hDqBZQ0wkg5ngKsAD2N2TzGfT14VK4Jkq0Pveq2aYU4IdfZbk3pVHmmQF0igHD1KwkOPQlGOWokgbVjqubCfntkn4W1l6HfF4CYCGx/M4oMdZ0l/Cxx9yeHRV70NdRNn0Q1bbNzDrrXBGgI9Tzu7GNOcKtycp2ck6ALgVi1dPCtLdaDWK+SOI76Te4CudIOdcQW54i/EPFUN92KoXfYg08bbcTVjFkkwnJ6w1/UsiGFsz2kiGB18CBvTq9oF7QTbjfMPNzQiTheiQrfiIPsvzFCiBmwYR4q4f/Uv3fP32jhMZPydprZ+vI73a0hzlJYuLBv3x003we2iiffJllS039FlOa1tsxjyjo0bz6LOzy/xrFHtaTGvPNFSfIBonXIILms3HkmXGzKnYNuc5uHVeODTy037S0pdN8dKAufDaF70OR647TD4+16u/bFer8Two5JTn4Ubjx6lWQsolTZBA6M+flK5fncjhqAzj98rjvBcz+hQlzLt2/yv5wXUl1h0lrU8BKtIN4Ukrff0oYfE64O9mt4KiD8KY3bNFrvznXr4Csev3cMb6zS5CU+zNtze7ebTeVagxinnKvF30rSTFhxbjPOGl+1u2pqzfn3Dh9GydILnB7grALftmht4kW58X4i1uQAsZiAfcwhjF1SibbSwY92lUPIzXc5msc6/nhL8eoJxpvi776GEWPtpf75userx2D1lzviJELTABRx05i9ESmD1RMGMvEQDcZaiTzVYuf8RaObTQNrPgMZcwSuzFc7LPBVk5DVCNrUytKLPN98VXlo8MbuN8v5gVWSs3XoI21yUicrZaDYsNE9B8JifrW/iWDLX0EI78IRa8EvrTjeIOE3Hc+4BpJeLsh6EMMF8cZmfVjha+iJFxNaIMoqWeYVk+w8i1oeI9QQcdPstJVTP/OZRkj5QC2b9JF2r0YNFLltn1i4t6YHfvs4Xok97gE4chWJlRRDluTNWHxM1S/a7qEVYNdr6oH2baK1A6UriZ8coFKarXIm1UUeEEIcnrq6HNIfd9FGVSRsV5EQjf2+PfhflzoYlmDfkWwTHrAM8b5ISw7SErbQQc5nt1NeU+Myqu8wTWGRLjuzxZRKd9dStCnAoTyhYKgavqWhcg1LSY73d/W2HKSd/8XiPtBdVw+xU2R5OVRxTgJHruMfHiU+JgzglY4XmFHwSawhsnZFdFXqiFyabhfpirfiheChIH0RKnZNohymx7KrwcGuY9UvauD76kCgGmfrcJO83krKgkC/iruppT/pEIR2OouRBLB6Ee/KZg2+el8ZfZmkPOlgdG02VDt3TVJ/bJ3khV0uzo7owXlknJ5LvdaRlFyGoPdW9uurIWwrtLsSuthsjQlvOc8kSE/OJZtrhy1Ht2kevWOEJX+h4qPLEHThXi0Eif/i2KbpZFm8SY2ntc0kl794mRwLEW4ewo+DrvDAZ54/5qrk0GwAefd6Oav0Rivuu6e60xcVWQ6TZZgzA/N1Ukwz397AVPEzROERzExHLJ80czUNoX7oXIRQMmVZHSoVNXmX1/b0kGjLMz+3YUfGts4SROqFf7zhD9bEn9c7ft94lctjoJQyFthIMci9fPegyuCDzmW5HL7XCSnLorJ6quKfcmHNW796jda0K3PKnyd6jqWj9ZHnKLKeKFvQzQLAUZGHv1ifAihQP1EkCF6ya4qHPTvL7dKlZCBL4HO2ksbwmKk+ywZvJjkTU9jLuDRg9g4b5wWhnOBXK2ge1sfsnLH7lZsstLFE1aID7Mp3fIbtUbLigJLimJnrHhY0/2x31lr5go0BV6m0qIEHxeiSutqSRVTVRUnc9iQEAa4oWKqwy2goiFRBVw78lmmHiNeojrMGdEGile7XCIzdYnWE7ZXqKTN50oqR/7E5Rt6R2OGLPLqbU2AddqnqiaaDKdhDcT3EWBrXmNSAbwZMYp6jpnyYqzE/rZY/XSHY9rSrzs7LATDhAwhmdsocHEbFLAjoeS+3SGvPDyPISZEoKv8IC+CFrpsaQTGnJVjub3zaOxuIzJhlF4c5Gqw2AWPcEzUX3NTdsADWA9y8fTDW3E3SyxVzMTl8C9I38tQ+HnRB5fMToewN0pWxsb5/Ao3OhfIOHdu1Q+z42pQlqSXwzTu1+TxlFamZw08DVGYi3Xwueoew37hx+yOVZw1juaNhwXS4IXgTAC7cJoaUbsLjYfNEP1V6slb5p+/Bm+nlRQ+p7lVDRpftGORbJSyOA0pbxbs31tS6EQZVj7fNNqUKOQfn04tFrW5J3ltwuotNyxePIOUSQEAI3gDbPj3vYbZ0w0Acky2gH3RukraN1gTmKkbQrYBmcIW4Z93j6mcEYJAxFwALZQWxALr6sGLoXAf+6CugW5tEidt2SKdghIqMsGyBxMBqvueEbuMCJ+enDauvt6vwUDYAVNjvozbA/299cNuPI1L5wGjOrAhFcbSWU7kRDvOVvOhBo9ZMcWHiC767D+pXOmBHevPu07wtAGNTDCuQYnUMdY4NsEP5i8E0UpYVlRPETdWLgYpLjDveMl23bv8GLGWxKcZEgiLGuDK4tf8dm+4EtkHiD5TMKreMQ1fQrqKb8d8Pd7BgcOyzdTQbbK8QRAR7rpLfuLL1K9g9R4xrroz8kVfq6Gdw8CrJpfLme1E84yvMg9yc4zB/hmDjgArSxUhgAbFJs0IEo7UKYp3NH2amnF1RlH186iH4tG/2FZhuH0K+CiuQN253HZJLiFJJmEtVUK2+xQdoiaAFUPxX22AOXt1/chg9/LiPaZ4nPvAJdOI2rA+5eFrBLNuAIe2ZDBmtu5dw3xuqVYufyHMQgaCQcMy7y8rUO+iHB5x6ySh2CH8gAQEw4t3lctCuRyQfzCwLUrZPyIbYURJmxXqD7RiArpIK8SUO14FQNe7MHs3pnE8oGrAva7BSHGw/IXZa1W7+ziFv1v9CrbhfHsmNZx4ojVc2U4ZrP7l+2iCbg/SNM6WU6vDi++aDBWRvN5WMZ0oZkGG9iYpkA+MAScaXEWNt3tH7wgmZmULiodX4x4gDvbkvs5Xcukfr2MXwoIzm2M7H6DW9wPdOck3T1oCv9W/c9TvqRYkEnVlJvZPwXdYXPd/XzYQKdKrdK5DM6qshLUZpDtwsBl0S77oV1Y2lNYPrCn5xX4ENeiPaGJiQyms++FraNV4RR76+TwDqk2pIz9QYX7gPh4Ei9ZZkU83aiPgCI08TD0ZQXH17WvSwthfnxzo0bPmjUbVsyacePGDeSXED/+uW76EkDlmk8a4Nmvo4uRPF4/JgHuvDzvc0zL4gSm+entR+0EKNdPs0Dusw4kpjAqBdzxfKc2TlXAZKO88SdwPHP/HGQAvQ8I7jTaBlEIcNqAFRbhlgWGnwj+5ltwsA6wvfJ+gcfL9aLfIKHHFvR+uz7+IcH58rSxBTVc+w3UCg7QfcBVhQSx/7PVvCQCt7JAK1qYH/BRw+hd0UROD5UTRc/ILDAIA1c80KamBNV4VRvz/FsQRgbLJnYC39SMbVmBO/IgnnjrdPG8yqAihmFieidlad3qdgGdAAGGMj7M/mg3pzZYAewTk8n9Z95UV9FFX/DgRsCKXIMYhoeSNk2DEq+XqKZgNQMkMIEYYu/fDqQY5pkL/maO7uJ1/fnywsRPeitrYzXU99J+V7YDdUZo0iju/aPbBe+9DeLSQGfjcL4LwGoi4RiD6lEXG6Den/vQmTDIrKSAx7iLVPI0TTOFnILKu87TQYsz35l94MH1b6D2Soe5aal6q0AGyjHh1gnf+9XlHxSs3FeOHje+JRnJJkI+sN8Wdgv7BpV2GdxMAtN38Hhn2DZbIsxMGwLLFVg0CvbMv/Regj5zfLDxnN1BtNmFEr4MGCP92QRO2eBqiNtwbA1K4hBkDlPS8m3udNLqEHu6E51UutyJOlnVXc6gH9VdDgdnO5786KY/omV1CZuJDW75vtiH54JtK09zp4iOkz2MJ6tXn9OBaLj3KU/srqq+YvL4WVc5vVPpHJTaxcI2SW8m4Rofu6V3sim+v2RH5+bb2ymlFeYJo9MKnXWRE599PlNgR5xNUs8TvgG0+3nmxIq1QlddmcQkG89MY9FV9e7jhVfXlguFmC1DdV0MnJO5bb4xlkshY6PCfaiGQ1AkLE7Hb2iwQWv4znlLNHHpciRmz9qvnEd50XeOE2fhkVRA3jf/ClV+CYWJ9W31fTUcBCn5cSYPvukFJcI8ckDG3Hgv5MO2/fdd28/elWA07TA4EG+UuG0rFOOVCXNSscoM5hk6cI4Gp1+v/JOIIMw3NWPzKKK6jvl9sRxJPvJOd/BjGO4SkhPT1/Kb7xzUGsUzuEYTG/8MrpEVCJk5K8hKcB8RbsBtGmzfnCHEIaYxZS1Rs+DcVtsrbNs8bG5L4nQ4FRI2TnVvM8Gmun52nK1l6TG79nQMiuifB0jgHOxwGsroCq9nc/fHV9+Hgn/w55Ed5FFuu1TOzKCW4eQ+JJM776JQ8NigitbpTBL4ZTuZhVK+RGTKqUXU4eBkJYrwio/agqzmjD3QVXsRz9rZPVIDXAzyC9svkzhYrgijyK5YXrhA4A7qt86iPUiq6Vumeg+kIKHTHar3jdXTowNlr4B9rlQf/xHo54yf/TqrfV3e3kAvl9P1KQ9UdD++2FxWD5nmavuD3pvyaYXCxpbL1JHuDB6ZxQEXXwwq+4SJ1m+NQfteWSFlO5LkdMCe4FMN6wxYeZ1z+4MK8Wdv6/B7m8tLqmGNSdabkx9NIE4f9VU3EosUrcm3eVqPLgBHPpP7WX0DjU16Mgjwh1M8eoVe6NYAr9bqd9EC70acfNxiwJM6BJorbzJCSBfSnq1cDFMNJlF/7xxRDAZ+2fwAsIq731VGdI5JEAU4mDbOjGhvEyGCentTZwo0IAdR4q2vhPqTkcIC4G39zs/6RHyTQS2/57ptgP7f7knkzLfwO8s+hzfO7rL6neu0EUjgvwva35d4HERwmYVcjYcXxeMkgiUwb6hA0zHgcN8lAcesiIz/Pqzdsi2A9rnvmP+p3gPu+wbEx+KmPz4PEnigRffHFgu4e7VJ7q5c44Tdb6MFWUO4s8lvvEUAeRurXgzUQuBQkC5fv2APefMAiWMlEfj5HhKMI8N3FAslPiAHAA0HA3bS5SR5/2cUEKdREhXI15vElKf116gwsve9QqeuS90xBWcMc2yj/PwhLXVwfPyvpd5GYwxkNYzPt/NHHpVwPkK16kduzF6Lzxytn/RtIYoXPEt9QuLnkHz8ypJvoTHAz1TCpq0Ve72xG5xiv2+3VvihjcBpe6ud4QU9zUISXAvfRq+2uMUFqViOMCavXWBZ/Pn2cjqP+VO7XkviirtTWy3uHwK/ExD5xXExefwJyL0W+zo+k2s+zxSwYbj4ZzXisxoUA8mZPH+hmGKtu5zrhvB5EzgWpHuHk1Z3uuEas4O1/bjmIeDDN5w0ILeDs+mHRb2n4m6ztjj5gLNqq/8lXbSZRSfLRTXaDRwjsTVWTqP5nm8jzx8fmD+a/QhLfmaQPWFeQIW64kF6D0eD4dNYuUJGe4G68OI/mwCgVZGhSTze4g3Qw4Zv/hvMv/66ztFm6Sds7nZRc42Wni5VPxfTglZV73Eg26U+npWcfjzMKVTnpalC87jRYo0bM3tY2YOfdtZp6VARyuVgMOJTEpcvszeX84ZoH7ZGB6Nx2hKLiqsv8Ayp6O5pAfBnUWeXA/CGJkHYnAzp8TJpNlx0BfzjBorOKg03OEEd/9SJpAXqBD586iqrfuoOUCc+dQJps1x0onz51GWg3XAHoXPKTx1P2k+7c+DHpy4C7YYL1KlPHUc6oF3AH0+dB9qhJ6jTn7oP6YB2Ao89dRZohx6gznzqWNJ92h0oT5HIfAR1O6ccNtFt98wScrEzKJNjBtqRlgTiK0AaT3xwO+J0+W9ezbk4L9s/frM1oCbKRB7ezi0nIFrvAp/lmaj/8RttJiRm65n8+RlfbnOLn+4EDtMN2ZOnzxFnZz4bC+MeKhxZbm9Yz4pfbGpEJ/VoyMg961C3eMV4Q/5iHSgO6Fb4qdvk8sUX8opxg+SkDtsGoE55ip/AL48vDuXMlBW6ANQtm1ReSi6H1+cpzli0c1NW6Redbq4ll36Kj4j+qSPqUa+G66mLLhf9HDgH6pinWK3Qa9ar7HQF6nzm/NTJRB2qNVr3aqU9xeYb9wTqwue7DMkZrX1QnPImaPLjtGd2jMin1k877VR1K3tqVyBeP2vnpg84j75JEuH++2cdAlXxyx4yLWy79/3QTi9IrX/GGyhPFEvZaR5zsW6qTXrZCSC70VAS0+dyELOityO9RYjn/UMWJV5PR6NSz7vjSMmXSPKF2IPA21itGtjlPFZB8HY474Z47kfvXSqJ24VsVYMcYI6qYqB73qt2Qds++Hz2vdw8gQE67cK36kFOXpeqYBNHLqr+w/ra0DqHTbyZXCVPL7XPphjsx3dJP2Q7bWjdE+4+/PVVXcAcmSiTQUxuHNUTmDWO6pV0G1b1gqsN0de5TL6fznsjHmzlkVFPp/FSy4fR9Gh8LmClFgnWOT/rPO7Oe9ZJP+t8+Z3AX9ioF2mi1C3+PtdNVn5iq7Zzp35+e5lFFx4JJyNfk6iu369ntndet9F0gZ9aPPRskG8i4uN02b9lhL5NJertFByHlGWEXwDxMtbwA0Uwsc/I9IcCt4LAPOMmaQrG/Z7HM27/a9z+Jx1f9QqLLDwffo14DaP6es/PyES/teH086uk/hlZYV9g5HWfnpEBx3/G1tP119jTdf+M/TxmPCNHz3qf73EjCPYzcvDQs2fk7IQ2ETWSa+1+ekWIfvKDa/zfuKv/8DvXnxEINUkLficO3EkLx368zv1DweM0J+r2tB6EJ7OZhpCnDQCeqHJpwYF4wYg1YNW8866jCyBEns5ydTtIOXmsKMZFPv0afWcsCeULGAzj1uDfpovHv5oTHAlvsvM+D1BC5+jmDT4bbXvxodIILk4XwohZ+EjTidqpci/NRodZHxgpYbH6lqNzzWfZG2RbefX1JtRYjUBGEv087RbBmKbTcFPmXuq8C6U+eBiC2ehbBL+qp92N5szTqudiNYGLDwZh6PgQlKeNn0agjRTi/UBZ1/bMEZisnmXqj+Onu+HxMSt2Xub6EwpIWLMD1a8aQaPuLiFvIp9VOhDUFnsMZTj3G12vx3tdTcnhvPODKBJB9LRT0VW1FVTvF8xYbwZGuTE8blP9+VmXTqJNo3oP5dMp9jEJL80fJZ/Z3k8pQZ4xcJUFpCXfmiuoX6xQ66hefnIDwuND7aYhbW6QdyJOolM7E16tHghB6rfw9hUQk+TM9/XE0x+/OIXi5QyZk6AEj+S4cK8/Gby/yEPoP3kI5KdMKPfrlWXF2lA5syt4mubvdyQLpFub4Cdiy6/EJefbABJzlEUu5CbNaFCJp1A2Fxl84ISA2gfomOh+Qf3yKE7zeWKyAqeOt+/xE97FiycRA/yEN+DOF0bu84MHgMPhh/Pnhsn0BPdGTBpwwehn1ChLm09htUqB5cuGWTc4N+OmOyyAjdtAqz+jRY4D9sZfV+phnRDcYLLcUQmfR85iTgtKjO0aQ8ZE7aoxq0gXkvNb2yqqH+C5vGETy4ckrfv7mcY9Nju1T1qM2Z5RwWHbYzBqxB4foNHnmtSTLiUnI9E395P0rIlNNs/eeHZzIAMe3+QW6/YP1XJP7zA5gjgWOQeFSw53Ppynf9AA75CG7hvnOw7qJyaa5/pm764iC/m30XPd/DyjB9f9hH8c4HW2acGt52c+yRPlIuOAcKCnAvyzgI7lHcjQPfQkt99meOCsw3kkyj3oorpBPoYX5Be26Tw2A1tODHPF/UKDbZR79Hivokt7Yshjvr/NUAZ6nj0a/UTYEYPSSvrxvU/3mzz+zIlx2kANgiR9ol3MqwNmp0B9a2z5bQ4lTv+aw5DL2KYdZNA1qQOH1LphQn3QEXwYXUvdS5kpI90+BLThaadPU5fXo+4yx/NXGQv+D5Q04kRd/L5M5w4FkJsG3SKi6hM8FNHG1mstyhHpi6OgZI3PFrDLWr5fqO0XFgcuabMFbWWk0/rzi8B4cVsIcTJWp1GWvXTrl7HW7c+ZLJeTmk+Ir/BlvT36nGDg27WnSn/49RQU7Omieq3zetYLQiJCtFc0j5S4ML3YUSNhDj3EtJnqJePZ5nEehVemT3BKNlsdMSzSykQoSe/HesuLGmSQR8sfJNW7Kc12EVlwY/rLk4SX0svLU/2jo2lGgShqPDzqQVWK/niyeVMW8jcNEKNH2tZPou154LxlvZQucC+EEt3s9AV1fD2DDRhFmyiXgrkyT2iumV8aovyk3J3mWXQCTlg03ykdPJHZ+n1le2MJF+yzHH8FzRcC92rK9EF4hZAAzhxSHDi+VBuN1HNT9TVo4ZN3dIjhitprtMMDzdT32mB3ttjcSR7ikpQkSDNvQj1ExpmzQa8oj+wBecKpPKkx15F+Dp4ExkcPqn7sKjx/YnXwWHP5jX9pbf1tNdUX3uyjlVJ4gll8BiXAqKpAydUdtsetBehF1SAqI+m0FGT3bR5dB5fARDF4YykZsV0CDl4EDlxZEmoKJlLhO+eK8IZj7OHwvXViSECuBSyle/AxOJYcU98JmA/EViC7EYu6HVBBwDdGS8Ex+dBwkBKQe0/C9nvobBzkFG7cvXdktXfkxIXaWyoMaDN0ekWFTQSSK7drcPl3LzFPu2WuJ78gpDpV/Xo3ZwKPZNCvOfOOC/pYktZXvnioklvDwaRQB4uCGVxN/sITbBWj7eol18MiSV1ZYuGz+8KRK4BNVm+hhvcHuSNdeZ8IGfjYJqWLUZIByNL6cvNo2OLdJ7xLtLAsmN4RaX36xYntaLgGAplL/iJUC2PzRiAcnKy/ugcZUmexvbUSHOyBW36Q6Gr3VlgFvSDRpphC63DFupwsCIteGIcoOUdhOKLg0k6nFuGwQLGIDeHSJACwBlkVU2sdGS1PlJWD6kgL0gr2EyhiC1Ng8OP+bnvIuQIJBREzEIt/HmeDN3WxaSfood8cR3sY6Ovnh51PF+LoJhfE4Q9V9F5sHcwKxnL2I7Py5wH/QQBAZh/cKT7evJSBzOLs4wy4enybZ/4mRBRM/kLIL5M/QMHLD2zAggYRDHjFyzPYX1ithWnyXb5Y8p7h7xLbj1otKdQA94EGsZYbjsACAXHL7tpvs68/MkoExQi/OO9capsqVl18f3Kt0Bf3eowJoBFqH1iuJLFBK3Lp17FOicLolqUPET4BYtPFJRK4Zz8uXtGwJ9SQ1bPLNdjlqjlz0vKhTX6w2/j4S6RXmhfLKT56woPECjOBMd2etmdchOGOTg/aR3TZ//6/7V1Zd6pIEP419zEelmZ7FBU33AXBlzkuqIiiIiD466daY6I2ScxETeKduedkYlrtpr7au7sKMI4BY93dKFgB4ZvXShqesgxPuRlofjdUjbWTBh/cwZLU3inZqV3vFKJcf4VKra3Vcb2iCRy+MX0hgOjDquct0LZFw9+2lI7oYzlpTWxsNjZRm+6KOD8jW3XRnmmSxXecUh7TivIcE6gmxTW11cF5HrWBb5VswnGA9Va1Nc+OWstZbtIODa4SMxkrlB0F+0PcStu0uSGsa96jd6dYx21/YU8Dg8P5r1GuRBmRu5qiRWYSGOyyvbYEhmqP59hBVBTNxwm7wcRWgnnYLmVci4oao1JF89ujQr4ym5dVzrPdVRstYcyBsSqMtfDYFsZ4FcZUVMp4lgZjTRjDNyQVbtpxYkWRtGjExDO3UKMdfoWmtCxqis5muJCdYi9r2PEHmz3cBqfp+JN1NcgadTrKNLxROPcn/VmmV0rroRBJG3qj0JKNz+RrXr2pjwZq3Kvjii1Kr6UPxChfHVPTrYTZJcfOmU0z18oBWJum4o5WaFnbWOVBUB/bap41ItpeyoVVFi3sbRBVNBd8oZpRiBrKdIS5Sh+HkShqeo/Nz9W2BM/Z76Nihg78it5fbQwOrJLqe3YbZ/dkKmr7S3i2PpuzVZ8GveXXFQjoo31UZZs+G0NEEqiTpoKVfGVDT0StOWQhQmsH7hjHXAs78ifiwJRGFc2wjDyOAHe1jYZsLtrvu+30zlhlhDBcj6b6tsJK87xguruMLsaRRe2ttOo2S4aAcc1Yo2WbRlg2A5UpLWO3TrM4T1AceTmh4TUM/KmsKGTdqDzKmEt2FRSn8FdB2FJW6PuFeCtXQA+UUSh0NMNgPIfaNoFSeiF2ynkuF+lBDe3OJTqTJjsHCWjBqMZunHIHgeoPOuZulIJRB0bbeNSN8aiDHdwOW69Um6OMthImTbfHWDZaMtg85yYam8H7gLxvxtlBdTSbWRA9SCHnVo22GGmRvjvBg6UpyMmrpe2HqleKhcxKmM2XeE8raHPM0hqWdR+bXaVlLJgC7XUF1e5yqIzjQmNZ393mwu/GadzypuDkzFU4rIBw1vNdzx3XDbxaRpBtYSjmhBC1wMUDZQnUClkKNMkmKHYCd6rWSnnV49qgorLRvF9CWToSl5koGJsB68o1fGUit+yxlUrHpeaqJGSVJnAVBAAo3i6bNr/nIrCC3Tlj5SyPmeOL9UpYnMi7oxIiBL3I9qNBQ+rC5MHUFsbRLtWtGCUK13EqTrqjlRlkc9wuxZ4zipuBXuCDYn4yNHK1ur3gGVVsDuwJGLsY+emiuu6OlgVtkumEXZmeylEWLDXyo2HajKa+sDIn20HDxNOvpYFLCeJCthr9YXFsmHLETmdbN8JOzq7cybqAJxVyu+y3POFm3QVQD/hEK+d52fYG87ic39rABxUddcRZHtjBjVbLTFhZ68Np0cKsWKpmRyziWEf3ZmD9trskE3yjrym1nofKszbQvjWamB6bA9ovrGJn4U688QRUewl4aJwvb2lVsVDWXtDNKENnxKqWq6l9vqyMwIntWGDkaSTq+XUgUyG78qq8VfaMws4iF+JOWQI3A2+szICfJmjFWu7uJExm0mcXIlgKS5V6daW5VsGlH6LVdu3aK6YZ1UGeZ/bWykbmqGSGfVA1PrfceOFi0ZGYutIFpwT7BdNI67dQoRVaqzW/RCt/PWhLGnzEZ8FlLjAdleELtmfxg3IflXcyDasGByqkcY4awaqXrO3VbVj1cLdqDVat+rBqnNGa2VIAng8LIW8QorU2NNxNB5htEmng3oyBZVeLehCOV4a0leF7OTShB6NSI+wHWbttVnx1jc0RmGNgNAMZMYZWwu5whRU4kdtyXTOM6UadLbe2GBh5VBZsFEYhhYHHm1VoClGyhujB2MVai930rDmOhKPRWI+rowLC6kBSajWjiN9OgYB5wP/7WRFf4fqqaKDuYCoxzhpcLscVnT/P51pker3/ntqosKs75s+Ao6nVXMeRvR3mvCXdDQq4uIGcCxrs1MGGV67PpKLYHU3qMQN+xyKuaCjvlmjZqQSRn2/YbI7i8sVBtu+sxnHOQMy0GLXHvcE0X5vM4uqmm1EH7bZjTjbVoDkpNHghY1amSk1exhWTzxvFeFrUh6NKrWkX0gyXzw2zQMemU14H+UIxmi7gacqVCX4AmL2qdbKqYzapo9kzCxVmqiyOZ3c1pRHj2O9o9t4qU2yOpr3j2XOs7BT9qHo0u7cqjfdP+Tq7Tomb56d8mXsVm+bzU77MTTeLld1THs1dHs/3T3k097DR3D/l0dzlRfHwlEezZwcnNIbZa8F4nj2mMcyuGPVt9pXG+9nBDZ+80ng/u54dx6803s3eWMnohMbPCKepc4Tnq3HrHOFtdVM6R5izTaWfq5UWesXk5k0zno4gvFGn5ytMewqxQlvPkCssy2bCCmdpkgdtcoVxKWGFaZIHB9YZD8pOeq0DOhm5wXBaTsl60y7JGZFDcsZmTXCG3tAIzuiNywRnKA2F4AxrkU7gjOogQ3CGksAZmTbJGenonO4TPd04p3tzlZZRNF3ujo+ayttnzNY4DbsdiXKjk5W2uYGpLXYn7NItTa81y1zGLBZxVdarVLcVUEJ1W4qsbou4FCN+rvjz1+rbku3m6t5iajm4UvIfhp/hgsGgqvkx/qUy/ZNh/8j8zMUZ3P0gTo8dxv+vWZyMqnTXksVkY7xSMAOMKPhH/20Q8UmCl1BWWrgrREl99Pbi1D/I0npfBjzlW7iM7ous9f9WWUsEMkHW7gtkUoekPVaYFH9wH9QDNfhVsNgDx6Is/nf8pz2mqj2w3LV1BPf+W/5OxBObKX034oe+QVdCPF/HXQdDJkX9D/rboH+3vqYv6Hv69/QwoRmOSQmnHT2faIoD4HgCp+u0MhGp0+le1MCn25icfZEkpSR01AnyrHHulXqaEMv/qKEJ/UZvqAvff955+oPlnL79z026nnBkI40IxJyq1OttoBzV7/m+5dk/Ut1dv9sjJ6HUGQhJ3R7pQ0fIu2g5iTRt9fwTzR66Tn9rB3I+JRy3Ez7t2CpwZP/bpM5cN+uUKZHd8IB0wrfTDSEhRf8sUr2o7kuM6SDwZrHs9QaO5X9MsFfq7lrDzexl4Q/Rr1W6kggzEv0uS/KJ3doTKM1TKe5mtCb5MmJetS2oUpzQSSN33PNuoHohmoFpvqZ8rwEVSIFIvwmVSAmk5qUEcAzuqHzpQwvvbxKLp2vJBSuCXJwSmJFInZMsCTcjLul96HvOj6yZZzvg51k/0vW4BiAcn0L8K/OL5+CQwRVAmNQ9/nbM/zHrf8pynkVNQ84Sh4jAD0ZEps/y/JXoLLDnjM8nGFuWJwkrXoGw/WFz7Wl1NtKCf9hmzRJXNPMYhEWU9OMIyzwEYRH34whLdouN0ON6Jizz6bjm0E/32oo5EQ3SJ/kpESHLQ2TDnFCLFe4X2iRSKyHFQaqFh+FdRCcgQOYw7sqv5NZnRAbhj4OAdEl0f1cAyER5XX8aW67l9XygJJ5XgZ/ThTd8YFxo8LipI61+mp1NjDdpKsVLdwQqaePy9yVhEA/BJse9pO/PpOHOOZhkF/znZlU5mknRIvUG9Tj6m80pfUH0ckMevVaqnxeJVD+VYCY/uU/2NcqS4UvEP64+5hh0ZidRUkbqnnaSJn3F36EV+AOZvk0rkCcWf6lW4M9C78Mpg2/TCgne80NrBS7Fi6cQcCRz31ctkP7zyS75qTN9dWR+yVY5z5CSQiPmNjj9s/ln7mS14j/DsN8yKT1NZaWr51WPN2JA95IJwf1/V0qdIGKHBgn30z2JBCUdkt9NUE5I0CT3JCiZR/1NBKVIDmXJoPmuBL1ge/Y/E1S6MT0ZSQAdenTM7fSAJU9dtj97M9qSzvDvoS0r/mzaXuAu/1jaIp56j7aIuyy7czPakg7zb6It1rFvJn+kb3YILjhx/cNJe6oG7hjcJdLzgnzvj6UnyxH0FJhvVqsJKbSfksBhuXct0j1PgCaTjnSlHnqflPo0HLfKOSTD8b0JtaudOxSYd8l8572gZFKTDoNqO8+ncGV+Ptr/3xtaM3weFxAIBo6N74L15pi2bn+9fKHWI8oKS4ECfRtE8aDOjxM/nHBPYXn75u7z9b9XWA53/fDA09rewl/Tf/At7GWUdPXzLT74VddBr8EDUoo7hZ0jUcdHVLl72qzP7Jd7i/W63/M+qyDPUCAzLlcgLjhOKVo4OprAnVCaTTJGKEFJ3kzADl98ROjdAijcuvhh1R7PvKf2WJZE5VaHRZJB+cxO/PW5/1ougnimVg40PD7rmuQJ346uZBCxW8BDMztD0SlW+BCJWwGRfDuVwEHHz2PPLOyGsRSu1vyVqO4sOOaRwIsCASEOm2mEdTBxffvl4vctbrKBxSUuoyY4WknnwAX6RoiQQckZIvDzuqBYHI12N+QJUGTm+e78HUFhGem9cOauACXrrqQdpr2jOrTDg5Oadsd26PawStvdt+J87CP3YJya7f8w7LnwYn8ZC0Nru6718t7Uke979K03UI4/wvWlRfFcNdI8CTRwf5Lzezsz9VFO67UChbpYLJ8RmFq+H7d2YU+2F/iLU3ysyPaN54/j3038OzzV/lU2OhrKxocXLjyN8fpG/NI8Hnv92O5V/BEy+6oR7z35s+O1rwPxjro6XAD/sIiGByGdb4fWyTouL4TBn4VGgnQG+hsVK/5DGYd3CXIk9ZRBZ3Gt4uf6Vd5BSJXnIHbteEHo2rjnIpV4Kf5BhJcTICQ9NaNCwuYfzaO7Rq4MSfDj4jHPlPxb5Jkn5fnd9P715PlrIJLuEGVwSLlY6mhQGxlSjT+u6PFCgoMk0SlE31P2pP9l75UY4oW2lL66Lf0aiGTKlzJkmWJI4asUs8Wn9d6XdTwQvvW6h+tCUdiDgqCezJo8rgCiw4HM7xTAhGp9lCEw+BeKhC9brD6tHQuHK48K01kUKSbUnLpVsdpkgC7ILB4VyhvMeuu1Pbiq+mNFdKwAn6gURaMPtODuVd3ybKACTql9UTUe2PRD1ShcqBk/yKMd/vbFYISjzg69HnICn63Khy9MMmdFeWjpfBv2xqENy/58Y02fmOpXy311Y80ylxpr6kcZ68O6T411Dt9LP9f26aqaaKsr4t+i/pMKJtzfRJNRyS3Fjv4vYkedip1wQ7m7NOEk/iyxS0oLibySSwhQ6/oTj+80MXX4kc1gics8bEaXPzsNnhSV0uKdJe6+GaHPSNwXBOfSzA77swQnKbGTocR0YoBS7vWt2WS/OTKbPXDNujOxQRSXcHiPZhNcW/bzZ/fgpbfAh7FevUl4rEllMbTwO/4F</diagram></mxfile>