Hallo zusammen,
ich bin neu hier im Forum und wollte Fragen, ob jemand eine Idee und Vereinfachung für meine Berechnung hätte. Die Werte in den roten Markierungen sind Eingabewerte, die in den blauen Markierungen Ausgabewerte für verschiedene Berechnungen.
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v5+fyCn2mJ4o7WMLuoUmaaf0mfB0/loI1ETKvdZ0S5yLtz5+4MlXJMuVxTc078T9/QxFT9DoIzyqvHsC55iWJw4HhLrqkpEXVw1dLrCZWmD21GisWaLx955airzjtHOYAGRE4qjvs0MeHo5cgyEA446Lvx0f2ymX4nO2QSgdSrw4DOLqEzxy79FCsxMzPjcjkEnI6QBEce6eLRR1gjWJkydAYFdWp33TmffxlQ56vClASKiXmt9jvQmJuam4T5fU6SlqrsydX2flSdNFNSXgq98fAFs9qKx/4373kgn6O1IFN1OiB0TnTRSmrvG+qsmmWUCmogP/zHrcdBrbo1MxGk8vh8Hi9VzHFt06bqo2t343ia2Ravy0ksJZmzTMz97h0cPaRv/7795u/4OWrV3NrOXL2cdpqTwJrzP5VEkkcymVRMN6+8cM/qGoKHIwb2HzJ06NAhgwYP+d+byFQ6wyDaE8WgRDPa5j8XJocd8fnytKH9Bw0ZPHDQ9M+smktXzCxnw9BLOJNiXJ5/JTTyBjVIY7M5N7fPgAj8oUMHDxww/vTrEJhY1kju+cpEnT4yXx/KJjEMV2kEg7qK0yBqhw4bYSqYa8S69QNLx8wdN3jAoMGD+vebuuZhlQYNLUxJ3RRLHdsdVk1YTFgk+n1al4wGa0W6tLtCX60O1rOtDnDTLEsfxVvbpYhksOO/35o5vOO4nS+7TxlT0Yyu7YP2tKsRdZ4c3J7MotPEyVLTnlM2DHd6NnDU3Ge/EiF2RN2GLrv31Rmg4iWM2rCIjvKEJeOvX78WL16cyVT/wF84UFeYmirkmJv+udARBnliQXKq2NSMq37MDtS6b9++lStXTrvVL5/sJSJBSnIyHy44l8nYpnb2diZivgAGE/nMRlvJ4cQXgObu7q71e6byqQGdyaZLU8LDYxWhSiSDY2llTnXLBvAAtODgYKgdLi4uOpmIyqQz1KPEpGSh4qYuguXg7MiiiYS6v28PjEKScINnampq0aJFdc+B0p4mE/B51EWQ8ltNZTLS1MrKjMPU8eYbxeV0ERERpUqV0hsHHl/KYGtvhlKZagcc4DzfgICAsmXL6owDQWex6aLIiEiekLr+gyA5NnaWcDOjDlxmKP9w4yRcA1eiRAnd6Av3t6SKZCYmbMVAD8q/kM+TkGwOjAa1/0C7FxISAt9xdXXVjb4KneTVPFVCsE3YOp13AH19fX3hhlktXjILtzUIU+LiEmkcS3s4K1+s3chcsVjs4+MDYyQtzkhKRCkCEZvDBWeEurFMmBiTJOSaWZiwYL5Aw2UUDAStDdzAqLj9Fi9h1DBfA89Oc4WYim4ytzTP1LrAHAyDbQnTXBoac2pOWo2ZBWJOrGztnZycoObYWDBEfKHheCYKJdWZe9AYpr8yAqdOKGXaOQI56nGws9TgqW7qi63jGdOMAkOVsbb5DcbRhhAL9OKZKETSY5gH9XVYOTExs7VPKyXOzg7mMHzReB+oRHHRPwdTU9h3oYSkWk+i40YYfHW+kGZl6+jsTDUUjg5WuvFM0jnqUl+CyTbnctLNDOWfZWIGO/O0btTfH9BLOZdXc9Bb/RnSfHPSeucIEypMU3snF3srrrY9k/TuPt8U8vUCg2VuZqpYJoEgCBrTzM7WRhueifqjF4NoLvPFFhOnE9D4JYxUVc/CFzbUam4woct+QslyomjNfz+anjpQUohckxkgtDR5M6MzKHZa77RyMVkmLDo43yWPQqaLOeqcRcgMQ2809OispnmJfzetmmgcVMhDH+1JxjZWg/1J3trr2u5/dZca7T8NT98/ThG19yNv+TSdQif2VZReHamn9epJtch/LKVon7WnmzoGwrAuTVcXHeYHq2bv3r2DNXoIItThZ1X8FBTTt2/fVq9eXS+tmIpC6/s1MPH79+8hcg/WRpGbktYAaP7+/vB/CIfTZXiDkuLpLBkQCAsLg4gmLy8vCBjQ2XcN7UOK8B6IeKlYsWJh5gCTWTwe78ePH1WrVi0M9QLsHh0dDZGNECdTGOwO9f3Xr1/QTegrjFPHFR9ORfvy5Yu9vb0iakjHX9fG56CUfvr0qVq1asahDhjI29sbhi6Ojo4qhHWhc6KNMqajPKExevnypZubmyb2nGhdZsPcc6J1tdX7gMHuOVFPLe2+rd89J9rVLT+5633PSX6E1WJave850aJu+claL3tO8iOghtPqfs+JhhXIZ3b62nOSTzE1llwXe040JqxSGeliz4lSgmgmkWLPiSJmHmZD8rvnBJ0TzZhBL7lA4xsUFBQfH6/70zlU01e/xyipJrPe30JoKphAUSNwrQk5pBcerEcKFIWNQ6HSt7DVd+MzrvFp5OnpyeVyoS9G50SFkUwBfgV804LimRRgyig6EkACSAAJIAEkgASQQH4IwJqJYpYQnZP8YMO0SAAJIAEkgASQABJAAkgACWiNADonWkOLGatNwNnFRe08MAMkoCyBSlOvKpu0EKS7PrFyIdASVUQCSKAQEcBBheEbOyw0VIWVEzxK2PAtixIiASSABJAAEkACSAAJIIFCQQA3xBcKMxuIkopJDoUbjQ8S0CoBKGyKlRNcMfh33XvkoNXChpkjASSgFwI4qNALdiU/mtE6+Q3rwpUTJSFjMiSABJAAEkACSAAJIAEkgAS0SwCdE+3yxdyRABJAAkgACSABJIAEkAASUJKAHsK64OjbxMTE0NBQuNo8z3tqIXFMTEzJkiXhzFwlVSo8yYDJyJEjFy9eXCBuSIUrQpnym+wlhfiy6vwWTjDxxIkTx40bV6xYsTwrS34zN9b0AG3//v0DBw1ShHW9/V8LY9U0d72Aw/Xr1+FG8L0hpQozh8JpfdQaCRg3AWjfli1bNmv2bBxUGKahqUG7/MIxuHEMRi/5HcPrwTlR3NsKtwdWrlwZbsTMHSs4J1FRUWXKlGEwGIZpAP1K1bt3740bN4Jzol8xlPk6VToVRpQfeo2PkgSGDBkya9as4sWLK5kekwGB7du3jxw1SuGcfFjZqtAyuXTp0pcvX47FVirkHAptAUDFkYARE5g9e/bSZctwUGG4Jv7tnKggIYZ1qQANX0ECSAAJIAEkgASQABJAAkhA8wTQOdE8U8wRCSABJIAEkAASQAJIAAkgARUIaMI5IeksJkMeWSZ/CDqbyzU1NeVy2ZrIXQWl8BUkgASQABLIREAiSIqMjBVJ5b+UyWJ+BYXHJhegCEuZODUiPJovzpfIkujQ8NhEPhYFJIAEkIBWCchSwn1+fIPnh29AouCvZkqSEv7rx9ev33x8IyWSLIKIo6LCQiNi0hpnqSA6JOin93d4IDefwKhsNj/IhLEh3t++fvvhE8IXKNp0+cOP8qN+/T0oJEmryuogc/XcB4KgM9ksfsTLT9/5EpLyTwgGhxZ7ff/2lStXbt97L4nFUu8DOiCAn/ibQOzt40cv3f8hMl42Cd531q1ZtXrVyj2nr0VnqPr84Ff7t65YuWrV1p23EjJUeeMloZRmyX4PdmxcsXr16nXb93+O+nt0yP9y/+LmtWvWrF27ds2qlVuOfYtMVSpfo04U4fN475bzgbw8ttXpjEHE0y3N2439HEt9MODhumZVm+y4H/JnUklncqj6oeRfF1vW63MvgKdsBsK4e/snl3UtO27jg6yDAWWzwHRIAAkggbwJhH1/NGP0qHkrV65bs3r9riPeMZmbfUnMselTh02YtH7b+jGdu8/eezWj65Dw/GjzEi6V2o/8kij/UPTjXvXrDZy2YtOG9WvXrN5++ulfvWnq7XUrhwwZsWr7pmkD+o1etDtCPlZJCv6yrO+A8UuWbVi7pF+b3vtf/CzQQxg1fAeCJhUJI3zvTmzbdub++2KCQdAZHGHkrmWTdj6PKVmqVMjdjYvWX05mMdT4Rt5lAlNomECi/4ZJPdv3Grrh6FNjnW8UBT1buvOmiVuxEh7O9zcOGDD/ZKp8vB3nd21wi6nvhdZlynl8PzVvyMzd4QW6cmuqZCT92rj9eIyJs1epUimv9/QdO983PkvWyVf3Ltv1JA527Xt4FC3q5mTKKuxn6/neXNOhc5ehY1d9ShJqyg7q5wOuCJ1J4/lcGDpiTrnZG2Z29lLkKUqNDgkODg4JT0pJG8bLxIKUFAFNnBIWGhIemSiBiiDjR0aEhITFCn9PWghSU4RCiYgfGxQcHBWbkkE8GT8xgsovNIrHT3NlxfxUHk8k5cXAhyKiUjI6uPyYKEgcHh2b9m2pKCU5VSbmx0VCFlGp8hxkEn5kZIxIzI+JCImNixPIk0qSE8NCgkPCIgR/TUXCFOKBqa3Hn/Qv625F0PK12KI+ZswBCSCBwkQg5fvC/yYlVp94bM++nbv3bFs+u7oLM6P+3pdWLrufOHvLxZ2bdpze1//KyjkHn0anJZBGb91y2rNOXUszRlpDJRXRrd2GLtixZdv2Xbv3rJnUwSIzy4S3h2btvddnxcW9G7eePTE77OKqZae8aTTpuXXjr3NaHTxwaMeuw8tH2M4Yu/hrbAFu+lR2HAg2l/by4Ow+ff73TQJdDnViGJ1BBr6/dOg1e+68qd26dJm9ckb884O3P8SyCv1IpeBU0+T1Q9pekjYc1bw0XUorQLOq+SLMcKm2YOnSEd27dOzeb86Mcd7b9r2JhQGX7Mq6VZFNBi2dMLxd6+7Lt/z39eCOi8/D85WzcSY2dZ20eMOMof3btW8/ZelSx9uHT73xy6wpwZARpWq26NihQ5eu3bq3b+JuxTZOFMpp5Xt11fCFZxr3GlrdFo5QNKBqBCvd0vif00dPSWq5ee+kNtTB3jRaxIdnc0f0mTBr1qRRg3v0nPoqhpqnS32xu1ajrsu3bV28aHLnBu0XbL128ey62bOnD+7UfeL/Tssn+IRHpvbtMWnl6nULZ06f3qt12x2P/OX5SX3uXJo4rNeUuXPG9OszYNwKX3nUwZMtQ6q2HDz/f3PnzJnUvVn3Hbd+yB1/qe+rg73b95s5c+bgzk0XnHwHTof0173ujesNmrt80fxJYwb0Gzh6QzCNluh9Z8PG/cHRPnuXz5y1dn9gEk0Q/WzSgAH/jZ85vt+/Axbsi8zsA0r5v/jmbY4e3t/IjSmSFOAeWrkSh6mQABLQG4Gvp9fckZX/b0jDHCSIOX3kQfF2fWq7UHN2FlW7dHCJv3f9iWJtxfv8iiuJ5aaOaMOQ/IlYlYGbkuOhpsIbJy7RqnbuWMkcXqe7Ne1R0/bt+RsxKR9O347rNLCDtbzDqdhmQMWg+ze/hugNitofVtk5kYkEtOINe206eXTlhC52fJjJIkiaNDbER8RwsOXSU1NTWBaepUxovqHRElLlr6itH2aQPwLixqO2HF832dOCEEuNtkcn6CwuO22XFEnCip8MwhFpvA9nHsdUbljTVE6M696wsUvAi09ZRuH5o2kkqUkGh82SR23ShImRMUJLGwtuZtVkYpo0KT4mJSUlITkVQ2jMSzRae+DcmKZFxWKDWnqj04nQHRMmfXAde271YIX7KI3/NGdsj+jai04dPHjy4vEOLq/HzTwMFmSQYm/f18HcBlu3Hz+8uOGueUMOBZdYt+vwtX1jPp+af+arAJLQybDzJ89ZNJ5y+MiRTTOrbJgy70MCTRR4dfzEyUUGHDi+b//5KztKhhybsu4ufIiQpvj4ffFoMW/f/pO7phTfsHTJd3Anol7Nnb27/vL9hw4dOrJpwu2VM68FyEgGmZL0I0DgOXvzyQsnV3G+bNh8ydeyTJulS6aXcKk8dcPh7YsnlrTi75w3M6zWmGOnD52+dNj8ydZVZ39kLJMkx2vEkjnlbYQ8sdSAvEMjaRFQDSSABP4Q8Pnu70wwD66d0qd33149e2y69TMTHX7Yt+BEtn36fQ/mdo6iuIQEajol9t2CbXfaj59Z0VL8Zw6FzqYnh+2cPXBwv54dJ/zvUyg0thmfuJ/+4RJbh993axC2jmQKLzb+l693CsvK2kyRlMW2tLSJj4rO8m5BsprqboNUTHMqXbtqaTsBjyeD60hoMimNtC9WnhX24a1/rIWFVXLo508/PoWGJ0ikioENPoZPwKpy08Z2hFRSWK4iET26cJndsXUVG4KWGhsvpFla/V5BJVhsE5Eg1Yj33eSjNAqjf169cO7c+a0D2y6uMmthrxpOmV9me1WuT3+3b8iQwV3aNek47WhMUqHm5lCqZqUSjqRUaFD+PclgJH3/cuPlS5a1lcXvoIMon1dvYisM6lxZblCLdj06Se+efA5rJ2Kxm1eVHm1rw2+LVSnn6OncqUU3M4JG2jnSOfzPX2FFkRSLkiq07te/thuVpmZXz18vnvpG+L19GWTerH9z6pc0jmePrrV/nT35C36WiIpWrtdcXnLcatU0j48IiaSFfLj79BtpEvzswoUL9z6nMoO/fwkMocFlXSyTlh062sE8o41rRS8n7w8BcvFEEuh1pJS/J4t7cf5ShI0s5Oalcxfv/CT5CT/evCvA/XA+6iImRQJIwKAICGIj4z78DC73z5D1mzbN7Vdl7chOyy/7/hGRINgMhoMltdCheOTDKxIWrm/vWfPLodvwphYCYYZpLLsGJ1++Pbt33ar/LWrJet6iUd+HMRln/Ag6QTqlD1R+3xsnI0hLDtvCxCTzVwwKVP6EUd05obobsVAo+kNNIpI4lO+0ZGSZVTNHDxoydP2ZZwyz4uZmTIIsLEPd/LHH1Pom4HNl0aa74lkjBlKzDTKo8wT9zyoftbJKQ7dabiOpICk4yM/fT1itRZWwcF+/0OTMpjNvP3nNlesXjx8/ce3gCsbtOUO339a3bfH7WQlIRXzzsq33HdnAuzht0eG3in9OTQqPZ9jZmKSF4dGZhEQWGhFLrYND2U9bXpRQP7MVM3XgG0BzTsjdLhmNzSEUVYTFsbBxkIlkwoTYqFRzZ+vf03p0towvDIkRyGsStXFFkYkMwquhW0iJiYgVJwf5+wf4+QVE8rrMWt6mjKNUJA9v+L35hS6TkYrPZXgkcZERYl5U6C9//18/vX96dZsxrmttvKYXCz0SQAI6J8Bmc0yr1+rQqXYZe1vrsm0mDiuZ8PhZxrkSmUAsCY9T7HanHmhNrWysk0Jv/m+nz6jxQ6xghxw0elKpUDG/QjDMrKydnJxsi5QaNXd2JYvPh69kWhaW0KQhsQkZcqNzuVYmJtK4VH5CSvrmeRlBs7CyUoTuFshHLeckq8YQX03nNui/9PimhSNGjOjbrYOTo7SEuzNDhoEeBbJwGLfQkS/295p1pM3SXb2qy1dLWHSZWByf8PsUDZlYJLVxdYJ2Ax8ax7XK8LGTJ02aMHvdkoqhewctP5vTmgDTrV6fduWf3nmD09gGV24IQizk2VXrsWthr9OjJp72pjpLFseKE/4rKCVtOzs/SUSwvIo5gg8i34aerkN2IdCwXJ6QKhbJE6UkBv4S23vYWJqwzclfPiG/z6pJjZeampcuwgZ/JBMP+BssqFs4utiblxkwYuL4iRMnTZw8/r+e5e2Z0r9i4RSvUiKQpMIZots7O5s4Ne0wfMx/EyZNmjxp4rDmtYoW9kMYDK7AoUBIoFAQcHHhRCbACcFpykphNifjll22c2lLbqKf3+9GMdgn0qJUmRJ8f+9Ea9bpFaO7des2YsXZyB8vZozoc/FLxpNFqGURWAqBVZEMHC2LOTrSfL1/eyfJPoFSp7IVXFyLlhAkwmEjipTJ8QGhdK/yRWwKrgE06pxQHYhURGN7lChTpUplk/CXvrSyNb2cpRlWVwouqcIkOR2GACQ1eWq0D9/nSufBCzz671zctWKakhYV6jmKvN9/VGys5YW/+pTqXqVMUaNFoJpiDOuizpbR0Yk576XghQb6OxYtgtPY8oUHgm4w50rIoHGWSQUCWpm+C6YMJkf3++95pNS1yj/Nygds3H6H6jiFfru3nvUcOKQykyYB74R6FG6B4kn7Gf4qkbsaDJaJz4Xtmy9+BUfj1o5NQS41y7lYVGjSvDTzyaYj7yCBIOrJtgMf6o/v7wBhYhLqpd+ZgCQykZDmVKVZI6v3i/bfoL4uiLt4+ez3ONjuQqWTwsSf/NsQYqrY/8ZgW1skRgZHxsPPhHnF7s25uzfvDJJ3+F8en7n4ITLbEg3RxjJqyQYfJIAEkIBWCFTvPIz+9dLpG9QO1dBnmy4Ge/bs1YJF4904uHLu0ac0mm234XW9rx64/hOWNWQvd254KavRvbmXc72xr14+On/m9KlTp/bP7eZQts6aA0falzMNfX3q/AvFrhXR9V1b33Ar/teqNPwl4NmpBf87GiFltx7QSvb9zMFH1Gk9/jd3nfpiO6hPXYJZqVd3i6PbjgVTIdXRR/6327xJj/olFFtoC+Sj/viTavx5YqrTgaOEpdF+507su/H8/asLu2ZsvdFmxDQvC5iBLpBoCqXQgsDPn95/eOEbnhgX5f3i6+eAqMx+vHFAiXs9useIeNce/zW1e//2zatXrwOi4fIE64Gz+/qe2rX7wuMvX2/PmbC9WOfx7StmOcTPOPTPnxaR74+PHjjj+pN3Hz68v3tk1a4ndssmdoRZanHwjbY1W299FEKLe7900dTL999++PDhxuZZa/zLrRrfvjBPY6fEBH95//7NZ98kQdy3Dy/feQcqjr7V78M0tStV1NWEMozV6CWbupg/33PsptSk1PITV+uE7u7QocO/3aeI2i09MqkNpCC4dsWLunEVLibb0tPT00IR+cXgunuWcLGkogXEImG5f9qTL1Z0aNdm17uyx08sKQFpXP7ZffYg+8rUdh07tBm1reLU7eu6VoLEpvZFS7g5Ku69IjhWJT3dzegSmmW19Ze3211fD19v03v0mxSnYtY0GcPcvZiXvamib2LYuXgWtafiLrlFmsyb1fTE+O5D564P5FkM275/qIvv8FZt4N3lj3jVPTPPEYp/ru7Xs0Onoc/E3IBba9v2GnLwRZh++ePXkQASMEoCZmW6ndo27s22Ae06dx44/cOUY/t7w8hBkvr52bVzzyg3o1Tn5dsnVt85EI6XbzP5AWvbvtVVrDORoHPtS7i5msgnZGxsOBcXj+/QqXOnNq33/HQ9fPhIBWovvcznzbn/7b4Zw6NZVBtzYPOw+1N7d+rStv/O79O2b2/jyaHRmL1XnRjj7jesbdv2HXrfcexxdPlQy4KMm1BMiIWFqdhwQ4xy8Jsb933NO3eqz4HJ9tSIC8f3PvuZRNLMm/Yb+m9FJ5Eg665QkiTj4uKCgoIqV64sFudxQxnstI+KiipTpgyDgVOx2RS03r17b9y40c4u/SAINQtj9Lnlm++HxTOp2zMlqRJ6za5j+9d1VzNTxesSCPpTGFHfW5ASfR9u2386SmBCwDYpGQ3+1Os1pXtNF5Dsx83j+y88TWXQLKp3W9ivofq+u/rohgwZMmvWLLhCRP2sVM0h5eHRPeee/oQ5bRrXutOw6Q2pppDG+7TTq8PehSdvDqrOenx895nH3jIGwTSz6z1+bhV7VT+lofe2b98+ctSoSlOvQn4fVrbSUK7KZhP06uLu/bcS4IwzBikR8CRFG8wZ0c1O0fPo9rl06dKXL1+OxVLugaY5SPaMqLiNGHV/+9i0A2J0qxp+DQkggUJOYPbs2UuXLTOEQYXWDSHwm96pd1LHVVuHN9D6tzT4AYj9VXXIp65zAkvmJIsN4foCvtwJIUg2x4RFhw2MMiGfJ8zuJE10TjRoek07JxoULWtWhuOcaFFJLWRtAM5JtlpFbOjd75bX0IvzuxuCC5dFRP06J1ooBSpmqVXnZPfQ0pto4x/vHvvnGBoVxcTXkAASQAL5JlB4nJOAG6v/2yvecHyGpx7muPJtlz8vqOGcqD2uoO6JF/AVngnlIUkFvJSkZHhSsvVM1NASX0UCSMBQCEijIqRenVZO6ax2C2IoGqEc+SRAlG7cp3ujcgX4OJh8KozJkQASQAJ6IeDRfNL5EwXNM1GPlFJDC4ityumBZZDcHzizPttHPbHxbSSABPRJgLSvOHH+qLKmGGypTyvo9dtk/b4LZvdrknYIsV5FwY8jASSABIyYABxRpNRg3YgQKBXWBTtDICYn7cgW+YaB9J8VW1akiouxMjxZ/prxXfinpKQkyLBSpUq450TNstS9e/fatWvb2Nj8PkxHzfy0+DoUkiFDh8IH9u3dq8XPGFfWbDYbIpTatm3r6OioqGX45EkAoN24cePAwYOKPScTylCnmhTCh8lkvnr1KiQkxKfYkMLMoRCaHlVGAkZPgMPhHD169NLlyzioMExbg4F69e5NyabSNmNVnJOcHJJcHBXFuCp9dAVRX+icaKQ8wQnZtWrVsra2LhDOyfARI0Dr3bt2aUT3wpAJjLN37tzZunVrdE6UNzdAu3nz5qHDhxXOybhSIcq/a0wpwTl5/fp1aGjoz+LUpECh5WBMNkVdkAASUBCAse+xY8euXKUaeRxUGGCpAAP17ddPu84JxHTlpHku/wSvZPuvig3xAQEBeFqX+uUJN8Srz9DAczDUDfEGjQ03xCvMo80N8QZdAFA4JIAEjJ5A4dkQX1BNqe0N8RnjtbL8DIshuTywPJLTU1BZo9xIAAkgASSABJAAEkACSAAJaIdAYdtjox2KmCsSQAJIAAkgASSABJAAEkACahNQzzkhSAYDApuZTAY9Y+BX+m9zDgdTW3DMAAkgASSABJAAEkACSAAJIAHjIqCGc0LQmTS+37f3cCDMx58RBHWnOOzKJ5hsZmLQd+qXX3+J6fJf4lNwCPDjf72BXbSv3/wMiRAXHLFVk1QqSfLx/h4UlZh2Sw/kwo/68en1q1evP38Lw7Ox/lAVxnz5+BawfPrxMzUb1pL4iKAvH969fvMGCs+r999jU42+7KhW4vT5VuTL3V16TfsWR8mQGnyrb4XaC068/1Py9SmaUt9OCbra5d9hj4N4yqSWJgbvWjS0dYdO7Vo06jpugUJrfJAAEkACmiPAe3txWXX3fw+8ynrmivDjmfrlPNpN3BglyvK16N2TetSq+0/nLl06d2zXduC8lyEpihQ/ruwb2KVx+y4dm9bpc+KNn+KX4qT443N6tezQrl2r1n2GrvMTZu1YxckJJ+f1admhLSToPXiN7+8EYa9uj+/ZoE2XTv/U7bLu3MuC2B+n+Q4ZrzFRynIEwZDxbu9ctXDT7nOXTi2dNmXL8ed8NpPJkfk9Ojlj9v/Onju3ae7kVSdfCuhM9E+UQmoAiYQhb5YtWLT98NFDOzcO6NJm3TVfAxBKeyJIX2+YWMqrTN9lZ/nyjwjif67uP2La6o3HT+2f1L3X0pOPlRoHaU9AA8mZH3Vkw7IV2/ccP3Z0er+Wo9ZejRdmkSx+/7QebQfPP3bs6OFDBw6cvO4fqyCKjwERECVHfvcN4oM7kvhxVv+BP6q0H96+cgG6blgqTPL1CUwSKOVPxQZ8lFQYfvHCuUvn9xXz2dFv+sGsgwQDsgyKggSQQAEjIBPEnZjfuceC4yFBfpHJgszSh65ftSuel+gbEinK2lwJgwN8inVbdPbMmTPnLl7at7Cmqym8G/Vma58RB5rMOHHxzPnt0zzn9hl00gdarKS9M7pu+Vhl/4VLl67sKx+zp+t/e9NcmbTvJR2Y1W3D2/J7L1y+dPVA5cT9XcfsTIZzccOuDuw5za7bjitnzh3f0PrElAGrHkYUML40WprjkJrhUeZQWoJGiHh8lkeNBas3b1y/ddushhd3rnn+S8JM9N28+kjxgQu2bt26fvngt0fWPvZLYqJ7UlDKBde+08glu9av3bBz95w2RTbO2PBLUlBEz7ecgoCbq0+EdW1XTiJJm1Z4uGvWseTym7cfXLNy8751zXfNnnfre+amIN8fMYoXCFbF1iO2rtu8Zu3avRtHP1m85NqP2CyKyaSy6t2nrlm9Zt2GTZuXTahWxMwoNDcqJQiCZJEMpoi3fdqwQ2S7wxtnuZhQCkpTko4t6du+U6d2/3YYv+CEwrSp708OHLP81o3DQ/q2a9Zg8Ln34aEfzowe1Ll54z47r3+TJxFdWD5tyYE7F/fP7tCufedu/z0LT/NZBZFBGybDrzq3+afrol13Ff32m0OzB8/ceXzn9G6d27RpNflpWNoKnCDx47we3Tp27Nihc5dzX5IgpSTk+aTBw3eePj1rRJsWzbou2H4feum4j+cmT1nqG/Z+yciu/acs/xYDCaOPzP+vc5sO7Vo2WXbmXZYxgF3F1iM71aSuCOUWa9e0Nf/x4yCjMiYqgwSQgD4JRHvfuPOtyJZdG2s7ySTSTJM8P85uuRpfYcH4zoRE/NfWBoJOkGw2B0RXLAnIdRBe23fWttuQ3jUc4S+lOo1qaRl+7cIzfsyH80+Shi0e6Ay/JR27jxsoOH/sZeSfqUFB8OszD+OHLhrsSmVn323cENHFk2/jRS9OnYyt2H5Ml7Lwa7saPXvWtLi191J2IQ/6BJjnt9OcE7ioS/EEBwfDxYi5HxAMmcpkUsLEon7r1kU54rjYJMvyVYpLxUmpkijf199lRdpV8UiIi7MsWruBnfjhO18xHa+RztMQBpGAZe1epTRVEWg0plvxcuaRgdEFcTlQKZbJB9au4rYf2q26h0giD+AS+xy/4F2/R2c3+YjNtW6vfxjfbz3/qlRmxp2IbVmhXCkzNtWMWrpVKSqNjYiH2ZlMj4wmk0qN15E1DvtCzC2H/2D77F2+1W4c2ehlJddKHLisb+PDMa2OnDt36vhS+oOFg5dQl5qRvNDj+xdvecrccvj83A7kqHpNBp/9MWXtyYMLau8cPeRSCNiajAt+Mn/q6PsmbS5cuji0RuDoIfP8od9MejWufesvnlPPnD17aNeIr5tGTTn2CTJMifi4b8vCt5xOp85eHF/n1+j+c3/Bb1O/zxo0Orjh2PPnzy/qUXTBqCEvYmh0ccLbR/tWHX3Te8nF8zuHvFg5YuPjUOuKnZYtnVLMqcL0DYcPrppWxlZ8bsmwjb88d567cGzD+Ier+m24H52DlZK++PvTy1dUtGv4IAEkgATUJ2BXvsfOk7saFSH54swB4HFfl+6522nStLKWMrH072Ve6Calby7v27Jp45rtB18qglSFvvffh3E9ijPTxHL1KsYPDgv69fnlyxT7YjaWil/b27vbmvj4hP1xTmJ9nr9ItvP8ncDO3t3OzM8/IPDF6x8Cl1I2abmZepVgxUT9jFZqyVl9MBrLIc058fr9lC5dGva3K7N4AiJI4OZ4GY1jwgl6dN/XxLm4i0lU0E9TC2cLE45UJiUJhrllsm9AhERCFqDgAY2hLdgZ8V6/eiRt2qg0u2CrkZP0MQ/2bvtsPWl4J66Yn3Z7aUKQT4zE3NYq7RW6uaVtalxcgZtu0K69It/e/Fi0dM3iLpk/Q5iaWX46tqB3717tuvZceem7doXA3FUiQDLZCZ/uzFp5xKNu2+qOLEUesd+eX/3GHvlfB3O41Myq/NiJ/YJPHPoCrodEYlu67qghPTg0euPWja2LMzu1n17MmuFcrpqlXeTT1xAkQJdKEtzq9p/buS7k06jHGKtX1x55x/96euelqPS4IQ2ho7XxbD5+cL0Xu49SOz7EYve6nUd2qw0v1uvcmoz54hdGi/lw94aPw+CWXrGxsQ5VOxYLfPv4cxgNlto5Fn1GzyhvT+cWr16/jsWLp1R8KZvNhMUfJkw6EiQt9fOhU0EdOv/DTo0WOtVpZE88vEwtsPz9pPrePXc1pOfodvI5B3yQABJAAhog8HsGP+uQ/9H+/33nNu/fxF4kyHZm167/nE1LBjd0cnGRfj/dseWgqz4JNCaDSac7//YxQDjKqZHChJ/MzsKMy05rq+F31McyuEIwdLE1NzU1SRulwV+pwYwM2kfCxTbNpUnLLe1lDSiusyzSnJOMt5Hk49vU+hTb5/LygStu1hsyooYdjZfKJ9hsOpmWrUwmEAjEMhn6JvmAaghJw5/v3XWeN/G/PlQ4pPE9Qv+164/V6jm1oj1NKJbR0oonwWUyrUy56epS9RxLbgbrS2Nfr/jf2VZ9JtV0ybIWaj1046V3j89v275zw4g6u4d3mnT0lfGVmoKukVQsMC3ZauuGkd9Ozdr3Mm0HZ1KUfyS7ZAnrtIpuam0iS/38I5yK9zVlMy0VI3o624TFdLCkUz9LYd5JKhBRsVrQd9o7WbLk031cc2dXx+RYQVJUSHCKXTlPKmyBeizsGckxnwIENJiggtNRFKc6kgwWRwrRlLKY4J9B/m9WzZk6ccKEaYu2kpVaeTmZ0iRUh8GRfw2+bUoyxMKsW5jEET9/hgSe27rov/GTxo+b/JZesU5l92wMFO8zffQIRs+5/zXyKOjmQ/mRABIwcALJn88tPBo1Z8V0a5jeYdJJBjWRkvlhF6tSr0PXbl26dJ26du+oyl9mbLlBk5IiiSQyIT0eARpABofDZtBlsSmpPGH6rIuMIEw43D+DEkImi0vhpQp+r6UQ8gQcAtro8AzRDVRAL4tT4HZXqLFZnaCz2Yln5v03fMXFNpO3Le5aUSAUEyQRl5QsEolhU4rczbO0sjYlSTz3yMDrVCbxhAEPR45fUWrSksG1HAqS3ErL+vrAmvMhZSd2rSLjxacIxBIBL1k++EkVCqP/NBAwcWFmZWWc3pnSqDIkFESvnjTiuWeP/01o+FeYJpzcxzK1sLK0MC/WfMS8ge7HTt3PumdelU/iO5olAO42UanLrKXtHRb1XfxRXuZlJCmLiU/63f/JJDI6YQeTbtREm0w+gUclksLPiuBHxZMe9wu/VCQR8hPjZZYOppRTIo2KTf6dWCYm2Ex7SzaV2585RsXSPEFwzM3NirdYtePQgYMHDx06dubCprZeFmJqwkA+BSj/Nrz3J8wYpr3ky/AkvGhVYtC8HfsOwIuHT50/MrVvzd9BEb+lTPy1cHSX65ajd87va4qzDJotSpgbEkACfxF4de/8Y79fxxeOGzpk8ILdj0KeX5o0dsarsBxIkVwPR8fE4Ega3cyOweZFpAemJkUlmLkV9bB2sLGITYxPTZuaSU1MEHC9Str/nvih0Vi29pZxfxLwEuP5nFIl3K2suObSsMjfPo0sOpqwc/eyK2j2UtU5geV1Bv/C/6Ztuy1dcuryjLZeQqFISiNt3Erx/HzDU1JIkhSJEoPDZBVLuDLIbCLvChqowiKvIOx5rx59gust3jmuZdbO3kgYpAQm0WwsoxaM7td74LBtV3/43t4zeeYyH0bpylxp+K8AhZbiVD9fXpHyJd2MRGk11ZDFbZjQcYlf9YOb5rmkLTLnlKOMLhSwWUYaDqgmRn2/DnsFRTR251mb/3V/2HPE+lAZzaNMg8o2zw9eV0Tipd46e5vRqEcdM1p20dJZpWeyWO9uX7rzOQH+4dutw6/Ypco625erWcch6cqxJ1HyWhRy/uynop26F4Mf/4p4BsfGtWytcnHPTz7zoRJLed7enyL5NHoOUcCwTs9I4QlSKbeXtK3Q1CP56sXbCh84LujT5xBqM/2fRxa/e+7YvVHNL+2d7fpnNVTfBsDvIwEkYEQECILNIOms3yEWdYdsCvp2f+WShUuXLhvVrpJd2UaTp8+q5EQTx/rfevI6KlUmTQr/6hegOHGQH/z25OPvHdvVp9EcO3Yu/uPOqffyE8+jHp24E+nS6p8qth6NmpX4fujKWzmw5OtHLpg3al/Jhk4Tx715/NQ7gmfr9U8LL+8jl9/IE6TcOHKe26B1WVPrpu1qCT+fuuFHuSd8nxunXwpadW1S4IZzKjonJJ2eGPj88Jnw4dvm17ZhJScnC0UioVDiXOmfjmVjtp94CNF2n2+d+mRSuVVdTwidMaLSaNSq8H8uHT7mZ5FRZxb1YUrFIpFI8nsC04jUNu08afOjWxePHT9x7MSJyV3KlWo7dse6WSUtnXsMqXh3395nYRCyknB66fqE0h3a1aROzyj0T+rN5WNXP3A8sfN/5W3oUCrE8ll0SfS7xVMXXfsaK437cezUsbBE6pfRT48tvBUzYUjrPFyYQs9UHwBklIWgMbYotW7H/yzvLJi78S7hWHvxpjXRhyYNHDVqwOAhl3kN9i4ZALaDtQ15+HLG4b78Z3lcs6JVgA2HTrac85vGjR45YMIav0Xr5lewpJmU77h8ydgHC/sMGzu656DJgSUGbp3Q4vebf9ZDQBKxUEJ3b7l2/8iHU4bB14eNGr/+ygfIk5B/Nf3LkFLxObOidfv/y10ztu+sDQfCxS7TD6y1f7ajV+/Bo0aOGL/1Uhw/0/p8wLXlU3fcceZEbZ8zYeSI4SMnzX7ohweD66PQ4TeRgDESSAx+umz4iFFT//chIfzk2mlD52/4EMZncy3sHRyLuLk5Ojk52pgyuRYurhYsgpb4fHeL7mMf/uSRstC988cMHjhyzOiRQ0ZNt+y9b16PSoCn7ogVgyukTOvWfdz4QZ0W3ew7Z3W74gyaSfEZm1bzDi3oO2zUoEG9j8TW3TKvHzXTkvR2dPe+6859pJl4zti0VnhscZ+hIwcP7n0gouaW+QMhFNe97cRZfcut6dlpzITh7SdsLT9w2ZiGTgXOCBC0RjX8YWE5rTxlrxFJZySH3p87dE2Uoz2bWvyXCvmW/w4b27d1OUnMh7XjV3/kC03c6k2bNrikDUuS+TQDWFSJi4sLCgqqXLkynAyWOzJY0I+KiipTpgyDgUd+ZYOqd+/eGzdutLPTzJJdxLMd/SZuFtuUtDeji8RiKYPbfdqG3tU1kznsa6IrjGhADo/07pYxB5Ja7JzRST7Vn3Rh1aK9N76Q5jKhR9vdC0c5W6rovWuwIRgyZMisWbOKFy+uwTzzlZUo8sOMUf3vR7qWLGImEkokImG5rtOX9q8v9D3kWWfVf0evT/+HtW/ejDOvolgmJLQn7abvGVjbVr/gtm/fPnLUqEpTr4KmH1a2ype+xpT40qVLX758ORZL9X9vF9WLihfZONgqrstNCgtIYNi42FNFPCXCPyAyWcYwcSxawl6+z0TGTwyLF9ja27Nh74coNTwm0cLWiQuTbxJBZFQMy9LRyoTYM6LCTsaoK4u6RoRFm1oUKepu9RudNC7oZ0i8gOBYFvFwt5T7qfzEqFg+w8HemgHOhyglMibFws7BRN4exAf6hyQmS+lsB/eSjhCAJeZHRkVzrF0sOCCaNCkmSsC0tLOgghnEyYmBgb9EJtYeHkXgH/nRkb/CqZM1uU7Fi9tl2vHOjw+PSEgV8iHWGCLPZDQGy9m9hA1Xv6XSmEoW6oIE9E9g9uzZS5ct08ugQgz3Vf8M5pMMrilHzEvhk6YeHu4W7D8tjDA5JppHd7Szgo12Ul5CUCzf3sGeyyQTI0OCI+NgKoVpau7p6ZE+iydJSQ4K/JUklrHsihR3tkof7yaFBAXFxUtJtl3Rkk7yDSfx9zc1mH5l3fFr/3hSf00ODQqMzZSAasCFglB/vzihmG7h6OnmQDWlenkUZyWrNORT0TmhvkdtsmFIqfO60h7YKAmxyQQ4LnQSfgS/Qga7Hv8K6ULnRIOFRLPOiQYF+zsrg3ROtKqxZjLXu3OSgxqCmwuHzPcrfWnPHDvDmzdA50RhtYzOiaadNMnu4eW2SMc+3D0WTvrCBwkgASSgYwJ6dE50rOmfzwn9pnQZzO+9bnOvKnqTQfkPq+GcqOFPyaRCmJbKcM4XtWuS2jwpocKB4CwWOGgYN5sob0VMiQQKDgFZ5Ltz70xmLJpkgJ5JwaFYoCUlLB2LFXVSnOGFDxJAAkgACeiAgOOYtQdWdqEWw437UcM5kYNRXHKpwmPcWFE7JGDcBAiH2tvO7+rggXuNjdvOuWhHdlt89dwSeQw0PkgACSABJKADAixTz5IeXHlsrnE/SoV1QRw5hGkpQKTfz5jxosZcfvl3MvBkEhISoqOjcc+J+mWrZ8+eEydOhD0nSt6bqf4XVc4BilApLy94/aeP/HAefJQgwOVyx48fP2rUKE9PT1iNVOINTEIDaHv27Jk7b55iz8mZ4SULJxQOh3P16lUfH5+bRNPCzKFwWh+1RgLGTcDU1HTx4sVbt23DQYVhGhoM5Owiv69Ze3tO4CZFiNSSn9+S5qXAQFPhrsi3mSg2m6T9a/rP6b9JT6B4Bf6ampoKcleqVAk3xKtZqrp06UKn0y0tLQ3fOQEJ9+zdC/oOHTJETa0Lz+tMJvPu3bvgxltYWBi+iQ3ELnB4xufPnx8/eaJwTmrEnjEQwXQsBrQM/v7+cPqIsMmiwsxBx9jxc0gACeiAAHSOz549e//hAw4qdEBbhU+AgbZt365d5+TPHVgZBMz2lxkVyCmBYkN8QEAArpyoYO8sr+CGePUZGngOhroh3qCx4YZ4hXm0uSHeoAsACocEkIDREyiMG+ILllG1vSFesQaS5VEsnuTyZNgqn82PBYswSosEkAASQAJIAAkgASSABJCAtgkY/64abRPE/JEAEkACSAAJIAEkgASQABLQCAF0TjSCETNBAkgACSABJIAEkAASQAJIQF0C6jgnBHXht0wiFsEdvCSTAfdgpj0EQTJZTDqZ/gt1pcT3dUdAJoNTCuDBK2p0xxy/hASQABJAAkgACSABJCAnoLJzQtBJmt+dw6NHDh42cnD3QTPufY2kMek0GY3BMWGzxO9PrFt05IGUMLy7o9HwOROQpURsmt65fZeu3Tu2btKxz8VviUgLCSABJIAEkAASQAJIAAnojICKzglBEtKU2Defo3vO2nz85Ikl7TmLJi14FyPlcqXfbx6bMaJ3xzHLXv9KYYAHg0/BIcCL8jWrM+XshfNnL18eVyl+ypD5AeKCIz1KigSQABJAAkgACSABJFDACajoPFA3m7CtOo4Z27S4JS9JUrZ1m2KCiF8hAiZb6v/qvqxU99lDmlnyBWkXNxZwRoVHfG7RuoM61eNQCrMqVqnL8fkUIpIVHvVRUySABJAAEkACSAAJIAH9ElDROQGhYfGEThCwN4HOYicH+cexzWytWfwkZoupm9fM7V7c3oIuUelaSP3ywK/LCciE/if2XrFp27GsCW4cwjKBBJAAEkACSAAJIAEkoCMCqjsn1BBWRmNyTaWBD6bP20E27lHfjSUEh0QqFQmFIolUhsNaHRlRk5/5fGFl586dO7Tpcy6s6NTZA6w1mTfmhQSQABJAAkgACSABJIAEciOgjnNCsrmyrxf29h84PKbaxANT2tDFQowBKujFrWyb8YcPHzl/6eb6kQ6jeva/4Z9a0DVC+ZEAEkACSAAJIAEkgAQKCgGVnROCyaZ9vLBx4oSjDeceOjK9mwkhlqBrUlDMnrOcJIPN5ZqQHLOGA4bV5nrvvPS14OuEGiABJIAEkAASQAJIAAkUDAIqOicEnc4Lf795zdUeBw9O79LInC1jm5iwGCrmVjBQGb+Ukl9vHr78EadQNPbDK98oVoMqrsavN2qIBJAAEkACSAAJIAEkYBgEVHQnCILgJQeGhybc3r94YO9+w4YPGzxwyvFHfjQ2g4C7TmC7PEGSBG46MQwjKysFXRb/YcnIAQMGDR4yoGefxRe6zNr1XwNnZd/GdEgACSABJIAEkAASQAJIQD0CKjonUrHIzLXl7rsXlk0fP37ipEmTpkybMappBRca7IiHo55SyfojVqyf3ooQC9UTD9/WKYGizcYdPLZ9wby5cxb8b8/efdP6VVexfOhUavwYEkACSAAJIAEkgASQgJEQUH3wSZAsa0dnd4+iisfT083GnE0d4CU/xYvFtbAwlV+YgU+BImDl5OIpf1xsrRgFSnIUFgkgASSABJAAEkACSKCgEyBkcnciLCxMZ5qQJBkXFxcUFFS5cmWxOI8byCF+LCoqqkyZMgwGDpWzMVHv3r03btxoZ2enM/Op/CGJREJHI6qMD1/MP4FKU6/m/yWjfePDylZGqxsqhgSQQOEjMHv27KXLllF646V6hml9xeYOlayj+spJnijAr8jlyfN1TIAEkAASQAJIAAkgASSABHIjAINg/GOABNQotXmvnICDwefzhUIhrLHAI5VKM/4Af1X85u//K36Z7e95PJ6VlVXFihVx5UQN21GvwoWJSUlJFhYWihUwQ35AwpcvX9auXdvwRTUcjLBgCNC8vLzMzMyQm5J2AWg+Pj50Oh2iE2G9Tsm3jC8ZEAgJCUlMTCxbtmyeLa3xqY8aIQEkYMQEoJ3/+PHj9x8/jFhHI1FNpdFp3s5JvugoM35ShHUFBwdjWFe+2GabGMK61q1b5+DgAE6g+rlpNQcYJvbo0ePs2bOGL6pWOeQrcxhfDh48eObMmSVLlizM4+z8Qtu6dSuXyx04cGBhhgaF58KFC1++fJk1a1Zh5pCvwoOJkQASKBAEoH2Dlq158+ZNmjTB9s0ATQYGWrJkSdWqVVu3bq2CeBp2TpSRAPecKENJyTQFa89Jt27dwDlRUjVMpiAwZMgQaIKLFy+OQJQnsH37dnBO+vfvr/wrRpny0qVL4JzMmDHDKLVDpZAAEijMBGDPSYsWLRo1alSYIRiy7suWLatUqVKbNm1UEFKLe05UkAZfQQJIAAkgASSABJAAEkACSKDQEkDnpNCaHhVHAkgACSABJIAEkAASQAKGRSAtrMuwhEJpkAASQAJIAAkgASSABJAAEih8BHDlpPDZHDVGAkgACSABJIAEkAASQAIGSQCdE4M0CwqFBJAAEkACSAAJIAEkgAQKHwF0TgqfzVFjJIAEkAASQAJIAAkgASRgkATQOTFIs6BQSAAJIAEkgASQABJAAkig8BFA56Tw2Rw1RgJIAAkgASSABJAAEkACBkkAnRODNAsKhQSQABJAAkgACSABJIAECh8BdE4Kn81RYySABJAAEkACSAAJIAEkYJAE0DkxSLOgUEgACSABJIAEkAASQAJIoPARQOek8NkcNUYCSAAJIAEkgASQABJAAgZJAJ0TgzQLCoUEkAASQAJIAAkgASSABAofAXROCp/NUWMkgASQABJAAkgACSABJGCQBNA5MUizoFBIAAkgASSABJAAEkACSKDwEUDnpPDZHDVGAkgACSABJIAEkAASQAIGSQCdE4M0CwqFBJAAEkACSAAJIAEkgAQKHwF0TgqfzVFjJIAEkAASQAJIAAkgASRgkATQOTFIs6BQSAAJIAEkgASQABJAAkig8BFA56Tw2Rw1RgJIAAkgASSABJAAEkACBkkAnRODNAsKhQSQABJAAkgACSABJIAECh8BdE4Kn81RYySABJAAEkACSAAJIAEkYJAE0DkxSLOgUEgACSABJIAEkAASQAJIoPARQOek8NkcNUYCSAAJIAEkgASQABJAAgZJgJDJZCBYWFiY4YhHp9MNRxiUBAkgASSABJAAEkACSAAJIAHVCDg4OOTrRYNzTqRSqb+/v0QiIUmlVnXAuSIIIk+dIVtlMlQyN/icvjLMU1NFAhAPsChDRkmVtZGhcVhESYCKWQADt4iSZUb5QmjIJta4RTSeofKVTnmLaNzEGs9Qg2VG4xbReIaFzcQaB5hThorfG+cDmuU95DFO1TNq9XdnqvG+WEmIypdqZTKE3OBRphlUJjdIo1nx8pVhRos0aNBASYEVyQzOOQGZmExmQECAk5MTm83OvYmB0vnp06dy5crlPuYDM4PD4+rqymAwsqVDZzLpMolERnz//h2+a2Fhkft3IUM/Pz83N7fcF3ngX79+/QrJTE1N81QEMvTw8Mi9RIKafD5fLBbnbmPIJDw83NzcnMvl5qmIj48PfDcnMooPQYawtmZlZcXhcHLIkGCwGDSxWCKjQYaenp65k4EMQ0NDbWxscjcxZPLr1y8wB3waevFctIYMg4ODwTXPVhGSwWQxGDKpCOSDkmBra2tmZpanRUJCQhwdHfM0sa+vLyTLHTWIFxUVBcqCUbL9LoPFYpB0qVggkdJ8fv6Espoz6jSLREREQLnKs2jBp8Ei7u7uUK1yBwgmtrS0NDExyZ4MQVA5SCWBQcEgGzDM0yJKmjgwMBDMYW1tnWeGYBE7O7tsFSHoTDYTVlylUrHkp3+AjbV1TqjTi3RMTAwYN8+iBWmgbtrb2+eOOk8TQ2PLZLHppEwqFv/w+ens7Jwj6t+VThkTw3chGbwBhTBPgNAsQG3K5rsEyWSy6PLpIJgUCvALgAIJqPPMEEwMhsu9rALAoKAgoKe8iVksVjaFkKSzWUwC8EEtDggAw+XeUAMZMDH8P8/vKkwM+ubeLEBW0dHRUPxy+i5BZ7CZDJlEJJbKfv70VcbEkZGRYI48v5svE2dp+aF3I6WUTDQAyAaAErFEEhIaBk0llOo8TZxXy0+VGYWJoQ2EJj2XDAFgfHw8zDxmbj2g7jJIqVgEnQcUPwaTQZNAM/grMDDPlh8yjI2NhW4xi4npBPk62S9OlEL+nriUkQQ7nC+2YEhN6LRc3BaCxkgUy+iExPRPMoJOJwmwqpRGB+noMGaCIkgmiEiRTGTHoklz9YIgwwSxlEVKTcjcvkvSGPFiyEpso0SG8WIph4Q/6RmSDJAK7CojGHQGA5oYaAUljFgRjSTEVgxaLj0nQSN5UlIoFVsychOPMgzBjBaAIhLzXFMSNHqKhJDIAHXGDEFCasZUwYqgiEplUkaEQMqlZ0SdTQ8FGSZL4PcSsz8Wkcik7my70lwX+CG9PYeilZiYCIMZKGC593R/t/zyUicVisRQ/lgspryVlkRERvH4/CJFiuSZYe6de7qEkAwGb9As5FJHoDCnpqYmJSXBQDRjMmigYYxK1WKoblQzAyVSHBQSClUAhj25Z5icnMzj8XJPpqjF0MNC25t7yw8SAmeRSJQxGTR9TFImEklIqh+mXGeoefGxseGRUcWKFVMAhGFh7gPXLP9qcM4JaA7dGBBXZuYDEr99+7Zy5cp5TkhDgpwyhIbo54unYZalGlZy+/zug4ura57jFTn6HDNMRwzG/vjxY9GiRfMcCiuZIXwUChkUC3X0zVgCgPO3b9+g9OQ+cs1DPIJkiBPfPHnPKVe1nKP5589fSpYsmWdsnpIAYdAA5shzeJGLhCSdEf757p3XP008a7VrUDnIz9vWzi5P/1NJi4Ca3t7e0Nzk6STkXC0Jki76/vDmi5+R7tVbNq3k8f3bF3Bocx+5KimefKxJmRjaBWh0cm8acrMIQZLChJcv3jtXqkMmR7JY7DyHNUpKCADBXQRz5D6sUUiek4RAMPnXm6uPPwmk9k27thCFB1pb2yhTi5VpKxUmhq5CmVqcY4YAUMJ7efv0txjLxh3aCkN/uhYpohETK3oUIOPi4pJ7J5ojQIIkeLHPHt7yjhQySMLEvHipam5OLJZ9rn1e7hbJyAEkhMkmoJenQ5tbmSHotJjvp288I12qtG9cLSTAW7MmBgceOu/cHdo8qg/JEIS8O337rUXJuu3rlfX+8Q2mGPKcHlKyGQQnEPovyDC/Jobezf/tyzCz4rXKFWHE+p6//iDFvGTbZvWSo4OgYczToVW+FoOJoQ3M06H9iyFBl/G/vXidWqRcFQ8bcJxCPr70Z7jXr+zh7+2jZMv/t13AOXmR+DNWlEQSv+MvSIIRypNaMmE0nMcoPHN2MMZK9vEOE1oXr+wiDgn48ewzn+vsVa+StURE40vEDpw8nBNlmhiqmSbosQLwIiR27LwzBJkyrAuRhDT2s3eciVOxMrZJ3756vwlguJXwqu1lGpcKUSWSPL0dpSVkRPJl4JxY5eU+Zc2QgFFrxHtvvqO7u5sFeBOEINH/3S+riqXtU8QSDl2au7eTnXjgkxTl2Jc1LZLROYmLiwP/JH0orKRacva0qO+vv/Ad6tcoQUT73bn/MDiWXaVpUzcrIjUxOU9vR8kPKWaRYPAGnXt+azGYOOj9y0BO0TrlXBkywvflxQefEys0aeXCEdJkUmVafmWEhIYaJgphCjVPNyZLbgRBJge8fxFu0rBeqcCnVx7/iKN8J5pN+YbVLURJxYuXUOgLfagyYqSnyS10Shn3IF8fUz4x5WJr9MkhQ5hLknx6cPro9Weh/lES+cyhkp/VlYRKipM1mQ7Fg9W35Me3zly/8yEmLgVaQyUlVlJCdS0C69/8sBiZY90m9cnvz1/5xcFITLMSKplbzslgRimBsCrbuH7ZX7cfeCfzoRQqk6eSANNrcZ555pIhNeUZ9PT0qacRyUJ5z6jUo7yESmUngwnB7JsFGkEP835DetRq2ay6LQtmvaj5OQ1+XflCmJMiJCn9cOt8jG2NVs1q27MJJVs3JVVQXrzsM4TfMrklKtZu1KRxeVtapFhqQqPmhpR5lJRQmawUaXLIkKCTcfevPjMvXcU06OXT75Hg6ymfpy5S0ui0JJ9LV7+VaFBd9uXxs4BE6EyU+a7yAJW0coYMqd7t29PLp2+/Cg+IIVkpT2+/NSlewSnF59E7fwk1aldGwBwrXZaXlRQv81swdSJ8d//8hTtvo8LiCTbN98XVE7dfhP2MEMPkq1LSZZ8I6heTIFmwnE/Q0//QaQSD+uWf3+T5M4dJT/7y4d2j7yl+CUxSIhbIXKvUcCLjA98Gw1ojuEB55qB8ApBNWfFo6d9lcJhk7NvXHx5784KSmQwpnWNdslZFdlBgiF88rIwxCEJ5AfJMCfoqK+EfyAwOQxbx8vnnx76CSB6TAX9lCoO+frj6QyikzPG3mfIUQ5GAnl0blf9CCHWEFvju9rFbT4K/hopZrISg71F0h2YtmxRzMJPBAqimHyUlzFyLpT7Pr5y6/TLcN1LKYQW/ufEmzqrFv81KOJhKpdSgX/k2JE9tFEP0PJNlTEDSicjvT47duhfw9hePTncsXqVR40Y1S7skp8TR6eyM1Vj58b8iZfbOiWJpCZawNRj3ll/JdJIeVsbICs179GhWgUnxzteUik4ELAAfgaEgt37Hnk0ruMqnfDQc6Zs+tlaRBCx2M+zKlC1bunQJZzNTgpFbbJiKn1D3NVjftilV0curWBG2lSkXfD11M8z6vqIpUT1XanIz/KNPQpnqZdkQ/Kh6Rlp6E5orUWqSJOz7yw8hCSx6btFrqkmgFj34JPTCyb7vIiQS/8/Pv4aRTJiq0+SjrnhQZ0mWvYtnaQ/rVJl13VqVuDDy16SAaudF0AiJVEhyPUt6ediYSWliTTcz6koIg6XUsF+JLkVrl65Tp4p5QAgVa6Ruppnfz7+Vqd6tTKMOnRuXY8KcUWyUn5RWulSNJrVLBkeEiMQa3riQf/GoUZBEwqz6b9c2NYtDiZOIiBL12nZrVomlAXIQmQWRRHSIlU3/AyFeDIg+yfCbPH8mpXTHKrXrNCvLgiUYkmNXtETRsu72dtYQA0TSSSrD/OSWe2LqC/nOECY9mG51GtasVwJMTMpM7D2KepQuYmZryoUoIPgNQNCghDQVMoRZBHbxJk2rVnejnEM6i8GLCw8WFangwZZRucGjmoQA6+/6lf9CCHVE5latRc/WtSDsDloZgUASH/D97Q8/McmGUDnNVmHFuD+feYKERKn67bs0rQCOHEMU8zk0RhIe+vztD54EpmzymVleyVUYKkjEUvvS9Xp1amIBsYsymoWda8niHiYMiUe5+kVtGLlG2OUhTTbKKWKHINYiJSVF4y1sXnDy/e95BqvknSM1X5ffEpN3rooUEC5l4Aw1IyGFUCsMYfZHfQ8ZxqtB7557E+YlHa3y3zrkYWv5/JRa3SlJp0e8u/C/7VetypV1NGFo3EdWz8TQAQu/v3jFKlanpB0Dwl3VUjU7lmqbmIoPLtagfeuG5RLe3X/qHQ3jBmXrp3LpAKBahRAGHUlJEVGR7KLlORFPbr4PZWhOQijPsBwPj3oFGyqvNDo4IFLI9nCxgdly5cAom0pdE8MUA2lVtYr9nV3r70aZlfNwgGAGZb+tXDo1JQRiXCt7sd+3Vz8hsCZMzk9jFUUtEyt6N3DfRSLYkwUNFWx8EgrF6pWWbJiqDjDjgEiFwVEO9oWmikljZPwDrgo4J0zokzP/Pq+/0iGQhg4NH43BpjMlYWGBQbGOxTw4Mlgsy/qJvLLKJE+WxAwSurrcEuSQOQhGwlZaEoQh2bQw37t7L8eynNxdrUgYvGpUQgogSCjLt5CUK0fhYrJJadgbb7MSlZysGCw6C1Y//jaTkgxBtSyWp/ycHDYV59UGpI0AYVOqjVfNNq2amSf8uPfgE7W0k9eb+fp3aKVBQpWqnnzqHLxNoTA+NJBn71mEHnr98VuhVJMH28I3QLw8A/KzV/n3EBqWcYS8qG/fYotV9KDDHh41CGbtxRVrJhDoD56Jkhs/8mUezSYGmuXLl1dzaKhZkTLmBpF2Xl5eeYYda0+APHOGkgQxmqpW6TyzVzcBAIQwawgEz33XZu6fgaXo8E9Pn3xPaNCqtYspkbYnT13R0t4HCSEmNc/NA7l/DbRzqNRq4sAOvPcXH/1Khd2XGpKOykZh4jz3FOX0RZh+TAh4ffnBp6Dv795+/vzhsy8fhjqakw8AQsgs7DlRx8RwYp+5vWvZSo1qlaYHhcdocFwIioKEcJyAmiaGeWFO0WpN61RtULV4UKgmp9WBG+z/yX+sf1YTwobayPAAU8+qDmyIZtCcgeUAYVMWnLWguolJhiz+590v/C6jZvaqIrn9yhvmcDUoosLEajXUUhHNoWLXFiW+3nsSnMTjcE00uIYM3MC+yuzyyoUJNPKwmRaGOGKxkJpV12QlTjOxpnZ5acCyMlrWACQZaeJsyeZyWH9iopSN74IZa5JGshlMSVTI92dfHao3K+NhJh/6E+z8BInlFrAkIzlWphwbM5Ys36FiIAM1+ocYMxmN6+L1b7/OHnyfd+9gqzRE/pMalNDEzpxjwVUBIChOBa0xGULfT29fBcR4//jl7f/re4QUwrrybw7ITa5ypnUNqCMwTlBmU1YupQvGk2wz2xLla9StVCwl6RdPmH6eggaKJEgI+yrzu50j64elEqlN8Xq1azWrUz45KRlO+NGAZL+zAAlhE5oy+3tz+SjYmRf6Jc6xahlLAo6QUOfJ1MQr1kxgZxv4J2rNFKojUT7fVckNzfQNGGlRB13A+SCabbDlH1FfvHzy0Fty6nwQzQ5qNKIKDK7j/S49/Vmyam0raXxsat5nCWjks/nIBNanY6N8w8JiJWJThjmHCrbOx9vaTkqFxVl7tmnToqSrNYfNNjOlVr8N7YGgFV5iQmTQlw/eqQ4OthocF2pGU5hIt3VyjQ/84Of37rO/u4sTRPJpJmeN5QK+SWLAp0gHdxup/EAYQ3tIiZTHS4xJiItJ4ImEQs36nxpRVioRmhSp1qNVDaaZR3lP8MQMpRrDmEMsEtPNLa1SUn1Df7x+7+9k5wQr+oZSTQg4AlAiVYSLQuMHcfSaKIF0WCTJEtGUz5iu9HAjanYanAeZ4MfzD4RrBU8bIiVJpE5IkmqBTDm+BUdfySVkiUQJYZEJfCGdbWoGDihJeSwa/pZKQWJgCAIaFbGM41Cifot6bk7WsOvazIwLIQd08i8zKfMJiM6Tb5rSSM2lagJ1hiLcvkAT8pJjwn59/ebLMHMFR1YzH9CElNARS0QSiZmFG13g6+P9+vN3S3MbJpyBZhgPrOvAcXtQgUnwQN8F2jhbqz/0/TPSUKyZKKK5CopnohG7wJ4iC8ci7kWsIazZcMqiRlTTWSZSCd3e08PRkqO9ADnVdIF2Rygm7bj8R5dPHT1x6pVvfLaxqqplrpm3IPTWTOb/+PbRA2eEZf6p5W4m0U6AnGrSgkE5Fs7la9aqXbtOvXr1q5dzp3ZnqZaXtt6CBlHg8/zOsSPneJ4NGnjldq6itkTIPV8IrWe5tW5T8fOV05/oFf+taG94O3dg8CA0tS/napE2StQPqJy+KhXLbMt0rFPk+cVDtyMcOjcoC7sVDEtCmLpm8D7fubD76APX6k3KOHAMxDkBL9jc3tnNxUJIs/63VfXQJ9e/SNya1CwNhwsbRjWGQRdh5ermbG8GWxahL+baOLm720BfrI59oYGiIrgIhvp/IO6Ia2Hv6mFHF5MWJvSoDy/vn77+7n0IxMfJ93ODl6eBr6iTCUPGsLB1cnaxZsOGjgCf50euhspcq1UtyZRSG2/UyVlD79LpUqa1s4uDrbmZuWPJapXK16hcqU710qWcmRAvR/mQqgAE1TTlOkCHxjG39yjmAMdsR/u/PXvw6MdU+6YNqrNlQsOoIxD+QDO1dXYvYikWceu1bCj1vn/9J7NpnfIQJqdONdHYuxAPxrb29HJmgqAyAWFR3NM+pzsn8vHNtPNw4YwzWDNJj+aCDKhQEwcHOAZX9bX4fIjxJ6niKGGVXlX9JcpXpw4DJz5/+QJBJga0PJ1ZJ+WPEladhapvQjQlzIBByA9c7aLMUcKqfif/71F3OKTtQYazwb/98IEYCWWOEs7/l1R+A27AAAmpGwjAP4bLdpQ5Sljlj6n6Ikw8UlN0Ab9+wb0WagaZqCpDju/BZQ4wRwhX2cCoBm6egVNrDczEEBVOZ8F4Rm7jHz9+wPH5aoaKaZohDLLocJA+7ICCOytgL5+6EQgal48OdynBObDQI0l/+vpB+IGBNdQwzoKpTEIiEkEzCCZW5ihhTUPKJj9qAh0aPqgY8hIIrTQ4ToHBwXB0kjJHCetCQjp1eQiIBd+CY8Gpv9AI5Q+R/1tCiIEIE8bypEKNBEPIt23ToN7CXQ7UjSfU96RJkfFigcjc2VbjG7RUAA7QqJtYJFLqHhaICobVJ5k0KRyOpiRN7S0NQUK5VaHkKea1qHtOICwrLjCKbWYC8Wz5ndOEIbAVnWvHtIAfVMCVTYGBSgJ3wogkBIMBlRhaaXgio6Jhvl5TRwmrKWe6iaGGUOMZeTUODg6BopnlRhQ1P6Ta67AdBiwMAUhgDxgKUrcG0mhwWwtc7VKiRNpRwhDcm6/M01ZO4JaWjJ5JvrIwgsQwYJCHdWkwlt4IqORPBTlCzbQU+ftwnqlhxCoUKB7FPV+G98ggUoUST6MhpJpWE44Noc5W1HS2mskPRoQCAV9IrSwb6gNxP3IbG6p8sC5PHeFksA+UP6oOC0WG2cxQZ09BQ8MXUF2JIT0wUqU8E3jkJRBumtPwQV1qKysXMA1aWoi12nlqauUEVg8YcFs3XC4HJ4PAahPE0YukhHyvOWxEgdOKNbS8oFY+sGWflFIS0qGDAwklNNi+D9vNDWPlhFKNDvtLZOlrWXAFI0FJCCNalRa4ADu8qMHGirq2EjpfiCqUiIV8vgE2MlRYl6IWK8YzQpFBdcXyuLi00ZWmxglpzknB2meidsOFGSABJIAEkAASQALGSUCx50Rrf2ARWT70p2vvE2rlzIKJbDi9CnbJaxGCWhKCaeQnHcPJ6qrko8m96sZZAwq8VmnOCcR0GeyZV7pkDM6pwUXU61J//BYSQAJIAAkggYJNQAYHWMkPpYXTfjX/h0WdLAzX98EnNJ+5pvKEw8QMX0K5mVRhCKoV7BKK0udFIM3A6JlQi95SKUTvQTw9+id5FRv8dySABJAAEkAChkiA2hAPG2xgB4bW/sDKDLVyorX81c2ZOs+KWjxRNx8tKgjbLOVhXbCHIt9fgcOwNXZalyGWYJQppxvi9UsGPCW9POCTwB5Q2KUK6utFACU/ql/r5Pl1HZ+gkKc8WRIYvudp+AANnCEABAkNecJFIWF+i67O0hu4eIqJJEMGCBJq7jpBrZjd6AFSU/LUfgZt/YEN3bBFVb7nRFufUC9nBimjkTJCvUy0qBpcVwJnC8ACCPyQXyHhFXBOtN2AGngVTm9kDLynU7n9Sjut68qVK1my0NdpXSAGnIGtsj5G/yJc9GvIg1eoJ5GRkXBWkmGeRg1SRUdHw3FwBrs+BgDhgAs4hsgwb8YEgHFxcXBaCDA0zNEhSBgTEwMX6hmsiUFCqCNwKaHKN2NqtZUD8eLj4+GeYDMzM0M2McwiGdhxZ3/MAgyhFsN5cXDomQEyhEYmISHBuE2s1auEACDcuCAWi6EWG6B9FbOrSYlJBEkYci2Oi41jc9iq1WI4h02rg3KFiWG4pealhNprq0HCxMRE+D/cPmmAhRAEg+NL4Kit9AuC83taV5pzcunSpb+dEzhnEO6Whm0Y2uObbc4GCFrHBHL5nFYrpEbUhI7ZkN0nEM/AZ0QMHKCiBBpyJUUTq1mR0cRqAoTXsRarydDAa7Hh1xHDlxBNrGYdMXATK0KB0keDKjonz58//zv6BRwyQ7vNQE1b4utIAAkgASSABJAAEkACSAAJ6IyAis4JXML4t4gGPsGsM6b4ISSABJAAEkACSAAJIAEkgARUIJBf5yTttC7q0t2/HkOO3FABDb6CBJAAEkACSAAJIAEkgASQgCETwLOiDdk6KBsSQAJIAAkgASSABJAAEihEBNI2xIeFhRUipQumqrC1iM/ng+wGewxRRq4grVAohNW4AiGt4ZQI4JaamgoH1hnmcWeGAyqLJLDMCzfJwiFdBiuhbgSD8gMc4BwwOItJN1802K9A4wPHxUCRKOQhAIWtSVEclQamV+0YKIMtzzkJpqjyUNoN9gRFjSOFQ7SgUru4uBjy0TvKa6042ArSQ79vHI2V4qwzOKsw46GjKoZ1Kc8RU+qRABTcAlQbFXGCesRVQD8N5+MZRwulY/7AzfDPstMBE+AA9Q5RQCXS/VGTOrCvCp8obE0K6KuoBYXkAWXhXONCoqyiXhtZ1S5YQztlmiD1bxvDsC5lOBtKmoJ1REHBktZQbCy/YM5whClAkiA3hbGQQ3qhRRRYJApQC4aiFloCxjdYUr/tReekIFUHLV3rSxAknUGnbq/Q6GOYkwEknQ5LjYqHTmpcaQ0QNOQ5oQz0AJ4B0dPvNHnGQsWAy4v1CkZLrYTSJRtakz9VDCqZHmHotyoRJJne1MAPeiwV+ikSVLfy59Gj+koXXVUTgqaZ1SPB9rot93pZbKdGDqSRjyHBknS61nXUQZgJZaw/ihDQSGtVL/XbHNxzomp7pPP3qDtfk5Lgsxq+EJQgJPyEyHCBjbs9h6DJNKSXIugQBgdwTbJe2s1s9SBo0uS4mMiYOKFYKiNZju5FHcwYIrEBrVQAN7jDHi4eNrgb4gk6h8uI9P4RmsSnOmLSxMHVxcbUUC7AhqYwNjYW7mXSfWEjZJKEuKiomEQoU3A5JcG1Kl7ckyvjC8Saqkz5qJMQcA8cINpeT3u9oGiI4wFGfIKIqlUyGcPMzd3FjAU3n+ZDC40khUAXuAcd7ifWfZEA+QGEIDk2NCJOKIJyIKORDGf3EpYcIKIR5fKRCTQpMTEx0A7rsEmR0VkmpCjB77tfCo2EQQadberq5s5l6EJ7qAKwhxZ2POpsu5FYlJIoJq1MuKS8/6R6GV6SjGFuziR1YG19dbXQCQiFSYkSurWJqUJx3TyKHRrQ4Lu7u6s/PZ+7zNS3kmJiBXR7Gys6oS0d4Stwkzo0Uxoe2mXQjdoDnBwbwyPsba1BEXBMYoN/xsosPJzsoH5q3HBQB6HNgQqYsRvK754T+oIFC0AyQKNx+TBDzRJQ1EkowWBvzeVMcNi0l+dW9+u9wrFdl4oOJlIYYGniUWyIB+fEgHYlEnQTevyBWUMWHnkTG+H35MH5o+f8Kzau7shlaEhpDYCDWg2VEaAZ1IZ4AqaAxcm3Ty3euefRh+8fP35+d/PY9Shzj5qVPQixRANqq50F1Atwhs3MzNTOKZ8ZkAwzUfjKSYNXXfkSF+T98cPrS5cuPH/p716ltqMpTfflKtudiPlUSY3kBJMjCVg+rP+2ewGRv76+e/P6jW+iV+Xy9qY6GZZmFhwGLrBRGIqEXpwTNpP+ev/M7gtOJMSFf3z7+sNXH6dyDdwsCN0XCUWTAnttdXZGAp3FTfK9u2P7hitXv3z2fv/h3fubZ/dGu7erV5Sjg4kgxVAPuh44FkKNoqzsqzD/HPjpxNJ3EfVKlzUlJDKCzqbFHbmy8T1RvpaTmVT77hjoq9ggDiZWVmhNpGPSye9vds9/G9W4VCUzuu5mYkBfxR4qmMLTdtVmMRkfDk0auPt7+zatLJlCLVXedHdLo0O7TDaGuvDtxPQ+W961btPWwZwZ9mr/6KHT/KyrNqroySA1PzmbbTcErle+yp3Wl6vyJQ0mzoUA2FsRmKjBra6UC5Hgf/95+D89PR/eeS0jNXnCj0GGdVHtWuMBs7du23Fw56b60iurDj4Rk2zdrsDnUczVXw/VdD0iWKTo7Opxe+7SB61ZvW3rlo0btuw5vK5XgxIyvawO5KCe/mJ4ZGKxZbvRC7Zu27px87ZDm1eWSb46ZcaGAAGToY+CpdfyQ60d0Uhmp/Grtm/dvGnLtq1LRntZs2EsoekymXd++m5/ZGIRWbbpgNVbt2/dsmXjqmW1XAkdDM2z5aKoGhrsOHKhT2ewU/wfzZu0kl+m8/J927Zs3LRp85Yd27f/W4op1OE8hraHrRkJENQ6GSwT/vkdAetFeZdQI0hB6Cu4V3f2BUMq/mjtgYqp/vZxJaSjdGCwuQLf23MWbij/36HVw/7hkGItuc/q76JB50QJmxpMEo0POwiSGf31wZf4UmMmjWM+PPM4VMLWkHuS7koZDLw/gogF/JSUZLHM3M7ZTAxzXQYmomKpWjcjCWVUJ5mM0Ps7Njzmj1m4tIYNmZiUlJyUTJhZOdhZQZuqTA46SKPfkSiEQwr5qbB0k5SYTFp6jFy13uHbpdMPfBhshg50z/IJjbcS+VQBukCZiM9LSYEzsVNTeXyY5MxnDhpIrqg+2o76yFNQqUjAS0mlSPB4+vJMqGGz/MlTWg0kIAi6JObE+jVJDcZP6dXGVJSQDOqnJLNsi5ew5+pgGUHRcupI2d+8gCx8lBqn/360OpbN1kw6VlkDRQWzyEBAJzUUVvVYROjzaXMWW3fePL9XRQmfp6W1INBM/RMC0TkpYFVEo20QyWDF3Tl5x7ZO/VJu5coXT3n4wkemuaVwndS3fJsPZrkEqUmJiUlf7+w/H1piZKcmLJpAJ/22sqLqe3CZRU6SyUx5fOspy6ttLRdxqjDNG5FJqaM6lVVJJ+n0PhJVaCmVCGis4rUqkB8/+aTI9LB2oud6J59i5CUnxFNPXEIyX3v9X+7FSr/+qnyUTAPfBCAAiISEFB0uG2QFo7OqQdDo/OQfzz7wmzWuxhKmwqwsPyUxLi4+ISmRJ9IjAO02QFDkJWJhcmpKEk/xJ1Uo0UPbaDjzWdrFLc9dsyEkOhBY740VzESTSd6r5y3k1562qG8dmjBVqy2z+iNVdE70XizzIYBmhx0EgyXxe3PpJ71d25qmpo7/NKn47urZ4CSNHeGg98FBtmQh8Prp8TWTJo6fs/eBnVcxGzpPIjasWqCzkYRSJY+KaE6Njo/3KOrOMrhFpkwaADcD6Z5hIQWih/mwaKAPifRefgip6MqOeZOnTJs6eeLSvZfjhdCkaDMqIudyrFcU0L7Kfjw6Pm/qpClTJs9bciJMRuirodHdfAdJiCMCw2UMazNT6jQEhuDRoZXTpk7o1Kbl3HPfuZpal1eq5dJZIjj4iAwPe7vn1oENN49sunlo7a1zzyJi4WgknUlQ2D6k/sDX0IhpdmiXrXYkgxn648WNNxG1alYx58q07T6rr5G+WktDKxsFQx7NnjfHYEm/v3vt+/3b0eWTBg8buerok8+PXn6PjNPU4YDql05tWEUsEf8zYtmhw0fOnjzSgf1k1PTtYWJYkNfGp1TM07BaXrj3k2nh7uoQGxyYouvjMfMHUK8j0QyiUstw0nger0gRJw5dDzFNuhuJZmsf2HVCMnvO3H7k0IGDh4+tn9TTFracaHWOzkCdE5lIQFT4d/j2Q0cPHzq8fcNwN0Kmh+l0ORzdVQ0ZjW5hSfKFcak8OF1XLOa0HLv6+Mk9fWrYpaTyYdU6f1Va1dS67XpkYom0iFvdKZ3+W9h59PzOY5d0GtDUxR6WllUVP9/v6VbffIunjRd01ktSE17QpGs5uEIHFpQI+W51uyya2ProsDGnP0ZxTLR7XIT6bQ46J9qoONrKU4MlGGKDaUmh507drDZ83szxY4YOHTZlzoIhtQUHTsAGcc1M+ShcKQOZzM5oErFIwOel8mncuv924nq/COAJ9bWrL9uCon6wpkbLn1Qs5Fb/p178m0tPgkXpc5/yKww0U040Ja36raFGJGFyudHvT90IcGrTpBJTLNJyp5ZV5PS9lRrRReVMxEJYN6IeAXWQrn4eQ1i5lUJbw5OjEOi6JKRD12WRkEnFJk51u9TnnDl2LZ7JZZA0CdXYCuS76PRTDHTwVdBMKpMIxaL0P3qYk9CBnoXxE+Bgs+3sXE242jWpZuedczAUbIxkNxo8fWY/qzkj5jwM4Zlo7ahrjbQ56JwUpAqnSeeEJOP8n7wOs+vY6d+ypUqU9ipVrHSN3j2bhj26+T2JppFIeQ1KqzkjyWBTphTiK8AB40VfOb5PXKVJSVO2bnZqKqOFolYrk1JnacA7cazTbXhtk0UDxl37Hks5JUwy6vun918DpAbjn+h1JArDbxiCU5th4Xyun/f3j1twvc3E2Y2Lmwj1MTLXZ72jtqHLJPAHqlja5mCdldNsPqTfyRG4AIdqbPQJIO3bOmxSZBLCvMuYkaZP90yfvydMxGLAcivJiw8TQLHQ2aOzaXWFRmBlagNeBu9LCr/QreF1rHK64rBqpDOz6vxDdJk09NHjwGo1alkxRFo1qKLR1upMLly/I5NJUnjs1hOW/VcrbNTYhW+CeWyt3S+pfjeEzonOC7waH1SMwDRSgqHL+Pr4iXPt9jVLcgU8IVxYJkwVuTVpX9Mq4cm7YCZMean9qF861RYhawZwG5i9S9HPJxf169e3d6+RL4mOm9cMtyd13ZHkrpeew3KyG+OJhJbdF21eN7LcgUVj+/YfMGjggFETVz//lUxnGFBAnA5HYBkZyaQE28HN8tHOOf379e/be8CG86FDVmwa3aqsvs5Z1hOHtGEadbepo9OdzeP6Dhg4ePDA/v0nXf0ao5dFNr36q9SGXY61s6u9pS7vp8upYdFlkyIRic08mm4+uaOa+MGoAX0GDhrYt/fYZ8lV+rcvJzDGPfFwChqTY+ViYU5P8w/gF3QrS3trDvxC4z2YAWUI2rG5NkUszbV3O2Eu2mrZGSPohPTmjrHde42OqTdqatfyMr5255m0PViC/FkWjh7OdkyZMIW0Gz5nc1fLh1MX7/FPkWhpQ6D6ASB4Q7wB1fbcRYGd3KGhodDNFClSRDNXOsDVenRCIs6wzfnv36iKB27+ioiIgFsjPTw8NCOtqpJkeQ/ikQi4l4JSmmAwmTC7aVBzP2Dlr1+/AjQDurxSThAWm+C6MYlYpPDk4K9ULK5WZ5PyY3Hwrr29vcuXL6+PoTnsiIU5NihHFBkq4I2kKUqY7h+QxMfHB65Ft7Ky0gcKqmjA9cMyCZQThfYamUvJN0j4KtzA+OvXr7Jly+qr/SFgTzS0NfqeWoYi8e3bNzc3N53dmE7VAsoflYnSgvoIOiwpUuf76aJOgL5BQUFwBbD27tvOUhzhFGGYpMlweiH8HXxS3ahLVbCkpCRoAG1sbHRc5f9SPN/1VIUXQF8Ik4R7J4sXL67lqk0tZjCYDBgjaLXkKoZ2oAtUUu1pJG+O5Cf8Ut03Na8I+2+15D8ruiF7e3sLC4t0NzK/N8RrYIJcheKFr6hGQMMTYDCeyjKE+vs3qgkqf0vbkwGqiSaVOyPykBM4/1Gk96HD31po2MqqYfrrLVizg/4A2mhFtA5lXa022PkXW8cdcwYBZRJ576UgAyEeUKp0MQrLAZG+yw905UDjz5UP+bekxt7QX5GQN4CKtsYAHt0XCehaoBakVQkIKIGeRofNhZan1bNaNC2s68+vobHUpbppva3uC9pfiuteBK1+UTFI0K5nolBAB4MleXOU1jHJOylteSYKjRRtjjpTU+icaLVwazhzHZRgTUlMjdLkQWiayrDw5IPQVLM1cgNuGtmJqBp/Q3sL2590ixS2qkHd6I2PURMwtNZGTXkK0NBOSU3VnxDBsC4lUes/GayUBQYGQoNTtGhR7a39aUpPkDY4OBgiK0qVKgUrzprK1ujzAW5v374tWbKkqampjuf/CjRbWNX59OlTjRo1DL9qaJUzHFcAHJycnGxtbQvbkDQjWGgnU1JSILSgatWqWCSgSYEYGDMzs8LQpEAT6uvvB1ci6iysS6s1Os/M9RjWlads2kigiNgkZLSypcsYR9WGEgsBqKBLsWLFjEMjRTfk6OhobW2d3g3lN6wLnRNtVB+t5KkowVFRUWBywx92QNBtTEwMBP5CiTR8abViMJUyBW5+fn4ADW7xKwwjCZUgZfMStOlQO0qUKFHIC5uilYAuoZCMRHMqP4rA9LCwMOjvC3mRgCbF398f/NVC0qSYMNgnP9/Z/vKsCZOtqebFwPNR7BygjsorHA9PJOhctvHYOt3gByPQGGoojOugmSoQQztlgINGMJNepkwZdE6UwVXg00B3m5qaCrvMC4omilXlQj4yUMFYULGNb5FXBQ75fQXG5cYx7ZRfxbOkx/KjAILtT3rBKFRFgqQR0eKkMEG8Qd1epWalxtczEpDSZHYMc2e2leHcAaCmgYyvsYI2x8XFhclkqrwhHldO1CxUOn0dSjB1DAg+SAAJIAEkgASQQHYE6HAaEYEdpTEXDgns6ZbhjlaDNnGWuUIM6zJoa6FwSAAJIAEkgASQABJAAkig8BDIr3OCswuFp2ygpkgACSABJIAEkAASQAJIwKAJYFiXQZsni3D/rntfkMRFWZEAEkACSAAJIAEkgAQKK4HrEyuD6rhyUljtj3ojASSABJAAEkACSAAJIIECTiCblRONb7lm0Zli6ppNSQFnpX/xFSsnCjfU8B/F5aB4Hm5+LQUVEI84yy80SI/cFNAK1dFMuZcTLBLpRaJQNSkkQUpxt7QKbWjBeQVMTJ1pSZMfolzwH+MbLCm6oZZr36UPWfO7cpLVOQFGcHceXE+hMHfGkWX6z3//MpffwPh0x+fLLcrV7VChsUCclm0uZQmygiNBC35h07wGYJrmq99AvremVDP8ET9IKxAIoEc0MTExfGk1by1Vc1TcqMXlcjU+R6CqRAXjPShjycnJFhYWhbywKS4fZLFYcA1WwbCc1qSExgfOXi8kN/HlQlHRpEA7XEg6VrB7fGqShYkZk043kqGr1upIAc0YPM/4FDCxKZPOMAITKy5lgp7LaAZLoBF0x2w2u/WGj1DGbk6uCv+HW1zyVd6yWTmBu/PUuS4gy+AApOxyaHr/2u3GN+mdKuTnLhwkjo6OhqtbCkkzmi9TQeJK067B/z+sbJXfF/WS/syZM0FBQRMmTNDL1wvuR4cOHTpnzpyiRYsWXBV0L3l8fPyoUaOOHTum+08b2hdnzJjRoUOHOnXqGJpgOpYnICBgyZIlu3fv1vF3DfBzI0aMmDJlSsmSJQ1QNo2L9CsmtNbC3pcmbq7hWV7jmWOGhkAgODaixoIe58ZvqF28kiHIo74Mhw4dgpkUqKfqZ2UgOUydOrVbt27DTseoPGTN5rQumLJV5wG/IsvDZrIYpLKLIYV84tNACpZGxABTFqpYAo1Ag0xgagBrgQowsbApoKkztaQCdoN9BSoRolBYp3BVDRlNLBVhE2qwFVN9wSCaSywVG5OJje/aZWhz1DQQHiWsfk3BHJAAEkACSAAJIAGDIEDQqO2O+BgxATSxERtXoRo6J0ZvYlQQCSABJIAEkAASQAJIAAkUDAIqOCcki8lm0X+/SNDZLI4Ji8NhMnCyomDYHKVEAkgACSABJIAEDI+AJM73yb0bN27evHn3wa84EQiYGO73/MG9W/DcvHn91oPvoYl/pOZFvn9688aNW5D+c3CG3ytSyKS/3j28Ac/Ne9+DY9PekgkDP8o/cOvWW79IqeERQImQABDIZkN8XFxczqG6JEMae/3tc9K+SlNPZ0JGEoKgM8+fhIkkVpZlOtauZiYWZSnrsMe9x5FZfWq0HtOohzIb4qOiosqWLYsb4rMtnVraEB/w6vSe45F9Fg4rbcbUYK04ffp0YGDgpEmTNJgnlVVyyJG9W5/9TKHTZA0HTOtSzTUtf2nSxU3LbvvzaGJGxX979W9bjUW1zoL7x9adfh5Ol4m9WvQb2q4W9cvfL3y/f/TodcHgRYOLsnLwrIXhR3bt/JpsP2T0qGLm8tcEcWd3Lrr3U0qT2LYZOvTfyi4a1o5GGzRo0Lx58zw9PTWec54ZylLCT+xY9uQXQZM4dhk7rHFp+6yv5KB+/Lfrmw5ciuIxuBY1xi/s66zCpEeewuWaADbEw27CEydOqJdNXm/naX1xypXd869/E9HEVv/0G9yhtocix6Sf97fuOxWSzGCbVBq3aJB7TuUtr+8r8++wE7Fz587a3hAf8uzQxlMveCK6Y7GW4ya2tvhLssi3pzYcvZ8kZNg4N/5vZicbRQKZ8Pa+eRc+QCU1a9h1ULcmJZTRSLU0/v7+ixYt2rdvn2qvZ3wrKfTljuWHgxgM+dZJgkHK6KWbzxvUykSxlVIUtH/lIUm51v07VoYGVCb+tX/elveARn6WOszjiZ0q/jekj6d11tY13u/uhg1vmk8eXtfdUvG5kBdHN518yhfT6ZbOPUZMqemqmSPXhg0bNm3atPxuiP9xY9+ea28EUrqVa40RU/q6/Nk3Gndl597vksojRjUzywRX/Oba3oO3/buOXdDAk61A83D/qjNvwyVMs/q9/utZ3SmLLUShbzfsPBIYJ2GwTbv+t6BuEUAk+nDh4JGb70VsJuAj4Fx1Brtq+xH96roracdf0aHVF3S/MmlbzWIVlHzFcJJFfrs5b+52WrHizlyulGXesveYukVNbq/r229LSP8+TbmESECYN+jQp5W83xHFflw4ZXUgx7SYkwtc1lCl/fDO1X/3hpRK/Md71q448api4xrS4J+vvP2HrznXvZJVwIP9M3ZcK1GuMj3804V3ERPXnBhQy85wCCgjSVBseLV53S5M2FSnROVc0gc83rflzBuRlGTYevYdMb6y459uyf/h7i3n3oupfyrad9h/lZ2pivbt2vod130lEmapGt2GDajDkWf9/dbOrZe+EDKxc5V/hvXvZJupRkq+Xjty8PIrgaKswunGdGa5NsOGNCoGL8Z9ubLx4NUYPsPMuvb4+b0cc528P3jwIGyIHzlypDLqQxpxxMfNOw/5RosYTHbHcQsbeSiEpYkTfx1cv/Z9tFTiUHbUsCHlHdPGO7GfL288dC2WzzC3qTN+fk+HzJ+RJocf37HsWSCDLhN5/jN4XPsqv0kJ7uxaceFzDE1ClqzfaXDPhqZKykejTZ48uXv37sPPUC6xamc45W8QwWAwQ/0fbbl94kFQFAHb3FP8Nlw95M/wbFOxjiz01vbHL3hk+pKK0kpgQj0SkPKfHZjwb4/RK9Ye/plCTdIY/CO5dWrfD071ISNGtiwjnN+/1dZH0XKZI7eNGrzrk1WvoUN7t6l6ZWHLKYc+wW9/3t5//pdD/+HDujXzOjOr7YS979MUFCff2jL83z7/rdl4MjCrQ/2HwZdLOxeMnb/x4An/tDkp33ntux/57NJr9PDWlYSLe3fb9+mvySqDJ5ijgJJvU//tdTG4ZN8xw/8pGT2jW8+TP7Mcr5dJ/UW/1Q99va9bi+XMmp2GDe9l4b2j58D/+ed9ZnhBxJRB/YpCUH9/VusHrejRffsTi+6jhneozV4zoMvml1GgZ8y3Ez2azuWXbTN0ZD/niGO9es/5ziuI6v+R+f2ZJT37nijZoe/Qwe2jLszsN+tIfGaFftxY263TLpcWUB278B8s6T1+ZyR15GfE5oE9Vl8mO48c3rWx3fYRXVbcDyoQIDhWxVr16dunV69evfv079k+5dmOm59DCflgPcXvwfh+HUbMWXbm3hdFA0qQdg26du/Tuzck7z+gf5HIaydvPZewsngmUu+ry1t3HbBg4643oQlpEKK/7Dj3oXKbXoMHDSyRfHvAsKnfY/V2UOr7M4uHzb9bo0u/IYMHMN8t6TZyZbiAElMS671ybKfeY+YdOP0kKbPxBGF35/eftHHL+scBiqQRO8f3mn0psfOQYd1qclcO6r/v+a9Mb/Aj9h48y63cZsjQYRWIJ/27970fAA0H071Kw+79+gK+Pv0HdaxicfPopkCRYmbI2B+h35IpM8UNJ25duWr+goULZ00BzwS8XUIidq/VYc6CufMXLFo2f6rCM4FZur0LJjw3abph07YF8+YuXrQws2dCkwQ+XrL1cOOF+5fOmvW/rf9r6Rw3Z8sVeM22XLMVGw4umT1z4aa9U6qT62ZujzRGrtKwN9svetfu1HfwwP6u4Wf7jpgbkFZeBZdXjer3v7dNegzo17dvzw4t3a3A4RDeXDtu+KzX9fsPGdiz/ov1g0dvvQcX8yV9vrDtQXKngYP7dfv3655BveeeFWdiRbpUrNetX1+o6VBWu9R2und8/U8eF5IEPd/V9d/V3Lpdhg3vafJpc88hqwI1OLwSxh46eJIo02LosOHVuO+HdOtx3YfqqSXhD4e2H/SErDp05IBKqY9695r8PYVqQAKf7ejWaq15vS7DhvVkf9jYc+iaoMzCvLp64LWs2sBhQ3s2LXlmcd+Fp37ItUw8Pmv48pvCroOH9O/a7NWmziM2PNBpSVGcEhCa4fny5cvH7J5Pn758eXNj9KLeFQe36LPz+Dfvb2ePzqwzd8Gzjz+8v3t/eHqq46yRBx6+/vb5c8a3P336VHZGu6VntsVHx2b8SrY/h4WFwbtiMXUOAz5/E6g49Sr80SCZr6cXNm3acd22ZbVsap8PSdVgzpDVqVOn1qxZo9k8M+cWNbduhXaTT0Nxkfy81qKC+8Y38fIECVtGNyrec2vmxKKT49pUajQ/Uv7b17smNG7Tb9P6mVUc/7mXSJ2O9fcjjX07qFnLpYumlW/Y4m4w9e8BlxdXq9HjbYoibcyqnnXq9Nsj0LSGAwcO9PPz03Sueef348S0KvWHfBUqUobNa1O12dgTGdHI1e+ZSf3+e4H91v51Os45o3iPF3ixulOlDXcC8/6eRlPAei/M02g0y6yZ/aV+7Tr996TRUiC7u75mlXaPYxUvJm4f1rhyxw1wbNCh0Y1bTjigqF3iqDsNi5RbfN5be6LCobFPnz7VXv4yQfDkfyqO2/dC8YngJxuKOTS68jPxzxel0QvaVRm04Z7iN9Ef9nrZ1z71LSXp3f66Ff+5EapglnpkcqvS/yxJ0JqgUImgKmk8+1T/CzVLVt16T94iyMLn/VO218oDs5tXaj36SDYNKO9Ln3rlRm18nkWMiDdH29aotXjfrn8dvNY+DvpbyGT/W82siq17ns0/qaARnE7u7Z2fIidNXtO9ZOtFp6hDr2Qy31vzLYp1eBkMfxPuHVj/38lrVw9tXqvZgrBMoiTsGNN+4Jgl7ZuXXnwjBv4l4t3eStxqJ8DBoh7+oWmNSw3YwstBeknSm472JWec+Jj536XXN/YvXWf8L4Ucyj0BUSF2Y+q98M2SlXIv6zVV0PmppWu1fq7oxP480lsru1ftviqBOv3ozyP4dLRe+VL7v2VsgTK/F/GkQxXnfkseUe/Ffh5Vt1jbFbcypxCdGNWqSuOFij6xAD2BMWH2Y+o/9XmnpMxxX8/Vs/Da9TkK0se9P1i9eotL3zNVVknkq57VK626G6DI8O3RSUWKdv+YkGlg8Gr3hFJFun/MmfeDPSNLVh32g8o4dX3vml0XXlAU2xT/M1UcK297qGgxsn8OHDiwbds2JdXJXA4+93QpMX7fG/jlzSW9SlcYm9b1Jr3v3qDk0EM/oE9e26tmt8WXFKPqZN9TlR2q7HgcksO3JIeGNKjVfjlVgcNf9ajqNOemgong1IJ2Ds0XUrexKPdAyMzz58/VGbIqv3JCMOmSZy+uRllVb+FpD8eEkTRJQkocjW7GIqRCsZjJsrGXJQfxUmXytWx8CgQBlzq9D5w83LWyjUBcEENPU+MlMpa5Gcxgkq4lKjub7J2zzV8sDH9758ad0M5dGmY2gTBJKCAsLOTRBjLPFqOOHtvZspSZUJzj3OStfUuDyvYc8m9xCV8kowo17/Gdx/EetSpRMyPw2NSu7pTo+8wPJliM4Um8e+uFsETtMmkzvE51q1lH/XgR+Ec1hfo1M6jvmOj36mf0+0tvkstWrah4j2NfvbZb4NvvmadIjYFP9tb3/WN90Yv7D0KdalS1VmhrXqO6hzDopXfs10vPoktUrQpToPDQravVKx75/muG9woaHJ7/oyu+3OrliysEt/eoWcHs80vf3xHtMIEX/OziV7JKJS9FAmvXmlVtvd//9H/7+KGfdZUa9oqSYlKlagky9PGX5IKlv/jKuvXJRRu3rCePn5FxB647s2dqZwsmdf7335p8OLbjZYRjt561svyTuWf9jacvjWvuKRJl33xE+38JJVzdbfS0YkBwq9St/mrd7qs/I/hJgae2XqrcrHlRKvRF+s/UHcdXj/O0JEWSTPoGP9h1yN9hxqR/WTyh4h/4vNhEppWtiSKwhO1VuoLo9ZvQHNZUpZLkBDqTy02LTlHgksS937/xWv3Bvdw1E91m6CUt8FeIKY9xfO24Dh06t2/ZePj6S4lU6SC4Ni6i98f7du3eoVWzrkvO8HjyVciIUHGy5aezczp07Nyp9T9dpqz7mZC5BDrU2bBk+utdA1r06dmy8YCQShP2TP5HXmilseEBvgE/7xxdtvlS4vClw/4K3jV0UPmVL+Lnl0iWm5sl1XO/OrePdKtWxCzZ1/u7j29AopAa+YR9uvsgoUjt4mm3BBYtXc1d8vJVcKYF7lRhqtDMwiSnIXPK9wNrztXo16sUNPQxL8+95ZerUl5RbLkONWq6/Hr9XTurxJLkeBIqDnxVGp+QJLOyS4sQNXOraWvn++ojLeXNhbf88lXKKaIyTR1BGP/X34OzZygL+fYj0apEcardsStSvbTzsTlbvvJ4sT5PLpz92q5zM0Wwpm4eZZ0TOoMR9evemRBiQN3G5jIJ+OISgunmWEIS9+ltdIopixkZ/sU7NiImWb6ei08BIWDpUqKIrSkhzbxWWUCET3x87X4Cp2PPBpS8nBLLDx4oLzpUzc29RO1R9qO3ruxaLpMeQe8uPvX7Z1hbeXA8YeNeytmcQ5Pl6FgIP5/+35FfQ8cPdCDSe2FxKo9nbmOdXmcYTEIqFUoKJLy/bSxK4fEsbdNG1vDPDJh1kIgyaPe3+qRUJhKnpghpdEvL38HnBJ3OlIiERuKxZcAkV9/WKmfrS3ipKWbWVunhO3Qm7OgDPql8Gc3K+vemDIqPVCzK2Sc2+Non4SdJWRxzU4W3BVFMdJIpFgn+zG5IBcliBsvCPM2JhwR0SMAX8VKTuVZWzN9bF+hMkgZ8NBjtoH100tB7+x54NxgwupjCzIS5Z/nSJjToD7P7Nj/g+Jlzdp0nNvlr9Gdi7ebpbs+Auxoyv5cS8GLbpvXr103t3X93l82r25dMG2loX7MsXyCajN6wYqLdkBqlinhU2ZPU4sTOMfZU0We7lS1rSSNh8jTTC6m/1v9vb8Ve47wcWOkqWVh5uIq/nH7xU55SmhAfyYeWIYdJMO9Tx/09K7eqn+mayB/Xt97h1Bvwb02dq6+XD0pjI+P8ImIrtZ167sLZo1tm+O0ePXwNFUhTd8i6D1+fnTx29MyOBYyr85qP35EK8YTxMWERYYySPU6eP3vq0GaPb1s7jtqR2fUjTF1LtW3qRY+RhqdEESSDlyofnsn4Ly7tWrRo+fHzH22a17Unja+tTjNfws/HmzesX7dmYv9RpwbsWt28CNUiRUbz4n++37B24fLV6+cMb/fv+PU/E2ErXDKda8blpO3QgBaLpItEaV62PDd+6NWz98oP6lwihxv7/O7suCqr1L+9fEpUCCHyjIx9IoMlFsm9II0/P8+c+OFcpk2zMjBD6+7ukuJz71agPBibnxBLSxTJJCJBqojIKAwjmw5alPTw/O71m9eO6tzrPqfJuqVdqeaN7jRly8E2Hg/qebgXrdAtuf3ybSPraVz+XDJUyjkhSYYg4efBR2/qNOhWxYYho/oj2BNIOLs3mlLDdf/1bbNPb74clGzDdbAwKRxTHLo0EX4rOwKS+G8z588o2WFeDy/FGEj49OqFFMsy0+dvGdHR6t7+LcdehWd4L3Xz4iGhxQdMbFFKKZzShB0bd7t1X9KjOE1EkhBcTsrLNSyfSKQZmhg4a50gjWalELQTZ9ROvsMvi3bZqg8jFZiuSAcLbxkPlMzFRSLJ2MHAYR+ZFYVzBODmqd+vUIttFAoYDWQsNrC0XOALjUwK//1WlLpxAPTMRIpKkKVIUCDggsjMPTS8p1QXpFSt1UGiV9cufRdUH942bdUo9y+Gf717+ZXV6D51lBeMzjFzdnYqUqT2wCH1H1y98CpQb1vawr48+fA5uMP4zcvHNBEFXVuz8UYuS1yvjq1/bdl9eo+K4G3S6AQp99ysynTYfXzcozX/deveo8+QYZd+CM2Y2Vs79uvpSRtP9hm9sLpVRlSRR3Y+q9qqS/UihSQWgzSzNCvp1bh1DXeoE2Yl/h3WyMHv7TPFhhCCzuSwGAz3BgtntH33+J5fAs3C0tLOsWr39lVhMpthW3pAp4ay73e+ZJgcTvS5OnLAOFGDaSeunnx8ZqX02dJOkw9SRiS5rYYtPbB3966TR2c2Fo4fOfIWtdXHCB+Gibmzi5O7e70Bg2rcPHfuQwSM2vkJMTyafeW5Szbt2rn9xOk9jnc2bzz+SsphUS1aprY7U9N0fdPwS4lV5vZtlQOm2OM7Hng16VK/WJrvAnllbAABurwn0PCT4HNl0up9nYcvrmdL5Vxr6ML/jXWb2b1Dn549hszZ9CuRyYHKCP1PJmFg/K7oljI8BN3C1sHB3qNV264ejuEHjjySz7hK3t+5Eimx+2/ujsm93N6e3733tmKiQUePMj0DQZel3nlw+LnYmpPgfeblg+8JSWGhHx/9CpHQTStU7rW+27CxLfp2LufFMeEUNTMHEjqSHT9TaAkk+S0Z2+ux0+RtC9opZjBDHu0eN+9y54U7p4/ssuboo/9qRE+csDRAMSUkTjizqNfK79W2bpnlotyqZOzH4ytP+NlKfx0/fvzQ+acJEeFXjxz3jkw1MeEkR8Wnr5TwU2kWtsXsM5z/VZANQmezWUlR8ekq8Hmklb2n7Z+JIhISZFXfupiDE4sUihMSfm+OlfL5Ijv3IvLG0qiev9TnySxsimewPsnmsFOi49P7eT5PampZzMmZRYqkCXHpfAQ8oXURV4eCO4tDhxCCVH5SSlrMg1TEF9KKFHX9c24TacIh+YKEpBSF/aUSvkDq5OFmxeGyeTHxgt8TtQK+mGNR3EVfawMqFM5E772bT9QcO6mqUjKnnlm+waT94LYV81EXOE7lOnbt2bVbl2FzFjQRnh+15pIKYmrgFb7/gsFjYmrO3Lag39DFp68tbb9j6fSz76jTHbJ5+G+WrrlIcunPz504fvBiYFjiq0uHbr/xEdOYXm1nvb5zefv27bu3rm1V0pzlWsrprxZYFHBv+Igp3G67FvfNdHRb0JX95wPpw8b0zRTppQHdDDcLV1ebuJTPvnFpEibGy9hsbtaDFJISOFwTkk6ztbVjsLw/+Ka1N8nxQoJhapJhzPn10dVXiY3+693YkqSZV+qxdHwX/qOzXzJFKrFqNmtkkhL60f/3Jw2XjSqSmbpW6tKtZ5duXUfPmVst9ujYDTcgxMLO0cy1iKu9gpR11UaVeN7+/nymmSQxOUWQBlMs5MuYnh5Oiq5d/ObghBGHYhfs2FEzh7M5w+8eO/klZch/Q9IOs+JwYN0lIeG3Oy/h88X2Hq5pBxaqokl270iDn44ZMU7cZuvyoWXT/p3j1GfW/jc3jm/cunPb4lFF2CyHEl50NlPeQacLIxCIHbIKw+BWbtC+d48u7YdMWDug3M7Vc28FyATeF8eO31F7wraF4zrP3/fof+2Y0yfM/ajDKFxlnBMa7KQp6tV8QKXSUmGqQCKWQNCiTExNssokEhrdwtTa0dwsMuhdooVXcUtTcNI0RR/z0Q0BgmCSsOirm4+p/xVRzLbZI7aHNty3ZY7D744r/JdPDK18NU95VBLDvlGtKrYRQTFUSZQ+2DFt+HHB6l07q7tkVZGkZVYcVgDgMAaIXbCpuXTTrPJ2NBhg8WFXCgRv8VN4MuvKVctzvtx+pZjNlIU9ehnk0bCBsQTsWtWoUor2/vZ7xQFd4oAHb6JKNapLDcOkUqjtEK1auUo5ztfM6jeobc2s2NAj9ePzt4peL9nv0Xu+e41yRdW3s4Hl8Ft9hZdBWT/Yo1F9yvoUHxhxs8pVrmztffe54vQ4WsyTZz+d69e1I8s1Kin79uyFotQIg568inOgUBfYx8S1dn3zgKfvfBQahH568MuqUtUi1GmkUugdZDS6Y81G9hGvXn9V9ARR3+57s0pXLu7hVa6K86/7cPC8/NdJL55+tanTKO2s5YJAI+TV0XPRFfv9U/0vYRkQBQLLq5l608DrO16KO7fvbPUntUwKh/RnWJyEhhdmNhm/rzOXiIUi0e+pDxIGFXTYyKIXMCKez1c/m4rlSypGxu41mtWlxYQlpA9sIZIPjuWEEbL8ETkMXrK4Tz2H2IRkvkAIE8YwthP+DoblmJrb2libwJUDF9+169PKnFpIpJrZtJW32C9jRo33Kzdz68xOmedy48+cP0NWGvZvASofapuqZOuh5cTvdu+9niyFE5a2HXnD6Du6j7U08cKhlU98Evh8Ac/75oTtjzsM6lfWjMau3Lp5OebBNdtD+LSEgAfbT7xoNmp8aRYt4fvlUYPnvYgQeFWo4ch6fvyej0gg4EV5n7x0265+z6omSWf/N//oo0ABjydIDj649iDTq3mHWml7LdTWwIAygNhiEdUsyx+oTQy6WL5sW7p8sa/eT3wVrbTU9/1nU3dPD/dStaqK3z/8HqZI7v3qSVKJOhWsKOck8Pr6jgsfDFl9tFvlP1UZajK0+b8rZ8qliydSywxu5/V7Js+6apMiSe9fvFesYyX6Pvwk9qxeRtmzsJWCmOA9ccyY9+4Tds7vlXFYQxB0c0trWxvLuFc37kdbDu5YHvrtxkUS3r14r3C84n8++CQpVr00JQzVHFFMYHjzJyqXw4JwZFiqk8SE/whJ9apWUnHssFnN2rXdY4OjRLprkegLFiyALycn/3GI+HxqR35mQExnh2JlXDzLuBSvUMQ18PtTnnOz4dXL8cM/n/v8MiwlNdDnwcmglK71u5Y0lWVpTiGG4fSnOxVdS9YsWj5jAHu2BoDEcNizvb19AVvsV6o0aSDR9lvUstqo5pkCc9XJNz7wy+NHL1+9uH/j9kfLMkX4KVIXZ0dWDlGV+f3Q169fExISNH7fwp0N/Qcs+Tl2Wn/7lF+fP3/xj+I5FXF2c7ANeLf/xAeprTTm24u7O45fLDt0ydCaboG3FrXsdbDl0BG1bJO+fPrsHRhuau9uwSaif75/8uz1iye3bz/2sSvjnJxEcy9iz0h+2a12pwf0ip2a1qhUqXLVatWqV6tayTJ078PgScs31HGiO5QoEvj80qlbQdZWyVf2br4ZVHHtykG2mr6z4sKFC40aNbK2/rP9I7/kVUvvWqbIt9tnLj2OtjKPO7N14/OUBmuW9bKk076em1Ozw/aavbrUqO4Z+OTiqVvBGdQfbMtilihBHlh7NIpuIoh7/b+5R8v2mTm6dSmlpj1UEzS7t6DVunz5crdu3TSXZdacHEu5BT67dOpmFvWJgFvLqzVfWaZzp1o1S8R8uH7ovI+tHf/2sa1nPxVdvXakowmjRGmT4xsOBYpY0pSPq+budW43ZVLXCtqbC4C72sqUKePm5qYtFExrN8fYbavOSWxMo/1vLV16r+PMhZ2rOtKEP8a1aLs3wKVH02rF3FK3rzqVas5NCHm4ZOGVpuMX9KrpYu7myvO/v/fYZxtHyePzOw49sl6+fnwRjd6tlFFluPrmwYMHHTt21AwH8a/5QyaLag6ZPrhuhrn85Pe37r3+/u7WmUt+UjMbR4aEYedkBf+esn/OxDsJlZcu6/tn7VHya1aHtqvfmPduWV4Y6//49pM3H55dOf+IXswN9q7Zu7gmvto7dupBHl0WHODz6MzWI+/d164cU5TKTd3n0qVL9erVs7VVdg2HznExT72z6fJnKw4R7Pfj3I5V3uX6zB/QypIt9Hn2+Pmnt4+uXH4TJnIqZpYiMnd3dfUqU6FqVaq1rFza4sbli9VG7RjW0I3gx715dP3Fh59+fh+2r1jLL9N/5pjW5tAuRN9rWb3HD6f6zcpxNo5ot+Gh/eyJLVMDfkB/EZrKcnOygZCTyFdH/5t+aeCaFY2LWeVX+YTUpJ33T/Wp09bVuqCNuTkubZpVe33mfzsOX7xyI37Ilk0DYK6eoMd9vbd2xbazVy6evnK/yfh9S/rWoLpowrzxv+2Snq1dv/f8+XMfao5aNr9fTaAb+fHosP89atmrR5WKNTvVNN+8duOFC+dPnrpl3XjCxiW9zAm2JTN0+//WnLhy6eypMyHuHQ+umeaR+baa/ALXffpEXvLOe6d61W7tZpP15px0YQLubp4w97SIIQ70+3H3xJazP8tsXD6yiDnTtlTZsHPbL/+I59KFVzYs+2z7z8LZ/ZwsbW0YPzetu2PqzPF9e2rVVt8xK+fV9bDke59o1Wq6XaOB3atxfnz+8t3Hj2bpZmfG+HRyZq2ue+r16lCES4//fG7s+KPdly3/1yv9uhhO8RKyfWuOxrBM+DEvl807UWngnOEtiufSJ3748EEkElWv/vfER7Z0E3aM7/i/q2azJrcRBft8/fwlOIXu5mIrjPh+78HDLz98P3+4vWbN2cYTVver7ULQOMWLyfauORbL5qZGPf/fvJNVB88d1rwYSQtb0afdrBtE//ZuO0cNP/FVIEsK8fl4c9n667WgB29ZwtLcPs77yL7nyQ70RO/3z/fuP2jTY97EZiWV7NnhEtFy5cpd+kbNaKg2ZM3vJYwQLS368fNdPLdYzSKOstTIJ95vAlNEBGFaq0KDUmZ0UYY4YwVUvIRRg1VX45cwhn28c/r802QOnJLCEKYkCV2qjurRyoajmeBI7VzCKH19efsDHwFNDOfcSGG7l4l75V5d2jlyaZKYL1sPXknmiyViZrkmbdvVLwPjv4BnJ84/D4bD5ajUUglp4dyue/+yDoxfL66evfFGYGJqwiYFycnSonXH9WpqGnKxaouZPTbcnd78T68mCf949KFvkzadisiXbEVJv85uO/5TJJLZlujWrYuXrSavrVQUFT1ewsiP+Xlm16kAWBB1LNu7WwdPcE1otEdbevU4bv/w+sYSpjmqH/j0+tk7r1NIwrJq29GtKinZfmmwaujmEsZsrf/+4LCWmyW3buytaE2T8sPObzn8jS+QWXm079qj4u87sELf3D1z7WkiQTMt33JM+xrUlV1ae3RyCaP4y5WzV956C+l0j8a9+tUtSmkT97RViwGlJlzZ0AfWhSTety9efPaFT5LO9boNafx7PkUcdWnLoY/JqVJz53+79KnhqoGRd04gNXgJI/WJBN+95x561OvcLNMm9ZhrWw+9jedxTLh0GZwHSFZu1bddJfDTYq9dOBdT5J++dTLM/Ce/7/5vN7O+p/aOrJwU8vb43qtRLDbXhC1JTUqxLN6nR9fiNiKY+rj3IYgGqxIWzm16DCpvr5mCosoljOLYa+dOv/4RTSdkli6VewxqIx95pTw/fvyuTzjL1JRJSlNS+C71uw1slGGyjB955fI1+5o9arpzJEmhl07s/RwJ21MlllXbj25VQaGM9Mfhsu3XTjx4f0R1yfXje75EwLkAAmjL4fgN+0otB7SpCbM9UR+v7/0gG9TlXwduvgkU6EsY1W4Vojf27XG3xLBTC3pqvmdSWzhNZaDcJYxJj86cevQtDHZdMKzd2/fo5/U7rkoY+fn06fN+cQST7dV3dCdXrmI6lvf8yNG7/mESJrdy6/7tKlDlPfb73ZO33qQKSfAcqJ0bdHaDLsMaFDe/u75bvwvuj6+u8TShxX+7veMlr2/nNq6U553+yAIeXzt3720qSVhXbz+6ZR73gebvEkZBwq2zuz+G06WitIpjU67poI71BL4PD52/nyBgShgm1dsOaFU2fX5T5v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Als Beispiel soll nur die Zelle (49,2) mit der hinterlegten Berechnung betrachtet werden, welche von der Zelle (19,2), (19,4) und (19,6) abhängig ist. Gibt es eine Möglichkeit die Formel auf die anderen Zeilen (blauer Pfeil) zu übertragen bzw. die Formel zu hinterlegen? Tatsächlich habe ich es in einem Versuch schon einmal geschafft, die Formel auf die Zeilen zu „kopieren“, leider aber nicht mit den dazugehörigen Eingabewerten.
Berechnung Zelle (49,2):
If (dbln = 0) Then
Tabelle3.Cells(49, 2).Value = 0
Else
dbla1 = (rk ^ (1 * inttn)) / (q ^ (1 * inttn))
dbla1 = dbla1 * dbla0
'Ergebnis auf 2 Nachkommastellen runden
Tabelle3.Cells(49, 2) = Round(dbla1, 2)
'Ausgabe des Ergebnis
dbla1 = Tabelle3.Cells(49, 2)
End If
Über eure Hilfe würde ich mich freuen. Vielen Dank schon einmal im Voraus!
Gruß Flo
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