Jurnal METRIS https://ejournal.atmajaya.ac.id/index.php/metris <p><strong>HOME</strong></p> <p><strong>Jurnal Metris </strong>is published 2 (twice) a year. Since Volume 14 in 2013,<strong> Jurnal Metris </strong>has been published in June and December. The contents of the journal discuss research results in the field of industrial engineering.</p> <p>P-ISSN: <a href="https://issn.brin.go.id/terbit/detail/1180430379">1411-3287</a></p> <p>E-ISSN: <a href="https://issn.brin.go.id/terbit/detail/20211009002058321">2808-4810</a></p> <p> <strong>DOI : </strong><a href="https://doi.org/10.25170/metris"><strong>https://doi.org/10.25170/metris</strong></a></p> <p><img 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qxZCKEBAwb069cvOTm5bdu2VlZWc+fO/euvv2Czv6en5+DBg4cOHQp78KVnVRm+xBpVBopEBkGgcSGAOQvWcvJ4PJip5/F4YNPh0+kFAgGHwwF/Ho8Hj3BcKZ/PFwgEsFYJW4ICgQBEwcl1sH0TjqbHO5ogME4aHOCJ5+thrglWMvH5fC6Xy+FwhEIh+AiFQoFAAPtBxSLWRUERGq0LVIlMgkBjQAD4i74IH2/uhOxh4oOQsEYK3BBAqgQcDG8hxQ64rwlLAwdQJMTCsOIwoAN+xCv8sYOuP46uXAcMg+BRC+IgCBAECAIEgZohoITNoCoqKqrkRxAgCBAEGiYCYO3Wxj6trTXK5/OPHDny4MGDO+RHECAIEAQaFAL379+/cOECrDeomf3539C1skbhwtWcnByK/AgCBAGCQANE4MWLF0CjtbVGFY5PaLQBVhuiMkGAIPD/EXj+/Dlc2aQwDdb29HtCo/+/NIiLIEAQaIAIEBptgIVGVCYIEAS+JAQIjX5JpUF0IQgQBBogAoRGG2ChEZUJAgSBLwkBQqNfUmkQXQgCBIEGiACh0QZYaERlggBB4EtCQGk0+t+VpDV7EggEZN3ol1QriC4EAYJADRDANFoz4vtvaLL8vgaIk6AEAYJAI0MA02ht143+l1hr9kSs0UZWq0h2CAJNCgFMozUjvv+GJtaovHWmsrLy0KFDv//++/aa/3bu3PnmzRt5U5Id7vLly1u3bq15+tu3bNnSFMZeKisrRZ9+lZWVslH8nG9u3LixZcsWhhLctm3bzp073759+zm1bEppYxqtrTWqcPwmtYupoqLC1dX1v41QDZ5OnjxZ+8oZEBBQgyT/G3Tx4sW1V+ALl1BRUVFZWVn+6ScSib4obYHZZ86c+d9ikfLE4/Fu3rz5RSnfiJUhNFqvhVtRUeHm5oYP35a/7YFDtCZMmFBLdR89eqTwGQoIoaZAo3DB5J9//klR1JdmkNJplKHyIIQEAsGtW7dqWVtIdDkRIDQqJ1DKCaYwjcKVCf7+/mVlZRUVFQpoA7H+/PNPhBDcGM7wHUp91RRo9NWrVxMnTuTz+dOnTyc0qkA1a5pRCI3Wa7nXkkZ1dHTu3bunmIlUXl5OUdTQoUMJjYoVOeBZVlb2+++/W1tbQw8ZbutVDGox+Up8JNaoEsFUoihCo0oEs3pRtaFRMEihs1l9ShIhRCJRUVERXNAo1dis1rPxWaPYrj937lxAQAAg/HHCFKFZs2YRa1SiEhEP6QgQGpWOSx351p5GJ02apLBu169fV1NTU2BkFhi28dEoRVF5eXkjRowAWDAyVfdNzpw5k9CowjWtqUUkNFqvJV57GvX09CwpKVFM6d9++w0zRbW2p2SAxkGjFZ9+FEW9fft24cKFRkZG0Iun55dYo4pVsCYbi9BovRZ9LWmUxWKpqqreuHFDMaVhYJTOFzVyNw4aFYlE5eXlBw8e9PLygkYFXyWG0SA0qlgFa7KxCI3Wa9HXkkZh2G79+vUKKP3hwwdPT09ijb59+/abb74BJPHt5JhAwUFoVIEK1pSjKI1GpawAltur6WwGxTQqNzb/CQgff3x8vAJV9uLFiyoqKv8RV/OHRrBu9Nq1azwer9qsf/ljo8xZ4PP5ZPm9Ap+JYlEwjTIXCvPbj1+3WHsu/2NT28Wk2PJ7wBNo1NXVtaysTP7yhlUyS5YsQQix2Wz5i0YsZOPo1N+4cUMoFDJb5Q3CGmXL/rFYLIFAQGhU/m+kliExjYp9MjV6/Di4VKMI9MCERuloYLes7xw2qFy+fFn+eWTY0RgdHc0gU9YrrA8sBmoE1ujNmzcFAgFzfr9YGoXN/rm5uRkZGZcYf5cvXyZ76mtJjvJHJzQqP1ZKCIk79XR6qqkbIbRgwQL5aZSiqDdv3tja2jJzR7VqNA5rtEHTaGVlJV5pUG11xKtiqw1JAtQSAUKjtQSwZtHloVGEkLm5uYqKiqwOOEIoKiqqRglnZGTAfLRUruRyuXp6elpaWsw8S2i0RpiTwE0HAUKj9VrWctJoVFSUvr6+VMqDzrWNjU1BQYH8qsPAKIPA9u3bOzk51T+NMu+2ZH4rf/bpIb9wa7Ty/350nT+vG0qBuSxA68+r52dMndBovYIvJ40mJSW1atWKgdQEAsE///wjv+oREREM0hBCSUlJ1c59KdcaFYlEFRUVMNgnNSPwSuk90y+NRkUiEZ2h8GmnSs+4VJCr9YRiomsoFgWT7BeisJh69fNIaLR+cP5fKnLSaFpa2uDBg2URH8zX//TTT3Kqnp+fb2pqKksaTN/v3bvX2dlZVhgwY5VLoxRFiUSip0+f3rx5c9euXWvWrFn36bd27dotW7ZkZWXduXPnw4cPcuZR/mC3bt3i8/nV5hT21MsvVuGQFRUV2dnZ27ZtW7t27bp16zZv3pyZmfno0SMG5lI4LQUiVlRUPHjw4NatW2fPngUNoZjgf8OGDVeuXLl169bTp0/hnFYFkmgEUQiN1mshykmjP//889q1axk+dYRQSEiInKofO3aMxWLJOhwPIWRiYvLw4UNHR0eGFJUyUw8GS3l5+bVr19LS0oKDgy0tLQUCATQMeFUdrNfR1tb29PQcMWLEnj17nj17VqMpNYxMYWHhAdovPT199erVQqFQ1vgGbjBiY2OPHDmyf/9+WuwD+/fvP3bsGJyVhZMAR15e3t9//00PTHfv27dv//79cHkBTBNVVlaWlZWtXr26Xbt26urqAC8gIBAIjIyMoqOjN23a9OLFC4qiysvLYbkFmK63b99mSOvAgY96HjhwoLCwUExJ5kcwPKF5y8nJ2bJly7Bhwzw8PHR1dQUCAbQ9uIywQygUCgQCU1NTT0/P+Pj4TZs23bp1Cwpa/tkwZsW+/LeERuu1jOSk0dmzZ2dlZXG5XKm8BqRjbGwM5FJtBmbNmsWwYhQh1LFjx5KSkmqn8mtvjZaXl+/fvz80NFRVVRV/h5J5pL8Cd/PmzUePHq3AQsgrV67gvZ4giqFFoXOrWCyskpGRkdSrXNatW4fDSHVwOJyrV6/ixuDatWv4TCk6AhAXtyvW1tZpaWnPnz+HUgYTdfr06VKToHvyeLysrKxq64ZYgOLi4k2bNgUHB8N8I10gXUk6UGJhEEJqamrh4eHbtm17//69mPzG+khotF5LVk4anTVrlkgksre3l1V3wXg5ePAg/iylZgNMmE6dOsmSA2QxY8YMkUhkZ2cnKxi20Wq6bhSP9FEUdeHChQ4dOgBBsFgsNpsNezHp36SYm81mc7lczCkaGhqjR48GA03OLuTVq1fF9izJ2gAqljRoKMkRsmh048aNkoHpPlwuF2iUoqibN29CowUr6KUmDXrCMuFLly5B+QKNynOJiFAolP/sBagnR44cadOmDVQtyL6stSKSCoMPzg5UJE9Pz2qrqNR62+A8lUaj9BpTUzfZDCqG2IwZMyiK+vrrr8GKFHuLH6dOncpc4UQi0ZMnT4yNjXEUMQd8q+np6eXl5fBhiwUQe1SMRj98+JCamqqrqysmTbFHKyurP/74A/qezNmnKCozMxOMesXSkoxVexrNysqCBlJSuFSf0NBQPHsjP43W6BKRioqKtLQ0gUAAbChVjZp6gig+nw/baqstqQYdANNoTVGih/9oLshqoKr1J7uYxCCqOp0eaHTFihXVdsbBjpBaBeGTO3ToEBSVWCr40cLCIj8/X+mderBDKYrKz88fMGAAQ0awJvI4wHyuGudNSUkBSxyyKRUBOo3KI7zaMAghY2NjqZ16sEZlSag6wJTL5V6/fr20tNTPz09+NBBC69atw7mj06istMCclIdGQVppaWlMTAyoVG3/gCFRsVe4t8Fms/v37w8dfObCwtlscA5Mo2Ig1OjxY92uUQR6YEKjdDTgGwAazcjIUFVVldWxQgjp6OjcuXOHuc6lpKTI6qpDZ/mrr76iKErpNAqTIU+fPm3Xrh1ucsVyqsAjiAJMfvjhB5iuYUAAW6MKpCUZpTY0yuPxbt26NX78eCgOWYVCT5TNZuvp6eXm5uIM1gWNwtB5tWUkGQB86AqLuXEUhBD0nAiNikFEfyQ0iut5NQ45x0aBRgsLC5mXxCOEtm3bxpBk1cGabdu2Zfhiq2wQuLtNiTSKV2IXFRV16NBB4auf6DVMzM359IPlrpB9Wd/nl0Oj6urqP/30k5qamqwlE2J5hAa1X79+9PJVIo2CqO3bt+PBUEkFsI/UAWVZDTyOhR3Ap7/99hvzUD49pw3LTazRei2vGtEoRVF9+/ZlJsHvvvuOIQN37tzR1tZmkMBisQ4dOqRca7SiogIW6IwZMwbbI/iLojtAMWzUMAemR4QvHz7jzZs3UxQl68irL4RG2Wy2ioqKvr4+c1lI5vGvv/6il6+yaBTWNuXl5cEVfsyEiBtCXEDYAQWBy1FMf/wI8s3Nze/fvw97LuiZagRuQqP1Wog1pdGlS5cyfHgIIV9fXzz/IJmTHTt2MEc3MTF58uSJcmkUhms3bdpUoxFA/GXSHTBfjL9GMQeYdc2aNbt3755k3sEHz9TjuHg2GfvI71C4U8/hcPh8vlQ7FOuDHaAPQsjS0vLly5f0rCmLRkHOuHHjYNCWAQGEEJ/Pb9myZa9evSZOnLh69epff/111apVa9euHT9+fJcuXfDMITMXw0TfkCFDGqVBSmiUXkvr3F1TGr1w4QKs15Fa0Tkcjra2dk5Ojqxp68TERAYugxWjUK2Li4uVuG40NzcXzBypaoMnm82GrAkEgqrx02nTph06dOjMmTP//PPP6tWr4+LiYOeVVOqhi0UIxcbGyio5yXWjDIDQxeJVVnRaRwgxz9TTJcjpxgubYKQCx0IIQVcDKA8yqCwapSjq+fPnDEvcOBwOl8vlcDjDhg27cuVKaWmpVIRFIlFubu7KlSstLS2rXZCLENLQ0JB/GZbUFL9MT0Kj9VouNaJRkUj0+vVrBnaDFn7lypVSaVQkEvn6+jKwBkIIdpSKRCLl0mhSUhKDFYy75Aih4ODgo0ePSjWonz59On78eDixH5OLpAOmKM+cOSO1IPPy8kaNGjVixIiRn34JCQn9+/fHK3skpYEPmPnfffcdxML/w4cPT0pKKi4ulkyLeaZeMiHMzkKh0NnZ2d3d3cnJib5TiM1mnz17Vsx2UyKN7t+/n6GMwLSsdkUdVi8vLy8gIIBBIO7+p6amSqLX0H0IjdZrCdaIRkEzvHpU8lOEqjlgwABcm+mZuX//vo6ODkPNFggE//77L1CwUmgUuvMPHjxg2MIPNgs0AD169JC60YVuf23dulVNTU1q3sETzMbevXtXVlaKbdOky8HI3Lp1S/5jm3Gsah3y0yjsKWCxWFWXkk6bNu3mzZulpaXQkl29enXu3LmwqtTFxUXyClgl0ujs2bMZ6gZCyM3NDRSQCiMGBM8oXrp0ydDQULLZhjVquNlo2bKlZL6wtAbqIDRarwWnAI3C6lFZfVuEkJOT07t37+gLSKHer1q1CuquJAcB9djb279+/RoWeCplph6MykmTJlWdHs/j8STTBR/4rnr27Pnu3TsG9OEKT4qitm/fznDtBwwpqqqqXrx4kUEaflVHJzzViEYRQl5eXnfv3sVa0R0vX76cO3eu1J0OSqTRqKgoScrDRYYQCg0NpWvF7IYGDK90xqQJY69aWlpOTk7du3f/4Ycfdu/eLWuIgDmJL/ktodF6LR0FaPTy5ctweAeu4nQHdGmvXLlCzwZ8bHFxcczmRnR0NMSqrKxUijVaWVn55s0bhhE30BwmT+BAADr707MA9jVeFjpo0CCGbx6scjnPZPrsNArzVHhEm27rYctOavcCe8JmUHo1EHPDFtJbt26JQUp/DA4OZq4elpaWjx49gs4KXUm6EOyGAC9evDA1NWWxWMbGxr6+vkOGDJk7d256evqjR48a940mSqNRevtTUzfZDCqGGKwbhTr67t07R0dHPLQkFhIe09LScIUGx/v3711cXKQGho+navX+woULITCdRmVFAX+pJgsxU08AACAASURBVBI96fT0dGYJ8Fb+DYLALFeuXNHU1MQsLDWJNm3ayGPmYBqVKgR71vRmULBGcXRmx/Lly+mgye8GtpJnT321u5iARmXpCf2VsLCwx48f10i9vXv3nj59Gs7Nw7wvv4QGGhLTqCw85fH/iLlYeyj/I9nFJIYV3gyKqxQMj4oFw48IofDwcBwYHJmZmXCKEg5Gd8As+YULFyAwnUbpwcTc8pzwBGsDxCLSH2Hz1cOHD8UUZngEi7Vr164MBmnV/VTa2trZ2dkMcuAVplG6VmJuBa60k7NTjxCytraWup20Ws0xK9WDNQpbORFCpqam48aNO3PmTFFREdaQbjVjT7rdCkduM5zJTY/VCNyYRsUqUo0exQaR5WHe/4Qh1uh/4Pi/PfW4ei1btkwsAP2RzWZXnSP3+vVrHJ6iKBgYZbBhbW1tcT+LTqN0yZJuZmu0rKzM399fMpaYj6+v74cPH6TOztOzIObGQ71i0uARcrplyxaxWJKPmEalysGedWGNgok3fPhwSa3k9FGiNfrdd9/hzFbr4HK5rq6u48eP371794sXL2padnLmruEGwzRaLZIMAYg1Km8FUGBslKKojIwMhgPbORwOj8eDFT94DGvgwIHMI199+vTB1g2dRhnaz2qt0bt378JibGYh48aNw0nLCxxFnTx5knmBN0Jo7Nix1QrENMqsJIy0YjyrFSuPNQo0umvXrmqlyQpAp1Fm/avt1C9fvpyhhkgKh++fzWabmpp27tw5NTX19OnT+fn59NURMF0pP2iystng/DGNSuImvw/ZUy9vuStAo5WVlYWFhQ4ODrIqPfQFYHgUzITCwkLmo+wRQkuWLMFcpiwa/ffff6s9IgghtGjRInnxooV7/PixiYmJLBDAGpXnRoDPSKNVC3U1NTXlGXmg5fs/TiXS6JUrVxjWP0h+/JJmFJ/P19fXDwwMHDdu3O7dux88eCBrS+5/8tAYHwiN1mupKkCj0Np37txZFoMAjYaGhuJLIM6dO8fj8bhcruTHAHTD4/HOnz+Pc64sGgUDR9baLFAGT23Rh8+qdVMU9erVK0tLS1kgQL5cXFyqnWX6vDRa1TWmDzLiIpDToSwahSUQkZGRDHhKrTzYE9aZQXRgWD09PV9f3zlz5mRlZdENUrpbzmw2uGCERuu1yBSgUdAPFkvLYiiYt8nLy4MqO2/ePFmfB/Qr8YpREK4sGl24cKGsdPHnB7MWrVq1cqvJz93d3c3NjXkdvpxzlZ+XRv39/WtT4ZRIoxRFHT9+XNZOf1xecjrotqqqqmpgYOC8efNgIhGv/61Nxr/wuIRG67WAFKbRU6dOVTsyuHfvXshMeHi4LDoDGoUVo/geDmXRKAzIyrKC8QdJ/+Rq5JbVioBkWCxZbZf589JoTExMbSqcEmkUTlqKjY2VVVVwedXUgYtJX19/yJAh165da/QGKaHR2tTqGsdVmEZfvXplZmbGUKHx4ZvMnV+gUbEJd2XRKMPIA4PmynoFdHD8+HE85iu1eD4vjU6ZMkWqVnJ6KotGcXIFBQWurq7Mu84ULiBoI7W0tOLj4+/fv89cLlilhuggNFqvpaYwjVZdCdelSxcGwwEh1L59e4qizpw5AzvWpdZ+NpstEAjoA6NQuZWyi+nz0igMj65atYq5RAmNYnyAlG/evOnm5oa7BVKrTW08oTaamZnVZokC1vnLdBAarddyqQ2NMp8lwWKx9PX18/Pz58+fz8y29BWjkPnGYY0Cja5Zs4bZ6vm8NJqcnFybCqd0axQEFhQU9O7dm6Ha1IZG8R2rbDa7sV4lojQaxa2ZAg6y/F4MNPpmUPzVHT16FLrkYoHhEV5t2bIFjFapYcATb6XHkuk0yhCx2nWjYI0yS6jrt/LTKLMmdbH8vloAcYnIctBplFn/ateNiiVRXFy8ZcsWb29vaI2YhSv8lsfjwa2uYqk39EdMowojAzv0yGZQuWpCbazR/Px8c3NzBpMBIRQREdG8eXOGySi8YpSuLp1GGeyOalkA9msySMBnxNWmtjHHXb16NT1rku7PZY2C2kePHpVUSX4fOo0y4CzP0ST0RPGuzZKSki1btnTo0AHOEoRvm6E6Megg9VXVRadWVlYPHjygp94I3JhGpeZaTk+yGVTemoBplJkLJK1RWOhXrbmno6OjoqICo1FSk+BwOBkZGWLq0mlUaizsKTY3JSYH1iEymMxcLpfP57u6unp7e3vVwc/FxQUG4BgOjsI0ijMl1VFH1qgSaVSq2tizptYovShFItGFCxemTp3q4eEBx2ZjsbV0QM2EbWyNaUcpptHa4PPxw5GTcSWDybncj17MDdeNaVQSB+wjeTQJHuyDu3BxSKkOuPtB6iuEkI2NzZs3b8CowTDSaVRqRPCs1hqdM2cOvv5MqhwulysQCDIzM3HSSnfAHgR5aFSqhjindbEZFCGkRBpl1l9hGoUGG2pIWVlZRkbGkiVLQkJCmjVrhjmC8+kHK/AZ1JB8BU2sjY1Nfn6+0ov+MwrENCqZZfl9yGZQeUtQYRqFBE6cOCHPbkupHX/oMsBWejFDQFk0Csvv8bJBqRWIw+GcOHFCXrzqIBy2RqWqB551dMJTg6BRqZBXVFQ8e/Zs27Zto0aN8vHxgVsVMKuKORiAxQOvhw8flppQA/UkNFqvBVdLGoXVo1JZkrnuwtUdeGBUzFhTFo0ePnyYWQ0wRmBPvZhFXG/FQGhUAajxTg2KokpLS+/cubNjx46xY8f6+PhoaGjgQT3mm1xx3cCXgCmgyZcZhdBovZZLLWkUrx5VbNRfIBBIDowqcd3otWvXVFRUmK1RhFB8fDxFUWIWcb0VA6FRJUJdUVFx//79AwcODB8+3M7ODqYQmSsAGKR9+/ZVohqfXRSh0XotgtrTaLWrR3GbL+ZACNnb2+MzRunZVpY1Wlxc3LJlS2ZjGSHk7u4Ol7jRdWB2l5aWSr2PE2KBYSuneUtoVB6g3r9/zwC41MJ6+/bt4sWLVVRUxCqe5CNCqGvXrlKFNFBPQqP1WnC1p9Fjx45B11iydjL7IIQkV4xC5pVFoxRFMZ9zCpYIh8Op6UzL8uXLnZ2dw8PDZ86cuXbt2oyMjLy8vA8fPuDCg5klet8TvxJzNHEaxceAQS/kw4cPpaWlWVlZ//zzz5IlS+bPnx8TExMeHu7g4DBmzBgx6KQ+ipHykCFDmNtRqANV19tJldZAPQmN1mvB1Z5G8/Pzma8vlkWmDPPsSqTRDRs2yPMVdevWTX7cy8rK4A50mMqAG1BMTEx8fHzi4uLmzp27c+fOrKysJ0+eyHPepZw0qtiCJ1ngg/8XMsWUnZ09f/78uLi4mJgYR0dHW1tbVVVVOBecPlkEizrkLyYIeerUKSBKBigQQjWqADXVof7DExqtV8xrSaPQ8le7yl2yBsM9t2Jb6XHOlUijubm5VdevMy97gn39u3fvpiiKfnY61gcc2G7avXs35AhW2MDQG/2DRwipqKjo6ent2bNHTIjko5w0mpiYCJcLSUqQ6iPP6fdfCI3+888/eFIIYMQVBhCGkXcOh7N9+/aajmL/+++/1faWqlb1T58+XSqMDdST0Gi9FlwtaRR0heHRao0+/G2AdWBjY1NYWCjWBQOByqJR4MRvv/2WmUZhzZapqSnzDcAikQhO/vfz8xMjTci7mKeenl61p+RRFHXz5k2GG1kANHzOi9iSBoa60oBotKSkxNPTk06gYkhC8SGEfHx8ioqKpNYZWVCsW7eOLpleCbEbIVTtCTKy5H+Z/oRG67VclEKjJ0+erHb1KK6y+GCI3r17y7IslEWj8L2dOnVKKBQyrCUAkwch5OjoeOjQISgA2I8IErAd+vbtWzgigGHyF99h+fXXX+N9CgyFmpubCyvJ6RCJuRFCGhoakmsbnz17dvDgQfqYLE6oodAoICzPPQVgscbGxpaUlMiqOZB9fAVTSUlJUFAQcwMPd7jevn0bQ9cIHEqjUckGTX4fcjSJGFaSm0HpVe3ly5cWFhZSLTIxOfAI3wPs45S6zIhOo1IlYE/mzaBYyR49euAoshzAXFpaWqNGjbpx44ZY776ysvL06dNhYWGyomN/WBIrEAhOnz4tD42Wl5e3bt0aR5fl4HA4urq6SUlJhw4dSk9Pnzt37sCBA40//cQuYYVcA43Kkob9azq3hiEFB5Bg7e+pz8vLg7EXrBiDIy4uTuoCDzHdCgsL+/bt+78jNhjEIdSlSxfcUooJaaCPmEYZ813Ny4+DIWLtufyPZDOoGFZVXSpmGq26K7RGw6MwFnnx4kVZLEOnUTFl6I8Mk1Ritf/ixYtaWlrwRdEl0N1gRQLFq6urBwYGJiUlLV++fMWKFcnJye3bt4fTMXg8Hj2WpBtG4kaMGEG/J11MH/pjSUmJu7s7s8UE1AyDIWJ139jYGGgUGA1LbijWKFYYDlRk3tCJLX1XV9f169ffv3+/rKyMnvGKiooPHz7cunUrLS3NycmJucTx4nzcBcHKNHQHplHJ+im/z8dvQf7QYiEJjUoCUi2NwuZ6hq4uXSZCyM7O7v3797Iqq3JpFOzKH3/8Ec5UBxqi64PdYgwl6xGHl+pACDk4ONRoj3bPnj2rpVFZyuAtDHQ2oSiqwdFoaWlpSEhItefe404Pm83W0dFxdXXt37//sGHDhg4dOnz48M6dOzs4OGhoaNDhklVMECYyMlJWPWy4/oRG67XslDI2CpeRVTsfimszQgi20svKqnJpFPprZWVl0dHRYJ4wjJNiJRVwAAIcDkeeCXp63hcsWFAtjcrSByEk1ZhqWDQKbcCdO3dgdKjaAsJnkUi10OVvzs3MzBrZqCjUK0Kj9O+rzt3KotFqzx6lswBCaOnSpQx5Uy6N4oRyc3O9vLywvaMwc9HzQnfDhPLChQuZJ0CwPthx9uxZ+RshsRQxjTZ0axTQ+PPPP9XV1RUuGvkjwvhAtccY4jJqWA5Co/VaXsqiUYqi5Lz4CCHE5/OlbqXHOa8LGoWlQo8fPwYmpZORUtx0Dq3RFb4ikai4uBhW/CigSRWeqampkqPMDcsaxUVPUdRff/0FvXIF0JAzCjSlv/76K0VRHz58EGuB6Mo0UDeh0XotOCXSaGpqqjy2AAyMSp4xSs92XdAolp+bm9uhQwdY/y/nV1dtMOBQOClKng2gWBns+O2336qdD5GqBkJo8uTJjYlGq5rk8+fPt2rVClCVs4cuFRxJT7D6TU1Nt27dKgkaLo6G7iA0Wq8lqEQaPX78OIzZS9Zdug/eSs9gAtQdjcIZwEVFRRMnThQKhfIoTFde0g0S7OzsoHtYUVEhtlJKzuKsOkBz2LBhIE2e1ghrghBKSEiQZIQv0Bq9efOmnGhQFPXy5csxY8bgu0NwfhV24LIODAy8cOEC7FhjqITyq/oFhiQ0Wq+FUl5eDqtt8Acs1SHPhu6CgoJqV4/ChMCSJUuY9zWKRKKioiIbGxupytA9YSCyRpDBl1NZWXnq1KnIyEi8g6jaaQ38AcP8BuRFR0fn+++/f/PmDRCZwp9lZWXlhw8fhg0bBit+GK4MwGrg1T9t27aV3N20fv16OlCy3LVcNwrpzpgxQ5Z87M/n869fv17Tkjp+/Hi3bt14PB7Ikb+MACWACCxQOFFsxYoV0M5VfvrVSJ8GFJjQaL0W1ocPH/z8/AQCgYbsH5fL/fHHH+VRKzo6WiAQaGpqyhKmqampr68PtoDkl4+TEIlEb9++dXV1FQqFskRpaGhwudxly5bhWDVywLJ/INORI0fa29vDilH82TM7VFRUPDw85s+ff+/ePYWpk65weXk5bDbdunWru7s7Jg5mNVRVVdu0afPbb79JksKmTZt4PB4Deurq6mpqasePH6erUVM3FOLs2bM5HA5zWvr6+jdu3KiRfMCkoqLi33//TU5O9vT0xMYpMyz0t2w229zcvF+/fjt37nz16lWNFGi4gQmN1mvZiUSiJ0+ePHjw4KHs34MHD6Tuk5FU9MWLF8yiHj58+OjRo2pHD2Ez3+PHj6uVJs9uFkk9wXIE2oK37969O3LkyA8//BAVFeXg4GBra8vj8fC5GHBlk62trZubW//+/X/66afz58/jLZiSFCY1RWZPyDKwUnFx8YkTJ8aOHevm5mZmZgarxMEQEwqFtra2rVu3jouLW7Zs2dWrV6E9kGyT3r1791COX00P8ZSai9evX1dbUg8fPsSISRUi6Yn3dMKrsrKy8+fP//rrr/Hx8f7+/o6OjhYWFjweDzYi43X7urq69vb2Tk5Offr0mTlz5t69e1+8eCEpvHH7KI1G6S1STd1NZzNo465MCuSusrKytLS0qKgoMzPz0qVLlz/9Ll26lJmZWVhYWFMiUEABiFJZWUlRVHFx8fPnz8XUePfunVK4T2HdvoSIJSUlRUVFL168uHz5Msbn8uXLGRkZ9+7dKy4uLioqwk0LgPklqF1vOmAarSn10cN/HAzBQ0g1dTSpXUz1Vq5ffkIikUhsZ6GYznBYCfQ08ScqFkZZj7BlQNLOxQYavsldWSk2FDmQcehJMPAjAFVRUUHvczSUPNZeT0yjNWU/evgaDXPR+fd/bmKN1r4giQSCAEHgcyGAaVQKu8ntRazRz1V8JF2CAEHg8yOAaZRuXdbUTY4m+fwFSTQgCBAEPhcChEY/F/IkXYIAQaCRIEBotJEUJMkGQYAg8LkQIDT6uZAn6RIECAKNBAFCo42kIEk2CAIEgc+FAKHRz4U8SZcgQBBoJAgQGm0kBfklZKPi0w8WYMOC9rpeNv8l5JroQBBQGo3KvchUSkCy/L5xVEQgTUyjDJteGkd+SS4IAoAAplEp7Ca3F1l+X6/VafPmzQkJCfv376/XVD8ltmfPnoSEhB07doglDQRaUFCwYMGC4ODgNm3a+Pj4DB8+/NKlS3Le8LF27doxY8bAAUh1x79HjhxJSEhYv369mP61ebx9+/akSZOSkpK+//QDR9KnX0pKCvNhLu/evZs+ffrEiRMfPXpUGx0k4545c2b06NErV66UfFVTn3v37k2cOHH27NmlpaU1jdtEwmMaremSe3p4shm0XmsLXBU3ceLEek31U2IjR45ECA0aNEgs6fLy8tLS0oiICLGmV1tbGy6Aq5YZO3XqVHVCPhy0WndDAdOnT0cIde3aVUz/2jz+9ddfYrnGj5qamo8fP2YQnp+fr6OjU6US8y0vDBJkvVq4cCFCqF27drICyOMPpXb48GGEkLGxcWFhoTyxmmAYTKO46BVwEGu0XmsO0OikSZOkHsYMVR+fqcHAX7JeSfrj8yZk0ShFUVu3bkUI6evrf/vtt2vXrl2xYkWbNm0QQs7OznDuJBZCBwunlZ6evmrVqqtXr4LmEEaMT+EVsxwx4Vg++KekpCCEunXrBtCJyafHBTddGVkHRT98+HDlypWrVq1av35969atEUJRUVEbNmxYtWrVhg0b4F5rsYTwQSf5+fl6enoIITgTFmsLtwZgHbC/LB2w5jgk0Gj79u3xKYWydAAocER6EnBWy6NHj9avX799+/aysjKcEHHQEcA0Srcua+omm0HpkNa5m26Nvn///sSJE4cPH4YD4SmKun379oEDB+BkTJFIdP369X379t2+ffvEiRPjxo37448/nj59euDAgTNnzhQXF+/atWvy5Mlr16599uwZ1vvDhw+nT59OSUmZMGHCnDlzrl69CqcxVV01wUCj48aNQwj16tULy7lx44aZmZmmpubZs2fh4ywqKtq3b19SUtKECRMWLFiQnZ2Nv97r16+fPHny4cOHFEW9f//+2LFjR48efffu3ZkzZ5KTk+fPn5+Tk1NZWVleXl5ZWZmXl7ds2bKJEydOmDBh/fr1siw+OHc9IyNjypQp06ZNy8rKggusMI2Wl5efPXt22rRpEyZMmDlzZkZGBr6SJCcnZ//+/VlZWS9evFi7du3kyZN37dr1/v17OG8U51HMAfcMwp138Aqm3crKyvbv35+UlJScnHz48GF89wmm0XPnzlEUlZube/Dgwb179+bm5lZWVl6+fHn//v0PPp1Ou3jx4uTk5PT09LKyMqxDRUVFRkbGzJkzx48fv2HDhvz8fKwPnUbhlKySkpL09PQpU6Z8//33e/bsefv2LZZTXl7+9u3bjRs3jhs3bu3atW/evDl37tyhQ4egVrx8+fLMmTMXLlzA4OBUiAMQIDTa8GoCnUafPn2qq6uLEDp//jzkZOLEiWAQwWN8fDx07szNzeHC+r///hshZG1t3b9/f9z18Pf3f/fuHVzcOHDgQPp15Dwe7+effwZpDDS6ZMkShJC2tvb48eMzMjIKCwtFIlFBQUFubu67d+8qKyufPn0aHByMU0QIaWlp/fHHHyA5LCys6v7IWbNmURR1//59VVVVoVA4cuRIFRUViGJiYgK3Yty8edPR0ZEux8zMTNap8ps3b9bS0oLAOjo6vr6+2BotLi4eMmTIx57U//24XC4oQFFUUlISQigoKCgkJOT/3qP4+HjM+6C22D/QKBYCjcezZ88iIyOxEBaLNWjQIBhnzM/P19fXr1Lp4sWLJSUlcItqWFgY2O/dunWDInNxccHR58+fjxNNSkqCS1ngrb29PR4coNNoZWXlmzdvevToAcGgcIOCgjDtFhQUBAUF4SQ8PT2NjY0RQrt376Yo6siRIwghExMT0qnHyIs5CI2KAdIAHumdelx+mEYnT55MtwqHDh0KV7b5+fkFBwfv3r0bhrpYLFaXLl1u3br1888/w10RBw4coChq//79qqqqmpqaW7duzcvLAzZxd3eHo4tl0ahIJHrx4oWzszN8igKBwN7ePjY2ds+ePe/fv4fuJPCsubn54cOHc3NzgcTDw8MBcaDROXPmUBT14MEDuDzdwcHh7Nmzf/75p6GhYZXkadOmVZnbMTExCKHBgwfn5ubeunUrPDwcIRQRESFZco8ePTIxMUEIjRw58vr163PnzoVr9cAaPXr0qIaGhlAoXLdu3ePHj2fNmgXXB0E3HDKOEEpMTLx79y7AqKure//+fcmEsI8kjWJG9vLyOn78+Llz51q0aFE1+gEXZAGNcjicU6dODRw4EJq37OxsENi9e3e4UXXx4sU3b94EiFxdXYuKiiiK+umnnxBCenp6O3fuvHv3LkS3sbHJy8ujKIpOoxRFDRgwACHk5OR0+vTpS5cu+fn5IYQ6deoEoqBoTE1NDxw4cOnSJRinRgjt2bOHoii4PJHQKC5lSQf+DGvakaeHJ516SWCV6QMWELaDmGkUvn/cuYbv39HR8fXr19CJgykRAwODe/fugbkEl7bD/HVJSUlubu61a9dKS0tzcnKAXMzMzMA+kkWj5eXlFRUV9+/fHzRokIGBAbZrEEKhoaEFBQVw3dPdu3dzcnJKSkquX78Oivn4+ABSX331VdUB3phG1dTUEEJ79+6Ft3CLZ3x8PEVRYB4GBARs3LgxOzv70aNHmZmZb9++FRv7oyhqzZo1CKEWLVoAWVAUBZwLNPr+/ftHjx5BTu/evZuWlgZju2Cjff/99wihtm3bwoBgbm6utrY2l8u9cuUKQ9FK0mhhYaGtrS1CKD09HSJCM9a2bVuKouDzU1VVBTu9efPmdPlAo7GxsRDxxIkTCCFTU9OCgoL37987OTkhhJYuXQpvi4qK4LZE6DrQafT69evq6uo8Hu/kyZMQODs7W1tbGyFUdZULRVHt2rWrum56+vTp8PbGjRuAP51GTU1NiTUK+Ej+ExqVxOTL8sEcigfFFKBR+tz6n3/+CZfX4/UrQKPr1q2DnJ85cyY2NtbY2FgoFEIH0MzMDK6HYqBRrOeTJ0927949YcIEX19f6JIDOZaVlR06dKhnz54GBgb4Cjlvb29IVIxGVVVVORwOvpSNTqPr16/HYw4qKiouLi5paWkwigcjp7j8kpOTEUI9e/bEPjBTDzRaUVFx6dKl+Ph4MzMzfPmznp4enUZxa/To0SNNTU0Wi3X16lUsTdIhSaPXrl1js9lCoXDGjBmLFi1asmTJ1KlTWSyWhobGo0ePXr16BWMy0PB4eHjQLywBGsXsdvLkSZgxf/fuXVULx+PxBALB7du3sRqjR49GCMXExIhZozt27ABDmy4cqBM419raGiGEl9CVlpba2dmJWaOERjHOkg5Co5KYfFk+9+7d++mnn+bMmQMTLBRFKUCjQ4cOxbliptE///wTLjTu0KHDggULFi9ejBCqlkYLCgo2b948ZswYmCPCacG8U2BgIEVRixYtggtjunbtumrVKuA4Ly8vCCxGo2pqahwOB18RTKdRiqJ27doVEhJiZGSERzY7dOgAcybYZq9ar1o1sySVRrt3705RVHp6OrQT/v7+8+bNW7lyJUJIR0dHKo3m5eUBjWZmZuLcSTqk0ijgaWBgoK+vr62traenZ2ZmZmtrm5eXh2lUS0sLBq+nTJmCxcqi0ffv3wONqqio0AcZxo8fL5VGd+7cCT16+lQ72L9Ao82bN0cIwagORVGlpaX29vaERnFBVOsgNFotRJ85wPLly2HIDOzBiooKf39/hFBSUhJFUfn5+c2aNcMrZvBkOjajoO8sD42uXbuWoqivv/4aITRu3DjI9rFjx2B6gdkaff78uZmZGULou+++o+OVmJiIEAoODq6iLVB7xYoVEGDVqlUIIQVo9MWLF5cuXXrz5k1+fv6hQ4cSEhJUVFTYbDasB6CnDp16X19fvEZq8ODBCCGg0W+//RYhNGzYMIhy4cKFuqDRx48fGxgYqKioZGRkFBcXv3nz5uXLl0+fPoVRCDzFtG7duj/++AMhZGRkdOfOHVBJFo0WFhY+f/4chn1hFggGNGC4Y/LkyWLW6NmzZzkcjqamJjZdX758aWlpWbUcDXZSgGWakpKCoYBuBOnU06sTg5vQKAM4X8SrzMxMqNNdunRZu3btyJEjYbcD2A4vX74E/gJWPX36NKxDVIBG16xZQ1FUVFQUIZXEQQAAIABJREFUzNi8f/8+Pz+/Q4cOYI3CgipZnXqKokaNGoUQquqJ9+7d+5dfflm5cmV0dDRMXsF0CgwdjB49GlZlwXxUjWh02LBhIpEI6DghIQEGJc6ePauqqqqhoXHz5k2xO+muXbsmFAp5PN6GDRsqKiqOHz8O47ZAo3FxcTB0++7du4KCgq5du9YFjYpEIsBwwIABhYWFZWVlI0aMsLS0hDFNoFE2mw3bvQD8fv36Qc2TRaMFBQVV46rDhw+vmkx3d3eHMe7FixezWKxmzZqBvUwfGy0tLYU5pR49erx586akpATitm7d+uXLlxRFQVNtbGy8b9++8+fPt2/fHgYZCI3KSQGERuUE6nMGGzFiBH3SBiEUFxcHtzBSFAVdOQ6HY2NjY21tDSvAMY3CgieYnIE87NmzByFka2uLR8o8PDwQQmCN7t+/H0YeLSwsDA0NwZLi8/mXL1+mKAo0iYuLk4Tj3bt3wERiqvbo0YM+Hcxms62trfX09IyMjFgslpGR0ZMnTyiKgmloWHF5//59MDCzsrIgIbCpv/nmG4qitm3bBhMgFhYWDg4OwNRjx46VXEZOUdTs2bOrJk/YbHbz5s2NjY1hRwDsYjp69CiXy4VJG1NTUz09PTU1NRaLderUKTy9HhUVBQrk5eXB4gH6FJAkCDA0AXux8PDCP//8A+uHjI2NYRTSwsIC8Hz69CnsYoKFFvfu3TMxMWGz2bD1CxY8wfoEiqJgbNTQ0BCm+968edOxY8eqWaZmzZrZ29tzuVw+n48HuBcsWEDfxXTt2jWY6bK0tLSxsUEIGRoaYvsdi4KyGzhwIH1sFHokZBeTZHFjH6XRqNjHU6NHcjQJLg9JR2VlZXFx8fr167t16+bn5/fVV1+tWrWqpKQET6e8evVqypQp/v7+4eHhR44cqVq1npiYuHnzZhD1xx9/JCYm7tq1C0u+fv36hAkTfvrpJzzFtHz58nHjxoFBJBKJdu/eHRYW1qZNmzFjxly/fv3XX3+dNGkSfHJ//vnn2LFjJffUg/DXr1+vWLGiT58+bT79vv7665UrV8IC0g8fPhQVFa1bty4oKMjPz2/69OnZ2dnz5s2bNGnSzZs3RSLR+vXrExMTYeL45cuXKSkpU6dOffLkCawu2L17d2JiIiwyrays/Oeff4YNG+bl5dW6deuwsLDffvuNPuqHcwqnTP3yyy/+n35///33qVOnEhMTN27cCBsKDhw40LVrV29v74SEhMzMzHXr1iUmJsIS1IMHDyYmJv7222/AzgUFBTNmzEhOTs7NzcXyJR2Qi6NHj8ISCDhPoLKy8saNGxMmTGjbtq2Pj098fDw0D7CudubMmd9//z3eU//3338nJib+/vvvFEVt3LgxMTER76a9e/fu5MmT58yZg/fpVw2tLlq0KCgoyN3dPS4ujr549uTJk+PGjasag8ZbJ6qM1h9++MHPz69t27aJiYm4iYJclJaW7tixY8KECRs2bHj79i0sAwBrFA4NmDt3bklJiWSWiQ9ecVEj0pMMTDaD1mFdAi4QS4DuiafI4dMF3oHdhBUVFfitmAPYQUws/vixPzapIEUsRHJ1kWRcEAJWM2zmAR8sBB5hZyR4QipYOL4kHXwgU3igEyspK2m8lRM6+/RHMQDpowEQDCsJa7noKtHTpbuxELEcSSoMSYhEIrF9QbiHgUVBMeETCDFi4AAlxXQANOiI0aPjKPT9pj/++OPYsWOxcZqTkwMLdcEwx5ud6AkRNx0BpVmj9HWkNXLD7G1OTg5dLeImCBAE6g2BmTNnIoTU1dW/+eabESNGQK/f09MTr7etN00aaEKERhtowRG1CQJKQ+Dt27eTJk2ytrZms9lVe3+1tLR69+5NP/FAaSk1UkGERhtpwZJsEQRqiEBBQUF2dvbdu3dzc3PxIEYNZTTR4IRGm2jBk2wTBCQRAPakD2RLhiE+kggQGpXEhPgQBJooAnhirYnmX9FsExpVFDkSjyBAECAIfEKA0CipCAQBggBBoFYIEBqtFXwkMkGAIEAQIDRK6gBBgCBAEKgVAkqjUcm9TfL7kM2gtSpDEpkgQBD4rAhgGpWf9CRDks2gn7UMSeIEAYLAZ0UA02iNNnCKBSb31H/WMiSJEwQIAp8VAUyjkjam/D7EGv2sZUgSJwgQBD4rAphGxQzMGj2SK+0+axmSxAkCBIHPigCh0c8KP0mcIEAQaPgIEBpt+GVIckAQIAh8VgRevHgBV6LVqBcvFri2nXoejzdlypTFixcvID+CAEGAINCgEFi0aFFqaqq2tjabzRZjxho91opGISX557NISIIAQYAg8KUhwP70qxFvigVWAo2KSSSPBAGCAEGgASEAtF4bhQmN1gY9EpcgQBAgCLA+0ij5EQQIAgQBgoDCCNRq+T1phggCBAGCAEGAWKMKt0AkIkHgS0GAxWJhVehu7PkZHV+aPnUBBbFGSVNKEKgZAjCxy/n0Y7PZHA6HPtULPnSJ8JbL5dJX1UgGY7E+DrFJDUyXBsE4HI6kp1SZYsGqfZSUXG0UerqQR8gFhgUC0LMvJhNeQfbFXgHOYp4gGcJXqzBOHTuwNAaVcBh5HGSKSR6USBiCwEcE2Gw2l8sFc4b76YcQAk/o1oHlJfZxwncOIXEwFoslRqw4LvgjhLhcLnhi9CFpYFLsCQ78Cltb9AAIIfojjoJNRfrbj7bVpx/dE0ehi8JpifVquVwu9qG7JYkSJAAtYslYLIaXrgkuAtzw4PD0YODGLAzlhbWC0mSIKCmKweejWIbX5BVBgCCAEUAIqaqqDhgwoG/fvmZmZlpaWjExMf7+/kB8wAW9e/du06YNZgTgKV9f3++++87Kygp4ASHUtm1b+uYZhJCFhcXw4cMdHBzYbHanTp169uypqqoKXztWgMVi+fv7jxw50tjYGCeBELKysoqPj4+MjIyKigoODobwdGMQ+9BFQQAcDHQYMmSIhoYG6EkPDJqItRAIoRYtWiQkJDg7O0MUPz+/jh07qqioqKur9+/fv1+/fgKBQEVFpUuXLgkJCTY2NnS1jYyM4uLiYmNjTU1NAwICRo4cGRYWBq0O8J2trW1sbKyKigo9Fp/PHzBgwLhx477++mstLa2QkJBOnTqBzmIKw6O2tnbnzp21tLQQQkFBQSNHjjQwMEAIGRkZde/e3cnJSWpmpYqS5UloVBYyxJ8gIAUBhNCYMWOuXLkCW19iY2OBHLFZt2PHjlmzZtE/ey8vr7/++uvZs2enT59WU1NDCPn4+Dx69MjBwYEeTEdHZ+fOnVeuXNHU1PT29u7SpQu8BYsJ5IeEhPz111+vXr3au3cv+MA/h8NJT0+fO3eugYHBzp07ly1bhuOC2QtmILZ/gTpx6pBPhJCjo+OTJ0+Ao8GKBPYEUoNgPB4P29f29vbbtm27e/dudna2rq5unz59li1bNnz48CVLlowePfrYsWPl5eWjRo3y9PT09/dfs2bNhg0bcKKQr99//33z5s0IIRcXl4KCgsDAQKw5Qsjb2zsvLw8YECtpbW29a9euffv2jRo1KiUlZcyYMV26dNm0aROPx8PCceAq3k9JSXn06JGGhkaHDh3279//5s2bvXv3CgSC3bt3d+zY8dixY15eXmIRIbr8/4RG5ceKhGzqCAD76OnpZWdnt2/fXldX18/PDyFka2vbs2fPr776CiG0ZcsWMRpt1qwZl8sNCAi4c+eOpqamrq5uREREXl6enZ0d/noRQrq6uoGBgVu3bt2wYYOFhYWrq6uamlrXrl0jIiKMjIzAYjI2NmaxWBEREdeuXaOzBkLo999/nzZtGkLI1dW1sLDQw8PDwMCgd+/eERERhoaGYWFhnTp1MjIysrOzi46O7tixY+vWrUePHh0TExMVFRUQEDB8+HCBQGBjY5Obm/vtt9/GxcXxeDxtbe3IyMhevXpZW1tD4CFDhvD5fDwcqaenp66ubmdnl5eXZ2lpeezYsbS0tPDw8BcvXoB9unr16iVLliCEjI2Njx8/3rdvX5xlaACWL18OAQwMDO7fv+/o6KiiohISEtKnTx9XV9dWrVo9ePBAjEZTU1MvXLgwceLEqpCnT58ePHiwurr6w4cPwa4EsTgVhJCHh8f9+/d1dHQMDQ3ZbHZkZOS///4bFhZWWFhoZWV1+fLlGTNm4PCKVXFCo4rhRmI1XQQQQsuWLdu0aVPr1q1NTEx4PN6xY8c8PDwWL15cZZyuW7eOTqN4DC44OHjw4MFCodDX19fOzo7+2cOXr6ur6+vrq6+vn5OTk5SUZGFhkZqaOn78+C5duuzYsQPPLCGEIiIigI9wFxshtH37dqBRCwuL0tLSiIiIzZs3Dx48eMaMGX/88ceJEyd69Ohha2t78uTJsLCwdevWTZ48+e7dux07dnz48GFYWFhWVlZoaKipqemTJ09CQ0MPHDjQvXv3lJSUefPmxcfHz58//8qVK/Pnzx89erRQKAQahRkbhJCbm9uECRMQQpmZmWlpaRERESUlJUD9SUlJwG5mZmb79u27dOmSUCjEnIUQWrx48Z49ewICAnr16vXs2TMbGxtnZ+d58+YlJiYeOHDA2dlZkkaDg4MTEhKuX7++ZcuWxMTErVu3ent7379/38bGhsViqaioaGlpqaurY5PZ3d39wYMH2traYP9GRkZ27969c+fO5eXlzZs3v3r16sKFC7FKilVrQqOK4UZiNVEE4FNs165dbm5udHQ0DLHl5eWZmZnNmzdv0aJFa9asARrFXyZCyNzcfPDgwZqamh07djxy5Eh6evqHDx+mTp1K77Dr6OgEBAQghMLDw1+/ft2qVau///572LBhbdq0yc7OBvaBfveAAQP0P/3oSWAa9fDweP36tZeX1/Xr10eNGtWxY8fQ0NBt27ZlZ2d/9dVXubm5PXr06Nq1a//+/TMzMy0sLO7du2dnZ5eRkdG1a1dTU9MHDx5oampu3Lhx2rRpu3btWrRoUUBAQFhY2NWrV0NCQhBCuFMPM1H6+vrDhg0zMDAwNDRMT0+fP39+jx49nj9/rq6uHhYWFhgYaGhoCKPA3t7eDx8+BDqD2oMQWrJkyc8//1zl0NfXz8vLc3BwEAgECQkJ8+fPP3z4sCSNYmNTXV19586dRkZGBgYGs2bN2rJlC4AZEBDw888/f/PNNwAOsDxO18nJacCAAWpqaj169Hj37p21tXVmZiY0P7Wp0IRGa4MeidsUEQAqOXjwoLe3N8yn79ixo3379suWLYuMjNy0adOMGTMCAgLGjh0LH7alpeX58+czMzP//fdfDw8PLS0tFxeXZ8+eubq6zpkzZ+DAgRDMyckpNjb24weJ0Lx589q1azd27NikpKTevXsvXbrU3d09OTnZycnp5s2bmZmZp0+f7tq16+bNm3V1dUGfI0eOzJ07FwZY58+fXzVftGbNmj179ri6unbv3t3Hx+eXX34ZPnz4vn37Fi5c6OTkFBkZmZOT4+jo+PjxY1dX16tXr/bs2dPCwiI3N9fLy2vr1q2enp6jR4++ePGij4+Po6NjdnZ2t27d6LMxwH3p6ek5OTlXr15t3759165dly1bNnr06J9//jk6OvrZs2fnzp3buHHj33//PXfu3EGDBo0YMYJO/Ww2e+fOndu2bYOx0devX/v6+rZr1+7GjRspKSnnz58PDg7Ozc01MTGZN2+eqakpAJWWljZ58mQTE5NvvvnGwsIiKipq1apVMEKNLVC6nd6uXbvnz5/b2Ng4ODhkZWVdvnz5zJkztra227Zt69Kly+HDh1u1aoW1UqxCExpVDDcSq0kjwOFwmjdvDitvWCxWs2bNQkJCvLy8uFxuWFiYn5+flZUVTFyANTTo0693794CgQAhJBQKIyMjVVRUBg4c+MMPPwAXe3t79+zZU1dXl8PhgHEnEAh8fX2DgoI0NDRMTEwCAgJ8fHziPv0iIiJ0dXU3b94MA6wWFhZff/11586dQ0JC2rZtCyMJ+vr6AwcObNeunZmZWZs2bQICAlRUVCwtLb/55htvb297e/vo6GgbG5s+ffrY2dlFRES4ublpa2sHBASEhoZ6enqyWCxVVdXevXv36NHDwMAgKirKxcUFiAwbelWjE3FxcQMHDuzfvz9o7uHhERgYqKamFh4ePmjQoGHDhvn4+Li6ug4dOtTT0xOzGxiVhoaG0dHRvXr1MjU1reqYDxw4EEacIa3Q0NCWLVvGxMTo6+sHBwfDCClCyMvLKzY2NjAwUFdXt3Xr1gEBAWpqajCThtXDGvL5fH9//6+//trT07Nt27ZQED169OByufr6+h07drSzs+NwOLC2TOE6TWhUYehIxKaLAPRncf7pj9iuoTvg8wZ2g1jg07JlS1NTU+wPUYBr8GQ6GICQBPxDXHV1dW9vbxwYMwheTQlURU8OAmNlQDL+F1MDJvfFAtN5kK4hQogenq4nThTLx7jhHjo9DNjjWHkMI06anlMIBprgAHT5OPvYAdFhPSkIB80lY8nvAzpjxYiDIEAQqD8EeDweXmNf01RhxrymsUj4ukDgY7MhP+mSkAQBgoASEQCbiMGMYkiLw+HweDyGAORVvSFAOvX1BjVJiCAgjgDusYq/kOMZrCo5ApIgdY4AodE6h5gkQBAgCDRuBAiNNu7yJbkjCBAE6hwBQqN1DjFJgCBAEGjcCBAabdzlS3JHECAI1DkChEbrHGKSAEGAINC4ESA02rjLl+SOIEAQqHMECI3WOcQkAYIAQaBxI0BotHGXL8kdQYAgUOcIfKRR8iMIEAQIAgQBhREgm0HrvKUiCRAECAKNGwHSqW/c5UtyRxAgCNQ5AoRG6xxikgBBgCDQuBFocjRam8MgGndVYM5dPeBWD0kw55G8bRwI1H9FanI0qtihZF9U9cJZwI56UK8e0qqHJOoBKKlJNOKsSc2vsjwVw02xWLXR+QulUTiHEc7xhvuy5TmhWp7jFyVvC4DLu2GSDi47rA2gEJfNZoNYutrghiTYbDaPx5O/vLGSdA3pwmuvM7MEXCK4qce37DJHZHgL2acLBJ9aXurwsU6jj6foQpliBfA8LORFqv7wqvaVASoAJI2LiV52skofDnKXqhvOCDjElMQFJBaM/giayCOcHque3aAe1AS4Pg/XEFma4K8JlyxAjZGXFVFZ/l8ojSKEzMzMnJycmjVrJhQKTUxM8E0sYt8GAAGeQqHQyclJU1NTMgxCiM/nW1paSlItxGrRooWTk5OzszP9+m+MMr0gpbrxdwtR2Gy2iYkJXHOIr0MQCASOjo4GBgZ6enomJiZihE4Xi9PF0jQ1NV1cXFxdXU1MTAQCQcuWLd3c3FRUVLBwnGWpcrB69Ld0t1iKWCz2Z7PZ6urqzs7OTk5OLVu2dHBwwGGwHOzAsbAPdtBf8Xg8Z2dnR0dHuHOCzWbr6em5ubmZm5tj4Ti8VIdUsYCVo6Ojs7Mz3HQG0oRCYcuWLZ2cnAwNDdXV1aUK5HK5VlZWzs7ODg4O7u7u+IZ0DC+zYlgfDodjbm7u6urq4uKiqqqqp6fn5eVlZWWFKYzH41Vdoczn83EUkIwQYqjtEBgqc8uWLVu0aKGlpcXj8ZycnCCnWBp2YIXhng8zMzMNDQ36W6k4fEZPDodjY2PTqlUrFxcXPp9vYWFha2vLbHDAPShWVla2traAsKmpqZOTE5/PZ46orGx+iTSKEGrVqtX69eutra3T0tJcXV1TUlLg7llsrcC9LsCJ+E4YHo939uzZHj164ErP/fSDmuTg4LB48WJJZNls9sCBA2/fvu3u7j59+vS0tDRIBS4aw0Djhg6Eg7mB78nB98yA7YwQCgsLu3jxIiQHURBCu3fvHjFiRJcuXeDaSLCb6KKgrosxLIvFEggE8+fP/+eff5o1a6aiorJw4cLw8HC4H43FYvF4PD6fD9mELNPvxgHd6HYWhPHz8wMjF/JIT1SWPThp0qR///23ZcuWS5YsmTRpEmQfU4OhoaGrqyv+RLFFhgNgMDFl9O/f/9WrVx06dACIkpKS7ty5A8QKarPZbH19/VatWkEp4+vaQRQ2OrBkhJBAIFi2bNnevXtdXV3XrFkzdepUFoulp6e3YcOG/v37t2zZctmyZR07dsR64rjgcHV1vXv3blRUVO/evffs2ePj44NLXKxK4E8UVzNs7rHZbGtr66ysrKSkJIRQ1QX0S5YscXBwAMRYLBafz1+6dKmNjQ2uQnw+38/PDyE0derUTp064ZBsNpvP5+PSwdccjRkzJjs729jYGCE0duzYoKAgyBG96LFtKxQK27ZtW8W/qamp/v7+svIuBkX9PyKEtLW19+7de+vWraVLl0ZFRU2ePDkmJiY5OVmqMlCrVVVVExISpk6d6uTkxOVyv/nmm9TUVA8Pj3rL5hdKo8OHD8/Pz3d1dXV0dHRwcPDz8zMxMXF1dW3ZsqWvr6+enp63tzfYLM7Ozi1atLCysvL09EQInT59umfPniwWy8nJycPDg8/nq6mptWjRwtra2tbW1s/PT4xGoVJ6enpev36dy+V6eXndvXtXQ0PDwsLC29tbS0vLw8PDyckpMDAQjFx9fX1fX9/AwEBbW1stLS1vb29DQ0MDAwMfHx9nZ2c3NzcOhyMQCFxcXGJiYq5cucLlclVVVd3d3Z2dnRFC27ZtS0xMtLW1dXd3RwiBkWJpaamuru7r6+vo+P/Y++6gKJNt8Y/JMDAwQ54Z0gzMECUKQwZBguQgOQlIFpAggoAEAQkKyKKgIIqKijlHRMAIguRo3Ltbu/e+uvX+eFWv6r2/frOeqv5NDepzd6972XW+P6bO9Hf69OnT/Z0+3X36tL61tTWFQkHfDHQd0LapqalXr14lEon29vYcDgc+Mz6fb2FhQSaTKRSKjY2NhYUFkUhUUlISCAQqKipqamoCgcDJycnExERKSopKpZqamhoZGUlJSaWkpNy5cwdsW+CcTCaDhO3t7ZWVlcV0H6iSwMDAZ8+eYRgWEhIyPj7O5/NNTEzYbPb69euVlZWPHTtWVVVFoVAYDIaVlZW2tjaql6mp6eo+jWEYh8M5derUhQsX4ML3kpKS58+f43A4KpW6fv16DQ0NWVnZI0eO1NfXk8lkOp1ubW3NYrFwOJyZmZmhoaGdnZ2srCxSZyAuUCuXLl3CMExLS+v9+/eOjo6HDh3q7OyEWhgYGID8V3+ZBAJBWlp6cnISdE11dfXg4CCTybSxsVFUVBQIBGDqGhsb29jYqKioWFhYcLlcUKMcDsfW1pZOp8McU0pKanh4ODg4WFVVFW6vxOPxNjY2PB7PwsKCRqO5uLgoKChoaGiAgZyTk3Px4kVlZWV7e3tNTU0jIyNjY2NbW1slJSUpKSk5OTkzMzN9fX1URyKRePv27by8PBkZGTs7O7hmGfotnU5nMpnr1683Nzc3MDAgEomlpaV9fX1KSkoODg6geVfXfS2kYBgWGxvb09MTFBSEx+Nv3ryZlZUlIyMzNzenr68v2oWgKeHT2LVr15UrV2RlZTEMS0hIGBoaUlFRAYQ/plJrVI3S6fSrV6/+13/9V1JSEh6Pf/ToUVBQ0IEDB06cONHU1NTX15eTk3P37l0Yunt7ez08PMbHxzEMGxkZ8ff3T0lJSU9Pv3Dhgr+/f1JS0r59+wICAiIiIiYnJ6WlpUUbA8wiCwuLpaUlT0/P8vLyzZs3Ozg4HDt2LCwsrL6+/uLFi62trcePH6+srMTj8f39/aGhoS9fvtyyZcvJkye9vb17enqcnJzevHmzZcuWFy9ecLnchISE3bt35+TkTE5O4vH42trayMjIhw8fGhgYnDhxIiMjY+fOnSdOnCASiUeOHAkPD3/48KG6uvrs7GxOTs7Dhw8DAwPFOARdn5yc/OTJk4MHD0J/wjAsIiKipaUlJSWluLg4Pz8/ICDg0qVLTk5Op0+f3rRp09GjR11dXd+/f79t27YnT54ItWdlZWVkZOTg4KCJiUlubu7w8DCJRMrPz9+6deu1a9fc3d0bGhrOnTtXV1fX29srxgMIKiAgQHjN98aNG2tra52cnFJSUm7cuGFjYzM/P0+j0YaHh3fu3CktLd3R0bF58+aHDx+yWKyXL18eOXKkpaUFaiHarTEM4/P5GzduXF5e5vF45ubmYWFho6OjFAqls7PT2dm5tbXV2dn5xo0b5eXlSkpKJ06csLKy6u3t1dTU/O677+7fv9/b24tMV0QZw7Dc3FxQzUQicXJysrm5eXZ2NiMjQ9TEQ/iiABizSI2GhIT885//DA4OnpmZ4XA4CwsL+vr65eXlN2/eLC8vv379+tatWx8/fkyhUBwcHBoaGiorK5ubm0F0GIbdu3evp6enqqoKTZiGhoZOnjx58OBBdXX1ubk5T0/PCxcuBAcHu7m57dmz5/r163g8/s6dO/Hx8dXV1efPn6+uroa2aGtr27x587Nnz3R1daEWGIZ5enrOzc35+/srKSnBTc5tbW35+fmHDx+2sLB4/fp1QkLCixcv1NXVW1tbT58+TSQSR0ZGoqOjVzeuqBD+jTCGYUlJSWfPnv3pp5927drV1NR0/PhxJSWlxcVFNPKBfkRNqaCgsLCwkJube+jQocDAwJGRkfLy8v379yckJCCcr10j0OaIsbUCcDgcGo22bdu2//zP//Tx8blx44a/v39TU9OePXuioqJu3rxpbm4+MzODYVh+fn5PT4+9vf3o6Cio0eDgYA0NjdjY2AcPHqSmpjo5Of3www/79u1zd3efnJykUCirK2lhYTE/P89ms0HJNjQ0XL16dePGjYWFhRcvXkxNTd2xY0dPTw+ZTH727JmVldX9+/e3b9++uLjo6upaWVnp5uY2Nzenra398uVLgUBw6dKl5ORkGxubly9fEolECwuLmJiYubk5e3v748ePp6Wl5ebmnjx5EsMwDw+PjIyMpaUlDQ2NiYkJGxubCxcuZGZmou9QlNWUlJRbt27V1dU9ePBAWVkZw7C+vr7tN0q/AAAgAElEQVSOjg4/P78DBw4sLi4ymUz4tJaXlx0dHauqqjw9Paenp4XW8YULFwoKCvh8PnDi6OgYHR1969YtIREejxcZGfn06VPh11VRUQFDzvDwsGjRCA4ICHj27BmDwQAxJiQkXL161cTEZGZmBo/HX7t2bevWrcI5gbu7e3p6+qtXr7S0tJ4/f+7u7v7RGgnNc0NDQw0Nje7ubvjy3dzcnj59yuVyX79+LS8v39nZuXv37t7e3q1bt1pbW8/NzUlJSQ0ODoaHh+/du7e1tRVm2aCgEZOgRi9evAg6cXZ2dseOHWNjY9u3bxfF+RRMIpGQGo2Kinr79q2Li8v09DSLxZqenubxeDt27Oju7nZzc3v27Jment7y8rKysrKsrGx4eHhnZ+fZs2cR5cHBwZ07d8LoAokPHjyIj4/HMExGRmZmZsbR0fHUqVMLCwvm5uZ5eXlnzpzBMOzatWuxsbHl5eWtra2+vr4jIyMYhjk4OCQlJS0tLaG5KtT6ypUrZWVlQFxaWjo0NLShoeH27dtGRkYzMzNsNnthYUFXV7e0tPTw4cNCOvfv34+KikIcrlmAz+cPDQ3p6+u7urrm5uaOjIxIf3jACikqKiopKQkPD4eR+NWrV1QqNT4+fnp6em5uTkdHZ+PGjVNTUxQKBS0ffdWa/tIWX1tV/1r6GIZlZGSkpaUJB9hLly4FBAQMDAwEBwe3tLTU1dXFxsbeunXL0tJyaWlJSkoqNzf3/PnzUVFR09PTOBzuxYsXAQEBNTU1bW1tt2/fFtp9XC5XIBA8evSorKxsdnaWSqWKDcVCq8He3v7t27cMBgNknZSUNDU1pa2traKicuPGjYyMDJgTYRi25cPj5OSkqan5/v17Hx8fFRUVMzOzt2/fcjicubk5gUDQ0NDQ0tISGBi4tLQkLS196dKlnTt3zszMeHh4nD17dtu2bYWFhWfOnKFSqRMTE6mpqW/fvuXz+bOzszY2NteuXdu2bZvYKAofTG5u7oMHD+BLOHPmjHAArKioGBwcVFZWNjY2fvXqVWpqqqKioq2t7fv3752cnNTU1GxsbJaWlhgMxrlz5wICAk6fPl1SUjI1NeXj4xMdHT08PEwkEg8cONDU1DQ4OJiSkgK6CaweMSkBD7BSAfN9DMPi4uLu37/v6+v7+vVrEol07dq14uJieXn5sbGxtLS0t2/fGhsbT01NwUKk2NQb+vf69ethsWV5eZlOp/v5+c3Pz6urqz969IjNZnd3d0dHR/f19ZWXlxsZGT169EhOTu727dvCqe53Hx4Q1Or1h5KSkuvXr2MYlpiYODU1RaPRkpOTx8bGYKRhs9mKiopiFUS9VE5ObmVlxdHRUUZGZnBwUNj0PB5veXnZxsbm3bt3+vr6ZWVlR48e9fLyevbsmb6+/rt37xQUFKCX1tfX37x5E3H14sWLiIgIY2Pjf/7zn5s3b8Yw7PHjx6BG5eTkXr165eHhYWhoWF5efurUqdzc3Bs3buBwuDt37mzZsqWqquq7774LDAx8+vSplJTUgwcPsrOzX716hVY2wQLq7+8vLy+Hfmtvb//06dPi4uKRkRErK6vl5WUtLa03b97weLzS0tIzZ87gcLiRkZHY2NhP1R0J4d8FwBwLOkx2draamhqHw+nu7oYUAoGgpqbGYrGYTCaLxYKlJzk5uaGhIaG1lJyc3NXV1d/fHxUV5eXldfXqVVhJ/wPqskatUSsrq/T09ICAgMDAQBqNVlNT4+3tnZ6enpSU5O/vX1paKhAIWlpaFBUVhStlVVVVmZmZe/bsUVVVrampcXFx8fHx2blzZ3JysnAO6+zsvHHjxtDQUHd396amJrDj0NAkJSVFoVDi4+M7OjpgkR7DMCqVWllZWVFRoampWVxcHBISEh0dnZeXx2Awbt++3dXVdfDgQSMjo9DQ0La2NhsbG+E6aXNz87p165qamqytrdXU1KqqquLi4nbs2CEjI5OWlpaRkZGXl+fj41NUVBQWFhYZGZmfn0+lUvfs2RMREVFWVubg4NDY2GhraytUuCEhIdDLEZM4HI7BYBQVFTU3N3M4HG9v72PHjiUmJrJYrPr6+oKCAjqdbm9v39TU5OXlJSUlFR8f39zcDHudy8vLwcHBSUlJRCIxLS0tMzMzLy9v06ZNwsWjiooKDQ2NkJCQoqKi1NTU8PDw1NTUtLQ0T0/PPXv2gGGOeCASiXJycllZWW1tbbDQiWEYEElPT29oaAAecnJyhIvIFRUVUVFR5eXlzs7O9fX1dnZ2aNcOEYSdkISEhPDwcBqNFhgYSKVSU1NTDx48aG1tbWVlFRERERoaSiaTBQJBfn4+hULx8PCIjIz09fUlEAgZGRnp6emi1BCsqKhYXFxcWVnp7e29fft2bW1tKSkpAoHg4+OTkpLi5uZmZWWFnBxQLgBwOJyTk1N7e/vmzZsTExOBAQqFkpubm5mZuX//fmNj4+jo6Ozs7A0bNlRXV5ubmzc3NzOZTENDw4aGhs2bNxcXF9NoNCkpKUtLy++++27btm3C7f6KiooDBw64uLjs3r3bx8cHRLdv374NGzb4+/t7e3vb2tqqq6uXl5draWnt2rUrICAgISEhPT0d2kJWVrawsDAhIWHXrl2w1wr7ijo6OpWVlbm5uQoKChiG6ejoNDY2hoSE7Ny509XVdd++fSYmJvv37zcyMuJyuaWlpRoaGnv27Nm0aZNYrdfU35iYmAMHDgQEBOjr69va2grn+AYGBmgbVoxVUJF8Pj86OjoyMlJdXV1VVTU6OjoqKorH48EupViWr/F3LVqjaPQAKwM0PVhDyKKBv2hbHPQO2rhHljwMR5ALfsV2b9BuMpoeiooe9gGBCIZhDAajqqrK0dExOzs7NzcX2gM+UYQj6ukGmkJMJ4rWDr0ChoFDoIDQgDJiG+oIlFE1YYMYqBEIBNRRLC0tv//+e7C8kMkGaEiAiAhUHP2KeYbBreioLQANDcJICEAc0YRSiB8e0RoBDCuGqAmQbyxUAYggXwLUGUCDQF4xJoEsYhIA4A04gbzgh4D6kihjojxAFnQdPEgVuhySErAh5o+B6INZiloEtS+BQAC/OlEeoDhIQekAQOuj/gYMI/cA4AESUY+CuoPQAFO0z4hWea3BUE3R5gbOUQcWZRi+UCQuMUdR1HlEs3wN+Bdpfw26v58m0gViAPpEP5qO3iIAdSzAX82YKB3RtygjIoXD4VxdXV1cXLy8vGBRH9EUJSIGo+wofXUKeoUAUU5E8SEdoQEACKK/oJuMjIx2794NO7OiWUSJo2quBsTQxBBEuYJXiAEEiLEnShBVRIyOKCmxEkVfrSaFUkRriiigUkQBlAUBiGGxFJSOCK5mRhRHlAcgJZYi+lcsIyoaAWLIqwmKIqAKiiauZhsRX2uAKKtIMp9nUqym6O/nc/0L365RNbpaECBcNOz8C0WASKEPA6WsBmDkRy0tirA6++oUwP9U54DafSqXaFkI/hQpMMHAJBHl9qsKEHH15wVEmwDMw482x0cTf1WtUUFgsUI7itqVv4oaso5Bh4rmXf0pib4FWKw6Yn9X40tSxCSw5tQomFF2dnYtLS3gCorD4VRUVMBtiEKhfA1FABvcsLcjJqDVf8FBLzo6uq6uTlFREVSVvb19Y2OjQCCALghTP2lpaQqFIjYZweFwqqqqFRUVWlpaov0Vh8NRKJTw8PCmpiY3NzfRVx/lITo62sjIKDY2Nigo6FPIGIb5+vrW1tZu2rQpLCwsKysLzUlX05SkwPqJvb19Q0NDXFwcg8FISUmpqakxNzcXEw6JRIJdYLH0L/9LIpGCg4MbGhrc3NxYLNauD4+Ghsav7d4EAmHr1q1w5ATWClJTU9lsNhxMkJOTi4uL8/DwCAoKUlZWXk0cwzBlZWXhppmmpib0Im1tbfAyROtIX16pbxZzzalR+M7l5eWHhobu3bsHp+V8fHz+4z/+w8nJSXRoFYVFJzKrYWhd6CUolxiQlJT05MkTSBSlIIaGSAkEgp9//hl8aMhkcm1t7fz8vIyMDCqFRqMJN4Xk5eVFqQEMu7SgcxF96OJOTk5/+9vfhHoWaUaEIEoHw7Dg4GBNTc3W1tZDhw6Jsg1oiE8+n//DDz/o6uqqqKjk5OQgt1nEJwLE6IvS+XY+DwKBwGAwXr9+7e3tjWFYcnLy5OQkmUxG0gBRx8XFwRj/Uekh4a8WKbwCO9fCwuKnn34C/XXkyJFjx46JWqaibYr6gGgiIt7Z2Ql9AFZ+Y2JimEwmvAWPPQzDSktLDQwMEB3EIWyovn79Gs44YRimoaERGRn5qWNs305P+FU1XXNqFJpfVlZ28+bNMzMzVlZWcnJy3t7eU1NTpqamNjY2W7ZsiYmJYbFYTU1NsbGxe/fuVVdXx+Fw0dHRmZmZhw4d4vF4fn5+GRkZ7e3tDg4OVVVVNjY2WVlZISEhPB6vubk5Pj6+pKSERCJxOJyIiIicnBwejxcWFnbnzh0tLa3s7GwajWZtbR0WFpafn6+oqJibm7tt27by8nIXFxf02XC53KKiosePHxMIBF1d3czMTNDCjo6OCQkJYWFhubm5KysrpqammpqacXFx0dHRurq6JBIpOTk5LCzszZs3ZmZmKioqycnJCQkJOjo60MXNzc3n5ubg1DOGYTQaLfrDtiO4uZiamgoPdTQ0NGzdulV4csPc3LyxsbGpqcnCwiIhIYFIJG7atCkiIiIjIwO5x7LZ7OXlZUtLy5iYGBKJFBYWlpOTIzzfVVtbq66uHh0dXVlZGRMTY29vHxsb297erqWlVVBQUF1draCgkJaWtpZPvPyqjv6FyOBqOjExsXHjRgzD4uPjwW0zPz8/KCgoMDBw27ZtxsbG79+/T0pKUlBQiIyM3LJli5+fH4VCqa2t3b17d1NTE4fDIRKJ0dHR8fHx9vb2JiYmERERBQUFWlpaMFiCGhXuL6+srMBZ+NbW1paWFqHjs5ubW0REBJxNsrS0hN6upqbW2NgYGxtbW1sLx5Nqamq4XG5zc7OcnFxTU9O+ffvMzc23bNmipqZWX1+PDmgkJSX97//+b2lpKYQR8PDwiIiIyM7OlpGRkZOTCw0N3bNnj5eX1+joaF5eXk1NDRxzKisrI5PJq03XL5ThN4i25tQoaBMajSYQCA4dOnT48GETExN9ff2XL186ODg8fvzY3d29t7c3ICBgdnbWy8vr3r17sbGx69evBye+paUlcLPncrnLy8vr1q17+PBhcHBwW1vb3r17dXR0vv/+e6EzDRyKcHZ2TkpK6u7u3rt3b2Bg4L1796ysrOAMdUpKip+f3+joqK+vb3t7+4EDB7Kzs2/cuIHUqL6+PhwBCAkJsba29vPzA7/08fFx4WHN3t7e0tLSp0+fCpXsyZMno6KiNm/e3NfX5+3tffnyZaFPxsrKirGxcXt7e2lpaUZGRn19PVTczMxsfn4eqVHhBK2rq4vFYo2NjSkrK4+MjLi7u589ezY/P//WrVtRUVF79uxpa2tzcnLicrk4HG7Xrl2bNm169+6diYkJEGSz2YuLi3l5eUePHsUwLDMz8/bt2wKBYGlpSU1NzcTE5OXLl46OjmCrwsEwf3//ubk5Npu9cePGb21mBys2ExMT2dnZFhYW5eXl4KsL51yTk5Nv375NpVLn5+fNzMzU1dVLS0vT09PHxsYIBMKLFy8SExN3797d1dXl5+d39+5dgUBw8eLFmJiY0NDQe/fuiXp3wMGHlZUVX19fKyurc+fO7d+/H46TeHt7LywsuLu7Dw0N+fn5HT58OCwsbHx8PDg4+PLly9u2bROO8fPz87q6um/evBGeGamvr29vb3d0dORwOBQKZXFxEcZ7AoFAoVCSk5P/+c9/Xrx4kcFgFBQUeHt7v3nzxsTEBOwJoZt6UFDQ+Pi4l5fXwMBAbGysu7v77OwsCtHwDerE31DlNadGYW1UQUHBxsbG0NDw9evXwuVCWVnZqakpT0/PV69eBQUFWVtb6+rqTk5OmpmZXb58GeyCY8eOJSQktLS0MBiMzs7OmJiY9vZ2KpUKfbGxsbGmpkZbW3t+fl5TU3N6ehpOQ5eWlh49erSurs7f3396enpkZATsPj8/v5ycnEePHvn6+jY3N5eXl8fHx4NHN9jLRkZG6urqeXl5T5484XK5GzZsAOCHH37w8fEB6290dBSdZPX29oZTVTdv3sTj8bOzs6ampjdv3mxsbIRwTUAW1CicDjY2Nj548OChQ4cYDMabN280NDQKCgpycnLa2tqMjY1v3rwZERGxe/fuJ0+eDA4OslgsDMO2bt2anp4+Pz9vZGQEapTFYoHJA+utWVlZV65cMTc3n56elpKSysvL6+vrk5aWFpr8z58/9/LyglWUc+fOdXd3a2lpie5d/Ibu9afLQiAQyGTyxMQEdIOwsLChoSHhVLe7u3v37t1xcXHXrl2jUCjz8/MWFhYyMjJlZWXFxcWPHz/G4XBPnjxxc3MLDQ29c+dOVlbWs2fPDAwMrK2tnZycCgsLb9y4kZOTA2oaXKB4PN7i4iKc/m5qagJrNDw8PD09fWJiwsfHZ3FxMTo62srKisvljo6O2tnZ9fX1ZWVl2djYTE9Pa2hoLCwsaGho1NXVoT5AJBKnpqbAtxTDMKFrs6KiIpfL/eGHH+A8dGZm5uzsrImJycDAAPjt02i0mZkZc3PzixcvJiQkCN2ux8bGKB8ecCf60zXiH8/wL2p0TT2wNG5qapqTk0Mmk8+ePWtjY2NgYPDjjz9u3ry5q6vr5MmTTk5O2traS0tLTk5Od+/ezczMVFdXr6ys9PPz43K5DAajpqYmKCgIooH09PQIPdvv3LkDk53Xr18bGRktLi5aW1tnZmYODAwcOXLk6NGjycnJd+7cycjImJqaYjKZZ86caW9vHxoa2rZt2+HDh+vq6tLT0+/fvw+ywuFw4eHhnp6eenp6N27ckJaWzszMfPXqFYfDOXPmTHd3t0AgsLW1nZiYMDc3z8zMzM7OzsjIAFfwx48fC33OFxYW7Ozs4uPjnz9/HhgYyOFwYJc2IiICOBQGGampqXF1dW1ra3N3d+/s7CQSiXl5efHx8Y6OjgQCYXh4ODExcf/+/d99911ra+uVK1cUFRVHR0eLi4vn5uZgaQ/DMBcXl59//hl0KIZh/v7+Q0NDZWVli4uLHA5namoqMTExOzs7JSVlcHAwJibGy8sLPr+TJ08it4Q11UO+HjMwZhgYGHz//feJiYmwpDg3NwdnH06fPt3Z2Xn37l08Hn///n04n7qwsFBUVDQ9Pa2qqjo4OJiWllZYWJiWlsblcufn5zMyMvh8/nfffdfX13fp0qXa2tq9e/fu2rUL5jT+/v4//fSTnZ0dkUg8d+7cxYsXKRTK0NDQnj17JiYmwsPD9+3bd+nSJVdXV+EpiZmZGTiAX1RUpKOjMzY2lpOT89NPP3G53Pb29ra2tu++++7KlSssFmtubg4aEcOwsrKy6upqPT29o0eP6ujoPHnyZPfu3dPT00KbNC4uDuL4WFpazs7OOjs73759OyUlxdvbe3x83MXF5e7duxAV5esJ/C9D+ZdVmj9eeX++RBwOp6OjY2NjIycnJy8vD4uPAoHAxMREQUFBGDdEW1tbWlraysqKxWKtW7dOQ0PDxMTk7t27R48evX79ekBAwNWrV48fP37r1i0vLy8qlWppaamvr8/j8SCikqqqqpWVlbKyMo1GMzc3V1dX5/F42trapqamysrKdnZ26urqLBbLyMhIS0tLU1PT0NBQT0+Pw+FAACcwKCBoE4FAoNPpZDLZ3NxcIBBoamrKyck5OjrCvoEwNJ+ioqKUlBT/wwNDlp6eHsTrlJaWxuPxFh8e8BMmEonr1q2zsrIyNjY2Nzfn8XgQd9XU1BTWOjs6Os5/eGpqaiCuFZ/P19fX19DQsLe3l5eX53K5wphJenp6cFhLSkpKX18f7HqwLEgkEgQKMjMzU1VVXb9+vampKVTQzMwMAjVJS0vr6enB2W0xN4PPN9yf/S2sBsLpYVNTU1lZWUtLS4FAwGazSSSShYUFj8czNTXF4XDq6uocDgePx5uamjKZTAMDAwqF8vjx45SUFIiohGGYrq6uMF6JjIyMkpLSunXr2Gy2pqami4sLhM4jEAjGxsYCgYDP5ysoKFh/eBQVFbW1tXk8HofDUVdXp1Kp9vb2XC6XRCJBbzcxMYHgm/r6+kZGRhYWFoqKivofHugDTCbT0tJSaFVAW8jLy+vo6JiZmYGbs+6Hh8vlggkMka5kZGTWr18PEdS0tLTU1dUtLS1VVFSam5s1NTX/7G36x/C/5qzR3zZAGRsbp6amcjic1NRUd3d3MAcSEhLQ/uNvI7umcuFwuKysLDMzMzc3NziX/TXYw+Pxp0+frq6uhtn91yjiL0mTQCA8f/4cDs5/qoJSUlIcDkdRURH09afQ1kK6nJycrq4ukUhER7DWAldrloe1aI3+hgEEh8OxWCw+nw87y2pqavr6+iwW6zeQWstZaDQan8/ncrkfPQT5L+Ech8NpaGgwmcxvc6MWttTg9CGSADLJkXs8+p7RugeRSIRJAMIBL1RY8oamAWc+mBYg4r+h1USLEM2O0mHRQOxkpCgmLF8gfHiFWIL9ic8cwRQjJfm75raYfluToG69GvhtBNdmLtHafSUOURFfif5aJgtx5hUUFFRVVRkMBsS9VlJSIpPJampqqqqqNBqNQCAoKirKysrSaDQ6nY5CHIDccDicMPa+yodHXV2dRCIxGAw2my2MxgBOTqLiRV4fAIDCBQQEIy0smhGC4aMUlB2HwykrK6uoqMCqFLoOByGIEpeSkpKWloYLFDAMk5eXZzAYqHUQcZQiAT4jgb+IGv1MDSWvJBL4cglA/Mrp6WlhDGxTU9OpqSlYP8nJyfH09Dx48CCTySwtLW1sbPT397916xYsiiGtBwbdhg0blpeXIR5daGjogQMHxE6srVaOomoLiIjpPviLYZjQXVT0TIeoRYlhmI2NzeTkZGxsbEZGRnd3t56eHsoIQhDVpIWFhXAEDk5zwO4ZKvfLhSbBlKhRSR+QSOD/SwC0zMmTJ2EjqL+//+DBgxiGubq6ysjICAQCPB5fVlZ2+PBhNze30dFR2GuCW2dUVFRgJZFOp6+srOjr66urq7u5ucl8eLS1tQFNVlaWRCKx2WwlJSU1NTXYegITmMlkwkxcVlZWT09P7sOjra0N1iWGYSYmJteuXYMLr1RVVbW0tITXK6B7cVCYarjTqb29/fz58xAimsvlSktLq6io6OnpKSkpqaioqKqqmpubg08bk8kMDQ0F/zyJGv3/veGLIYka/WJRSRC/DQlgGBYYGDg8PKyurp6VlTU6OmpoaGhubq6kpDQxMcHj8YqLiw8dOrRhw4aHDx+Gh4e/f/9eeFQsKioKfBswDKPT6cIg4lVVVREREaCX1dTUJicnzc3N7969GxgYmJiYuHPnzvDw8ISEhOfPn8NhitjY2JGRER0dHTab3d7enpaWdvjwYS6XC9efDA0NgXvyjz/+aGpq6uHhsWvXrvj4+NzcXNQsGIZRKJSpqSlweg0KCvrHP/6xfv361tbWlJSUrq4u4fUHr169iomJ2bhxo4WFxcmTJzMyMjZt2lT24Xn+/DkMA4igBPhCCUjU6BcKSoL2rUgArhqcn58vKipSU1MbHh4W3u1Do9GE14QsLCzw+XxhekdHBxy4wOFwV69eBZd4NH2m0+mTk5NVVVXj4+Pr16+HQ72Li4vGxsZ3797dvHnzli1bfvjhh6SkJB8fn8ePH3O53JWVFU1NTdCARCIRYmmPjo5qa2svLi5qa2uPjY25uLgIjy8vLi7KyMicPXtWeAXeunXr5ubm4EIHMGNF1ajQk//vf/+7pqamv7+/cP4+NTUlXLqtq6s7deoUXIF3+vTpnJycy5cvx8TEODs7P3v2DBZwv5WW/tfVU6JG/3WylFD6q0hAeGVpb2/vd999J7TvhEEb4EpRYXyDlZUVPp9fXFzc3d3t7u7+4sULDMMCAgLevn0LgT9g0ZPBYLx69UpXVzc7O3tlZYXJZFKp1OXlZYFA8OzZs5iYGFVV1dDQ0KmpqZKSkpGRES6X++rVK/Cxt7W1ZbPZg4ODmZmZ4+PjoGG1tbXHx8ednZ11dXXfvn0r3Pvq6OjIz883NzcfGRkxMTFxcHAAdwJhkLCFhQWY1F+8eHH//v1MJvPBgwcZGRmzs7NkMtnIyOj9+/dw4vncuXPbt2/v7u4uKioKDAycnJxEu1J/lZb8g+ohUaN/kKAlxfyJJAC38sHRL2trawhTwmKxLly4YGZmlpGRUVVV5eXldeLECTKZDJemgJstbPh4e3vfvn07NjZWTU3t+vXr7R/uoy8qKqqsrDx16lRgYKCvr6+7u3tKSkpUVFR3d7eFhcX58+fXrVt3+vRpW1tboT//2bNnhXFGOjo6nJ2d+/v7zc3Ne3t7N2zYQKFQWltbPTw8dHR00tPT4+Pj7ezswsLCBgcHIXaXk5PT9evXIyMjk5OTCwoK5OTkmExmX19fUlLS0aNH4bDc9u3b6XS68NLmffv2paSk8Pn8rq6u7Ozs1tZWFADsT9RYa4FViRpdC60g4WFtSUDU7RwCYEOAUTweTyaT4S24Cjk4OISGhsLRJnDGRKfRKRQKmUyGLCQSCe0FQXYqlUqhUODCGIiiC7/gzATqGM7LoUKJRCIclYZcJBIJtJ6KikpERASRSCSTydLS0hCRBC6bAkzkQAoOoXCnCPwCAji0im76r632WPPcSNTomm8iCYN/uAREFQrA6FeUF7gpdv/+/TIyMigdJteg7xAd5NkOaJ/xwAdNh4pDGhAA+IW3CKZSqRARVRQZdDoqCBEEThBjcEYAElF2VBcJ8IUS+EWNSh6JBCQS+A0SgJVQcLkX867/DdQkWf68EviLHAb9wkFDgiaRwP8pAU1NTWNjY4jw8I4AACAASURBVD6fT6VSDQ0NjY2NIZi8WEYMwxQUFISXaSPDUwwBHbhcnY5SCAQCn8/X0NAA9wBTU1MGg6GsrAwBZxGaKACGJITO4fF4+vr6hoaGv9lRCRm/omapaHES+EskIJnUf4mUJDjfhARAQ5mYmLx9+3br1q1SUlIQVg7dTSBmLoWGhhYUFIgmouNMKNHW1hbdRCDm2Q5/d+zYsbKyYmVlRafTS0tLlZSUysrKPD09EQUxABQfn89fWFjYsmWLvr5+R0cHRJsVw/zUX1EmYeWXTqebm5vDIXqU65to8n9RJSVq9F8kSAmZv4QEYKNmddhmAoFgZGSkq6uroKBgaWnJ5/O1tbWNjIzgQBFEXBQGoof4jbq6uuCKL9yRf/ToEZ/PxzDMwMBAX18fRTkBaWEYZmtru2fPnkePHtHpdBcXFxKJZGdnx2az4ViqQCCQkZGRl5e3tLSEYHfI+B0dHd24cSOHwzEyMqLRaBCAkUAgmJiY8Hi8devWqaioQIhICLyLw+G0tLQsLS0pFAqbzTYxMTEzM9PQ0KBQKG1tbc3NzWQyGWIDil4F9pdo1a9eCYka/eoilhTwJ5IAhmEkEmliYiIzM9PU1LS0tHRgYEBooFVUVGRnZ+/Zsyc9PX1paamtrS0vL2/37t0nTpzA4/Hd3d2RkZFDQ0MaGhrT09M5OTmDg4O+vr4BAQHz8/NKSkrbPjxpaWmi94iAVejk5CQjI3P58uX29nZnZ2c8Hn/v3r3k5GQ/P7/k5OTW1taCgoIjR47Y2NgcP35cT08PFmEh2H5hYWFPT4+0tHRSUlJ1dfX27dsTEhKOHj1648aNw4cPu7i4vH79OiEh4cWLF/r6+q6urtXV1U1NTaWlpUFBQVNTU2lpaSMjI3JyclevXm1oaBBGOz127Jidnd3Ro0dNTEwkrvhf3m8lavTLZSXB/OtLAF1p5+3tjcfjExMTHz58SCAQpqamMjIyUlJSUlNTZ2ZmwMDctWtXX18fhmEeHh6ZmZnLy8s6Ojpwcqm/vz8lJUUgEIyPj+NwuMePHwcEBHh7ez979gxmzSBKDMOcnZ2lpaU5HM7CwkJNTQ2GYdeuXUtJSYGTpnD198zMDA6HGxkZgTgpsOr67NmzkJCQ/Px84cVlt2/f3rNnT2RkZFxc3OHDh6uqqjAM09HRgRNQL1682LBhg4yMTERExPHjxzs6Ojw8PEZGRvT09FZWVmg0Wm9vb15enrGx8eLiIpFIvHXrVnZ2tiiff/2G/301lKjR3yc/Se6/lgQIBIKCgsLKygq43G/ZsmVsbAzDsOvXr7e0tCgoKFhYWLx//x4iJ1VUVJw9e5ZCoYyPj2/duvXt27eGhobz8/O2trbXr19PS0uzsbGZm5tTUVE5fvx4VFSU8G7avr4+DocjNB5/+fA+PD4+PgwGA8Ow8PDw3t5eDMPu3bsHVxmeO3dOQUHBzc1teHhYTk7u3r17rq6uGIYRCARpaenZ2dmgoCAqlYrD4Q4dOnT+/HkVFRVFRcW+vr7a2lpQo+/fv9fV1Z2amnJ1dQ0LC7t58+b+/ft7e3v9/f2fPn1qYGDw9u1bBQWFEydO7N27l8PhPH78WFjHq1evenl5BQYGwtn8v1YLf5XaSNToVxGrhOifVAI4HM7BweHQoUNJSUl0Oj0rK6utrW3dunUGBgYHDhyIiorS09M7cOAA3GAcFRWVl5cnLS1dVVUVFhZWXl5ub29fW1trbW1dWFgYGBgoLS1dWlq6bt064cWC0R8euPBmaGgIbnlRVlbesWOHnZ0dOOc7OzsTicSysjJ/f38Wi1VTU5OSkiIrK+vp6Sm8HNTPz4/44cHhcFZWVgcPHkxLS4P9K2FI0wMHDmzbtk1eXr6goCApKQluMdm/f7+JiUldXZ2NjY2ZmVlNTU14eHhubq6vr291dbWpqWlLSwvcGrJjxw4ZGRkXF5ewsLDAwEA8Hl9SUtLW1ia2LfYnbdavzbZEjX5tCUvo/5kkAJv1oDtQ3E8EQDrSLGBOinqMwnIn+kV74gjAMExOTs7HxwdclBBlURkBWfSLFkMRVygXSkH0RYsGGGVHOGKUoWhUNYRvZmYmEAhEGZPAn5KARI1+SjKS9G9RAkjFfAoQ1VNiOKv1lBgCqCoqlYoigAACEvRqfJSCiIsCojAitToLSlmNI/YK/uLxeCKRKCsrC4egEHsS4FMSkKjRT0lGkv4tSgBOl4O+w+PxYDN+4SlJWLUEqSHHJiAFN7/CKzB4gfhqEYNbKGRHRFajfSYFPKJE9eOn+Idj9cCPKEFEYfUrUTQJjCTwixqVPBIJSCSA9J2Ojk5ZWVlhYaGioqKysnJJSYm/vz/o089IicvllpWVKSgoAA6BQHBxcYmJiYmKinJ3d4cIICi7lJQUlUpF1+ehdOBBSkrK0NAwNjZWdPIOOMj8FM2yGjY0NKyqqor78ISFhaELl0QxQQUkJSXBPSJilA0MDKKiokTxJfBnJPDLSgjSqRJAIoFvXAKwMtjf39/U1IRh2Pr16xMTE2k0GhILstQwDAM1BwqIz+d///33cDEthmEpKSmPHz9WUlKSlpY+c+YMXEkCjkoYhhkaGqalpSGbF4URQeeIeDze5s2b0TIlnNSEzxg4AfMHGIBfMF0Re0NDQzk5OSQS6cGDB8hNCvIiGxPDsM7OTgirKloEeP4HBwcjtY6qLwE+KgGJNfqZMUby6huVQFdXV21traWlJZfLBV1mamoaGRmZn5/PZDLj4+NLSkrq6uq0tbWNjY0TExMTEhLMzc3n5+fh/A+ZTJ6dnUWe9tHR0e/evZOXl3d0dCwsLMzPz79x40Z/f7+ioqKbm1tUVFROTo6srGxaWlp7e7uqqmpMTExkZOT27dtlZGTCwsKSkpKCg4OF9mx1dXViYmJdXR2Px+Pz+fv27eNwOM3NzTo6OnZ2dsHBwQEBASjE39WrV3NychgMxt27d319fYV+qeHh4du3bzcyMiKTyUFBQTU1NW5ubvX19SdPniwuLnZ1dZWXl29sbMz58Hh5eeXn53+jzf/rqy2xRj86ukgSv10JYBjW0dFx69atR48ewTFKcOoMCwu7c+dOWlrajh07Hjx4EBAQoKGhcefOndDQ0H379pWVlb18+RLUKJ1O//nnnxMTE+F79Pf3/8c//pGSktLT06OtrR0fH3/w4MHGxkYMw4qKiry9vZeXly0tLdevX//jjz9afXhiYmJGRkaUlZVLS0u3bNkyPT1NJBIfPXq0devWzs5O0OCvX7/W0dFZXl62sLA4e/bssWPHXF1dYbkTw7DLly83NjYmJye/ePGCz+dv3LgxPj7+9OnTlZWVRUVF27dvt7W13bRpk/DwUltbW0pKyr1794hE4tLSUkFBgZOTU3x8/JMnTyTW6Bd+BpItpi8UlATtm5AAKL6urq6SkpItW7YsLS1B+CV7e/vCwsKbN2+mpKTk5+eDn7ysrOzS0lJycrKlpaWbm9vc3ByoUXDXr6+vB2pFRUV3794Vemu+ePECbNvOzs6GhgYMw2JiYtLT02dmZuBWj/7+/hMnTghvK4mOjn7w4AGZTC4pKdmxY8fY2Bgejx8YGPD3929sbKypqdHS0gLepqamzM3NDQwMRkZGLl++LCsrC8u4N27cgHWD69evX7hwAW7iO3ny5O7du0+dOtXS0gK8HTx4cM+ePZs3b759+zYOh5uenra1tcUwLCoqanBwEHC+iYb/fZWUqNHfJz9J7r+WBOA64jt37nR1dZHJ5IGBgTt37nC53JaWllOnTl26dKmysrK6uvrMmTOgYvbt23fz5k0XFxcHBwe4TwnSNTQ0Dh8+7OTkZG1tffjwYc6HZ2JiIi8vz8zMbMeOHefPn1dWVh4eHq6oqJiamtq8eTOGYaGhoaDgkpOTh4aGjIyMVlZWduzYMT09raWlNTw8HBkZ2d7e3tzczGAwnj59um3btu+//97R0VF4Qsna2vrs2bNKSko4HE5JSWlsbKykpMTe3n50dDQuLg7GADgJGhAQ8PLly8jISA6Hc+jQoX379sXHxz948IBKpS4sLMDVKYmJiY8ePYJl379WC3+V2kjU6FcRq4Ton1QCOBxOXV1dIBBYW1srKCjweDwnJydDQ0NVVVWIh8Tlcg0MDExNTeF2eBqN5uTkpK+vz2AwBAIBHOsE7cNgMNavX29tbQ2RmYT7Oerq6i4uLnQ6nUKhAAU9PT0+n6+np8disXA4HJVKVVNTk5KS4nK5lpaWVCoVCjU0NITIUjo6OsbGxkZGRjgcjsvlrlu3ztzcXF1dnclkGhoaMplMUOJMJlMgEJiamtrY2BgZGWEYxmAwLCws2Gw2j8eDIKfW1tYkEsnY2NjAwEBHR8fS0pJOp9vY2AARbW1tS0tLcB39kzblH8m2RI3+kdKWlLXWJYAcPMEJFO2VQzramkfenci1E3mYQg1hq0fUmoP9cSCLblVCoZ3B0R1KQTyIeo8CJ8gDFJylgD6sh6KykLsrmpIjgrAdDxdDoQoi/4FfdMEH9wPkngVnT9d6m60B/iRqdA00goSFNSMBpCiBI9B9yEMINA5iFiEjBJSCcESBj74VS0SkkIZFFNArBKzGAWRRhI/iIATR0gEW/UVFS4DPS0CiRj8vH8nbb0sCq/emIQVZdqIIojCISTRFFBZ9uzodGZIAIARU6OfbAOEjNLGUz9ARxUTwagBRlgAflYBEjX5ULJJEiQQkEpBI4EslAOshMFxJfiUSkEhAIgGJBH61BCTu91864EjwJBKQSEAigY9KQGKN/uqR54/PgJbMfn/R/0JSv5+Zb5zCr22LX4v/jYh3LYhlLVqjaK8Q9hPR34+OA78zEUI5QBFipFDpaFtTDOHX/kV0Plrcp6ghH5dPIUD6am5RcSjjahz06qPAagofRftoIgj2o68gERH/lDQ+g4BeidGHdETwU2hiucT+Qi4Q+5dQQIWuRl6dgspCuVDK54FPdQPEp2h2VC4ShejbNQ6jGiFnss8wvFqMUOU/uOJrbosJh8OJetWBTCEKJEhTbIxFicgZBTzsYIxCIxVqCbQLCSkoLg7pwyOai0AgACcf9Z4DNkTpoxRRllC5KL4kuG0jZDF+ED6k4/F4MpkMToVQL5RRFBOkBJcDS0lJAds4HI5MJovWCFQbIKM+KkYQyoVfRAclAjL8RZQRgNCgEYlEIjgqIlYRgGpEIpFQIiIO3ovwCnwYAQfoiwoQZYHWhyyQCMwjBMQb4haViwCQGJlMBrdQoPb5DxJYRYJFpABYLUC4Fx68PqEJEGMAIArAOfzF4XAkEgncP1HDwSuYTkLTAwy1gCYQQxYl/hk5ILR/C4AEjvxbQcgfrQsarUFc4EILHe+PZH7NqVHoYTk5OSEhIa2trcnJyfn5+VZWViBKUV0pJiYMwywsLCCsDuoiYrlQdsiLYZiqqmpDQ8O+fftYLBYaBtFbJpN5+PBhHR0d9DWiQqGxiUSijIwMSvw8wGAwtm/f7u7unpqaqqamhnhDucS+HNBBeDy+uLg4NjZW7DNDuaCyfn5+2dnZXl5ecDNwUVFRZGSkWBEQ1XzXrl1GRkai2UVhUNZww09gYGBdXR2UC/UVG/xRjxd9C0LGMMzFxQVuP/8o5zo6Otu3b3dzc0tJSaFQKOQPDzKjIEhdR0eHvLw8SoSaQqwjf39/UcagCsrKyh0dHXBtJ4Zh27ZtS01NFS0dMSxaZVEYj8draWm1tbUVFhY6OTlVV1ebmJisLgg4AVmx2ezOzk4VFRU/P7+QkBBUHIZhNBotLi5O9PuHuvj6+jY2NkI6GvVFqynWUQEzIyNj27ZtovSlpKRCQ0P7+vo2bdqEItVjGKapqdnV1QX9FjWNaDX/TzmIIv/BMIZhPB6voKDAzs7Oy8vr1q1bV65caWpqIpFIqO6IJQzDWCzWuXPnrly50t/fD3dkSUlJRUVFQZgChPlVgbWoRkkk0oYNG0gk0uPHjyMiIiAcGYZhVCoVFAEYpzDUg7EGfVFLSwuuToRxDPol6l7IBBDtQ8JzcgcOHDh8+DCEekTDPgxoSkpKr169sra2Bn0EFiWM8xQKBYfDJSUl+fj4oM8MDAE8Hk+hUKSlpdFRE/jqioqKINxDeno6hA6CwROuM4OqAbdgRSKzq6enp7m5GY6dgLpB4y0YIKGhoUNDQxDsMjEx0cPD48iRI3A9JLJJgWEikejl5cVkMpEBi6xX0NoEAkFWVraiokJTUzMyMvL58+fwSaOjMohnGD9A1NAWIB+oPtwMPDc3BzGDAQF1ZQzDjh071tnZiWHYzp07mUxmcXGxpaUlXBMPH4y5ufnr16+VlJSIRKLw2jioCFy/cenSJYjgCW1BIBBkZGQwDKNQKIuLiy4uLjAg1dfX9/T0QNtB9YEysoURP6IAhmGnTp2qqKiAKkDrg4lKJpPBOgb5Q/symcw3b97o6+vD0Uz0qcNA8u7dO11dXWSEwvgUGho6MTEBbQcEwf5Fxjs0PfCMAvLX1taePHkS0YdOxefz379/j4wAqKCysvK7d+9MTU1Rv5WSkpKWloamgZ5GIpEoFIpYu4jK4d8CC++XtrS0vHjxoqGhIYZhiYmJBQUFe/bsaW1tFa044g3DMGEslYqKiqysrAsXLoB1oqur+/79exSOGiF/PWDNqVH4MEAtDg8PQwhuHA4XFxcXGRmZnJxMIpF2796dkpISFhbW2NgoPPjc19e3e/fu8vLyoKCg+vp6IyOj1NTUzZs36+vrHz9+PDMzs6Ojw9/fv6OjY9OmTWKNIQxF0dDQ0NraKiUl1dPTk5ube+TIkfXr18vKyu7cuTM6Ovrt27dWVlYdHR0bNmwoKytLS0sjk8k5OTl+fn4RERELCwv5+fkmJiZnzpzZs2fP1q1bMzMzT58+raCgkJmZCeYANB6GYX5+fv/93/999OhRFovFYDB6e3ttbW3r6uqioqKoVOrp06cbGxuPHj2qpaXl7Ox86dKlhoYGMAYPHjx4+PDhM2fOJCQk8Hi8zMxMOHoICo5IJD5+/LisrExUz3Z2dh49erSxsTE4OJhAICQnJwvt2YqKCgaDceTIETMzs4iIiPb29pKSkp07d4JKRVbkpk2b/v73v2/YsCEkJOT58+c7duwoLS0lEAj79u2rq6vr7OxUU1NLTk6OiooKDw/X0tI6c+aMgYFBT0+Pg4MDiUQqLCzMzc09depUXFzcxMREfn7+3r17xWx2DMNyc3P/53/+p6qqSl5e3tnZ+eeffw4ODhYIBKmpqZWVlevWrTM0NJydndXS0tq5cyebzTYxMdm+fXtWVpaGhsbx48cPHTrU0tKyceNGBoORlZUVFxfn6emJw+GmpqYEAoGPj8+WLVvOnTt38OBBDMOysrKE4ZoiIyMdHBxOnTq1f//+iIgIsZ6AvjEMw7q7u6uqqkJDQ83MzPB4fGpqakxMTFlZmbKyck9PT2ZmZnd3t6GhoZycXHFxcVxc3Lt377hc7vbt20WtRQKB4OrqeunSpdLSUhikAwMDS0pKysvLAwMDX7x4kZ+fv3v3buEgUV9fX15e3tzcHBUVVVlZmZmZiWFYREREbGzs3r17GQyGj49PcnJyf38/jPeirOrq6i4sLNDp9LCwsHPnzu3fv7+wsFBJSWlubi4vL6+jo4PNZhOJxK1bt0ZFRcXFxfH5/OvXryckJNjY2Pj5+X1KCKiIPxKAwe/mzZvHjh2Lj49XV1eHUcfT09PX1xdYRfNC+IvH46WlpWFaWVBQgGGYoqKiMODWyMhIYGDgH1a7NadGUbNhGDY0NBQeHo5hmLm5+ejoKIlEgqu69+/fX1dXFxkZOTAwgMfjIVgZn8+Pjo6+c+dOXFzc4uJiZGQkjUabnp52d3fv7+/Py8srLi7u6+sTm+cKjdzGxkYY68bGxkJDQ7u6ukpLS4OCgi5dusRgMFZWVvT19QcGBoKCgvbv39/Q0KCqqvq3v/1t165dGhoaT5488fLyYrFYP/74o4+Pj56enr6+/tzcnJmZmbOzs6jZi8PhZGRkPDw8lpeXnz17pqmpOTo6umHDhuPHj8Nntri4uGHDhoaGhpaWFjs7u4WFBSaT+fLlSwcHh+bm5urq6pKSkt7eXj09PUNDQyQlHA4nKyv77t27HTt2oE4jnNYdPXq0srIyLS3t+vXrUlJSGRkZQUFB796909bWHhsbc3Z2jomJGRgYEAgEi4uLVCpVNK/QDl1aWqLT6YGBgUNDQ2ZmZisrKxQK5fz58wcOHFi3bl10dPSNGzfIZPLo6KiTk9PS0pKent7Tp0+9vLz8/f0fPHiwbt26yclJX1/f8fFxfX39N2/eaGpqoiJAX8vJycXFxf39738/d+6clpbW/Pw8h8NxcnIKDw+/du1aaWmprq7u/Py8p6envb09hmHnz5/fsWMHtGNPT09+fv6OHTuOHTuWn5/f0tKioaExPj6upKQ0Pj7u6en56NEjHo/X0NBw4MABOzu78fFxMzOzK1eu+Pn5vX792snJicfjifKD5AkmXldX18EPj6WlpZSUVHp6enBw8Nu3b3V0dF68eOHl5XX69Olt27bFxsaePHlSVVV1ZWWFyWTW19d3dHQAWQhxb2JiAmMthUIJCQmBUM3e3t7BwcFPnjwxMTF5/fq1rKxsX19faWlpbm7u+fPn3d3dJycnMQyLj4/38fFZXFz08vIaHh42MjKqra3t7u4W7cBwi/LCwgII8+nTp2w2e35+3tHRcWZmxsLCArSJk5PT4OAgHo8fHR01NTU9dOhQd3e3tbW1ioqKaMX/7TCGYRwO582bN3w+v6ysTDgnAGGWlJSw2WwMwxQUFKysrMw/PFZWVjD9giYLCAjw9vYmkUjx8fHr168fHx+H0Uh0ReXrVXBNq9Hh4WFQo46OjtPT0zgcbmBgIDAwsKmpCW7cvnv3Lh6Pn5mZcXR0xDAsOjr6/v37VCq1rKzs3bt3jo6Oo6OjAoHg1KlTKSkpBQUFECZSVLuJqtEnT554eHi0t7cXFRVt2bLl1q1bVCp1cXHR0NBwYGAgICCgsbFx3759GIYFBQUtLi6WlpaCGmWz2SsrKywWC4bKpqame/fucblc0Q8Vw7DY2FgtLS05ObmlpaWoqKiRkRFXV9fu7u7i4mIMw6anpy0sLLKzs0+cOGFnZ/fixQsMw4aHh319fZubm2tra6lU6uTkZH5+Ptr7gjkgXAVx/vx5KB2CYhw9enTnzp1btmy5fPmykI3KykqhhT43N6etrf306VNHR8fo6OirV6+uW7dubm5OTI1qa2u/evWKwWAEBwffv3+fz+fPz8+TyeT+/n6IiJ6SknLr1i08Hj89Pe3j47OwsKCrqzsyMuLr66ugoNDW1paWlpaamuri4jI2NqalpbW8vCymRkGzU6lUHo/3448/enh4zM3N6erqOjs7V1RUnD17tri4mMvlLi8vP3jwoLCwEMOwgYGB+vp6HR0dFot15syZjIyM3Nzcrq6umpqa5uZmNTW1paUlNps9Pj7u6+s7NzcnVJQVFRVtbW2enp4rKyvCGYO+vr67u/vMzAzYOJ/6wDAM6+npKS8vZ7FYWlpawq+0oqIiLS1tYWGBw+E8e/bM3t7++PHjGRkZ2dnZZ8+elZWVXV5eZrPZtbW1ohe7b9iwwfXDMzEx4ePjk5CQANGXMQwLCQkZGhricrlLS0uysrInTpzIzc3NzMzs7e11cHAYHx/HMCwzMzMrK2tsbMzX13d2dtbY2LisrOzYsWNgeUEVMAzjcrmLi4uysrLR0dF3796VkpKanJz08fGZnp7m8XgDAwN+fn6+vr4jIyMYhr18+RICVr1+/RoWl9Hq0NdTMV9IGSagLBZrcXFRR0cnPDwcVsBYLFZJSQnoShaLlZqampSUlJiYmJqaCqsW0O2Li4vV1NRoNFpnZ+epU6f+8Y9/nDhxAk2zvpCH34y2RtUo9A/hsFxRUYHH42VkZJqbm728vFpaWuh0emJiYn9/f0dHx82bNxkMxuTk5MaNGzEMS0pKun37tp+fn6OjY11d3caNGx8/fuzh4XH69Ons7OySkpLVS0tUKvXMmTPnz58X3ugwMjISEhLS2dlZXV2trKx8//79jIyM8fFxU1PTvXv3trW13bx5s6GhQUtLKyIiIioqKjc398CBA6WlpcI58uLioq6uLnQFW1vb48ePizUhTC0bGhqEEclaW1vV1dU7OjoaGhqGhobKy8shYm5sbCyw7ezsPD8/7+DgcOTIETqd3tnZCVcDNTU1id2QAyWy2eze3t7U1FQjIyMXFxcajdbT01NWVpaRkXH58mUZGZlnz54VFxc/f/7cw8Pj0aNH3t7eycnJV69edXJympmZgUhu0IcwDJOXl79//76fnx8MSzY2NrOzs6qqqv39/aDx2Wx2S0uLt7d3U1OTvLz8pUuXdu3aNTU1FRQUZGZm1tzcvHnzZh6P5+3t/fz5czMzs7m5OQMDA7FBpb6+Pj8/38nJqampSVFR8fr16+Hh4SUlJRcuXDh8+HBzc7ONjc3Y2BgEh3d2dg4NDX3+/HlsbKyamtrZs2fz8vJ27tx54sQJY2Pj2trakJCQkpISGo02MTHh6upaVlZ28ODBrq6uAwcOyMrKDgwM7N2719zc3MPDY3JyUl5eXpQZ9PHAAiWdTod5JcwW5eTknj9/XlhYODY25uHh8eTJE29v71OnThUVFbFYrIGBgYyMjImJCT09vcbGRrBGMQyzsbFJT0+Hlcru7u7h4WETExNhhPmamhpzc/OIiIiHDx9aWVnNzc2xWKxTp07t3LkzPz//5MmTmzZtev78ubS09PXr1/fu3QsxRnfu3Hno0KHOzs5Dhw5RKJSHDx/CfBzDsMDAwLdv39rY2ERGRj59+tTV1bW9vZ3D4UxNTVlbW9+/fz8qKkpOTq6lpcXT07OtrY1Op+NwOOEaEdqNQdVfCwCGYenp6VlZWXl5ebDwgmb0sNUh+4mC0AAAIABJREFUOqkHewjDMBUVlYKCAmRVYBgGHVjUcv+qtVujalRKSkpNTY3D4XC5XNhZkpaW5vF4cnJyRCKRRCJxOBwmk6mpqUmj0XR0dBgMBpFIVFZW1tTUVFBQYLFYTCaTTCbr6OgoKyuz2WxVVVV1dXUtLS1YvAeZwl6q7odHSUlJW1tbWVlZQ0ODzWbjcDhVVVUNDQ0VFRUSiSQtLa2jo6Ours5isSgUirKyso6ODtzlzWQyFRQUOBwOjUYjEolMJtPAwABcC8TsHWlpaQaDIfzeoEZCM4TL5QqdAZhMpqys7OzsbFBQEJi0MLMTRgtWUFAgEAgaGhqaHx5HR0dFRUXoSagK0FeIRKKurq6enp68vDyRSNTU1FRXV1dVVdXU1CQQCEwmU1lZWUVFRVFRkcvlKikpqaqqCrekFRUVORyOnJycaCfDMExJSYlOp6uoqIAAuVwujUbT1NRkMpmwp0Sj0Xg8HuyBMBgMHR0doW5VUFCws7M7d+7cvn37rl275ujoyGazoQh5eXnRImCJQ1VVVVdXl0wmEwgEBoOhpKQkKyurpaUFMJ1O19bWptPpurq6bDYbj8dzuVxdXV1UO2hQPB4PlSIQCFQqlcPhKCoqEolEYUxiVVVVBQUFHA6noKBgZGREpVIZDAaXy4VdL1F+AAY1Cm2kq6sr3GoD2aqrqysrK6uqqkJdVFRUtLS0WCyWlJQUNJ+ampq0tLTGhwfZTTweT1ZWFnqOvr4+jUaTlZU1MDCQkZGBzgZyk5eX19DQUP/waGhoQNeiUCh0Op3JZCopKSkoKJBIJB0dHagOhmEJCQkQXBmHw2lra+vq6iopKcXFxQ0ODmpra9NoNCqVyuVyGQyGtra2mpoaHo+nUql6enqysrKga6CTiHak1dL441OQihR6GsA3SCAQ5OXloSHQW1EApE0mkxUVFWHDAJahmUym6Bzra9dljapRcAcDkwFtDUOfBisPXkGKaDr0Ehi4wFKDIQsNZQCIiVWMDizewS9wgojAliv6iwAgKJxwHTp0qLm5WVpaGhGBV6hc5BIAPQB+FRUVnz596u7uDl3Ez8/v8ePHcnJygCzcO4bFx9VbZB8lDv1JtMrAjKjQkKCgCDGBIG4R8EtHwX65RBZtc0NGMW8EMzOz2NhYY2PjpKQk5NQF4gVZQUGiproovFqe0IhQNMoLBEF0qD8AY6LihVqDu+VqHsSqDH9FPZQhRZRtlAKJaJiETiLa4tCOyFkYlY6kjbgVoy/aaYGgGAK4ZImKHeSQlpZ28+ZNqCwiAsIBPoEHKFeU1Y/K4d+YiKQKH75Y9T/FGGoC+EI/hfaV0uHrENXvEvh3SUA4gUKXlYsRgu4ulggKgkQiMRgMKpUKnUBeXl5VVRX+ov13uK33U0RWk/23pEhJSamrq2toaMjJyUn61h/WBHg8XklJSVlZmUKhIKPsDytdUtAv49ZX0tC/jSw4PHG5XL0PD4/H++hwJGok4vF4VVVVWMlCA7iKigqYhF/IBjK7PoMvJyenr6+vq6vL5XKNjIw+usQG47+amhqFQvkMKfQKj8dzOBw+n8/lcnk8npGREfhIio6uyKkQFg1Eg5kjOr8TWC1k4QWZampq+vr6HA6HTCYzGAwjIyMYIT5TFhIjyAHMIjF8CoWioqKCMJFdDIAY8qf+gt81zPGBlLKyMojxM3wCJpLnauI4HI5Op+vr6/P5fFlZWSqVamhoCNcsr0b+VAoej9fV1aXT6aJGNCDD0jOfz6fT6dDQqMcqKSnBwPkpsp9JR58DAJqamnw+X0VFBcMwJpPJ4/GQiYeIwCs2m02hUHR1dWHPCr2VAL9KAmtuUg+zqujo6IWFBYFAUF1dvXfvXjTcidli0tLS69evF3bN5uZmcJOGjgveoOAog/J+HuBwOLCbLIaGpAlLb0KHwf7+fi0traKiIvAiQPiivLW1tcEdOOgtYgxSgCzMsJycnF69euXl5aWnp9fW1ia6/yiaHRw+urq60PWTYm//z7+iHK5G5nK5SAKAyeVyp6enc3JySCSSpqZmeXk5ulZodfbVKaBDzc3Nxda2rK2t9+/fDxKAXGC3Wlpa0mg0MTpI/mLpHh4eLS0tly9f5nK5cIKAyWQ+f/68qKho06ZNFy9ehE0tsVwwT7S1tf3oUARDOIPBgC2m/8feewe1lWSLw5cgIYQQOQuEMiAhRBBC5JyDMTkbDCaDDSaYbLDBGTDBGOcwGI+zcRqPcwCMsQ0GE43TeGdra7fqvVf1tn7/fhqfqq77CY93Zt/sDDMj/aHq2/d0On3u6dPdJ6iqqlpaWh48ePBnERK0eO3aNTCgkuuAvr7+V1995ejouH79ekQ/gKjm5ma4KZUrgh7lpk/uEU9gLi4uHz58gLv4gICAsrIyVAk+UVhYeOnSJSqVOjExAaf5+LfL1wA0F4qEHAZWHBuFL8rW1nZ2dlZdXV0oFL57905bW9vc3FwoFBIIBB0dHTs7Ow6Hw2QyGxsbDx8+rKen5+bmBsyFRqO5uLgYGxu7u7vDBYudnZ2LiwuomGloaAgEAgiZa2VlxWKxHBwcNDQ0zMzMrl69mpaWBpHCLCws4BYLSbiw18YwrK6u7siRI2QyWSQSWVhYEAgEa2trJpMJNM1kMp2cnPT09FxdXQ0MDAQCAYPBcHBwgKVeVVVVKBSKxWJkiwmyg4GBwdzcHJfLFYvFcMElFAoZDIa9vb2amppAIIDgYgKBgEajwS2TSCQCGRbDMBqNJruthnswyLezs4PbDwhYRvv0A7MQDMMMDAxEIhGFQgEMQOg0c3Pza9eupaamIvoA+RSp7hIIBB8fHyqVCsgH3VUMw2T32s7OznDfwuPx2Gy2pqamSCRisVjm5uZubm4PHjwQiUQynXaYQRKJxGAwnJ2doRvcTz8Mw/z8/O7fvy8Wi0UiEZ/Pp1AodnZ2ePyD9CQUCgGZJ0+ePHbsGIVCAY8HQDZXrlxZt24daEcVFBSoq6vb2dkBa9bX12ez2QYGBrJ4yENDQyCpocFCAqRUUHhqbGwkk8leXl6gXMnn883MzCwtLTkcDsw+k8nk8/lUKtXR0RHurLS0tIRCIdQ8NDQEeot0Oh1mByhEKpX+85//DAsLMzIykkgksLMRCoUUCkUqlTKZTIlEwuVyeTwen883NTXlcDiy/tDpdKFQqKKiYmlpyePx7OzsoBU1NTUrKysul4sfCDDlmpqaoaEhAoHg6emppqZmbGwMQjoQFZFI5HA45eXl165dI5FIk5OTUVFR1tbWsIeAwHmgZoCvWZH+MQysODYK66FMb3lubi4oKKihoSE5OTkuLq62tra/v7+wsJDD4bx9+7a3t7e4uPjAgQNHjx6lUChPnz4NCwsTiUQVFRX19fWtra337t2Ljo6Oj4+fn5+vrKy8deuWkZFRb29vfHz8o0ePtD+pNw4ODu7atau3t9fAwGB+fj4kJCQxMRFgLCwsuru7wWQTcAcdq62tvXjx4tatW+G2Z9euXXFxcffv3+dyuX5+fsXFxTt27Kivrx8bG/Py8jp//nx7e/uJEydAwb6hoaGysvL48eN79+5FSz1ci8/MzIBtDIZhampqT548aWhoGBoaysrKSk1NlSnBsVisjIwMgUAwNzfH5/PHxsbAQtTf33/Xrl1hYWHt7e2amppTU1OlpaV3794NDQ2VmSFNTU3l5OSMjIwkJCQ8ffrU1taWwWCcPn06NDS0vb29p6dnYGBg9+7dfX19BgYGS0tLsbGxeDENbwGhoqLi7e1Np9OXlpays7PHxsacnJwMDAyam5vT09NPnjxZVVUFyC8oKJiamurr62tsbPT09Hz37h2DwQgICNiyZcuuXbtqampWr1794MEDe3v7N2/eZGdnj4+Pczic4ODg169fy26W+/r6rl+/TiaT8/LygI0CQ3dxcenu7vbz8+vv75dpLxw6dOjAgQNy0tOlS5daWloSEhJaW1slEgkIkmA2dvbs2fj4+ODg4KqqqgcPHujq6n72k4AK+/v7z58/v3PnTji3kanfnThxYvPmzQUFBUNDQ9ra2vPz80VFRXfv3gWVspKSEh0dnUOHDqWlpd24cUNFReXixYsZGRmxsbGVlZWHDx/Oz8+HmlVVVbu6uv7f//t/LS0tSkpKXV1dN2/ePH78OJvN/uabb7Kysvbt23fmzJnc3NypqSlvb2+wR6iqqjp06FBWVlZ+fv6DBw8qKyuvXLkiq7CpqQnMKGArhkYEy9vLly+Li4uBhsPDw8fHxyFiM41Gq6qqys/P7+zsvHz5MijbFRcXP3jwwM/PLyEhYePGjceOHcvKykJUimpWJD6LgRXHRmHRBjbKZDJBa8HU1DQxMfHixYttbW2gzg1hYPfs2QPG5qOjo8HBwQcPHtyyZQvYZT98+DAqKioiIuL+/fugeBwYGOjm5padnf3mzRsajbZ79+6tW7fGxsbeunWLQCC8ePHC0dFRIpF8+PChr68P9qHoWhNwB9Lo0aNHV61aFRwcDPa8aWlpCwsLYrH48uXLRUVFGIZpamq+ePHC1dV1cHAwMzOzuroatKbPnDmTmpra0dFRXV2NCBS03mZmZnx8fKqqqj75mSI+fPgwNDS0s7MTjEEfP34so2wGg2FoaLiwsMDlckdGRsDWrbu7e8+ePcbGxouLiwwG49mzZzJpF75DFxeX8fFxOp0+Pz/PZDKfPn3q7e29du3ax48fe3l5bd68ua+vb+vWrXFxcbdu3SISiRMTE66urugqGSbi0aNH8fHxkCljYbKJmJubY7FYw8PD/v7+qamp9+7dwzBMXV19dHR048aN2dnZRUVFL1++BAnUzs7u1atXmpqaurq6CQkJECc9MDDw4cOHVlZWMzMz5ubmk5OTEolEJBJNT0+TSCQTE5OnT59GR0dzOBxEshiGbd269fDhwzo6Ou/evTMxMdmzZw/o0uJhhoaGysrKgGZSUlJkUeBlmpUTExN+fn6HDh2am5tzcXFZu3Yt8KDlx8FwTCkT8EHh9OzZs93d3SDn7t+/v6GhITU19cqVK0QicWpqSiAQXL16FVg2aN2Hh4eXl5eDG4ELFy7k5OTo6uomJSVduXJl69atwEaNjY319fVXrVr117/+tbKysq2trbu7G15dv349KyuLw+FMTU1lZWVNTExs3ryZRCKZm5snJydfvny5sbExPT39woULjo6O0IpAIEhLS3v58iXYSiKigrmTWUDcu3cPbpx8fHyAGF69esVisZ49e+bu7p6cnHzlyhVgozLLoEuXLq1bt062N0pMTLxx40ZjYyO+QoRnRWI5BlYcGwWqFYvF7969MzAwAAorLS396quvjhw50tXVxWQy379/D5ua9vb2I0eOEAiEZ8+ehYWFVVZWjo+Pg6Lo2NhYTExMeHj4o0eP1NXVHzx44OzsfPfu3dzc3KWlJS6X29nZuXPnzpSUlHv37hEIBKBFBoPh4uIyOjoKtmUmJiaAMjg1g4/566+/VlJS0tHRUVJSunbtWmlp6czMjJeXV0dHx40bN7S1tdls9qtXr9zc3C5cuJCbm9vY2HjixAkMw7y8vAoLC2NiYtBeFUQ/ExOTd+/eWVtbU6lUFxcXT0/Px48fR0REIK37yspKMFAxNzd/9+4dh8N59uwZnHyVl5d3dXWxWKzR0VEDA4PZ2VmJRDI0NJSXl+fm5jY1NcViscDie3Jy0tvb29/f/927d3w+X1dXt7+/f+fOnUlJSffv3ycSia9evVq1ahWcHsKoZb52BgYGwGmWoaGhVCo1MzN7//49m81+/vw5LEt/+9vfhEKhqanpxYsX+/r6dHR0BALB69evwTGSSCR6+/atubl5YmLitWvXOjo6Tp48GR4ePjIyAkaiDAZjbm7O2dnZ3t5+YWEBTL96enouX76MYhQDU1i3bt2RI0dMTEzGxsYoFMr+/fuRyRCanTt37kBvwS3I7du3KRTKyMiIRCKxsbGpqqq6ePEiMBcqlfpZNgquTwYGBrZu3aqrq/v27dvS0lLZeUJ/f/+OHTs2bdp0/fp1Eom0sLDg4ODw7bffypTbd+/evXfvXm1t7WfPnuXl5S0tLWlpaV2/fj0nJyc/P19mv/vVV1/B/gN6BSv9tm3bGhsbd+/ejdjonTt34BwALBGqqqrAZG7jxo1wgrFt27acnJzLly/LlO3n5+dJJNKpU6dqa2vHx8djY2Pd3NxCQ0ORug+GYampqcPDw4A9T0/Ply9furq6fvfddwwG4+LFi4WFhRs2bLh7966amtrCwoKzs/O1a9eysrLWr19/6NChU6dOwSolp1m1nIMocuBqdGXd1IOlY3Jy8pEjR0DHGA7OWltbMzIySkpK+Hx+d3c3qKnLbmOamppkmvZtbW0+Pj5aWlqNjY2ybZSFhcW2bdtkJivgAyIqKiotLU3mzKa5uXnNmjXNzc2Ojo4FBQU5OTlhYWGyWywSiZSamgquK0JCQpKSkkxNTcvKyuDQEwhFRUXF2NhY5kqjvb2dyWTCQl1eXp6Xl1dTU+Pn52dgYNDS0lJSUmJpadne3i6VSjdt2rR69er09PTy8nIlJaWenp7BwcH9+/cjlxDw/YeFhe3fvz8mJiYgIGDz5s1WVlZtbW2BgYFFRUU5OTkyZ0iWlpbgrobNZu/bt08kEm3btg18Weno6CR/+rm4uGhqanZ2dkokkpqamqioKCcnpx07dggEgs7OToFAsGPHDjc3N1VV1aqqqu3bt3O53Pz8/JycHJmPtZaWFlVV1dTU1IyMDHBihL4NS0vLjRs3BgcHy7yoqKmp0en0np4eW1vb7du3e3p6YhiWnZ29bds2a2trLpfb39+flZXFZDK7u7uBjZLJ5Lq6Ojc3Nycnp127diUnJ5eVlUVGRoJN0d69e21tbeF6UE1Nra6uDsRhZ2dnkLWRqSKBQNDS0kr89IN2S0tLCwoK4BwQjpitrKy6u7urq6tBGpUtjatXr05MTJSdYGhpacXFxYWEhPj7+5uamjY3N8uZ6sJ44WzUwsJi165dzc3NOjo6paWlx48fDwsLEwqFzc3N1dXVNTU1JiYme/fuld3JNDU1hYaGrlu3rqCgQFtbe8eOHXFxcVu3buVyubW1tZGRkd7e3s3NzZmZmSUlJXDUyGAwiouLV61alZaWpqenl5+fX1BQAO6Xmpub4dLJ19fXwsLCxsYGrk8DAwO3bNkCO/qkpKT6+noXF5fOzk5tbe3c3Nzi4uLKysqQkJCUlJQzZ84ggZpMJufk5OzatYvH44H6QUNDQ0FBQXd3N51Ot7a2bm1tzcnJKSoqkmn1d3R0SCSS+vr6iIgImfJyU1MTNAfu0xAxKBI/hoEVJ40iPRi5DQWIpaBCDK9AmoA0AgYwGC1Y2Y+Pj8OCjDLxMOg7xGfikbVcZkGq1EireXnrAAM0Da1jGFZRUbFq1arVq1cjAQQ1hEa0fDgIBjCDxwAaERrgZ4ujTGA3CJOoZtRbgET5gBw0iuUIBwCEOlQz1IOHR0hAMHjMo4EQiURwNftZbSHEI1C7aHYQclDnl+NkeYt4YEijevA4QQOBzuPrQa+WDxANCuEH5UANcq1Diz/2CuFtORLglaWlJZhvIJxAl/AfFL4n+ArRYFEPESS+NrkOKx4RBlYcG0WzuzwhN8fLAfA5MP2+vr5gao1/hdgKPiEH8J94dHZ2DggICA0NBfdC0AR+UCiN/yYRO0CJzxb8P3YYXzkiDtTQL4IoNCiUwPcZdqMkEqmurg7OK6BRfGeWF8S/Rb3FZ0Ia3xBKIzB8Ar39QkKuG/AolwnF8Zmolc/WjPqJwPBlP1sEn0kkEsHCGLX7Y8VRPkrg6/lsGt83fP34rv7J0yuOjSLVaFgh5b6lz84W0lPBvwXJC2gFraiQQI8IHskgAI8/YEJ0g2RPvEyHBBPUEHQYuoSaQ2B4MkViAurGnzyBEIvk318fIXAUiKe95YrrX+6VnDWqHDCadKh2OSnKweNtE5a/QjmAOrna4OQdGaSCMhMq8tkE+vrQ54MHQ5lyDeFh/pxpuNHBf92/cZpAIJBIpNjY2Pr6+rCwsOLiYhQT4gs9k0ql69ev/5cLrI6OTm5uLmj5ydWmqam5Zs2a8PDwqKiowMBAAoEg02tJSkoKCwtLT08Hd/FpaWmbNm2ysbEhEonJycmrV6+WuQpubm6OiooKCgpqamqKiIgoKipydXUFh/aIt9JotNTUVCqVqqKiEhgYGB8fL7MsALKW64bi8TfEAPAsd3f3lpYW2WV6bm4unMP+9C5paWlVV1fD0flnSykrKxcWFrq7u+vr62dnZ8P6+llIyGQymQ4ODl8A+MIr0KglkUhUKjU3Nxe8w3wBHhYAFRUVLy8vPT09ub4FBQW5urqy2ezq6mqINfDlqv5Ub3/A1UpbQDAMc3Nze//+PaiGPH36FE0bOhiCSUKcKCIiYnp6GnQ7EPOSm0i4XpddiSAzTXQkJLOHO3nyZF1dnbKyspWVVU9Pj4aGxu3bt8vLy4Gqnj17RqPRQH8A2HpAQABomH///fd2dnampqbfffednZ2dlZXVs2fP0tPTkUSDYVhlZeV3332npaUF7tCpVOrVq1d/zVgxK22KV2x/4Dbm9evX3t7e5ubmU1NTENoENhl4yfSzAoiGhsbi4iJ4v0VbEBgsyIYyH+SXLl2qrKykUqmZmZl4GDkRD17t3LkTnOQiUofaEPBnt2vwFsOw4ODgoKAgIpGYk5ODLMSQhAtl5cRnPT296elpmVgABIw2av7+/hKJhM/nf/jwAU6u8dhYsRP663RsxW3qgffZ2trOzMwYGhqCqrZAIFi9enVJSQmHw+HxeNu2bUtPTwctSwsLi5ycnJqamidPnqioqEil0oyMjPj4eA8Pj5aWlnXr1uXn54eHh9fX15PJZJmBYFNTE5lM5vP5eXl5jY2NQBCymBPv379HPuj09fUTExM/fvwoUy8HMhoZGQE9lYsXL1ZUVBAIBF9fX9Ccn5+fZ7PZVCp1ZmYGOGxVVdXExARyrAuO0GdnZ8lkMqhPgyIR+O78daZZ0cpPxIBMp41AIExMTPj6+vJ4vGfPnsFFeVFRUW5urpGRUUJCQlFRkUAgkEV8AnfOmZmZ0dHR1dXVFAqFTCY/f/588+bNTU1NBgYGmZmZMv/cfn5+1dXVSkpKkZGRq1evvnv3bmlpqUAgqK2tJZPJYWFhKSkp6enpsPxDP4HqDAwMcnNz5+fn6XQ6uNNNT0/39vYGaw6BQJCXl7d169bs7GxQh1i7dm1ycrKOjk5SUlJERIRUKp2YmKirq5Nd1jc3NzMYjM2bN6empm7ZssXCwkJZWTk4ODg+Ph5CCiKZw9HR8ciRI6dOnQI2KvN/ChoO69atg2P96enpnJycjRs3KszwEVGtODYKxCSLVLG4uBgVFRUfH6+vrx8SEpKVlXXy5Mm2tjYGg/Hdd99JJJK5uTmhUNjZ2Zmbmws+fQ0NDZ88eeLh4XHixIn6+vqpqSlnZ+e3b99KpdLJyUkvLy82m/369WsnJ6crV67Q6fQNGzaACWllZeWbN280NTXR2ltaWvrx40dtbW3oz71790D3Mzk5eXx8XCQSgZUeqGqy2Wxtbe3Z2Vmw4y4oKPj+++9NTExMTU2hfhsbGwiYw2AwLly44Ofnd/36dbBsQTOhSKwEDIAV2fPnz0tKSmJiYsCA8u3btyUlJQEBAa6urkVFRR0dHf39/bJYIKCJ+ebNG6BGiUSi8ikWQ1RUVGtrq0yNbMuWLfv374+Ojh4eHjYxMXny5ImZmdm1a9eKioocHR3n5uYMDAw2b94cFRX19u1bIBWEBBUVFU9PT21t7WvXrtXW1sqMSlpbWw8ePBj+KTQLREYIDg4eGBioqKi4evVqeno6BE0JCwubmppKSEjQ1dV98OBBbGysiYnJhw8fWCzWxMSELMDUxYsXwcq+sbExNDT07du36M5TS0vL09PT2tr67du3PB5PRUXl6dOnW7dutbW1PXTo0LZt22Q+y+fm5sRi8fz8PMjpqMN/5sQKZaNgxYS2IdbW1tXV1QMDA1u2bDE3N5+ZmaHRaBMTEyKRCAjIw8NjZGSEzWZ/+PAhLCxMKpUmJCQMDw8DMJ1OHxkZ8fLysrS0hBhBf/nLX8AOCs4B/Pz8/vKXvyBtUFVVVZm908ePH4FXksnk6enp7OxsWbgOExOT6enpyspKUGk0NDRcXFzkcDhUKnVhYQHYaEdHx9DQkIWFRU1NTWFhIdjdz87OgrSroqISEBAwOjoq99n8malw5YxdVVVVXV19YmICuSOBfQaowTIYjJqamn379vX29vr5+T148IDFYs3OzgI1uri4KCsrQxAkiGy4efPmzs7O0NDQW7du8fn8+fl5Mpk8ODhYUlIC4arA5rWwsHBmZsbIyAjv7VRDQwMUmWtra1+8eCHbere0tPT29gYFBT1+/BjDsNra2uLi4r6+PgcHh6tXryYmJra0tHR2dsrcVHd0dCwtLYnF4rt370ZHR8uE6NnZWYgf4+rqevz4cQgGs3bt2oKCgpmZGTAYg21TXFycl5fXzZs3YfsVHBy8sLCwffv2np6exsZGOp0OHvtfvnypYKOIblcoG121atX3338vFAphr7Fp06arV6/KjKMPHDgAgiqYEkokkjVr1ly4cAFiPGhqap47d+7QoUNisTg2NvbFixfW1tavX7/m8/lgdcPlcl+/fg32y7t27fLw8NDQ0AAJtLW19fDhw0wm09bWFg71s7OzGxsbmUymzNsFxDL5AVmfIomioIMuLi5/+9vfgoODHRwcPn786OnpGR4efufOHfCXA1gG25WPHz86OjpqamqCPburqys63kKToUisBAxYW1u/f/8+MzMTaE9fX39paQmM1sGUtrOz8+uvv05JSRkZGREKha9fv4Y4hl5eXioqKuPj43FxcTt27AgMDMzJybl06dKOHTseP36srq5+6dKlsrKymzdvlpe3saKkAAAgAElEQVSXSySSV69eMZnM+fn5srKy2dlZe3v7I0eOQChcDMPi4uJcXFzA9czHjx9zc3MzMzOhtrGxMSUlJQh3KoteJXNp2NfXt2fPnqGhob1794rFYnd39927d8fFxcmskJuamvh8/ps3b/h8/osXLwICAs6ePQvRjaampqqrqyGWIhgl5+XlwWKfk5Pz3XffOTk5JSQk+Pj4HD58+MSJE21tbbLAkYuLizweb25uDmwlVsKU/eZ9WHFsVFlZmUQiOTo6enh4QLgYcEokkUjodDqfzzcyMnJzczM1NXV1dTUxMVFVVZVKpdbW1nw+X0VFxdDQMDAwkMFgAICZmZmbmxu4fbKwsDA0NPTw8JBZ++jo6Pj7+4OrJ3QmJbOSFovFMgMPMDiBxdnZ2dnBwQFdXhEIBH19fbjrV1ZWtrGx8fLyEolEAoHAzc3N3t5eZmGCVx2HszahUOju7m5tbW1gYODs7Axu7RVs9Den/uUdUFFR4fF4np6eYrEYyEBTUxO8hYG3BIlEYm5uLhAIOByORCIxMzNzdXU1NTWVSqXm5uaqqqocDsfOzs7GxgYo2cXFxdbWFmzAjIyMXFxcBAKBsbExUKampqadnR2bzRaJRJqamikpKeChikgkOjs7A0nTaDR3d3epVEomkyUSCVCpzGlTX1/fuXPnLl261NDQQCaTpVKpUCgUCAR6eno8Hs/GxoZAIBgZGQkEAl1dXXd3dxqNJpVKLS0tHR0dra2tlZWVYRR8Pt/ExEQWoMnU1NTNzc3Y2BhckXl7e1tbW1taWtra2hoaGkLlcl/fZy+4lmP1D5+zEtkoutNEk4RXsoMbTBAMkXomAEBBmDMAAPaHikMmUqCTg5ebbPxFJErjt12on1AQHdKDeItqQ2XB0YncWwSmSKwEDICWJSI8pBmC7r7hmhupYSCKgiAFQFoAjPdrA2/xCyek0fIMFVpZWcESi5Z2pPUJ9+nobp1IJBYVFQmFQl9f37Vr1+JpT2b0DN8IgUBAlA/F8Qq5eGN5gIQcpDoK0wE1oC8FP178cFbC3P2GffgBLb9h88ub/iyXkcuE+UOziB5/LEcOAD3iW5crC68QJHorVwR1DAGgHAQJOSgfQSIARWLlYAC8HAAX+6xOOyIJ1GeUg2YWn4PPRHwNsTNEFVAbnn3j60ckBAWhTiqVyuPxuFwu8jyAB0PFIYFe4fuGYPCZCFKuIL5p1H9Uw588seLY6GcpCS3OMFto7UWPAIDKyiXgEUqhqtAjvhL0Vi4THuXe4mFQiwhSLoH6/C8h5QoqHn9NDMj8gerp6Wlra+vr65uamoIvLkQ/iMwQ8cgl8LMsl1ZSUiKTyUgGxNcJA/wxwpBrAgHL1Y+K4xP4NCqI8IlqlnuFz4ca0L9cAlX1J0+sODb6J58PxfB/cwy4uLg8f/48OTk5KirqyJEjEDUAqayjnS9eOkNbb7wAC2KdiooKiUQCJRDk+Oo3H6OiA78sBuCsY/nCpshRYODPiAFQeJqamgJLpOPHj2/fvp1EIpmZmWlqatJoNHV1dVNTUwMDA5kzRhKJRKPRtLS0iESikpISxJ0nEAi6urrGxsY0Gg1CzJeUlOzYsYNEIkkkErh+/DNi9g895h8Oo39ZxqyoTYGB3zUG1NTUXrx4kZWVFRMTc/nyZXt7e0dHx7GxMTab/fTpUy6XW1NTc+7cuW3bth04cGDDhg0XLlwgEAjOzs6tra2NjY2gqD82NlZeXj40NEShUC5duiRzp6+rq/vw4UPQT/pd40fR+eUYUEijf+hVUjG4n48BIpE4Pj6ek5MzOzsL1j4QYJFGo01NTXG53KqqqmPHjgUEBDx9+pTH471+/VpfX19mih4bG9vT03Py5ElXV9fnz5+zWKylpSU9Pb3e3t6WlhYMw549e4Y8kf/8filKrFwMKKTR5UuLIudPjQE1NbXZ2VmpVOrj4wO2G1ZWVgsLCxwOZ2Fhgcfj1dTUHDx4MCAg4PHjx1wud2lpSVtb29vb+9y5czIF9VOnTsmsMMbHx1ks1ps3b/T09A4cOLBz506ICgUhlP/U+P0jDl5xxfRHnFXFmP5dDCgrK3t6et68eROiE1ZVVXV3d1taWu7ZswdCFotEouLi4tbW1vDw8BMnTjg7Ow8NDYEu/ddff11UVNTZ2RkdHX3q1CkHB4ehoSE2m+3j49PV1cVgML7++uvAwEB0e/7v9lFRbsVhQMFGV9yUKDr0W2EAlEbV1dVVVVXJZDKJRFJWVlb79EOevNXU1IhEoqqqKpFIBK+yqqqqAAm69yoqKhDCCP3DLT9E6EM6nr/VGBXt/icwoGCj/wmsKur8HWMAncDhtUTxKsMAgHKQdIl0KuUKLn/8HWNH0fXPYUDBRj+HFUWeAgMKDCgw8JMxoGCjPxlVCkAFBhQYUGDgcxhQsNHPYUWRp8CAAgMKDPxkDCjY6E9GlQJQgQEFBhQY+BwGfmCjip8CAwoMKDCgwMC/jQGF+v3nFhdFngIDCgwoMPCTMaCQRv/tFUhRUIEBBQYUGPgBAytaGgV3O19eElRVVS0sLHR1dcH17HJgPT098Bq5/BU+5wdEYBiVSuVwOChAE+RwuVwdHR3kqtbY2JjD4VAoFHxxlIZ60CPoDGppadHpdDnVa0NDQxaLZWhoaG5uzmKx9PX1VVRUmEymqakpvjikIWIlk8kkk8lAuTo6OnQ6/cdGjUoZGhqamZktr/Bf5qCxm5qaGhoacjgcU1NTZWVlGo3GYDCQS39UD3iEs7S0BOyh/J+SAL13CGf9ZXg6nW5hYUGhUJZ3YHlB6qcf0utcDvDZHFNTUyaTyWAweDyerq7u8uIwF5aWljAXn60E5l1PT4/NZjMYDC6Xq62tDd/bj8H/3HyYehKJhHyY/pQaZBFGiUQii8ViMBhsNtvCwgI/QOSzGRI/pcJfFgbDMEAah8Oh0WhKSkqGhoZsNpvFYkHkns82p6qqyvj0g4gDwBDw4/psqV8wc4VeMYGQHBkZuW3bNkAHftWD8aP806dPV1dX4wHw6Z07d4LTM5SJ0IfPgaifHR0dx44dS0tLQzEbtLS0Ll68eOfOHbBU0dHRGRkZ6evr09DQQMVRAj4eDocDUT9RvrOz89TUlCyaLmpaSUlJIpEsLi66ubm5urq+f/8+KCgIw7Camho7OzuoBw0Q6iGTyWNjY/7+/vDo6+s7Pj6OuCpqCxIIRWlpad9++y0+E1UuV0SO7CAE1osXL4qKikxNTZ8+fVpTU4NhWHp6elhYGHAxuRp0dHTwMTXl3i5/hE7CFytbP/r7+yH0OYLEowvDsOTk5NbWVltb2+7ubhQ1FgEvT6SnpxcWFi7Phxx85fieiESihYWFhIQEf3//M2fOQDA7uUrU1dVHR0fBQF7uFaocwzAjI6Ph4eGGhoaQkJDz589HRUXhgb88EV+AhN4Cy+jv74f4iXj4H0tDi0pKSjU1NaOjo05OTn19fRs2bEDwULOenh6fz/9y95Zj7xfJkfWkqalJFlLw/fv3snh8GIadOnXq9evXFy5cQF8cagi6raWl1d3d7evrW1hYmJeX19TU9N133w0PDxsbG8uRNCr4iydWKBuFgDC1tbXz8/OGhoYYhtHpdBaLZWNjo6+vD3HiOBwOi8XCMOz48eN1dXVmZmYikUhDQ8Pa2lpfX59Go5mbm1MoFIlEYmBgoKmpyWQy9fX15cQ3FRUVKysrWJPT0tJmZmYYDIa6ujrQKFBSTEzM4uJieHg4hmHOzs7ffPMNOP4xNDQUCATq6uo8Hs/CwkIoFKqpqbHZ7Js3b4aGhmIYpq+vLxAIyGSyra3t/Pw89BymEILwXL58OTc3VxY69N69e42NjUQiETi+uro6n883NjZWVla2tra2sLDgcrngeSgkJIROp5uZmbm4uExPT6urq1MoFFtbWy0tLQzDSCSStbU1hOpTVVVlsVg5OTkPHjwAgsNTDwgjGIZZWFiw2Ww+nw94RjCwkjU0NBw5ckRW87Zt265evSoLj+7r6wu2kra2tgYGBhiGMRgMFotlbW2tp6c3OTnp7e3NYrEsLS2Bj/D5fHV1dUAyj8dTVVWl0+k0Go1EIkFb4OrY1NTUxcVFT0/P1tbW0tKSx+OhnkACw7Dz58/fuXNHXV3d19cXJE2BQEClUi0tLZlMJo/H09HREQqFNjY2GhoaNjY2IpEIIrBTqVQHBwczMzMZtTCZTDabLUcGqC0CgaCmpvby5UuYiJMnT7a1tWEYpq2tbWtrC8KpmZmZlZXV+Ph4SEgIhmG6urq2trYaGhowaltbW2DxQDwXL14E8/zExMSFhQWgARaLxeFwlJWVuVwunU4XCoUQgolEItnY2NBoNAKBIBAIgKgIBAKGYTo6Ovb29g4ODrBCw6aHyWSOjIyA3xMSiQRFWCwWl8sVCoUaGhoCgUBbWxteIfLDMCwqKmp4eBjDsOjo6ImJCYFAYGhoSP/009LS6uvra2pq0tbW5vP5lpaWdDodPkAej/djeEMI/D8mIEKlkZHRqlWrEhISPD09jx49GhcXp62tjUKo4ZuACf3HP/6RlpYmFAovXrzo6uoqEon++te/ovC9ePj/UHolslH45jkcjpWV1c2bN9esWYNhWHl5+f379ysqKq5evSqjoaamprS0tG+++cbOzu7w4cNVVVWxsbHv3783NDRMSEjIyso6ePBgTEyMlZXV3bt3k5KS+vv7ZVwyPj4e7VZgK9TQ0JCcnNzQ0BAZGRkbGzs9Pb18H+fq6tra2nr69GkNDQ1nZ+eBgYGNGzfyeLyTJ0/GxMS0tbWdOHGir6+vv7+/ubnZ3Nz8w4cP3t7eVlZW3d3dGzZsOHjwoLW19czMDL5mGGN2dvbly5eZTGZZWdm9e/eEQqGVlZWysvLevXuDgoI6OzsdHBzOnTt39uzZI0eOGBgYjI6O+vv7Z2Vl8fl8R0fHFy9emJubHzx40MPD4+DBg6ampp2dnUlJSffu3TM2Ns7Pz9+4cWNLS8u9e/fwbBTDsKysrPLy8nXr1kHY3uHh4fLy8hs3boAwCKQGH6qjo+Pk5CSPx1u9evWLFy8kn36qqqoQqL23t5fD4VRWVj5+/PjIkSNubm5jY2Nubm45OTk8Hk8sFh85ciQ+Pr6lpeXMmTPnzp3r7+/PzMzs6elJTEy0tLRENA0xqCcnJ62srObn5/Pz84eHh+Vcc2IYJpFIlpaWIBaxgYHBwMBAeHh4V1dXS0vL8PDw8ePHnZycOjo6RkdHaTRaYmLirl27ent7yWRyY2NjSkrK6dOn169fX1dXV1NTAxsO1AGUgD3v8+fPS0tLN2zYcObMGQaDYWxs3NfXt3bt2nPnzpmZmX311Vd+fn5v3rwJCgoyNzcfHByMiIjo6Ojo6uoaHBzcuXPn/v370U7i4sWLIBHzeLx//vOfbm5uJSUlubm5ly9f9vLyam9vHxgY2LNnT29vr2zd7e7uTkpKunv3rqWl5YMHDxoaGi5fvpyVlUUmk0+fPh0XFzczM+Pp6QmHA0QiUSqV+vv7T09P6+npqampjY6OHjt2rLu7u7y8fHZ2lkql5uTkMBiMffv2eXt79/X1oVC7ERERExMTPj4+bW1t4eHhp06dWr9+fXV19cDAAIZhjx8/rq2tNTU1nZ2dBZYaGxtbW1ublpYGO5KfdYyAcPvTExiGlZSUsFis+Pj4S5cuff/997t37yYSicDEgZgBCbDGVFZW/v3vf5+fn3d3d4cjl8OHD9NotD+7NIphWExMjEgkam9vHx0dxTAsPz///PnzDg4OIILZ2tqmpKRMTk4GBgYeOHCgrq4Ow7ArV66UlJSAPLK0tHTixAkqlXr79u34+Pjdu3e/efMmMjISHXEqKSlRqdTZ2Vk7O7uysrKvvvrKw8NjfHwcJgZNOYZhXl5e4CotKSnJxMRkYGCgqKiovLz85s2bfn5+jY2NJ0+e3LBhQ0FBwdmzZzU0NGZmZiBKc2xs7NatW2/fvm1jYzMzMwMRwPE1m5ubv379uri42MDAYGJiory8HM6tlpaWdHR09u/f39jY+NVXX1VUVIAA/vjx40OHDmVnZwNPGRsbW7169djYGIZhT548iYqKcnZ2zszMXFpa4vP59+/fj4iICAkJkZNGMQy7fft2YmKir6/v48ePMzMzr1y5IhQK4cPDU56KigqBQHj48GFXV5eWltbZs2f37dunq6vL4/GWlpbU1dUHBgZKS0uLi4vPnj2LYRiFQhkfH9+/f39qaioIsBcuXAgICGhoaDh79mxVVRWGYa6uru/evTt06JCWlhYSbUDMn5qaotPpr1694vF49+7dg4jtCF1KSkpsNtvIyOjEiRMLCwuFhYUvX750d3dvbW3dvn376dOnoeccDmd6elrGQykUypYtW7q6uiIjI588eQKi+r179+rr6zMyMgCH+MohDR/hs2fP4uPjX7x4AX1WVVWNjIysrq4eHR1NSkp6/PgxhmGjo6O+vr7p6eljY2OyCPUtLS09PT3bt29fvXo1QjiGYUgatbW1/a//+i97e3s2m52YmPj06dP4+Pi2T7+YmJhbt25hGObp6QnTZ2Njc/v27dDQ0I6OjpaWFjMzs+fPn1tZWT179ozH4wEfMTExSUxMdHR0fP36NXDqkZGRuLg4DMPU1dXv3r0r4/u2n34LCwtEIvHcuXNo/x4ZGTk2NmZsbAyHQgMDA+vXry8qKgI0XrlyJTs7m0Qizc3NwYnB0NBQYWGhWCyenp7W0NBYjrdfMEdVVVVHR6eurk5NTQ3WchaLdf/+fQcHBwKBkJOTU15evmHDhoqKitjYWDiL6+npcXd3n52dhdXIz8/PwcEBUdcv2Lcfq2rFSaOwmzY3N/fy8jIzM7O2tl5YWPDy8lq3bt2VK1fEYvHi4qJsu3rixImamppnz55FRUWdOHGisbERw7C4uLjFxUXap5+jo+OdO3eys7Nv3769Zs0aFotVWFgo2wEhIgDnPbdv35ZIJJWVlW1tbd7e3lNTU3iJDPZlkZGRcEazb98+DMOGhoY2btwYExMDJwD6+vqnT5+uqKiQcfDz589TKJQ3b964uro6ODiMjIxUVFSMjIyIRKKlpSW5s1H4GK5cuVJeXo5h2IEDB+CjNTIyevr0qYWFxeHDhzMzM8+cOQMARCLx+fPne/bsmZiYsLKykkgkr1698vLyevToEZlMvn//vqen5/Xr1/Py8paWlkQi0YkTJyorK9esWTM+Pi4njZ48eVKWD2JIRkbGzZs37e3tl5aWUHRfRC4YhtXV1Q0ODmIYlp2dDZ8ZjUYbHx83MDA4depUfHz8xo0bz507h2GYhobG1NTUrl27Xrx4YWFhkZWVNTk5SaPRDA0Nr1y5AouBpaWlRCIZHh7Gc0kMw1xcXBYWFuh0OqwBjx8/xgPARHR2dgqFQm1t7bGxsYSEhHfv3kFYji1btpw/fx4JKV9//fWePXtk3GT79u0HDhxwcnL6+9//bm9vb2hoODg4eOLECX19/R+7dlNVVaVSqYuLix4eHgKB4MOHDz4+PhYWFk+fPs3Ly5uYmAgICJiammIymTMzM2FhYd7e3m/fvuXz+bq6uj09Pbt3746Li3v06BHqzDfffFNaWirblXd2dg4NDYHIuXXr1vv372dkZOzZs2fXrl3Jycn37t1TUlK6c+cOTJ+9vf3w8HBkZKTsvBiuBwoKCtLS0kBCh7tKb29vHo9nZGQEhE0mk8fHx4GzgNgxMTGhra1Np9PHx8e1tbXPnj0bHx8PHYNFApxOAW3X1dVt2bIF5vHatWuVlZW6urpLS0tCoVB2St7T01NaWurh4XHz5k0I4Iwo5BdPwMERrMSBgYFwcpKTkwPnM+bm5oxPPyaTCaefPB7v8uXLGIaVlpYeO3ZMJkxcu3attrY2KysL4lr/4j1cXuGKY6OqqqoEAiE1NRXOImk0Wn9/f0NDQ2pqakNDg0Qi2b9/v46OTlFR0YYNG6qrq2NjY2tqakC40NfXLykpkXE6R0fHsLCwhIQEHo+3bdu26E+/wMDAmJgYdMMLRy2Ojo4pKSnp6ekGBgZeXl69vb14mRGODhsaGmRT5eDg4OLiQqfT9+7du3nzZtm1dXNzc0tLC5vNrq6uTk9PT0hIqK+vV1FRKSkpiY2NZTAYvb29iYmJLS0tvr6++/fvp9FoqHWYCQzDAgMDIWial5eXUCgEp2re3t7QK9mRUEtLS3p6OoZhWlpaXV1dPj4+LS0tNTU1zs7O3d3d+vr6q1atSkxMjImJkUUE2rx589q1a7ds2eLm5sbhcNrb23NycjZt2oQXseE4ac2aNenp6SwWKzw8vKWlxcnJad++ffixox7a2NiAl0w2mx0cHAxCX0BAQFJSUmpqqpqaWlpaWn19vbKysr6+fm9vL0iIFRUVFApl586dzc3NDAajoaEhJSUFwzCpVBoWFpaamgqHpygwnFgs7u7uFgqFvb29jo6OO3fuhNULkSyGYfHx8WvXro2Ojoaj5/Xr13d2dtrZ2WVkZGzevBkCIoHACzvf/Pz8iooKFRWVrKysPXv2iEQiJpN58ODBwsJCHR2dz0orysrKHh4ex44dy8vLU1ZWTktLk4m61tbWe/fuTUhI2Llzp6Wl5fr164uLi9va2sRisbKyck1NzY4dO2xsbAoKCoqLi0NCQrZt2wYIt7Ky6uvrKyoqio2NhT0HnKhs2rSprKwsJSWlsLAwNzc3LCystbVVJnw1NzfD9Pn7+7e1tQUEBJSUlKxdu9bc3PzWrVu9vb3bt2+HvSqDwaioqIC7gfDw8MHBwVWrVu3atSssLAwYJZ1Oz8/Ph5vS4ODglJSUpKQkUFlRV1cvKys7fPiwk5MTiHuenp6tra11dXX19fVKSkpBQUEVFRV0On3fvn22trYYhtFotPT09NTUVJFIhK4N0NT8sgmZpB8cHAxDi42NPXLkSExMjIuLC5wkoPUJEnCwHhAQIBOhUlJSxGIxHK1cvHhRKpX+sqoRXxjmimOjcioXMM3AXOADRqhBCAVRJTo6Oisri8PhQD7avMuVwuMCKpf7nOQeAR4yYc6gQigL6eV1okZRJ5dD4nuIGoXho+IoHwHDYOERUCH3j4YPkPhHfD/xadQcPlMujXoCCdQogOEnBU3Zj6FIrmb8I35GUIt4ADRwNDqEGQQPw0Er1g8k/umHugoACB5fP5piSMArVAPUg/7xFUKd+KrwRItmDV8E9RwyEbrkqoK1vKWlxdPTs7m5GYR09JmgCmE4UElKSkpaWhqTycS/RdUCJHBYhAQ8ilBv5RCFnx2o+T/xj7qEEIKG9tnm5N7iZwdV9dmCv2DmimOjCAv/MoH/kDAMy8jIqKioIBKJP6UgYBCoZDk8erv81c/KQT1cXgpN4Y/1Qa7Il6uSA17+iJr7iUP7MtgXOoNvWg5seZ2oVz+GBASwvCy+IUjjgdFbuT7g8/HwKI0A/o8JuQ6jxx/rz5ebk23Yw8PDvb29w8PDv6DphSov+PRDSwKqHLqBwFA+PiH39rOPqJ7/UALfH3z6x5rDw8jR0o8V+WXzVxwbhWsNWEYAIz/lWhCpMaL1B2gIiSQ/EWvoHh9ECbQeqqqqokUPNjXwSCAQvtDEcjqWE+KW9wo0vUBSQDWjxHJ4fA6SZIGq8K8+m8aDoa7CwAEeuXOHb+nHuoHyUeKzzf0eM5cr2eC3tIA0cIz/fx87TP1nsQQzC0LxZwHwmYhooUvwEaHvAg+pSP9SGPix/Yocf//1HlVVVdXU1MRisZeXl1gs9vT0/DEN8y/3CUgcjqi+DIl/i9gi8DuBQODj4yMSiUgkEpfL9fb21tXVVVVVVVFRIRKJoO73BQyCcY7408/d3d3Jycnd3Z1Op7u5ucnpmeP7wGAwfHx8NDQ0SCQSXFWBkike5sfSNBrNw8NDIpG4uLi4urpaW1szmUwnJyc5mQLUelxdXV1cXOCrU1JSotPpvr6+YKEE3x5gg0AgiMViDocDPGV500QiUSKRMJlM9N0uh/l95ZiamkokEjCjQFwJLerokA4Yn0Ag0NHR+QIZ/MSxKykpEYlEExOT5fAy7S4ul7t8EjEMs7Kysre3X14EVDvs7e3t7OzodPpP2aV9thJF5k/BwA9E8kux5F+kHmAZ0dHRb9684fP5ZWVl165dA/V4GA+sq5BGx09A4kDKCCAwMBDPgtH3oKKighgTkCb8Q0FfX18tLS3IEQqFHz9+BMMhHo9XVFSkpqYGr9TU1Hbv3g0H4ZADcgpCurKyMpFIJJFIVVVVoPCUkJCQnp4eHR09Pz/PZDKBU+N7AvUIBILJycmuri4Mw0AtCV8nwCCpFi9rYBgWGRkZFhZWU1Nz9epVkUiUnZ2NFHQAEv1jGJaTk/M///M/Li4ukNnd3T0xMWFkZISaUFFRgTulkydPbt++Xa4t6AMAnzt3rr6+HoToX4QMfqtKMAwDvQI7O7usrKx169bhkQ/6rXj9XyUlpba2Njs7O0AOokAoJScD4rcLSJJFI5Uponl4eFy+fBkve0I9fn5+oOeApg8taYWFhaAshcgbKsQwLDc3t6Ojw9jYuLe3F7gzvAJI6Bta+dChM7SOHmGW/++yNhrmHzLxw7yvqIEB3QgEglevXsEx0KVLl3p6ekC10MvLi0KhuLu7h4WFxcXFmZiYgCmIv78/i8WSmegFBweDJJuQkDA2NmZjY+Pi4uLp6RkWFmZpaent7S0SiYDBicVib29vPT290NBQZ2fn8PBwEokUGho6Pj7u4uICghgoloLOB4VC8fDwIJFITk5OdnZ2xsbG4eHhZmZmAQEBYrE4NDQUmbgEBQXFxcXx+XxQQqRSqcrKyuPj4xCjnMViTU9Pr1q1ysfHh0AgEIlEsVjs4+NDoVBg7DQaLTQ0dHJyMiUlhcfjmZubq6mpOTs7+/j4kMlkMAEQCAQUCoXD4fj6+oKRCZA72DIhRU4CgRAbG3v37l1TU9P4+FsnOCIAACAASURBVHiRSOTv7w8wGIbZ2tqeOXPm8OHDcHff3Nx848YNUMTz9/fncDjr1q17+PChiYlJT09PV1dXcHAwfI2mpqZgqoRhmKWlpbOz8/nz50ExW45xrCjS+pedAf4iFAr/+c9/lpWV6ejo2NnZqampOTg4+Pv7k8nkwMDAFy9euLq62tnZ+fj4BAQEWFpahoSEcLnc6OhoBwcHGo3m5+dHJBIFAoGnpyfoG4WEhLi5uUmlUhnPVVNTg72Curo66C3BpMN/cnLy27dvXV1dwQQuNDRUKpVKJBJHR0epVMrhcIKCgmCXBnZN7u7uVVVV169fBzsriUTi6+uLNjp9fX1LS0tcLlcgEOjp6WlpaXl6etrZ2amqqnp5eUml0qCgICqVSqPRfH19wWApMTERrKqcnJzU1dXt7e19fHyoVKqcO4h/ick/G8CKY6Mg3QiFwunpafjgu7q6Hj16tG7dut27d+fm5lZUVLS3t1+7dq2uru706dNcLnf//v3Z2dk3b94EbnX06NGWlpaYmJipqSkNDY3W1tahoaGqqqqbN2+mpKQ8f/6cTCZnZmZ2dHRkZma2tLSMjo6Wl5dfuXIlNzfX2dl5cXHR3Nwc2IG2tvarV69A1qBSqWKxuLCw8ODBg9HR0QwGA5STv/nmm5aWluPHjzc2Nqqrq9+4cSM4OHhubg703WAZV1VVHR8fBxNsIyOjxcXFxMTE58+fy5Qlk5OT9+7du2bNmpaWFviWGAyGlZWVj4/P/Px8dHS0rq5u7qff+fPnU1NT8/Pzjxw5EhkZ6eLi0tPTs27duhs3bgDS4JAOw7Di4mJQAMQwDNgohUKR2cYcPXo0ODgYXDzIbCuFQmFQUNDr169ZLJZEIlm7du23334rG+bVq1f9/PxOnDixefPm4eFhZWXlnp6eAwcO7Nix48iRIzLmcuHCBYFAcOrUKalUeubMGVdX13v37oFbg987GwWlyNLS0v/93/8dHBykUCjJycllZWVHjx5dv369nZ3dmzdvTExM8vLyXr16tWvXLnd3dzCCGBoa2r17t5GRUURERGhoaHd3t6ur69GjR6VS6bt37+Li4l6+fMlgMKqrqwsKCrKysrZu3QorH2AMWeV2dHR0d3eDHe13333X3t4O9lTnz5/38vICypmcnNTV1d22bVtWVtaWLVuuXbuGYVhVVVVmZuaNGzdAAx+0lG7duvXf//3fiYmJGIb19/cHBwdv3bo1Li6uq6vr9u3b7e3tNjY2+/bti4mJGRsbE4lEHz58CA4OdnZ2tre3T01N3bBhw8mTJ0Ft+c/GGX/WeFcoGxUIBNPT0+AU59ixY6dOnfr66687OzsjIyPj4+N37tzZ1tZmYmLy9u1bOp0eHR3d0NAwMjKCYdjDhw9Xr16NYZiPj8+LFy8wDGtoaOju7g4ICLh3757MgGRubo5CoQwODvb19YWGhmZkZNy/f9/Pz6+vr2/Tpk1gA6OpqQnEraenNz8/LxKJwN2Rh4eHvb39/Pz84OCgqanp5OSkSCQ6f/58YmLi5s2bu7q6yGTy3bt3PTw87ty5A9IocEYVFRU8G52bm2MymY8fP/b39z969Gh/f39oaChoC4PxMijrbd++fXp62tjYWKaULlO9vnv3bnFxMZ/Pn5+f/+qrr3R1dWXa1E1NTcPDwwYGBtXV1XV1dWBwLQM7c+YMNB0TE3P//n3YMP71r39F2poYhtnb24MKfW9vr8wKMykp6dq1a0Kh8N27d/7+/oWFhRUVFTdv3oQvsLa2NjU19cKFC87Ozq9evZJtDq5du7Zjxw4ZN6FQKEePHq2trUXb/J9FgisHGCbd0tKSRqOJRKLJycl9+/bp6OikpaXJFLybmppg7SSRSJmZmcC8lJSUnjx5EhAQYG1tDYZkZDJ5z549XV1durq68/PzoaGhz58/NzMzm56eFgqFd+7cWb16dUBAwLNnz2DxgztVDMPCwsL8/f2Lioo+fvxoYmJCoVBmZ2cFAgGGYQUFBYODg05OTmNjYzQabXZ2lslkPn/+3NvbOykpCfYQVlZWa9asefjwIehQYxgmFovJZHJFRcU//vEPb2/v6elpDodTW1t74MCBtrY2sMQHJc3i4uLFxUVNTc3c3Nzz58/7+vrKJt3U1DQjI+PKlSuwwP+uF8j/NI2tUDbq6ur69u1bXV1dDw+PmZkZJyenqqqqBw8eMJlM2fakvb29s7OTz+dfv35dLBZPTU2VlpbC9ww2dhiGubu7z83NmZiYbN269cCBA2FhYSMjI9bW1m/fvtXS0qqpqRkeHgZHYS9evAgODj569GhjYyODwVhcXLS1tQWphEgk3rhxIyEhQUlJyfrTz/7TDz6GmZkZsVh848aNjIyMbdu2HThwAA6kEhMTHRwcEE8BK8mFhYWYmBigzg8fPnC53OfPn4eEhGzYsGF0dBRcVADjs7W1Be1xDQ2NoaEhGo22Y8eO/fv3X716tbGxkc/ni0SiW7duVVVVPX/+vKys7NWrVzo6OlpaWrq6unCTUF9fj7w6JSUljY2NqaioSCSSJ0+eHDx4EB2i+fv7y+xzwsLCxsfHVVRUwBjGxMRkcXExIyPD0NBQZgQBBjAg4GdnZ1+/ft3MzOz+/ft6enqXLl2Kiop68uRJSEjI0NBQa2srGvJ/mmr/Q/UDZqRS6aFDhzAMg5WprKxscHBwYGCgs7OTwWAsLCzweLz8/Pw7d+7AWfDLly/BC8b169cbGhpAwX7fvn1sNvubb75xd3efn58H6yyhUNje3r5mzZqYmJj+/v6YmJjMzEw4JLWwsAgJCdHS0tLU1Hz06FFDQ4Ompub79+9hJ7R+/fpLly5JpdLp6WkGg/Hu3TsLC4ujR4/W1dVVV1eD7anMLKWzs/PWrVuVlZVASCB2UCiUe/fuWVtbnz9/Xnaj2NzcnJeX1/npBycDU1NTBQUF79+/ZzAY+vr6CwsLwEabmpoGBgYGBwf37t0LZ7L/IbT/AapdcWwUbupjYmJqamr8/f1zcnLAyEdHR6eysnLdunVKSkq7d+8eGBiIjo62s7PT0dGpqKjw8/PLzc1lMBhlZWXAg8hk8rp16+DQSuYszs3Nbf369QKBoLa21tjYmEqlVlVVFRQUGBsbl5WVSaVSuPxRUVHJzMwUi8Xo6J3JZGZlZfn7+4OECOeYoaGh5ubm1dXVDg4OeXl5fn5+sbGxaWlpRkZGd+7cOfXpB8bIIHFIJJLNmzfLTGLU1dXNzc1ramoEAkFZWZlEItHQ0Ni4cWNRURGI3kpKShERESkpKaBjILOf0dXVdXd3Ly4uljnjWbVqlZOTk4+PT1BQEI1GKy8vDwgIKCwsBOc98PFoa2vn5eVVV1eDJYKnp2dpaSmHw0lPT4+IiGhpaWEwGGBgvmbNmsDAQCqV6urqSqFQcnJyNm/ebGVlBWreYrGYQqEUFBQwGIz09PSYmBhoi0gkOjk5rV692tPTU0lJycvLq6ioKCMjw8vLC91O/E4/DBC4aDRafHx8eHh4RESEpqamo6NjWVlZREREcnIyiURKSUlxcnLy8/OD+0YqlVpZWQmnmeHh4dbW1qAFERQUFB0dzeFwrK2tN23aZGVltWnTJpjNqE8/PT296OjogYEBUOcICgqKiYkhk8m6urpFRUWVlZWoCIZhoaGhMmNoJyenjRs32tjY1NbWgpes8vLy2NhYWOYDAwNzcnJiYmIiIiJgNXV3d4+LiwNPC3D8DW/JZDIYNYGtZElJSXh4eGFhIZvNhjUAjumlUmlRUVF4eHhSUhLcrP5Op/VX6PZKZKNg1YcUGGHXg260ZXcg+/fvh0snpGWJ9kdAGXBBhD97Arb4w2gxDN1ywmEiNARCAbQCd1DwUcE6DCaqSIMVakYX0wjS2Ni4traWz+fLlvfMzExUFtqFGyfgj8t7ApUAJ8Iv/kQiERWHt/ixoFNRPK0APwWtLABGEiheYIT+I7kbYFAHACEIXXB1C5ckALP8rhlp1+I78/tKq376oT4DcgCfgAo8USEyMzY27urqioqKQlcxCEVAUUA5oCqHqMXS0hLMSVEpwqcfmj5QWkJvgQygQtQ01Ib6CT3H1wO0hOCB5mGuARgA4Nino6NDLBaD6hXqp5KSEuoDwowigcfAD1ODf145aUSIy7sUGRkZEREBHy2wCTkYoADIxKcRL8An8GWhUXwOSuPrwafxrSgrK0ulUk9PT7h5R2XxCXxZfBrByGWiLsmNFOXLwf/Y0CAflcJ3GzUtV1YOGA+GasPX82V4ueIr8xGQuRyl+GGiniNmpKenV1paCqLoZyHxRVDleN6EMtEUAHdDKMV3DKXxCXwNcn1Ar6A2VCe+V0pKSgKBoKSkBAI9oFeKxE/BwAplo2iFhATIXLBKI5FHTU0NiWlIXoAxo1JIWAMA9LgcDOXIVYWQiGqQqwQPgF4tl9Tk6kePcglUA77a5V1CnUEJBA81LM9HKP0CJB5vqJ7Pdgn/djkAvonfVxqPJYR2lECjRjn4hNyk419BGhVHCTmYH8vHg8nBoEeUkAOGfJgF/Cs015AJ7BttsOQgEczvazZ/td6uUDb6hfGjtRQlvgD867+CEwP4opAU8Ot3Q9Hiv40B8IGdkJBQWloaExOD5G44QVJWVtbQ0IBDHjC4oFAodXV14BwLdgwYhrm5uZ08eRL82ikrK1tYWBw8eDAtLQ129wBGpVI7OjrABglMQoB44B+dAAAtwSO0CP+fzVdSUpIpF+/cuVMsFgPvk0qlBw8eTEpKSk5O3rBhA5VKNTAw2LRpEwpQhmGYtbV1T08PeL2CAwHUE9QiGv6/jdg/cMHl8txn16GVlQnzsbL6pOjNHwIDBAKBSqXOzc25u7tramrOzs5CNBHE1GTeDltaWlBMPbisi42NRdYTgAYKhXLlypW7d+/C5Ux0dPT3338PBmNw1g+nzC9evIiIiEAH0OADF16huwHg44idAQtG6zQkQOUencAifRXQEpmbmwPTj6+//rqpqUlNTW3VqlUaGhromMjGxubdu3fgyBGOWYGtw/UXOg5Grgj/EFP9Sw7ih+OdP/AqoRiaAgM/FwMkEmlycjIkJERmFPTgwQN3d/ejR4/yeLyenh4PD4/y8vKZmRkul1tZWbl9+/a+vj4XF5cDBw5AoCdoC7SMw8PDX758KZFINDU1Q0NDX758aWNjk5eXV1paGhgYuHfvXmVlZZmD56amJnDrqaWllZ+fn5eXl5WVxeVyT548mZ+fv2fPnvDw8EOHDnG5XAMDA8js7u4ODQ3dt28faIbm5+evXbu2uLhYWVm5uLg4Pj7+1atXoIMFagPPnj1btWqVgYHB1atX09LSrKys9u3bJ5FIMjIyjh07JlNetrS0nJ2dZbFYGzdu5HK5VlZWOTk51dXV7u7u4eHhvb29FRUVVVVV6Ir156L0Dw//u5RGf8l1RFGXAgP/fwwQCITx8fG8vDx/f38ajaapqbm4uGhjY3Pnzp2YmJjAwEBwbt/d3X369GmpVMpiscDmEl+NlpaWWCxub28/efKko6OjlZXV1NQUaL8fPHgwMDBwbGxM5iB5ZGQEwjfU1NRoamqWlpYWFBSMjY2xWKy3b98KhcLJycng4OBz586VlpYSCISFhQV3d/dvv/12zZo1e/fu7ejoUFNT27BhQ2Zm5suXL319fe/fv6+pqfn06dPo6Gjoj6qq6tOnT+vq6mZnZ8Fgl8/nLywsWFhY+Pn5TUxM6OrqMhiM2dnZoKAgUBZ0dXVNT08/ePDgnj17oqKiRkdHnZ2d5+bm4OACP0xFGjCgkEb/8CulYoA/AwMgvk1OTrq5ucEXoqOjs7CwYGNjc/PmTXC8D/ZyXV1dEKrE0NBwfn6ey+Wqq6sjQ1ttbW2JRMJms9+/fx8XF6ehoTE3N8dms+vr6/ft2xcQEDAyMqKsrDw2Nubj43P48OFNmzaRSKTdu3dXVFQ8evSIxWLNzc1B/A+pVHr69OmSkhIikfjq1SuBQHD9+vWYmJht27bt3r1bVVV19+7dpaWlo6Ojq1atmpiYUFFRefjwIYomoqqqCn4A1q9f/+jRI21tbR6PNzc3p6WlNTg4WFZWRiKR2Gz2zMzMt99+C/5lHBwcduzYceDAgfb29sjIyNu3b4PtnJxPlp+B1j866O/viumPPiOK8f2WGFBWVobAWbKI58BG1dTULl68WF9f/+zZs+TkZBsbm0ePHllZWfV8+oFa+9zcnFAo3L9/P4RWBEPM8vJydXX1w4cPi0QiJycnsKyPi4u7evXqrl27Hj58SKVSR0ZGIiMjT5w4UV9fz+PxpqenIXCev7//1NSUSCR6+vRpQEDA2bNnKyoqdHR0pqenPTw8vvnmm4yMjI5PPxMTk5mZmY0bN46Pj9vb21+6dGnDhg3Dw8NgR49hmEAgWFxchCDPZ86c6ejocHd3n5iYWL169fPnz5OSktatW2dtbT01NRUcHLywsBAQEJCZmXnnzp3Ozs6jR49mZ2ffunXLxcVldnYWHK39ltOzUttWsNGVOjOKfv3qGIDrGjMzM+6nHxhKyOJd6+rqslgsCwsLExMTFRUVCwsLTU1Nc3Nz8OOpqanJ4XAoFIqPjw8wXyUlJXNzc2tra3AaSyAQLCwsZBG52Wy2mpoak8k0MzNjs9mamppMJtPQ0FB2jw+x6el0up6eHo1G09fXZ7PZenp6LBbLwMCATqebmppSKBQ2m21gYAAxn80//YhEoqWlpb6+PngC09PTY7PZEPITVJ1oNBqPx+NwOEQiUVNT08bGxtzcnMVi0el0NpstixZlbGyspaXF4XB0dXU5HI6FhYW6ujqbzdbW1jb99GMwGHp6elwuV1NT81efk99Hgwo2+vuYJ0UvfzUMoPM+1CLKWZ7Aa2taWlrCfT3KRAlUEJ+DTyOALyQ+Cw+Z+H+oYXnnP1sc6cniE1/uA6pZkUAYULBRhApFQoGBHzAgx0TkkLKcSQEAUvxENcgVVDz+gTGgYKN/4MlVDO1nYwC28BwOh8Fg2NjY6OjoIGsfqMvIyIhGo0GaSCTS6XTwigsqlnAsoP7/sfedUVEty8J7BiYwDGkGhuwMMMyQBoacc04iSs4CgmSQIIpEQclBQUCSEQPmnDErCCaCgMIxnJvvu2+9td6f9++bY63Va38Dcjzn6Lnce5kfs3r3rq6uru6uXd1dXSUlxWKx4Br7L6ZgtcC/IAdWxei/YKetkvx9OAAuaRQVFa9du1ZfX+/h4XHy5EkrKyu8fhoVFXX79m2UMzQ0BF6N4X69np6eoqKiQCBob2/HO9NBKipaO3+fFqxi/edwYFWM/nP4vlrriuWAyG98b29vRUUFhmEHDx4EP6o6Ojp8Ph/DsHXr1j169EheXt7MzExSUvLIkSNVVVV6enoUCoXL5d64ccPPz09DQwNcN8nKyhobGysrK0tKSurr63M4HD09vVUtdcV2/a8m7Ccxuvpb5cAqB/Ac6Ovr6+joCA0NHRkZ4XK5BQUFCQkJly5dsrW19fHxuXv3LofDycvLAznb1dXV399fXl7O4XDev39va2sbGBj49OlTJSWlnp6e6Ojoa9euSUpKiiKvnDp16tChQ4qKiuBsAV/javpfmgOr5ve/+gu0WvDfkAOwEu/t7a2trZWTk7t+/XpTU5PIXj0iImJsbGz9+vUif8yvXr2qra0FJ8eDg4M5OTmZmZknTpyg0+kQ89Xd3X1sbAwiJGZnZ8/MzEhLS584cQKie65Mlzr/hn35OzZpVRv9l/4KrhL/jTkA8+HEiRPV1dUYhg0NDV2+fLmjo2Pnzp2PHj2Kjo4ODAwcGxs7dOjQ/v37ASA/Pz8vL29oaEhGRubdu3cWFhbe3t4vX75UU1N78uRJamrqwsICg8G4cOECRP37xhSvolsBHFjVRn/Hb9ZqVf8KHNDW1m5tbc3Ly4uIiGhoaNDQ0EhISNi2bVt+fj7cqW9oaLCxsTl69Ki1tfXWrVujo6OjoqJ27NhBIBAyMzNFtycdHR3b2trU1dWbmpqioqLq6+v19fXLyspiY2PFzv3/FfixSuPPc2D1iOnnebQK8Z/DAbGT9MWKzpfO3JeHRG//czj5H9XSVTH6H9Xdq41d5cAqB749B1bF6Lfn6SrGVQ6scuA/igOrYvQ/qrtXG7vKgVUOfHsOrIrRb8/TVYyrHFjlwH8UB1bF6H9Ud682dpUDqxz49hxYFaPfnqerGFc5sMqB/ygOrDgxikxD8ImV0CV4eiAtRtWSmWIweHMZMYSLIX/PHDFivtQWMTA8hV8qgmDEyuIfEcz3TvwKIsVIWgYDvkU/mwa0y4CJ1bv4cXHZxTBiOYuLiNmxIgCxgr/nI6JhcWJJMhaDQc6SwN8pc8WJUQKBAEHACQSClJTUT/RhKyJ2KUTuplKpS17mAw9pKGLtMr0F8XUhjK2UlBRcrwbky5T63q/AXwY4zYRgwhBNV6xeaCZwQCxO5M/GMQcAQEulUuHaJSAUq+X7Pf5sB4GTJyBVSkqKRCItJmZJJIgz+EjIEJoYhjGBQABsAABoUexixAdJScklB9iSZABCMpkMjvoXw4jlSEpKkslkqJRMJqOJhsB+thMR5PdLQPNpNBqaGsBwsfEGBAAwlUqFMNQEAoFMJkMmFP9+dOIxg5j6kkD/J+STSCQKhZKYmHjixIm1a9fu3r3b09Pzn0DHoirl5eW3bdvm5eWVlZXF5XLz8/NtbW3xUEpKSjCa8ZliaQg+LicnV1lZ2d3dHRgY2NTUZGJiAoNADPj3fGSz2QcOHGhtbVVQUFBTU+vu7l67du1iAmC4ZGZm+vn5ib2Vl5eXlpZeRt2G70dMTMyZM2cCAwNramqCgoLg+yGG6vs9crnc2traLxEJko7D4fT39+/YscPR0bGxsdHU1BRPT01NjaGhIT4H0jCBOzs7g4KCMAyDkWBubl5QUODl5RUXF1dUVCQnJ9fd3e3t7Y2Kl5eXCwQCaWnptLS03t7e6OjonJycnp4eZWVlBLNkAgaSm5vbhQsXIiMjCwsLk5OTf3Yyk0ik4uLi3t5eGo3G5XJramp0dXXx+KWlpeXl5b/EHzzk90urqamlpqYGBQXl5uaqq6vHxcX19/fn5uaCK0KxegkEQkxMTFRU1KZNm6SkpExNTTMyMjZv3qyoqCgG+V0fV9xlUGCWmZnZ27dvpaSkLC0t3717JysrSyKRqFQqTEX4nsM3R1paGj6hFApFQkIClB34ttPpdPgiUalUKSkpmCSAAX3ZSCQSjUaDLxikCQQCQoX0DgzDkpOTX79+TSKR1q9fb2VlZWFhoaamhmEYjUYjEAhsNnvfvn3QeVQqFTBIfv6B4omUO9DC0tLSbt68iWFYVlYW+K+UlpYGlZBMJoNwAU/A8FmGVxQKBQQukUiUlpYGVCQSCeQXFIR/oFxCQgL4g2cIoCKRSKD4wEcVw7DBwUHwDmdvb+/s7AwdISUlhSin0+mUzz9LS0ttbW0MwygUipSUFIZh8vLyzc3N+vr6GIZBgExQ6yQkJCgUClIrMAwTCATz8/MyMjJGRkY//PCDiooKhmHQFmAXKgJKFplMptFooL0iflIoFElJSdDygAZYxEBfLO4+gJGUlFRSUnJ1dV1GTwGWHjlypLKykkAguLm5mZiYYBhGp9NBVXd2dlZUVASeAyeBfpCbN27cSE9PhxlrZGQEITkxDGMymXv37qXT6ffv309ISIAFloSEhKOjo7y8fFxc3K1bt+zs7K5cuVJfX+/s7Eyj0aDjQGeE8YBnCOihdDr97du3FhYWVCp1bm7OxsYGwzDgErRRUlISqXUgHL29vR8+fNjS0oJhmLe3NzQBgixRKJTt27d7eXlhGAYjB4Q1Xu363mkR/dXV1TA1mpubc3Jy5OXlo6Ojz58/j+YsogHDMAMDg/HxcQkJidbW1uLi4vPnz/v7+/f391dVVf2eq9ifPmCIrJWQgCFobGw8PT2tp6eXnZ3d39/v6OhYVFSUl5cnFAqbm5shZqG2tnZRUdGmTZsqKyupVGp/f39ZWdnAwICvry+GYSEhIUVFRRDMNjMzs6amxsnJycDA4MqVK5mZmf39/XJycmpqapWVlWVlZSdPnrS1tc3NzS0uLg4NDXVzcztz5kxBQcG+fftoNBqQZG1t/de//vXmzZt6enpSUlK9vb1+fn5JSUmhoaHr16/Pysp69+4dj8dzcHAAUt3d3c+dO5eenn7w4MHQ0NDBwUEPDw/0SYTgi5qamtD9wcHBmzdvLioq0tPTO3XqVENDQ0tLi46Ozvbt21NTUwMCAgYGBrZu3XrgwAEXFxcMw9zc3DZv3nzs2DEnJ6eCgoItW7YkJiZaWFhcvHhxy5Ytvb29cnJy6urqW7duzcrKysjIkJOT27ZtW0pKyrZt2zgczqVLl3Jyco4ePcrhcGC0YRg2MDDQ1tYWFBSkpKQEdPr5+eXl5W3dulVHRyc1NTUnJ+fy5cugQUdERJiamubm5lZXV7u5uXl7e//pT39ydnb29/dPTU1tbm7W09MrKiras2dPfX19bm4uqkVPT292dtbIyKiwsPDYsWMUCiUnJwfiXCorKx85cqSwsBBiu8fExNy9e1dFRWXjxo0bNmw4f/48n88fGhqytbUtKys7ePDgunXrrl69am1tHRMTo6enl5+fX1xcvGHDBnd399OnTxcWFnZ0dFAoFENDw8rKyrq6un379nl5eR0/fhzCIC852qHhfX19u3fvTkhIMDY2lpCQyM/Pj4uLa2xsZLFYJ06csLKyCg8PLygoGBoaolKpKSkp8fHxe/fuVVBQuHTpUkpKCiBpa2t7+vQpaKawQ0UgEK5du7Zr166BgQEXFxcajQaR7rdu3ToyMsJgMC5evNje3q6goFBcXJyWlpafn8/lcq9cudLS0pKXl5eWlnbt2jUGg5GZmQnOT6WkpF6+fOnr6+vv73/58mVbW9vz58/r6+sPDg66uLhoa2sXFhYWkmd7UgAAIABJREFUFRXFxcUh/js7O+vr68/MzISFhdnb20OY+8jIyIyMDIFA8PHjx8TERCUlpZKSkuTk5Pj4eDRil2TXN8+EoKoLCwsXLlzYv3+/vLy8srLys2fPWltb8ToNag6EXJWVlc3JyRkZGfnDH/7g6ura2dkJgvibk/clhCtOjIISZGxsPDc35+LiYmZmRiQSL1y4UFhYmJ2dvXXr1kOHDrW2tvL5fEVFxeTk5JSUlJmZGTKZfPXq1ZSUlKqqqn379rm6ut68eZNOpzs4ONjb24eFhZ06dWr37t0cDueHH37Q0dF58+aNiYlJbm7u4cOHXV1dnzx5wuVy4+LiRPP/+PHjDg4Or1+/5vP58/PzEFQW9BGhUDg8PPz27Vt9ff1r164lJSVd+PwzNjZ2d3cfGRnBMOz69evZ2dn5+fm1tbUTExNmZmZ3796NjIzcs2dPU1MT6v6kpKT79+9bWlry+Xx5efmJiQk/P7/u7u4NGzaMj4/HxcVpamo2Njbu379//fr1+/fvv3HjRkRERFtbW2Njo7Ky8vPnz1VVVR0cHAwNDePi4srLy69fvw5M09HReffunbGxMZPJTEpKKi4ufvTokbS0dGJiYkpKysTEBJvNnp+fNzQ0HB0dXbduHSKpt7dXtNweHx+HBbuEhMTjx49F3jQqKioqKysnJiZ0dHTGx8ft7e2PHj1aWFhoYGAQHh5+7NixlpYWNTW12dlZRUVFZ2fnoKCgBw8ebNy4saysrLe3d926dRCTHbQhAwODmZkZcN5x+vRpJSWlmJiYkJCQDx8+8Hi8x48fBwcH9/T0VFVV0en058+fe3l52djYaGpqvn37VldXd3x83MvLy8jIaGpqKjw8fGFhoaCgQOvzLy4urrW1dXBw0MnJ6dWrV9B9ioqKnZ2dFRUViYmJIndNlpaW09PToEEvOSVg+PX19bW1tTU3N1taWmIYFh8fv2HDhg8fPmhra4+Pj/v4+NBotKGhIXB8FxUVFRAQMD8/b21tffbs2U2bNoHo2b9//71790BnDwkJyc/PNzU1vXXrVmRkZEtLS1tbG4Zh4+PjHh4e4eHh169fB++l27Zto9FoSUlJWVlZ4+PjWlpaHz9+dHd319TU1NDQeP36tZOTk4ODA6zfaTTa69ev4+LiLC0tZWVlFRUV3717ByGgRcNGTU0tISGhoaHh4sWLqJfd3NwkJCTCwsLevn0bGRnp5OT09OlTEon06NEjHx+f0dFRMzMzpB1fuHABeLWM/r4kG391JoZhFhYW1dXVoiDSP/zwg6qqKoZh69ev/8c//gF7KQQCwdzc3M3NjcVigeqdl5eXmJh44MCBo0eP/u1vfxO9EkkA4PyvJuOXFly5YnRmZkZWVhZG5NWrV+vq6lRVVVVUVE6cOFFUVAQLyc7OzvT09ImJCTKZfOXKldjY2PLy8ra2NlGs7Q8fPsAuj5+fX0NDw4EDB6qrq9ls9tzcnKam5uTkpJWVlaamZkNDQ25u7tq1aw0NDbu6unbt2nXkyBEHBwcYwXgxGhERYWFhgWHYo0eP0tPTL168mJCQoKOjc/z48UuXLgUFBT179oxCody+fbuqqkpZWdnExGR6etrAwODWrVtBQUEtLS2NjY1o1ywpKenGjRvQOiaT+f79+4iICE1NTTU1tdevXzs6OmIY1tnZee7cOVVVVTabfffu3bVr1zY3N9fX16urq//tb3+ztrbGMExfX7+rq6ukpOTSpUtQo4aGxuzsrL6+vpqaWl9fX1FR0fDwsLy8fHd3d0ZGxrNnzzgcztu3b7W1tZ8+fRoQEIAm2KFDh7Zu3SqKEvznP//Z3Nwcw7Bnz57l5eWpq6urqqoWFhZu3ry5tLSUQqGcPHkyLy/P2tq6qampr6+vqalJQ0NjYWFBWVk5JiamtLT06tWrCQkJpaWle/bs8ff3f/ToEWy8wCpsdnZWRkaGzWb/3//9n5+f386dO1NTU2dmZng83v379319fTs7O3fu3IlhWEZGxosXL3g8nrq6+vz8PJfLffbsGewtXr58ubq6uqCg4Pr160Qi0cTEpLOzs7a29tChQ46OjmNjY1paWu/evVNVVTU3N6+trS0uLraysrKxsZmamlpGG4VF/cDAQGlpqbKysqamJolEam5u3rRp0/T0tLa29rNnz1xcXMzNzZ8+faqjo0On00tLSzMyMiYnJy0tLWH9Ad3q5eX15s0b0PeDgoI+fvwoJyc3PDy8fv36ps8/DMPGxsbc3d1jYmJgY+fIkSNlZWV0Or2npyc7O/vJkyc6OjowYgFnWVnZw4cPAaekpKS0tPTU1BQKc8Jisd6+faunp3f//v21a9dyudzu7u7q6uozZ86gXnZ1dZWWlsYwrL29vb+/38XF5enTpwQC4fHjx6Ghoa9evbK0tExLSxsbG1uzZo2urq6ysjKElf59JCmGYU1NTeHh4WQyeXJycufOnaqqqgoKCo8ePYJ9JCKR6OPjExsby2azUaOMjY1v375tYGAwNjbm6enZ09PT3d0Nb3+pQPx18CtRjJJIpPj4+Ddv3oA0EX20AwMDHz16lJKSwmKxDh8+vH37dtEilM1mwzy/f/++vr7+qVOnkpOTKyoq9u3bR6VSjx8/vnfvXktLy6ysrHPnzokOT9ra2szMzEZHRwUCwZMnT6ytrX18fFpbW2NjY/l8vp+f371798rKygYHBzds2DA8PCwUCsfHx3k8Hozg0NDQPXv22NnZ7dq1a82aNRcuXMjIyIiNjXVycqqqqtLX179x44apqem6desePnwYHx9vYmIyOjpqY2Nz6dKl8PDw5uZm0EZhW7O+vh5GBqg/27dvv3TpUnBwsIaGxqNHj+BUTSgUPnr0qKCggM/nX716NSIiorGxsb6+XiSLa2pqjh8/7uPj4+Hh8fDhw61bt168eDEgIODRo0cCgWB0dNTY2FgoFI6OjhYWFl65csXa2vrJkye5ubnDw8MeHh4jIyNmZma3bt0KDg6G1rFYrMuXL/f19dFoNJGGfu/ePRsbm40bN4IqLQqM3tXVtWnTJn9/fzKZfPTo0dzc3JiYmEuXLjU1Ne3fv19RUfHs2bMBAQE1NTW9vb0HDhwoLi6urq5uaWkJCwu7ffs27FqSSKSoqKjnz5+7urrW1dUdOnSIxWLduHGjuLh4eHjY39//2rVrwcHBHR0d4O5TS0urv78fAqyfOHGirKxsbGwMznBEantgYKChoSF4oQ8KCrp37155efnRo0dDQ0Pv3Lljamo6Pj7OZrOTk5N37doVExOzZs0aWHnA53nJCUMkEkWS9+LFiwMDAzIyMkQiUV5e/u7du4WFhffu3fPz87tz546Pj8+ePXsaGxu3b9+uo6MzNDS0c+fOa9euhYWFDQ0NZWdno49lZGRkdXW1iYlJSEjI3r17qVTq1atXIyMj6+vrGxoaKBTK/fv3/fz84uLiLl26hGFYf39/SUmJlpbW6OhoXl7e7du3PT09x8fH0UGQQCDo6elBUUjt7OympqbQNoKUlNTg4GB5efnIyMi6detcXV0fPHhQWlp69uxZiPwsLy9fVVUFu71qamoZGRkia4SamprAwMDq6moZGZmurq68vDw1NbUbN25UV1cbGhrm5uaeO3cOnYMvybRvmIlhmLm5eUlJib29fUVFxd69e+/evZubm+vm5obEIoxYWNzQaLTw8PCysjIzMzPYysvJydm1a5dAIEDw35C8L6FacWIUdrVZLJaioiKTyUR0M5lMJSUlAoHAYDDQNJCTk6PRaDIyMiQSiclkysrKysnJKSgowIGDqqoq7NAzGAwKhUKj0aSkpJhMJp1OZzKZJBIpMDDw0KFDVVVVFy9e1NbWVlBQoFAo0tLSdDqdwWAAGJVKhf6AMw01NTWwUoLqqFQqi8UCGDk5ObAmAcqBJEAlIyMjLy8vJycHfU8mk1kslpKSElK3JSQkVFRU5OTkJCUlFRUVQV8AjRsi+UB18p9/QI+KigrMDQUFBSqVKiMjIy0tjVoHR2roFYgDKSkpGRkZxARoIwxKOp3OYrGUlZWlpKRkZWWVlZVZLBaRSGSxWAwGQ15evqenp6am5siRI5mZmXQ6HQ79gLF0Op1AINDpdDiPgkppNJqcnJzo6ElWVpbBYMDGFpFIVFJSYjKZKioqampqoPrJyMjQP/+oVCqTyQReycvLc7lcY2NjWFbDUZ6CgoKcnBy0Gs5bJCUlgfkSEhJAjFj3SUhIpKSk7N+/f/fu3UNDQ9CcZcyDYPdGSUkJuhX6C1EIrJORkWEwGIqKiioqKhISEjQaTVZWFs7B8IMTykpLS6upqTGZTDi3AQAYDJKSkkwmU1paGhBKSkpCAwkEgry8POosJSUlaWlpCQkJHR0dExMToVAIFktwcgWkAnvhfA+GCnwD8B2EYRiVSlVTU4NQpnDiimEYmUxWU1ODoQsDCZgAHaSpqbllyxb8aSSakt8pAbWrq6vDwa+ysjIiWKxGIF5FRQV0EWA4sPT3lKEgslbWERNwCuY2nhf4TxDKR2BiCWCoWCZ6RG9tbGzCw8OtrKzi4uLk5OSgMxAYJPA9h14hDGI5eOIXwyxJNsKPqkNgCANKIBiUgxLLUAIIEQBCghKLkaBXMGPl5OSSkpKEQmFYWBis97+ETSwfPYo1E5+P0mKJ8vLygYEBWVnZnz71S/0Qt1ECD4Ua5f/5Z29vHxkZieYbokcsIYZhScxiMPhHSONxoreIni/lIACUQJDwvWlqatq7dy9+RwIBQEKsIP4RkYQgxXLwgwQKIoUGvu6/z6J+GYYjgsUSYi0SexQD/k6PK04bBSsfNHNQjy7ZfgCGFcdiewh8PqyD8EjA8klaWhq+2MiQCPatwUoJD/8N0+jM8RfhhO1F4AwMcbyOAOZfvwgh8BbQgpUMzCUx8tBNARaLJSMjA1oVghG7OIDsnNBoBsKW7J3lqSWRSKBTg7UWIAQK8Q1fHgl0q4KCAtKIl4EHVqCv6TKQQAB8Y4AVMMDEGIhoBki417AM2sWvkA0fJIAhi8FgPHxzSffNES5J+b9B5ooToyDddHR0rK2tBQKBiYmJubk5kqpoXCIRQCaTeTyerKwsfLHFADAMYzAYFhYWoGzih4WkpKS8vLylpaW+vj6aOZqamra2turq6jDtEbZvlaBQKGZmZgwG42cRLjm2MAxjsVhmn39oZwPDMA6HY2BggFqxGPmS2AwNDUXHRLAlIiEhISsra2VlZWBgIMZJEolkYmKC39GHPhIZ1vB4PDxLYTKTSCQul2ttbW1sbCwQCGxsbNDmzGLCviaHQCAwmUxra2uhUGhmZsbn80E0f03ZxTAwckDeibEFvsrKysqWlpZmZmZoLbkYCZFIZDKZFhYW+BsHIoMnCwsLoVCIbL95PB4MY0tLSw0NDbB3BmyIjMXIgTbIl5CQkJKSMjY2BiPlJYFhdb9mzRqx5vz2R1Tdb0f1741hxYlRGF5cLvfdu3fh4eE8Hq+jowPsHkBPRFOIwWDAxll7e7uenh4adqCAoBGgrKw8NzcHO9Bic55IJO7YseNPf/oTnCOJtp/gdAWm/eKZhlRaeIXEDdJkAT9SGPEkQRoM/cDCGU8nahQ0f8kxJzrYDQgIOHPmjLm5ubu7++DgoJGREaBNTU0FixmQpIANNVZMYQTkItssW1vbv//973AkgmFYeHj43//+d2dnZ8AJMhHoOXjwYG1tLcqHBFg1LOYShmG6urrv3r0LCwvT0NCoqKhwd3cHMDx/0AYfvsnOzs6gsiHi4S2ZTD5w4MDx48f19fXhOBuxCE8AUvqgFCjOgApxGKmQ+CoQNjgAvHr1am9vL/QvohkYgmGYurq6kZERGCdAfFAo1dXVtXv37uHh4cDAQGCRmZnZ+/fvvby8nJ2dL168aGdnB7UDMTBOEHloUEEnIgUTw7ArV65AN0G7QGtG/YhhWFBQEBy1oYasJn5PDizW82AA/JP/JSUlnz9/7uDgYGBgAMqmmZmZpaUlmUzW1NQ0MTHh8Xjd3d2tra2Kioqenp4qKiq2trYeHh5MJtPW1lZBQYHL5cIVERkZmenpabjSh2YXap6lpeXNmzfr6uowDBPZora3t588eRLSdnZ2MjIyoE85OjpqaWnBKRNUZGtrKzJWtba29vT0dHR0tLOzMzAw4PP5VlZWJBLJzs7OxMTE3d1dUVFRUlJSS0vLwcFBTU2NRCKNjIx4e3sbGxsbGRlJSEhwOBxbW1vR/UtVVVVnZ2czMzNra2tYJyIiIQFGghkZGfDY19c3ODhIoVAsLCzy8/PB3phGo4EaCLenzczMzM3N4R6RGDZQYXbt2jU2NiYlJSUnJ5eQkDA5OamioqKoqOjg4MDhcIhEorq6uqmp6ZEjR3bu3MlkMp2dnZWUlNzc3KhUanFx8ZEjRxajhXPqFy9e2NvbW1tbKysrm5qaent76+npaWlpCQQCMplsYWEhEAhYLJaLi4tQKLSzsyMQCKmpqcPDwxwOB7YREGbotcrKyoGBAZDRf/zjHx0dHalUqp2dHZfLZbPZTk5OVlZWJiYmcDvL1NTU1dXVzc1NTk6Oz+fb29vLysry+XwbGxs7Ozs9PT20Kke14BN9fX1lZWWQQyKRnJ2dtbS0TE1NBQKBgoLC2bNnt23bpqmpOTU15evrC5vFjo6Onz59Mjc3d3JyAtt4DMNkZWWnpqbA4PHy5csg6TgcjoODg7KysrS0NDTf0dGRyWS6u7szmUxJSUllZWVbW1s9PT0CgbBmzRpTU9MrV65kZWWJDEthICkpKamoqLi4uIguXMBazdzc3MrKapnlCL51q+lvzoGfOP97iu2vqQvm4cjISGFhocjeU1JSMj8/f8eOHUVFRRkZGefOnYuMjPTx8Tl9+jRYaczOzlpZWcXHx//lL3/R1taOjIx0d3dvbGwsKytrb28nk8lIjIopIBiGmZqahoWFvXnzhsVi2djYFBQUDA4O2tnZHTp0KDg4uLa2Njs7+8GDB9nZ2bdu3YKbavn5+YcPH25ubk5LS9u9e3dDQ8PBgwdbW1ubm5ujoqLA7vfQoUM9PT1tn3/a2tqdnZ2ZmZmnT5/GMGxkZARMBXk8HofD6erqSklJOXPmDI/He//+fXR09IsXLxaba4CJ6P/+7/+C5QeGYYWFhTMzM3V1dZs2bdq1a9fVq1dFx9n19fWhoaFlZWXR0dG5ublwvxji+opxHsMwNTU1e3t7MMLX19d3dnYGQ9fBwUELC4uBgQEzM7MDBw54eHhcvXq1tLSUz+fPzc3p6Oiga0ggRhdjJpPJo6OjIlOtY8eOSUlJKSgovH79uqKiQnTNRvQ9q6ioyMnJqaqqysnJmZmZiYuLGxsbMzMzS0lJefjwIbrCi9CCdKisrOzv74ebl/Pz80VFRR0dHRs2bNi3b19OTs7c3FxUVNTLly+VlZU3bNjQ3d2dn58/PDwcEBBQWVnZ1NRUWloaHBz86tWrxMTEkZERtCWCakEJMDwCMQpaxuXLl1NTU0tLSw8cOAA9uHnzZiUlpbm5udjY2LGxMWtrawMDg/n5eTU1NbhIChNVTk5ucnIyIyNjz549vb29CgoKIktMMHY+c+YMiUR6+fJlfn7+pUuXduzY0dXV1dLSIiEh0dfXFxIS8uTJkzVr1hw7dszBwWF0dDQlJWXNmjUwkE6ePGlgYPDhwwdoMpvNLi0tPXHiBF4xR81ZTfwOHPhpnPwO1fyiKmDxPjY25uvrm5mZKS8vDyaB0Z8j2TY3N3/48MHb2/vw4cNgh//69WsbGxsJCYkHDx5s27ZtzZo1UlJSERERnZ2dp0+fXl6MWltbq6mp3b17t6qqSktLKzMzUzRVKioqLly44ObmlvX5JuXJkyctLCwmJiZE2kF/f39SUlJra2tqampFRUXJ519ZWdnOnTvr6+uDgoLu3LkjWvf19PQUFRUlJCScO3cOzNlqamoePHiAYdiDBw+OHz8O9yPJZPL69esrKyvBhnRqakpDQ2N8fBwMZvFMA6n35z//GS0YKyoqRkdHx8bGnJ2dQ0NDr127RiQSJycnhUJhWlrauXPnQIj4+/s/fvwYZvVihPr6+vCFcHZ21tXVffnypZ+f39TUlKSk5OnTp5ubm6enpxkMRkdHR0VFBZvNnp6eVldXf/Xqlb6+vuiq4pfEKIlEev78uY+PD3SfhIREfHz8w4cPPTw8yGTy2NhYdnZ2fHx8UlLSy5cvtbW179+/7+HhERISAt8qMXGAxChoo6JL1m/fvt2yZcvs7GxISEhWVtbmzZvHxsY0NDRmZmY4HI7IM0V7e3t8fPzAwACdTo+MjDx8+PDevXu9vLzu3Lmjq6s7OzsLF17xDIE0MAppo2QymcFgnDp1KjExsaCgoK+vD8Ow27dvR0REwCpHW1v74cOHvr6+6urqb968odPpvb29paWlgEdBQWF6etrLy2t8fBzUSSkpqfXr11dXVz969IhAIIyMjLi4uPT19eXl5aWnpw8NDWEY5uHhkZGRMTExERAQADf0Tp06BcVDQkJqamru3r2rq6s7PT0N95oEAgFc7RXj2+LWreZ8Jw6sUDFKp9Pn5+f9/PzgLlpPT8/JkyfV1dX19PQsLS1TU1MvXLhw5MiRpqYmOp0+NzcHO3pFRUUgtuA+YlVV1bVr12RlZRcWFuAC0mJtVGRKzWAwUlJSQMbt2LHj3LlzUVFRExMTXC6XxWJt2bLl4sWLNjY2MzMzEhISzs7OaWlpfn5+kpKSpqam2dnZYA1eV1fX09OTl5cHMuvw4cOlpaWpqannzp0zMTF58eJFYWHhixcvaDTa+Ph4VVXVxMSEjY2NgYHBixcvcnJyXr58aWxsvLCwwOFwJicn4eK8WJdjGJadnd3Z2SkpKclgMC5cuODq6nrkyJFt27bl5OQA/SLp6ezsLLqkCNcQoqOjIyIiQPosxqajowOry/n5eWNjYz6f//HjRwcHh7t37yoqKg4NDYWFhT1+/Njf3//48eP19fWamppzc3MODg6fPn0yNDTcvn076NeLMcvIyLx79w7W/nZ2dmvXrpWXl5+amoJ2nTlzBpwYCYXChYUFHo83Ojrq7e29bt26p0+fwt2zxTibmpqOHj0KavjDhw+ZTObo6GhRUZGioqKPj8/s7CyHw1lYWODz+Ww2e8uWLevWrZORkYmPj7969erevXsPHjwYHBz85MkT0OPgKqFYLWj3c2hoCOz/4SYxMHnv3r2HDx/GMOzWrVs5OTkqKio//PADn88fHx8PCAhYs2bNhw8f5OTkDh8+DGUxDFNVVf3xxx/NzMwEAsGnT5+cnZ1hMBQUFLx8+RI2yj09PUEhyMnJga/+q1evNm/ePD8/L7pZ++LFCycnpzt37uTl5YGvk8LCwmfPngHrOBzOzMyMsbFxYWHhkn2xuIGrOd+DAytOjML2ub29fWNj48aNG8EQXaRg1tXVJScnKysr+/n5eXl52draCgSCzMxMDQ2N6upqCwsLcLMEpxmiWx8VFRWBgYFZWVlaWlo7d+40MTERs5IBi/TMzEwXFxdlZWVnZ2d5efn8/PydO3caGBhs2bJl+/btLBYrKCgoJydHtF+5c+dO0bXl9vb2s2fPHjlyZMOGDWVlZVevXj169Ghqaqq2tnZJScnmzZu3bdtGpVIzMjIiIiLWrl27ZcsW0RkrEFNYWCg6766oqLCzs8vJyYF7luXl5X5+fqJLjaLN1l27dhkZGVVVVcH1PrH+hpMif3//0NDQ2NhYuAzK5XLLysqioqISExOJRCKXyw0PDxdduGIwGGpqauGff6JznsV6CoZhfn5+4F7M29ubTqcHBQW1trb6+/s7ODiEh4f7+/uTSCRXV9f8/Pzk5GTRrU0wZd+0aVNNTY3oVntoaKjINYmYJRPqvoaGhrCwMFdX1+LiYgMDA9Fa2NfXl8FgEAgEXV3dhoaGyMhIbW3t3bt3m5iYlJaWOjk5ycrKFhQU6OjoiPUUhmEqKirbtm3Ly8vz9fXdvHkzCEFbW9uGhgY/Pz9zc/OqqipDQ8Ndu3Zpa2unpKTcunXr4MGDhYWFFhYWJSUl69atS0lJ8fX1LS4uNjY2rq2t1dTUXMwTsKxis9lVVVXp6ekuLi5ZWVm6uromJibbtm3Lzs5OT08nEAguLi5JSUlaWlq1tbUCgQBc6mlpadXV1WloaKSmpkZGRoI26ubm1tzcHBERgWFYWFgYuJ4pKyvz9/cvKCiAxbiDg0N6evr69euDg4Nzc3OlpKQKCwvBsQ6fzweNPiMjw9HRkcViVVZWBgQE5OXl2dnZwS2jnTt3GhsbQ1+A2i42bFYffwcOrDgxCsY0aECAZ1n0CIcPMHVBtYQbKXCGDgegcMgAp7TwD1qG2ISHQxg4LofTYfzJO0wD5Nf2JzZ9/m3ZssXb29vX17e+vj41NTU4ONjFxaW7uxuu1sDMhNsXYN2CbB6hCcjGEOoF4qEUag5cwVrc98hIFl7BI+IMcliL3iIMQAN6RACIGGQCgSgBtHirL6AKmIC4KkYS8BkdEIFIBWBARfr8gyMj4ABqLHQBHGQDBkQwOpjGCz74qAA9wDrUR+Hh4fCZ6erqAkd8AIA/HxerAtUFFEJFYhYOkIlsP+EtjBmwuoV7QdAuPEkwpPEWAmgw4DkJRZB5AMBDpYgelCmGH4iBDkVtWU38bhxYcWIUtRwGCnr8UgJG2Jfe/pb8xZjBXaanp6eXl9eaNWu4XK63t7enpyccquLhgfjlm4CH/0V0ooIo8YuKfw3wMpiXb9Ri5F9CBUJtMfwvylmMHMMwDQ0N8DYgFAqRZAHIX0o8wIvVgh6/SRO+pr2oRgAWe0QfpK9BtQrzPTiwQsUo0npQmyEHPSKNBp+D0ouB4RVC+yUAhGExfjR2QZXAK2JIXcIXx6eh7M9WisDwZb+UFmsLIu9L8JD/lWDLI8G//eYI8ch/Y3pJNfw34lwtvsqBxRxYcWIUlicsJeO8AAAgAElEQVT29vbd3d0iLy8wS1VVVVtaWqKjo2G9DM0gk8n4+8WQiWGYnJxcbW0tWNSjBgOekJCQlpYWMADYsGGD2DIfAYMMDQoKQo6WlZSU6uvr0U0eWHkJBAKw/19GHcAwzMbGprKyUkJCIjEx0djYeLHcgeU/OLkgkUjZ2dmoIjxJKA1r8NjY2IaGBn9/f5HTb1NTU7H9RASMEhiGKSkp1dXVLY8cwf9sAnQxcNL+s8C/P8Dvpir+/k1brXGlcWAlilFJSUk5Obnr16/fuXMHHM8EBAT85S9/QVIVFLHk5GQUDQk0RMinUqlTU1NinrVAMgqFwo8fP4J3pZcvXyIpiXRPvIpnb29vaWkJr2RlZd+9e4ccO0J1PT09cAgOkhFfFp92c3N78+aNyNAnICBAR0dHDBhtk9nZ2YHH37CwMLi1BWNFDB49urq6vnv3TkZGxsHBYW5uTsxGCsDEMEArkOgHIqGBiGCxR7F8sbcaGhrbt2+HzBU1shGXVhRVq8T8u3JgxYlRYLSsrGxQUBA4V5aRkfHz8wOTICcnp8TExOjoaEtLy48fP6akpMjIyMTGxkZERHh5eUlISKSlpYkOsufn5+3t7ZWVlVNTU5OSkpDPUD09vbm5OTabzePxxsbGzM3NVVVVExIScnJy4H7O/v37KyoqGhsbGQxGfn5+SEgIgUDIzMwMCwtbWFgAH2VwkKKhoZGUlAS2exDVo7e3t6amZsuWLWCU09zcvHfvXnC/Pz4+TqfTa2pqbG1t5eTkoqOjwXVpSEhITExMenq6rKzsvXv3Dhw4wGazW1padHV1LSwsoqKiEhISRJY9fn5+jY2NeXl5Iqt1tFtnZWX16tUriHFy7PMPYoElJiZ6eHj09vZu3LhRZCITFBTE4XDS0tKSk5MNDQ1fvnwpFAptbGyio6Pj4+NlZWV1dXUPHDhQVVVVXV1Np9Orq6vT09Nra2u9vb0rKyvBPX5gYGB8fHxoaKi/v39jY2Pu5x9Y+z9//lxXV3cZffzfdeastmuVA4gDP4nRFfiTk5OzsrLau3fvwMCAqampnp7eq1evRDF/njx54ubmdvjw4cDAwLGxMRMTk8jIyGPHjikqKj5+/Dg+Pv7KlSsMBmN6etrGxqalpaWmpiYxMRECNmAYpqenNzMzIzKMf//+PYTKMDc3T09Pb2pqOn78uIyMzMePH+3s7MBWpqurq6Kiwtvb+/z58+BXHAWJlJSU9PLyAmfmO3bsAOOhmZkZbW3t169fi/xQ9Pb2tra2+vn53b9/38vL69mzZ0Qi8cGDByKv3QMDAz4+Pt7e3s7Ozlu2bFm/fv379+8VFBT6+/tLS0sJBMKbN298fHyGh4eNjIxqamq2b98eEBDw7NkzGxububk5sPUR3bMGMQreNgcGBq5cudLZ2VlZWQkGSRANxdzcXEVF5ejRo/n5+Tk5OXV1dU+ePHFycnr06JGWltaePXtgA+GPf/yjkZHR5cuXY2Jizp49m5eXV1tb29/fHxMTc//+fU1NTXCKPjQ0VFZW9vTpU2tr67dv38L90Rufffiv0GG0Akf2Kkn/jhz4aU2JZOpKSMCWlqysrIWFBZ/PX1hYCA8Pl5KSevXqlSh4wPz8/Lp164RCoZaW1uTkpImJSVFR0bFjx6hUqihsJ1zwIBKJL1++FF1yP3nyZEdHhygOGoqIC8G8WCzW2bNnQbZqa2uLDEKbm5uPHj0qLS09MzMDZoN79+7ds2fP9u3bExMTL1++TCKRpqamwIYftl83bNjg6Oi4devWsbExCGwwOjoKIUb8/Pza29tLSkp0dHQmJiYCAwNFJvdEIvHGjRsxMTFPnz6F4JFkMnnr1q3p6elv3rwBs224gPjixYu1a9dOTk5qaWmVl5d3dnb6+/vfvXuXz+fPzMwg70FWVlYTExOwO/zgwYPCwsKzZ8+KGqKrq8v7/JubmwOLxYcPH1ZXV/P5fDMzsxcvXvj6+s7MzKioqLS2tkL8j7m5OTqdfvDgweLi4qGhIQijtGfPnrVr197+HJvhxx9/dHFxEcXyjI+Phys0EOJl06ZN4BLlS/ZDK2FErdKwyoHvzYEVp0aABaiZmdmWLVsoFMrhw4ctLCyMjY0/fvwYGhra2dl54sQJcEECcW+MjIz27t3r4eHR1tbGZrOHh4c3bdr06tUrFxeXgICAFy9eREREwI4khmHBwcE//vijtbW1qqrq1NQUXPIZHR2tra29fPmyurr69PS0n59fa2uro6NjX19fbW2thobG/fv3N23aNDk56eDgAC7EExMTIZittrb2H/7wh9TUVDc3t1evXllZWQ0ODsrLy3d1dbW3t4eFhYF/o9evX8vIyNy7dy8uLm7z5s13795dv369yGp6amqqoKBgampKIBCIAnAePnxYQ0Pj5cuX7u7uO3bs2LBhw65du5ycnMLCwu7fv29ubj43N4ccpm3cuHF6etrIyAhchMjKyoaFhT1//jwsLAyi1hw6dAhM9FNTUyGqhLGx8Zs3b+zs7GpqaiCyk729PZvNfvfunYODQ19fn4mJCcS2rKmp6ejoCA8Pf/DgAYVCOXPmzP79+21sbBISEh48eGBmZgZ6saen58OHD/X09JCt6L+jqrHaplUO/AwHVpw2CjuPbDbb1NQU4iuIhCmET+Dz+bKyspaWlhCtU1lZGQ6dWSyWkZERXBtVV1fX1dXV1taGIOZGRkYmJibwrSASiTwez8TEBJybgacoGRkZQ0NDJSUlUbghFRWVmZkZb29vcG7E5XK1tLSIRCKbzeZyuRwOR+pzsHvw/8jhcAgEAovFEgqFfD7f39//+fPnBgYGYO/d09PT2tqqo6NDo9GUlJQMDQ3pdDqEmQMnI+Cpk8vlqqmpaWtry8nJiQLp8Hg8UchJQ0ND8Aulr68Pl21UVVX19PSUlJSMjIzAzl9SUtLQ0FAgEBgYGOjr64N5A5FINDQ0BMdRBAJBUVGRRqOBPblAINDX15eSkhIIBAwGg0QiiWLhAak8Hu/t27e2trZsNltCQoLP52toaHA4HB0dHTU1NX19fbh7Cr6aWCwWnhIJCQldXV2I4f69P/ir+Fc5sGI58JOEWWnEiUl+sdNhsbf4RzwkNAq9FXtE+fiEpqbm9PQ0WrnjX6E0vgqUCXru6OgoiqHU398PzvfwMN8qvWRbvkTYksB4SoRC4Zs3b0Be4/NR+kuYEQAkoKLV/1UO/AdyYCWK0d+/G8BOm06ns9lsiIj39TRAWQaDwWaz4dycSCRqaGioq6t/PZJ/FiT4xNTW1gbK/1lkrNa7yoF/aQ6sitH/r/t+tWIlVlDs8f+rY+U94I1MVx51qxStcmClc2BVjK70Hlqlb5UDqxxY4RxYFaMrvINWyVvlwCoHVjoHVpwYXbwc/tVLzq8v+PWQX9+fixuCLwtvf3W9YgXxdYm9wlcqdlgk9uo3PuJbhE9/CS2eZjEYaMLyDUFF8HjwaTwASqPEzyJfEhUqvnziZ5EvWRxfI6QX48HDABKxnMVFxOr6WYDfCC9W/Fc/4tv1NTTj4X91pb+64IoTo+CnA9oDFx+Rr7Nf2kiw5P/ZUl8J9rN48ADQCvAhgqcf73MIOh7eQhr+8TB4nCgNXkgADFiE0mC/+SUMqC48kxHa35hAEdVh0JNIJHzDxZB/iUIAA/KW7xfUBKgOnGwBN/B1fQnJl/KhLIpOimrB41w+vYy/my8VBG4gh6TIfE3sii3qazweaAh6hecAuGtAQwtB4mHwqMTSy/eRGPA3fEROdiCxPD9RvyO3tjDqvrKN34rsn8ToivpB9E3dzz8ej8fn85chkUAgKCsry8jILG4CjUbj8/lgTApvxXQxyIRL5XAXaDGSX50DhOnr68vKyuLrJRAINBqNx+Pp6upC0FMCgaCtrc3n81GmjIwMDIIv1U4ikWg0Gh6MQCCoq6tzOBwymayurg5R4ZYszmaz+Xw+g8GAW6RLwvy6TAkJCQqFAm3R0tKiUCjLdxyLxVqy42RkZJSUlKSlpcW6T4wqIpGorKysr6+vq6trbGwMsZXIZLKGhgZyhg0SVk5OTllZGV9cVVVVRkYG3y/4tzAhKRSKgoICSDSxt8s/ysrKogu7y0OitwQCQUZGBoyO6XS6vLw8k8lUUVHR0dHBi0ISiaSrq4uusUFxVVVVDocDaSKRyGQyEYCCgoKBgQFMJbBZVlBQUFRUxONENCyZkJeXR9iWBPgemTAj2Gw2OE2XkJBYhp/grZxCoejp6SkqKoLnbB0dHX19ffBq9D0oXIxzxZnfQx9HRERMT09bWlpWV1fX1dUhv/QgXwAGpkFFRQU4aoJHsN7HMIzFYk1OToJjOrQogOJIKQM3zBBVGLEGiTCEcPEnC30hIYgpOIJC8BiG6ejotLW1HTlyZO3atah2pFwkJSVNTk6am5vX19fv3r0bQma+fPkS4kwYGxsvrythGBYdHV1RUQGNBW6sX7/+0aNHZDK5sbERbluJkQ0u+/r6+nR1ddva2vT19aHJgATRhgQH4iS8EuP8YlUFyPDz8/v06ROEcgGXrJAPah0IVmBUQUHBhg0bgAaAMTMzI5FIAQEBhYWFCgoKk5OTEH1ErCHwSCQSFRQURD7Adu3a5erqeurUKbj52tHRgZoG1dnY2NTX16P+JRAILS0tKOD2ksgxDBN9D44dOyYnJ4eUI4RBTHkE/sBYkpaWdnBwQLGY0HiDBsI/IATdE1ghLS3d09Pj5uYWFxe3adMmT0/PnJwcT0/PkZERMpmMH1fnzp3LycmBEQX0pKWlXbhwAeUEBgZCnEcMw9auXRsdHV1SUnLx4kUIVZKYmJiQkIAGJBrqeIe5MNdMTU1F4V39/PxQWFk0AICe5Yfoklz9mkwMwzZu3JiVlZWZmSkKeUsmk+vr65cJM0UkEikUSkNDg4+PT1NTk52dnShmeEBAQFxcXEFBAWLy11T9W2CW0RjQsPknJAQCwfT0NJVKFQgEHz58YDAYPB5PT0+PQqFAkHoLCwsZGRmIVK6hoUEkEtXU1ExNTcHqU0dHRygUTk9PI2BtbW0rKytlZWWBQCAlJaWlpSUUCikUCo/Hm5mZYbFY0tLSxsbG2traJBLJyMiIx+NZWloymUwYNGIskJCQUFdX53K5TCYzKyvr1KlTCgoKUlJSenp6EKM8Ozt7fHxcTU1NLEY8YLO2tp6cnBTdsrezs3v//r2GhgaZTH716pW9vT1SgsRqxD9SKJTq6urJyUl5eXnQAQ0MDGJiYkS3WoEhKioqS/brjh073r9/v2bNGjMzMy0tLUlJSR0dHSMjIyqVCuw1Njamf/6ZmJiIYg1RqVQzMzMdHR0LCwvQLmk0mkAg0NXVRaIETxiGYWw2e25uDjn6IxKJqqqqFhYWsrKykpKSFArF1NTU2tpaKBRaW1traWmRyWQej6ehoeHl5XXv3j2BQKCnp2dsbAz+ZUw/h4Zf8moAiKRjx47BPPf393/37h2Px7Ozs1NXV7e0tDQyMmIwGAKBQEdHx9LSEirS0tJSUFCwt7f/WSUrICDg06dPnp6eIHRYLJbV55+BgYGFhQWTyTQ3N2cymSQSCei3t7cfHh62t7fncrlmZmZ0Oh1YBx74NTU1BQIBk8m0sLCg0WhMJlNPTw+4BB/d//7v/05MTKTT6c7OzjCKXFxcxsfHYTwIhUJ1dXUMw06ePJmfnw9S3sTEBMOwpKSk69evGxkZqaurwzU25EGCwWBgGJaZmQlxHlkslrm5uY6Ojra2tqGhoampKYvF4vF4XC6XRCKRyWRDQ0MYvS4uLnfv3hUKhXp6egKBQF1dXSgUKioqWllZ0T7/9PT02Gz2d1L3nj59CiECJyYmFBUVMzIyhoeHxYYZ/lFXVxecQmzatOnmzZtzc3PFxcUcDufkyZNwlREP/J3SP43G3yKGv0dZ+LDPzc15enqWlJTExMRAlPDi4uKwsLDBwcH29vbe3t6dO3dCtNv4+HhdXd2Ojo68vLyuri4ej3fo0CFfX99Pnz7xeLyQkJD5+Xl3d/c//vGPgYGB4eHhISEhJSUlnZ2dWVlZcI9eVVV17969YWFhDx48UFRUrK2tHRoa2r1795diaiooKJw7dy44ONjV1XXXrl2XL1+WlJQsLS2Ni4u7du2apaXlxo0bnzx5QqVSxT7aMPltPscZ9fT0rKysFOmVGIaJ4u6+fv0atMjl9+PgLimfz793715ISAiGYSkpKSUlJYWFhaC8PH78GLQ8sa4RhX1WV1e/d+/eX//61+DgYJiBubm5hw8fDgkJyc/Pf/r06cDAgIWFRUtLS0hIyP3799ls9t27dys+h5sWBZTGMKy1tTU0NBTu0SOlBlUEYnRmZgYJCENDw56eHicnp56eHjKZvGPHDnAl09jYODg4mJ2dHRoa2tbWFhwcHB8fPzc3p66uvn379mPHjtFotMnJSYFAkJaWBi4CUC2QEBOjbDb7f/7nf6Kjo0dHR52dnQ8dOnT9+nUtLa2goKCoqKibN2+uW7euu7s7NDRUV1cXgj8vph8wYxjGYDCEQmFlZSUMABUVlaGhodDQ0Onp6djY2MnJSX19/WfPnrm5ufn6+vb29q5bty40NPT9+/d8Pj8hIeH27dvQoTk5OXfu3BE5+nJzc3v+/Lm+vv7c3JzoYvGBAwdiY2NDQ0NhVhMIhPLy8v/7v//r6uoChzVHjx61tbUdGRlRVFTs6+uLjIy8efOmyEXZ8ePH09PTAwMDYQAnJydDd+Tn51+7dg3DsB07dkDAevSdy8zMPHPmDFTU399fXl6elJT04MGD/Pz8mzdvxsbGjoyMMBiMrKyslJSUnJycuLg4V1fXH374QV1dPT8///jx4y4uLqOjo3w+f3Z2VlVVtaCgoLy8PCYmRlZW9ks8FOusr3wEIk+cOLFr1y4Oh/Pu3TsmkxkSEiIahPAKOh3SqGp1dfWpqSl3d/eYmJjr169HRkb+9a9//cMf/gCDHJToryTgV4P9pLX86sLfqSCGYcbGxrOzs9ra2nC98u7du6WlpbGxsTExMQcPHszIyMjJyTl+/DiGYVevXoWgmKGhoXV1dRcuXMjMzBwaGiKTyeDyA8Owe/fulZWVHTt27Pz581paWoqKiuHh4WfOnGloaFBRUXnz5o2ioqKdnd3GjRsXFhZE9/QrKiqam5v9/PwgajHqMGivyM8mjUY7f/781NSUsbFxQUHBsWPHQPRHRUW9fv3az89v7dq16BOK5xKMA1tb26mpKU1NTWgdgUCgUqmgjWIYBus4fCmUhgEUHh4uFAr3798PVdy8eTM6OtrJyWlkZATDsAcPHnxJjHK5XHl5+fLy8n/84x9OTk4iHwIRERG3bt3Kzc3NyMg4e/YstNTJySkpKent27d6eno3b9709/dvbm6Gu6329vYg7+DKLCIMEkiMgv8UCoVSUlJy+vRpEok0Ozsr0jSPHz8eExPT1taWkZHR29ubl5fn4ODwhz/8oaWlxd7e/vXr10QiMScnB7ns6uzsBFkjVhFaRw8ODoI2yuVy/+u//svDw2N0dNTa2logEExMTISGhlIolA0bNty5c8fW1vbDhw/9/f0KCgrPnj3z9vYW61ZUhSiEsoODg4eHR0xMzJ///GdtbW0OhzM+Pi4QCEZGRpycnMD51uPHjz09PU1NTUVjZmBgwMTEZGpqSkZGJjw8/NatWwQC4eXLl5aWlidPnkxLS7O0tBwbG1uzZs309LS2tnZzc/OnT59gnmMYpqioqKqq6uLiInI/2NLSkpaWduTIEVtb22fPnsHKOjs7+82bN1Qq9dixYzk5OQoKChEREadPn66qqgoLCzt//ryxsfH09DSGYXl5ebAERrIGL0Y7OzvLyspiYmLOnDljamr6+vVrTU3N2dlZLpf7+PFjd3f3sLCwGzduAPeIRGJGRsaxY8esra1HR0c1NTXfvHkD4WZ//PHHsrIyWP4jvn2TBIZhCgoK69atKysru3LlCoZhoaGh9+7dg+ZISUmlpqYWFBRs2bIFlCroRAMDg4CAAGBIS0uLra3tw4cPz5w5I6bEfBMKl0Sy4sQoCBpzc/MPHz6IIsrCKvjw5x+DwWAymadPn87Nzd2yZcvQ0JDI7eaVK1fi4uKEQuHDhw+LioqGh4dDQ0MfPHjA4/E+fvxobm6OYVhubu7BgwetrKweP35MIBDS0tKOHz/e19e3b98+TU3NhYUFDQ2N27dvp6WlLSws6Ovr19TUtLe3BwUFPXnyBPoPzzu4QCkUCmtqagYHByGQPYZh4DB0dHQ0NDR0w4YNUBZfEE1+Z2fnt2/fggyFbVZpael3795BGHcZGZnQ0FA4AhIrDgtAR0dHFRUVgUCwsLBgZWXV0dFRW1sbFhY2MTEhISExMjKypOjBMEzkTQpeDQ8Pu7q6FhQUdHV1nT59uqSkZMuWLSBGqVTq7du3MzIy3r59a2Zmdv/+/bVr13Z0dMD24rVr17KyshY72wc6MQzjcrkfP36EFWhycnJOTs6pU6fk5eVHR0fV1NRsbW0zMzNBiR4aGiouLtbQ0LC1tX38+HFpaenk5KSiomJBQcGZM2doNNrs7Ozu3bvHx8eXjHoC4+T8+fMlJSUYhjU0NFy+fFlaWnp6etrZ2RnDsOvXr2/fvh3DsPDw8MePH7PZbGtr60ePHkVGRo6Ojvr6+i4pRuEb6ePjo6GhwWKxLl26JNq8xjAsPT1948aNdnZ2LBZrfn7e2tr6zZs3vr6+ampqlpaWd+7cKSsrm5qa0tLSAietBAIBnN6CHzILC4uJiQkbG5sff/yRx+MZGRmB2y3oZYFA0N7ejmFYWlpad3d3dnb2iRMnHBwcXr16paamNjIykpKSMj8/r6CgcPr06ezs7ISEhMHBwb6+vubm5tjY2GvXrgmFwrdv34K/8NOnTwsEgvXr18PQLSwsBGeGomB/vb291dXVCQkJly9ftrCwePPmDZvNXlhY4HA4x48fX7t2bVxc3P79+w0NDd++faukpJSbm3v69GkrK6vXr19bWVl9+vSJw+Ho6+u7u7u/evVq+f1lsaH79Y8SEhKi49ajR4/a2dlhGBYVFfXs2TNoC4lE0tTU5HA4bDZbS0tLVVUVlm5kMjkwMPDgwYNcLvf8+fMipSQ4OPjatWuLd/C/noxfBLnixCgcz8XExAwMDMBJBYZhurq63d3daWlpsrKyO3bsiIyMjImJgflz9erVjRs3qqmptba2hoWF7dy5U1VVtaSkJCUlpaamBlzksdlsd3d3aWlpUNNcXFzq6uo2btyYm5trZGTU3d3NZrO3b9+elJS0c+dOa2vrlJSU7OxsX1/fxsbGxeIM1IewsDA/Pz8nJyeRY6SdO3cqKysnJyfn5eUVFhaK5K+3t3ddXd3iUFEEAkFKSioxMXFgYABmO4wPZ2fnvr6+5ORkMpksJye3Y8cO8OSE70sikUilUpOSkkAEiIZRd3d3cXGxyI9UfX19fHz89u3bFRQUGhoalpQRGIa5uLikp6cHBQWFhoYSiUTR8VdFRUVKSkpycnJCQkJpaSkYLZWVlSUlJVVWVrq5uYEb/KysrM2bN2MYVlxcDBss+BgtQCTs0q5fv763tzcwMDAgICAnJ4dCoYSFhUVFRUFXdnV1nThxYt++ff7+/tu2bYuMjLS1tfX29o6KitLQ0CgpKQGf/zt27FBVVW1vbxdtqjY3N6elpS0p8rhcbltbW3Z2dnBwcFZWloKCAoPBaG9vh70RFxcX2D309/evra11dnb28fGJioricrlNTU2L6UcnaW5ubikpKbKyslQqddu2bZ2dnY6Ojrdu3erq6mpsbNTW1k5LSysoKOjo6HBwcDA1NfX19Y2MjGSz2fn5+a6urv7+/nV1dSoqKm1tbQ4ODjBcaTRaWVlZVlZWR0eHoaFhcHCwp6dnUFAQ9L6qqmpmZmZwcHBMTIyqqmpUVFRJSYmTk9OePXvU1dXr6uoiIiJ2796tp6cH2BwcHHbt2rVx40b4JpWXl1tZWbW3tysoKMTExBQXF3t7e9+8eZNCoTCZzB07drS3t8OmZ35+fnJycnBwcHl5ua2tbVtbm7Gx8b59+/h8vpaWVmxsbHx8/Jo1a8hkcmlpqehTER4eXllZKSsrW15enpmZ2dnZqaOj4+npCStoMLTAD9HfnhZ57PX09Ny0aRMQTKPR4uPj9+/fb2pqCstz4Bj6JxKJdDo9Li4uPDycyWRiGGZnZxceHh4dHW1gYLCMyd1vJxWPYcWJUZjJP5GFYaCpIfYRCAQ46IC3EP/jypUrSPkC5sJbUGPRoTx8l/AnkgAAVYCJDCg4AIkC36NDeTGuIYM1WNrgHW6ib+DiXsQfXiNXxyiOOSS+tFYCOYU+v7DBD2SAlEHh5lHYdDzNiCEkEgnsQoBRyFwRaIO3wEnEEECIf4Xiy6MqkHkKIAfTSyiC+rGoqGjdunUhISH79u3DMxBEGNgGwEE2viCqAp8AXkFBaAjQD+ZKwFs8SUAwdCtUBOMKjxOOfYEACJgIHGCz2ZWVlaJQYBUVFTExMWgOQ18AcxANePqRBSgMMOgCoA2CMwINME7A0hYNPOAAnueAGRgLNKCGIGAgWFlZOSAgAD8M0IY7JNAQha4BzEAtlIJRAflAJGBGkAghnoHfJI3mL4lEgupgRFEolMX44dwSMR/1O9CMptjigt825ycCvi3G344NddsyqIhEIoPByM3NjYiIANtMMWBAIpaJf1wS4GuqxiNB839JbGKQyzyiepfHg/Z6UGIZnL/61WLkkLM8bfjqloQkEokWFhZeXl6+vr4oOha+FKSXLPurwcQKLm6aGAC+Q4ES0HcCAgJcXV19fX0ZDAaeQnwaoUK1oAS8wj8uWRBhQInFYItzxIBhex3/+ccXARpQzjIJRDPC/89K4Pm2mIbl3y6G/x45K1GMQjvRNx+pWvj2I2UEfZbxb78mjfCDjoAvgl6hqsUWlXgABPMlDMbzPBMAACAASURBVIuBoUY8TpRGCTy2xWmEc/GrL+WgIiixmAwou5gGfBEEA5lLVrcYAygUoB0sU1CsLxbXu2R1KPOXwqOCKIEwiCVAfQN9H1Q/KAJgqDjKXJwjxpPFj/ga8cURJALAv8XXiCAXA6AchGRxAsGgBMCgx9XElziwcsUohUKxtrYWhVQCG2xYcaBmoKW3pqamra0taPXo7VcmOByOg4MDbBSgIhBqydnZ2cnJSU1NTUpKytnZWSAQ4McoiUQyNTWl0WiwwkJlIQEHQR4eHpaWli4uLmD2KBAI5OXlESTYacNuDsr8ygSRSLS0tOTz+V8JD2Da2toeHh5WVlaurq5w74VEIgmFQtgc+FlUaDEIkEQicc2aNfb29svYFSyJE/gJl46WBECZ0tLSLi4uYLqLMpdPwI0XZ2dniFOwPPCSbyUkJPT19T08PERbh2Bh6u7uzuVykdaG1NUliy+ZCeoSXj3Eg4EhmpOTk42NjZ2dna2trYGBAQLAMMzQ0BAsQDkcjqur69ewDhVfnIADHE9PTysrK3d3dzBNW0wbfDBsbGxg9C7Gs5qD58CKE6PwAVRSUjp37lxCQoIodEddXV1paenij6ePj4/oWNnR0XF2dha8Di+GWT7HxcVldnYW7gUipsCuUHNz87Vr1yAIR1JSEopQDwjpdHpbW5u8vDyPxxO7KAX6lIqKyvT0dGpqqr29/c2bN4VCYVVVFbKLhmXXq1ev/P39l6cQUQUJBNzd3d3a2gqSHWWKJfBliUQii8WamJhIT0+3tbW9evVqfHw8iUQSRYEGUS5WdvEjl8sViwvg5uY2MzODv267uBSeBuAMlUqdmpry8fFZDCyWA6aj6JhR7O2XHvX19T98+ACmAl+CgXwx2uARwqJ8/PgxPj4ew7CioqLp6WkVFRXYGVwe4TJvHRwcIGQLgkG1Yxi2bt06Pz+/qqqq8+fPm5iYZGRkIDAMw8rKyszMzPT09AYHBzs6Or6Gdfji+DRsvHI4nNnZ2aio/8fed0a1lSQLXyQkEFmAAIkskUUUSQJEECIqkHMwGWyTswPBYIw9DoDB4BzBaZxzwozBGZOzDTb2pLfv7Xk/3p7z/f7uuM720cEe74x3ZpYZox/Qt293dXV13+rq7gqJAQEBfX19VlZWsmVk03fv3s3Pz5fNgTRCfiWBps3yOhuF+bpx48anT59C2t7e/vvvvw8JCQkODqbRaGFhYWpqahEREWNjY7a2tk5OTtPT0yKRCNQjtLW1BQIBxCMKDg42MzPjcrlgjyQSibhcrlAohJsET09PUPP88MIRw7CioiJQAMIwzNXVlU6n+/v7u7u7S6VSrfc/qVRqaWnZ19dXWlq6RCaFqYbU458/f56WliYUCkGb0sHBISwszNTU9PHjxxKJxMXFhcPhyMnJgR6Jrq6uj48PrnodEhKyBDGgBoPBcHNzO3LkyI4dO8CaRSAQWFpaysvLBwcHu7q6SiQSdXX1JbdbIK339fUlJiZiGBYVFfXq1SsLCwuxWKympmZtbe3s7Eyn083NzSUSSWRkJHBMOp3u5eXF4XBoNNrNmzdBVRCuL9zc3Lhc7vj4OAhuBAKBQqF4eXlxuVw6nS4Wiz08PCDqn+yXBjLOs2fPCgsLYRUkkUg8Hs/T05NGo8EAeXt7Yxjm6OjI5XLHxsb8/PyIRKK9vb1QKNTU1ITI22w2m0Qi4dYBvr6+bDZbTk5OIBBwudygoCA2mz0zM8NisYRCITgZgLrq6uo2Njb+/v4CgcDe3v7nhEpQhxgeHsYvlDAMA4sMDMNUVFT4fL6bmxuDwRCLxV5eXh4eHqGhoT4+PlQqNTAwkEKhMJlMX19fCwsLdXV1iUTi5uYWHBxMIBB4PB4EZJWTk3N0dPT19VVXV0ebG1CxAl2ls2fPQlt2dnZCoTAgIIDJZIaEhNDp9MLCwomJCY33Ru4CgcDa2lpbW1sqleJaXAEBAXD9aGtrC9Eezc3NhUIhnU6XSCRKSkrGxsYuLi5gewYdf/78OZhQT7zXrg0MDOTxeLgZq7y8PJALmP758+c3b94cGhpKpVJxi1v43EDDRHZYV9LwfX243vzHcgCh69evIy1iXV3dH3/8sampaXx83MzMbGFhwdXV1c/Pb3p6GqxNFhcXw8LCQMX65MmT+Fzfv3+/QCC4cuXK6tWrN23adOzYMT09vXfv3iUmJkLI9czMzKamptTU1OnpaRRASbbPBQUFsmwUzJZ27dq1b9++7du36+jovH792sHB4cWLF4mJieiOWBYC2P9kZGTk5uZqa2tPTk4KhcKwsLDS0tLi4uLKyspvvvkmKCgoJibGxMTE29v70qVLgYGB+/btw1Vcb9y4sWPHjiUiFXD/s2fPCgSCixcvNjc3q6qq7t+/PzExEeyX7t+/39TUdPz48S1btshigoTW+/fvg9GUi4vLP/7xj/Dw8NnZ2cDAwP7+/ujoaAcHh6CgoLdv3yYnJ7948QLX1W9tbQ0LCxsdHWWz2Q8fPszIyNDX129vbw8ICDh06JBQKJyamoqJiZmammIwGJs3by4pKQF7qtnZ2ba2NjBqXoKJvLz848ePq6urOzo6it7/6uvrCwoKNm7cODY21tnZuX79ehsbm0uXLjk7O79+/drd3d3f37+urm7Xrl2bN2+uqanZvXt3RESEnp7egQMHIiMjh4eHcW8vJ0+evHbt2ldffeXu7j41NWVmZpaTk6OkpCQWi+vq6lpbWxsbG6OioiYnJ1NSUkZGRjQ0NJYghh5JJNLw8HBxcbGrq2tdXd39+/cxDGtvb8/NzW1sbCwtLV1YWNi+ffvatWtbWlpu3ryprKycmJhIp9P379+fkJDw+PFjExOTxcXFlJSUoaGhgIAAFov15s0bPLh3fHx8S0uLn5/fiRMnUHMoUV5eDhYlYGD28uXL7du3CwSCR48e4ZhHR0eDudGVK1fwhfPUqVN+fn6vX79OSkqCcOJgTl5fX797925cm2pkZMTGxubNmze4Lez169dzcnIkEgm0ha+4T58+LS8vz8nJycjIoNFoL1++bG1traqq8vb2bmpqamxsPHDgAIZhFy9e3L17d01Nzc6dOw8fPrxp06a8vDykhYowX0n8JOIsq8UEZK6Ojo47d+7A8LBYrB9//DEvLw+MLkZHR52cnDgcztjYGIFA4HA4oHZ++fLl1tbWiYkJKpW6f//+xsbGU6dOpaenV1VVHTx4UFtbG8yiHj58KBAIuru7i4uLbWxsJiYmVFRUllAAwzCkjo4bSrm7u1Op1NOnT+fk5JSUlBw9epRKpc7MzFhaWg4MDICSpqz0B2j39/fHxcVBWl5efnBwEBedvv76602bNoFSTn9//8WLF9etW4dhWFVVVV9fn7e3d3Z29tGjR+vr60Fwk0UM1/A3MjJ6+/atnp7e9u3bd+3aBaH0qqqqJiYmcPv3K1euJCYm1tXV7du3Dwk7AAGo2tvbC2xUIBD813/9l7u7+/j4uJ2d3aFDh0ClXCAQPH/+HNfde/ToUWxsrKura1ZW1tzcHJvNvn37dnh4uEgkGh8fh6XOy8traGgIzGBsbGyePHlSUVERHR2dnJw8Ojr6Ua8i4MllcHCQz+cnJSXdunXrxo0bW7ZsCQsLA58AoPKZlpbW398vJyc3ODjo5+enrKyclpaGr4V79+7l8XivX7/et2+fgoKCRCIpLCx8+fKlurr6kSNHQI+YyWTOzs6eOnUKtDJpNFpaWtrx48fb29tFIlFvb6+FhcXc3Bz4fJIlL6RBrBsaGgLFUtw8DPd+QiaTJycni4qK4uPjk5KSwBIJ3N88ffo0PT0d14jCzZbCw8PLy8tHR0eNjIwmJyctLCz6+vpiY2N1dXVnZ2e1tLT27du3efNmIyOj169fg1E/ahSMI8COE1zPICu4gYGBiIgIiUTS29trY2Pz7t27kJCQtWvXcrnciYkJFovV398vkUgUFBRSUlL27dt39OhRPp8/ODhoamo6Ozurr69fWVn5t7/9Dcx5Qc/s2bNnIpEIZoWamtrExASPx8ONfTU0NFJSUrq6usC25cqVK5mZma6uroODg0eOHNm4cWNqauq1a9eWzK4Pyfil5fz0RSy3PmMYZmhoeP36dXyBJZPJFRUVW7ZsgdkfEhLy448/urm52dvbg3kyl8tdWFgwMDC4fPlyYGDgzZs3LS0tDx06FB4eDvzowIEDx44d09XVXVxctLGxGR0dDQoKKi4uPnXqVGRkJExo2QsEOMILCgq6d++epqammpqap6cniUS6fv16cXHxhg0bzpw5o6Wl9e2331paWvb29ubn55PJ5CVslEKhjI2NoYmrqKg4PT0tEAjKysqePXsGvidevHixfv36yclJ0Geen593d3dnMBi4SwUUVVR2aAgEgpKS0sDAQHx8/IkTJ/bs2aOvrz83N7d27dqFhQUajXbr1q3MzMzm5mYQdpbUpVAoL168yMjIAEvWrVu36ujovHnzxtfX19nZuaamZu/evXw+f2hoCHdCcePGDRcXl4cPHxYXFy8sLPj4+Fy7dq20tNTR0fGHH34IDw9nsVhBQUFzc3MWFhZv3ryxtLQ8cODA6dOnTUxMwLwK7MdkcQDCkkik8fFxiURSXV1dWVnZ1NR08+ZNJpNpbm4+Nzfn5+cHpyijo6NcLvfVq1f+/v6pqal3797FvVKdOXPG3d3d2dn54cOHuGg/MjKSl5f37t07Q0PDM2fONDU14VbnVlZWb968qaiogEU3MzPzzp077e3tx48fj42NffLkia2t7XfffYecpyzBUF5eHue8i4uLILvB4i0vL3/q1KnDhw8bGhq6uLgsLi4iJ1Ktra0nT57EMMzU1HRmZmbt2rVzc3P29vavX792dHQEoykajfbq1Ss3N7e1a9fu2LHD2dn58uXLfn5+FRUVQBNYlpqbm8HwBsOwrKyswcFB0HUFs7SoqKjBwUEqlToxMbF69WpwePjmzRs2mz08PBwaGhoeHv7gwQMc/tWrV318fEZHR6VS6Y8//mhtbY0bH4NJJbjqUFdXf/XqFazxRCKRSqW+evUKLOji4uIGBga2bt3a29uLD8T169fLy8tjY2NbW1tbWlo6Ojo2b9587969FTa6ZNosRzYKc4vBYCQlJYnFYolEAoq4cXFxiYmJpaWlcJWZnJzMZrPpdHp8fDy+VvP5fAzDLC0tIyMj/f39CQSCtbX12rVr09PTk5KSGAxGeXm5tbV1QUGBs7MzhUIpKCgIDw9PTU39MMw63EoHBweHhYX5+vpqaGiQSKSsrKygoCCRSISv+XQ6vbq62tDQ0N3dPSoq6sOzUVtb2w0bNqSlpYGoq6amVlpa6urqqqiomJqampmZqaenV1RU5ObmlpKSsnr1akVFxZSUlNLSUn19/eTkZLC2XjJUIDs4OjquXr06Pj7e19dXSUkpPz8f97qSk5NjbGycnZ3t5+cH7tGW1AWT/+rq6ujo6IiIiJCQEPC9VF5e7uLi4ufnFxgYCLZeU1NTYrEYCiQlJYWFha1atcrOzs7JySkxMVFeXt7HxwdMp6ytrUtLS62srMrLy01MTHR0dAA+g8GoqKgAK5QP0SCRSFFRURKJJCIiQklJiUqlVlVVpaSkMBiM0tJSdF8XHR0dHx+fmZlpZGRkbm5eWFjo7++flJTE5/M9PT2FQqGysnJubm5gYGB2djaLxcK36iB+GhsbV1RUWFlZVVZWisVic3Pz4uJioVCYkJDg5+e3Zs0aGxubiooKOPtbgh6splwut6amJjY2Vl1dPT09fd26deCsc926deHh4cbGxlVVVax/egJ1d3eHiaeiorJ27Vp/f/+MjAwnJ6fS0lJbW9vVq1fDGWt0dDRoNQQHB0dERBgaGjo4OFy7dg0OlAgEgra29urVqysrK01NTcGoPz8/X0FBgUKh5Ofnc9//CgsLyWQyl8utra11dXXV09OrrKy0sbHJz893cXHR19cvKiry9/dPS0vT0NBYtWpVQkJCZWUlnNj6+vqCO0fYwG3YsCEhIUFZWVlOTk5TU7OsrAwob2pqWlRUJBAI0tLSKBQKYBsVFaWpqWlkZJSfn5+cnJydnY2sCZYQ8It9XKZsFDip7JnLhznwVjZfNi1bFx0OLsmUfYS6MA9k8395WnYOydb6PJiy0FBaFuy/TKNaH0Xgo5kikWh6ehrMqP4l/E8XWNK67OOnK/47b9EEQIlPQJNFCaU/UV72FYFAUFZWbmtrS09P/7Sugmwt2bS2tjZcpslmQvoTyH/i1YdwfmHO58FEFFtJgC3ZstvUo4GR3Wsvsb5AZeDmUbak7Ktfnpa1hUBplPg0nF/b+q8t/+nWf6u3oKKYmpoKItJvBfbPBeej0wyWYTRqoLMMZ5Hu7u6/docLTVAolCWmlgj+n4tiK9guRzYK5kmg1A0TC5mNI2tiNHIEAgFsk1EgIPRKNvGhdvGStzCzkSY5Miv+dEAhAILM5AFPWciyaSgGmHwaH9laf3AaSUN/cLvLpDnQhYAdK9jjg2CO+8mGuUcmk9EBDpLZ/yXyyHsALPngIxmuGQEg3LzJHq/Dl7kk5182BAz9o7UA7Y++ArDw6hMF/mXrX3KBZbephznn5eV15swZ8D0OXiyPHz+elJRUUFDA4XDQbgX2I2lpabI+jdBbOBAsKSmR5Q7oLRp1cCoDwRXg/JFEIuGuoHt6esArJaq+5HAAWgeeW1RUlJmZiYDLloRi0Jyjo2NXVxeoDcqCXVIR4baS+CMpAKspn8/v6enJyclRV1cvLy8/fPgwm82OiooSi8XA3by8vHAHrGAoJTtwS8RS9EpVVRUM3hBzZLPZBw8erKio0NDQyMjI6O7uBsUA2SmhoaEB6zqCg96ibbgsceB6DZTzZQtALdzUAoUFg1pLwJqbm4NffVmYK+lfSIFlx0ZhBigqKl6+fPnRo0fga04qlX733Xdubm7e3t4mJiaI2UEnPTw8bG1tIQ0yAqy9YLAI101wmQ7iLQT2QBIobGa9vLxAWAAEnJ2dFxcXUaA0uHRCsiRoI8k6ZNq9e/fevXvhQwKn98jZDPLEDA0tLi6Ctg3s6eD2DEzOAaVPS7W/cFxXin0eBSASwcuXL5HCE2iAQeATYD3e3t7IfAvuvmGsQXUfzTSYunigl8bGRkNDQ7Rnh9n78OFDUOTg8/nz8/OwsoLYKycnZ2Ji0tzcjKyNYVYjgRFmlKx5NMBsbGy8d++e7H4OzP+JRGJSUhK4eQVDCZhvyN8VGKSGhoZ+HtFWai1TNqqmpiYWi0dGRvh8vpqaWmBg4MjICI/H27VrF5/PDwkJOXToUGVlZW1tLT6DGxoaoqOj09LSWlpaamtri4qKCgoKtm7dSiAQwsLCvvrqKysrq9WrV8fExOjr6ycmJqampm7ZsoVGo2VnZ4eHh/v6+qanp4OLX7SM29vbT01NqamphYaG4naTTU1NBgYGGzdubGho2Lp1a3p6ek1NTWVlJdr+79ixY/fu3RD6JjMzMyoqqqSkZNu2bc3NzTk5OeXl5WDPamlp+fr1a9yd6I4dOzQ0NDo7O4ODgysrK9euXWtqanry5Mnm5uaCgoIlcs3KNP3DKAAcamhoSCwWKykp4coP4HodIsQYGRmVlZWVl5ePj4/Ly8tLpdJVq1Y1Nzfr6OjgPmdhn4F7m7e3t1+zZg3u3zoxMTEqKuqHH37w8fGBqYUm2J07d/BZqqioiN+Gj42NUSiUwMDA1NTU1atX497KN23aNDY2xmKx6urqamtrwT1zfX19YWEhGKElJyc3NzcjfQOIk4o7IZycnHR1dQWVqdbW1o0bN+KuoHFtltnZ2YaGBhUVFTx4QWJiIuiudHd3r1mzZv/+/QwGIyAgoKur6yd2gC3fy5I/bBr82oaWKRsFm7+dO3eePn3aycnJzMxsYmLC3t7+7t27CQkJAQEBw8PD9vb28/Pzqqqqx48fr6ioWLNmzcWLFwUCwcTEBNhv0Gg0CCCRnJy8sLCQlJSkrKyclZUVEhLy6tWrwMDAqamprVu3GhkZVVZWQrwaWOHBGHF6elpDQyMmJkYqlQ4NDYWHh+/atWvnzp1paWn37t3j8Xhzc3OgMgLe13fs2OHj4/Ps2TNXV9fz58/v2bPn4MGDkZGRjx8/5nA4IHFYWlq+evWKTqefP39+1apV165dS05O3rp1a3t7O+74+bvvvgsNDf2o4vqvHdeV8p9HAWCjIyMjubm5bDZ73bp1YMV04MCBpqamXbt2FRUV+fj4TExMyMvL447ZQbchMDAQTGMtLCx4PJ6pqenq1auhrpWV1czMDPgWgbsp4KS3b9+ura1ls9kZGRljY2N0Oh0U5rdv315dXR0REQHq94cOHdqyZUteXt6VK1e8vb2BfaemporF4omJCXSWhQeP8ff319TU7O7uBgOksrKyq1evCgSC8fFxOTm5vr4+qVTK4/H6+/vJZPLAwICfn9/ExISnp+etW7dAG2x4eBik2s8j3ZdcC5afJeck//lHVVVViBy5uLgIETWmp6dtbW1v3boVFxcnFAofPnzIYrFmZ2dVVFSOHDlSWlqal5d34sQJDw+PZ8+eQXxKbW3tiIiI/v5+ZWXldevWvXnzhsfjFRYWrlmzBkxC+Xz+6OhoU1MTrosK5sxgTBIXFwf8Tl1dPTExsby8fGBgQCqV7tixY9OmTQkJCeBCYnJyUklJCb6K7du379y5UyqVzs3NWVlZmZub4/Jma2traGjovXv3LC0tZ2ZmVFRULCws5ufnlZSUenp6iouLr1y5kpCQ0Nzc3NLSoqOjg6xr/vMD8AVjQCaTx8fHQRs0Nja2v78fw7Curq66urpjx46VlZVxOJzJyUl5efm0tLSCgoLBwcHQ0FA8gEp3d/epU6d0dXX19PRAErx165aNjc3Lly+pVKqqqir4OgDS3r17FzxAu7u7j42NgSUF+Lrfvn07hBTE99oHDhyorq5OS0s7c+aMi4vL6OgogUDIyMgoLi4eHBxEbkqUlJQiIyMhUhZw7cLCwp6eHi6XC8zx4cOHkZGRoaGhjx49kpOTe/78eVhY2IsXL+zs7K5evRofH+/j4/P8+XMkLH/B4/85Xf9p+VluywiGYS4uLuvWrVNQUNi7d6+9vT0EDktKSrpz505KSopIJOrv73dxcZmcnKTT6ceOHVu3bl1xcfHJkyeDgoKePn0KEb6MjIwSEhLu3bsnkUjAWFggENy8ebO+vv6bb75Zs2ZNfHy8VCrduHFjdXU1MuGPjIwsLi6OjY0Fi8zDhw/v2bPnypUrhYWFHR0dW7ZsyczMvHLlCp/PHx8f19TUhJnX1ta2d+9eDQ2NBw8ebN26FY9UvGPHjo6OjtjY2Hv37oGht66urrm5+ePHj0NCQjo6Omg0WlNTU1dX16VLl1paWphM5szMzEejYC63AfoL44Mbkjs4OLx69So3N5dAINTU1ICoiJufNjc3+/n53bx5s7y8/PHjx0pKSngg+5aWlt7eXoiwIpVK29ra8Gi1fD5/ZGRk/fr1fX191tbWfX19vr6+dXV1+/fvhy2zoaHh4OBgQ0ODnJxcenr6wsKCk5NTVVVVZGRkY2Ojq6srh8N58OAB2IbV1dWtXr3666+/FggEQ0NDFArl7NmzO3fu7O3tzcnJgRv/+Ph4uA6l0Wi4tW5jY2NVVdWpU6cCAwOhyq5du5qbm/X19VtaWgICAtra2vCwqSMjI15eXlevXk1LSwsODoYA3Sub+s+Y3stOGgXFIH19fRsbG2VlZQqFoqCgYGxsbG5ubvb+p6Ojo6ura2pqSqPRWCwWlUo1MjJiMBh0Ot3IyEhHRwdif5qZmamrq+vo6LBYLA0NDUNDQwaDIScnp6urS6fTdXR0NDU1aTSaqakphULR09NjMplIr8XIyMjU1BSUqLS0tAwNDbW0tGg0mqGhob6+vp6enrGxMbSurKwM+iuGhoZQRUtLi81mq6ioGL7/6enpmZiY0Gg0PAQQ3Nhqa2tDhE4SiaSkpGRmZoZ72cBdfmhpaVlYWEDQ2s9ZEFfq/NsUgCg1hoaG5u9/6urqFu9/DAbDwMAAD7pFJBKZTCadTtfT0yORSNra2kZGRpqamlQqlU6nOzg4gLspCoViamqqoaGhr69PJpN1dXXV1NRsbGwqKyvl5OTIZLKenh7Ei1dXV2exWBYWFoaGhkQi0czMTFtbGw7cjYyMlJWVTUxM9N//TExMdHV1zczMlJSUtLW19fX1td//5OXlKRSKubk5fisFwZeYTCaLxTJ6/4P5D9+RoaGhvLw87sbFwsJCUVERatFoNCaTqaurC4nfKfT8vz0yyx3AspNGgY3CpSRcuMONNlok4cYTHsE3KFo9ZDNhlYazTvgLFsqyuqhwMw5twbkV0gqE6kjBE0ouaQj0V+CWFm75EapLkASJFcoDEKRLiLqAEEOtrCT+eArAiMOgIBEDaVDARIJHKAmjRiQSz549u2nTJlA0hhNGNLvgEQ9yR6VSYQ5ADpoPMG+RU310gY6mBEIAqiA0QIEEKsrOKJiN6JNB8x/gICBINQXyUfk/nux/9haX6RUTrD7opAaovCTzo48fXbZk4SwpgMYPQUNtLXm1pKJs+Z979dF8xOvRrEWgUAI1vZL44ynw0VFDU+jDt2ADQqVSVVRUgPF9orBsdVQMJWTf/jvpzwaIKiKyy6Ihm/nRNMr80hLLkY1+aWOw0t/lQwEMwxgMhrm5OZPJpFAoZmZm5ubmOjo6aM1DqKIc2IPD9hxtX6AY4qqoFpIHZXNQGhL4jRbs31ksFqjN29jYgM9vJMYuqYIeoUVweQca1kjkhDJEItHU1NTMzMzAwEC2FkIVjgvQKziFoNFoKGdJF3R0dJAcjcp8aYkVNvqljfhKfz9FASKR6OjoOD8/n5eXRyAQamtrR0dHWSwWME3EpMzNzSFIEeyXMQyztbWdmpoCwwrIhL9wzgNpWcMKFNvqQ85Ii41v8QAAIABJREFUIBDMzMzGx8fBgyqPx+vq6oJQH1AYHUOhIwKQiBETh2uusbExVVVVqAIFoNGYmJi3b9+Ca1foF4rqjGHY7vc/lA+mgHv27EFdADaqqalpb29PJBI7OjrMzMyWMOtPkfiv+G6Fjf4VR3WlT59LAYh7Pjo6ClwGKTzZ2dkZGRnBdZCpqemNGzfAX6eurq6jo6OGhgao3/F4PEtLSzhnNzY2dnBwAD8vNBqNw+FAcGYmk2lnZ6egoMBisaytrXH74CU+pH/6JjEMVJRoNJqPj4+ysrKamhqHw6FSqc7Ozurq6qamplZWVg4ODnp6ehYWFiwWC9icnp4eh8PBXco6OTmBjp2KioqdnR3cjwFka2vrubk5KpXKZDLZbLajoyOo8WtqalpZWbW3t3d0dCgpKTk6OlpaWpqYmBgYGHC5XCKRqKmp6eTkpKurC96ttm3bRqVSvby8qFQqcPbPpfqfvt4KG/3TD+FKB35DCoD6/fDw8OrVq8FpLKjfHz58uKamJjc399KlS+ACPDAwEL897+rqysvL6+7uZjKZc3NzWVlZT58+NTc3x9WP6uvrd+3aVVVVpa2tferUqdDQ0D179iQnJ1dVVe3bty8rKysnJ+fhw4dlZWXXr19XVFSU5US4y9F79+4dOHBgw4YNIE4ymUzwUz40NOTl5ZWVlTUwMFBWVnb37l1cXenp06c0Gs3Ozq69vb2srKyrq8vOzm5yclJLS6uzszMmJuabb76BjTmY3s/MzCgpKa1evXpgYKC8vPzGjRvy8vK7d++Ojo6+fPnyzp07DQ0Ncavlrq6u0tJSX1/fwcFBHR0diFhz9+5dZWVlvMrmzZupVOr09DQEfETHAr/hcPxZQK2w0T/LSK3g+UdQABmDikQiEomUmZkJ1kSdnZ01NTUpKSlXrlwhkUhTU1McDodIJEZGRtbV1Q0MDFhYWExNTRkZGQ0PD3t7e1Op1Pj4+O7u7tbWVrFYPD4+7u3tDXbJMTExFy9ebGhoiI+Pv3z5sqOj49TUlIqKiuxlDoZhfX19tbW1jx8/BuNg0M83NjZ+8uSJp6dnSkrKpUuXHBwcIGbJ7OyslZUVHuwkOjoaD0h18+ZNsGZWVlb29/fPzc2dn5+HqNrg2nx6elpJSSk9PR0MSSAYycuXLw0NDZuamlpbW3V0dF69egVVvL29h4aGFBQUQkNDi4qKIBBvd3c3OP2ZnJwEb4ErbPSPmKArbaxQYPlTgEAgqKiovHr1ClyTpKamDg4OYhgGoQyrqqpu375NJpPn5uaEQqGdnd3Tp0+LiopevHhha2v7+vVrMzOzyclJLpebkJBw8eLFjo6Ow4cPu7i4fPvtt05OTlpaWmVlZT09PUeOHGlpaUlPT79586arq+vLly+VlJQCAwPBkTNo3b148QJCtP7P//xPSEiInp4ehJl5+fKlj49PRkbGzZs33dzcZmdnTU1NFxcXzczM3NzcHj16tG7dum+++cbV1XV+fp5Opz98+DAvL29xcRHiEYB9weLiorq6em5uLh4OC4DQaLTnz58HBwd3dnbu27dPT0/v7du3RkZGGIYFBgaOj4/r6+u/ePEiNzd3YWFBU1Pz5MmTmzdvVlZWnp+fh6C8XzobXbIMrjyuUODLpADc2PD5/CNHjmRnZ1Op1LKysgMHDkAMla1bt1ZWVjY0NJDJ5LS0tISEBAMDg927d8fFxW3ZssXb27uzs9PBwWH37t1ubm7u7u47duxYtWrV+vXrlZSUiouLd+3aZWdn5+Pj09zcnJ6enp+fHx8fv2nTJjy49J49ezQ0NPLz8w8fPgzOw5ydnQ8dOlRSUqKhobF169a9e/dyudy8vLySkhI82qOHhwceMaW+vp7H47W3t9vZ2e3du9fGxsbExKS1tTU+Pr6hocHf37+9vd3ExGTz5s2pqalgHAUXTQkJCT09PUKhMCoqqr6+3sPDo7OzE0IoNzQ0FBQUxMfHm5qa7t2719zcHJeLfXx8du/era+v/9VXX8XHxzc3N5ubm/N4PIijs2fPHi6Xi/Rtv8yZ89PBy/KXEVYwXKHAH0MBpIgu60YEZaL7a9CvRJ6bQV1f1pICLnNQeWAuwKYRowHxDf5iGGZhYQER/aBpqIvYE5yQQl1k5QFooLt42TJALtkcAAs3UQhVpKiP+gIwAX9kjYIwRy2iBLJz+WMGaHm2goYbDe5KYoUCKxT4D1AA7J4RO/sPYLDS5OdS4Kflanky+BWsVijwpVEA9Dq/tF7/Bfq7clP/FxjElS78RSgAwtBfpDNfUjdW2OiXNNorfV2hwAoFfgcKrLDR34GoKyBXKLBCgS+JAsuOjcIF5Z9iCP5EqC5bev7Zabg8lSURVVFi2U6AjyL226L920L7KMLLjo2iIHFIFWN5zlTwXip7r/ohfUGt5BP4g0IJDLOsLSAChVRb4NQMaeGgAr9V4t9RWwH/1gDhV+EDvmVlNWx+rYcL5JoTafCAQs+vQkO2MHiPXXJhK1sAjTvoEv2bl0K/cHzRPIGvYwk+CCVAG6k0oelHev8DhEF16UMIyyEHouTC5wBd/sS3AwijKQSUQfphQFiYTr/fV4OIthzZqKKioo+PT1hYmKenp0gk+rmo7vD5oRmPugT5H/6FklAMhgrlyK5XsgBl82XhQxocj/v4+ERGRtrb26PCCIKzszPyo/PhW+A7qqqqUqkU3AV9tAlbW9vIyEgfHx+pVMpkMmFioSY+7KYsENlGUb5sJoLD4XCMjY0RNNnEkjSCgxJEIlFVVVUkEkEvZOGjMigT5cAUJ5FI1tbWUVFRfD4/NDQU9L1RYYQe1IJH2TSwUd77H5FI9Pb2htmCysgivwSsLCayaSsrq5CQEKFQGBwcHBAQYGtrCxXhL5fLhbDbuCFmeHg4+K+TRQxaRJgveSX7Ftifo6NjZGSkt7d3WFiYkZERGl9UEghFp9MlEomampqsKihqRV5ensFghIeHR0ZG0ul0DocTHx/P5/O1tbU9PT2Bjaqrq4eFhSGEEYmWkAUhjBKyxPld0+AXxsnJycfHR01NjUgk2tvb+/r6gqNChOcSHOTl5Q0MDOzs7GCFsLe35/F4ioqKQEBVVVVHR8d/yY6XwPy1j8uOjcIsCQkJefPmjamp6dq1ay9evEihUGBQZcmBVlcIug1UA1IifWlZtWH45NBgyAoyYDoCAGXrfnrphvJhYWHff/89xFAC4EjEKC8vv3r1KpqOsk0DtgQCQUFBYWJiIjw8HL2VHULcDJFOp7958yYyMpLL5fb390PcUBA0fhq89z/4IAEfgINeYRiGJCxEDSSnKCsrR0ZGYhhWWFjo6ekJdeEtciIJ7F6W8rIYIrKPjo5GREQgCIi8UODnhEQMw7S1tWdnZxMSEtzc3Pr7+52cnBAQaAjJuZCPJA40UnV1defPn8eJsHnzZnBWBK+Q9jjSPEezCEkrH/YlLi7OxcWlra2tu7vbzs4uLS0NCAKt19TUMJlMT0/P48ePt7S08Hg8NAQIFJoAsqSD0YE9hyyFTUxMvv3226CgIF9f3/7+flNTU3iL5h7AZ7FY3333nbGxMaIGdAqmLjTd09Nz7tw5DMOsra3/9re/CYVCU1PTuro6aFpBQWFmZiYwMBA6gmQ0BFAWbXD9B8byqF+/awKQzMjIaGxs9PHxOXjwYERERFdXl7Oz89mzZ7W0tADtJThgGGZqajowMLBr1y4MwyAcVn5+/o4dO6B8V1cXCoG1pO5v+Ljs2ChMGvDeqKioyOVyZ2ZmcNNgoVAYEBCgrq4eGRkZEBAQFxenpqZmZ2cnEok4HA6JRIqLi/P3909NTQW3Y6ampnFxcQEBAVpaWp6enlKpVFNT09TUNDk5GY/zJZFIiEQiiUQCUKtWraLT6W5ublKp1MDAwMbGJj4+XiQSCYXCT9AaUHV2dh4fH1dSUrKysgoODubz+QQCQU9PLygoaOvWrWfPnjUxMVm9ejWHw8EdW3A4HH9/fyMjIwcHB4lEAkvokydPJBLJR2cJfEuDg4NCoZBCoUxPT3t7exsbG0skEgcHB2Nj45SUFKFQGB4eTiaT1dTUpFJpampqRESEvLy8h4dHbGxsZmamkZGRi4uLWCy2tLQ0NjZOSkoKDg4Wi8VEInH79u23b982MjKKjIy0tLQkk8murq5SqRQiBaWkpOCRzkJDQ8lk8kfZKFAA5+8CgWB4eFgsFhMIBC6XGxYWpq+vz2azExMTxWKxv7//J9gWbrUNYf7k5ORGRkbEYjFuvi0Wi+3t7d3c3CIjI2NiYlgslomJCZ/Pd3JyUlZWFgqFISEhampqBgYGAQEBra2tJ0+epFKpSUlJEHcrICAgODhYQUFBVVXV09MzLCxMR0eHw+FERUVJpVJvb++fw4dEIqmqquIOSrZs2dLV1YVhmKqqanR0dFBQUFxcHI1GAxvQTZs2PXv2TElJiclkisViPGYtl8uNjo6OiIjgcrkEAoFKpXp4eEgkEj09PRcXl7CwMBaLlZKSoqSk5ODg4OHhYWdnB0sdhUIZGxvjcrkaGhqzs7NBQUGxsbHBwcFCoVBJSYnP50ulUgaDYWhoODMzk5qaGhkZSSAQvLy8RCKRlZVVfHw8hUKBtWr79u3t7e24z1BNTc2ZmRk2m21paRkdHS0vL+/p6SkQCCYnJwUCAcwNGCORSJSSkqKlpSWVSul0OpPJDAgI8PHxYTAYjx8/3rBhA5JgPvEh/CavgI2ePHmypqYGw7An73979uzBMOzBgwfglhDmm+xfqNXe3t7S0oJh2K1bt5qbm8PDw9+8eaOmpmZtbX38+HEYx98EyZ8DsuzYKEwIOzu7V69ehYeHFxUVOTs7b968ubq6ury8PD8/v6en5/z58zU1NdbW1h0dHYmJic+fPycSiffu3WtoaDh06FBzc7OBgcGBAwfAFjgrK6uwsPDYsWNVVVVMJhNiwU9NTeEBxOPi4np6ehITE589exYQENDY2NjQ0LB3715vb+9Xr15JJJLp6eklviBl6QjD6erqOjo6qq2t3dnZGRYWNjU1hQc427dvX2Rk5LZt286cOaOmpjY3N4eHAn/w4MHOnTvFYrGTk1Nra2tOTs79+/cJBMKn2SiJRBocHCwrK8vKyoqKitLX1+/r63N3dz937lxgYODbt29FItHk5KStrW1LS0txcXF7e3tnZ6eXl9fNmzcDAgJevnzJ5/N37dq1Zs2aa9eu2djYvHv3TiKRzMzMmJubr1+/HuSXBw8eZGVl4XH3du7cWVxcfOnSJXt7+3fv3oWGhs7MzIDPYNm+QxrDMBaLdePGDWtr69nZ2cDAQFdXVyDjwYMHvb295+fnxWIxLIQfXScg8+HDhxBGOC4uTk9Pr7e318PD4/Tp0xs3bpydna2pqeHxeBcuXFi3bh3OBTZv3rx+/fqSkpKysrL9+/eHhoZ2dHScOHFCXV393bt3FhYWDQ0N4eHhIyMjTk5OAoFgw4YNLS0t27Ztk0ql4+PjkZGRExMTGhoaH+IjK7Ru2bIFpBg8Tu21a9dOnz5dV1eno6MzOTnp4+OTlZV1/fp1bW3tvr4+Ho8HgZiePHkSHx8/MjJCJBJDQkKqq6t3797d1NQUGRnZ399vb28/Pz9vaGg4MDCQnp4Odp8YhikpKY2Nja1duzY3NzcsLExXV/e7775ramrCfe4FBwevX7++ra1tx44dmpqab968CQsLu3TpUkhISHZ29o0bN9zd3cGtCUzFbdu2Xbp0CSzu5+fnWSyWn5/f6Oiog4PD1atXbWxsFhYWPD09vby8amtrv/rqq7a2tri4OIj/HB0dTaVS29vbxWLx5OSkubn5w4cPIQQ0ijb24QT4bXMwDMvJybl+/bqZmdnQ0NCWLVtu375tYWHx+PHjmJgY2FfB+am8vDxgBWy0ra0NpFHcExWw0b///e98Pt/IyAiC73441r8t5rKbP1ku/x9O29nZzczMgCSPYdjAwMCmTZuCg4N9fX2PHz9eUVEBO5G4uLiqqqqJiQl5efkrV64kJSVt3LixpaUlIiJidHQU+mZoaJiTk/P1119v2rTJwMBgcnKSwWCMjIw4OjqKRKJjx46lpqYeOHBARUUlKytrz549x44d4/F4T58+xeMzz83NofO+Dyni7+/PZrOdnJympqYoFIpIJMLdOszOzhobGw8PD3M4nKysrAsXLmAYVllZ2d/fn5WV9fLlS19fXyKRmJqaumnTpoGBAZDFQBr9sAnYsg0PD8NeDHdD6eXltbi46Ovrm56e7unpOTk5aWBgMDw87OrqWl9fX1ZWtn379tzcXGdn54sXL0ql0vPnz6uqqqalpTU1Nd29e9fCwmJiYkJfX390dNTGxqa0tPTkyZMYht24cSMzMxPDsLS0tK1bt968eRM/soSSU1NTDg4OH+IGC15kZOTQ0BCGYY8ePZJIJGQyOTMzs7Ozs7u7m8vlPn/+HMgIvoI+BAI5T548gQMBiK397t07fAFITEwsLi7u7e2FMomJiT/++GN9fX1fX19jY2NwcHB0dPTk5CSbzS4pKenu7lZWVp6dnTUzM3N2ds7Ozp6amvLy8lJVVc3MzDx69Oju3bsDAwN7e3vNzc1nZ2e1tbV/DhnI37Jly969eyF98eLFoqIi8KH3/PlzDw+P5OTkCxcuuLi4LC4uCgSCpKSkioqKK1eu2Nragg86TU3N7Ozsnp6eXbt2SSQSoPzk5KSamlpFRcXf/va3zMxM+JIpFMrExAQ4SUJHHGw2G8MwGo2Wm5t7/Pjxjo4OKpU6NzenpaXV3t7e3NwMCODnqrATAjxxP8oQ4ZlGo83OzjKZTC8vr0ePHqWmpsJMGxoaEggEysrKmZmZBw8ePH78OIZhly9fbmxshJUyKCho9erVsMT29fXhvksA8h/DJuC+ztTUdM2aNffv31dUVMTdAyYkJDx79kxbW1tOTi4tLa2xsbG2trahoaGoqEhRURHYaGtrK7DRvr6+LVu2hIWFvX79+uDBg+fPn598/9PX14eO/E5/f0Ljt2XM/yY0oIufn98PP/zAYrHgW/3qq69u375tY2Ojo6Nz8eLF2tpaDMPMzMzm5+fz8/NfvXqlo6Nz586drKwsPBj3gQMH4LwpJiYGv7Kor68/d+5cd3c3RGJYXFwED7ju7u4mJiZFRUWhoaGKiopRUVFPnjzZtm3b9evXQ0JCJiYmzM3Nv/32Wzir+rBTOIPbvHlzUVGRQCC4evWqlpbW7OxsQUHBu3fvrK2tjxw5UldX19TUdOvWLQzDzM3N79y5Q6VSb9y4wWKxnJ2dp6enKyoqpqamNDQ0RkdHYbH9aCtaWloLCwuxsbEwA+h0+szMTEZGBovF4nA4b9++NTMzm52d9fDw8PX1zczMhF0bg8EoLS0ViUSampru7u7T09NVVVWDg4NcLndhYYHFYr169crR0TE3N/fOnTvKysr379/Pysri8XiTk5M1NTVPnjzx8PBYWFgwMzNbWFhwdnb+6HqOYRiTyRwdHQ0KCpqamgp7/8N3u1999dX169dxTjc5OWlpafn27Vs4O17SQTjBVFVVnZmZycrKgg5qaWlNTk4WFhYaGxvn5uY+e/aMQCAoKiqCH7m7d+92dnbeuHHDysqKwWCcOXNm/fr1ra2tFy5c0NTUfPv2rbW19b179zZs2DAzMxMaGpqWltbb27tnz56enh58s/z06VM7O7tvv/0WjlCX4AOPgMb+/ftBTscw7Pbt21VVVRiGKSgoTE9P+/n5ZWVl9fb2UqnUmZmZvLw8IyOjwsLC+/fvu7i4LCwskMnkvLy827dvw3ISGhr65MmThISEt2/fmpiY+Pr6xsXF3bhxA3gTnU4HqR/a1dXV/fbbbx0dHTEMW7t27d27d/fs2XPmzBkGg/HmzRt7e/sjR474+/vHxMT09fVlZmYuLi7CKQSGYUePHj19+jQcF/7www+urq4CgWB8fNzJyWl0dDQgIGB+fl4oFCYmJj548KCtrQ0O7pOSkvr7+xUUFBQVFUdGRkpKSl6/fs3j8a5fv15cXGxra9vW1iZ7cfdRov0mmUQiUU1NzcvL6+DBg1wuV0FBwcnJac+ePbgPbBCbFN7/yP/8odPhgwcPnjhxAsOw+Ph42Oft27cPIqLLjuNvguRHgfw0lB998Z/KhLDvoaGhBQUF6PxeU1NzzZo1UVFRSkpKcXFxQqGQQCAoKyunpKR4eXnFxsYaGhrGx8d7eHgEBQVFRETIycm5ubnl5+cbGxtbWlqmpKTw+fyQkBAzM7O8vDwLC4ucnBwmkxkfH//kyZOzZ892dnbiX3t6ejqPx4uIiHBxcVm1apW5uXlOTg7cbH5IDdiOBQQEhISE0Gg0AoEQFxfn5+cXFxdnbGyMfwyZmZlBQUH+/v5EIlFRUdHV1ZVAILi5uZHJZC0trYyMDB6PFxcXp6+vn5aWBv7DP2yFSCQ6Ozvn5+dHRUUpKirCl8bj8UpLS9lstpGRUW5urpmZWWZmpoWFxbZt2+7evXvp0qWSkhJvb++nT5+eOXPmxIkTVlZWKSkpHh4euMNgBweHnJwcMzOz7OxsS0tLDQ2NpKQkXV3dpKQkLy8vDQ2NzMxMOOZzcnLKzs42MzPLyckBV5Ufogf4+Pn5RURExMTEmJqa0un0zMxMIKOrq2t6erqFhQUwmg8ZMUgf9vb2BQUFqINycnIuLi7FxcUODg6urq5paWnKysokEonH4/H5fA6Ho6GhkZeXh7unI5PJhoaGmZmZsE3R1dXNy8szNTUNDAwMDQ0Vi8UODg4mJiZpaWkeHh5SqRS8HVtaWubl5dHp9A/xgQ5iGKanp5eZmZmVlYXvCkkkEs53YA+urKyck5MDJ6FJSUkkEsnNza2oqMjOzo7H4yUmJtrY2OTm5mpqarJYrLS0NE9Pz4iICBUVlYSEBKlUmp6ebmxs7Onp6ePjY2trC7dw7u7uBQUFYWFhECOeRqOtWbMGoj+Zm5vjywCfzw8PD9fS0gp9/4ODXZj8YWFhWVlZWlpaBAIBKJ+dnc1gMDw9PYuKioRCoaOjY1ZWloqKSkBAQNT7H4PBAJrweLzIyEgikWhgYCAWi2HLHBUVFRAQEBkZaWVlZWNjIxKJ6HT6uXPnUDSqD+fAb5gDgbAkEgmcpFlbW4eHhxsYGMA0++hfAoHAYDASEhKys7P19fXl5eW9vb3h3BwkMA8PD39//58b698K+WXHRuHmB2RS6CRcbgAR0V0HHI7AnhddpKLLR9n7UFjzARSk4S+GYRKJJDEx0crKauvWrTBaqEVY/dCd6UfJjW5dQGcNFUY3yFAL3RcDVkvuQxFKn9YbBZhIDw7QQwCBOGvXruXz+Twer7a21tPTE5aKTZs2gWgDZYCwcG+OFnN0KQ/IIOLLEhZ19kNSwByFwlD3F0IApT9oFIFdQj3oKToIQziDegYaaNBVQDggbAEaPEIamvu5KyZAA8pD06AYgNCDSz9ZMqJPFJELlgcgOAwZpKEA5AAPBcojtFFh+AoAVYCPNJRRxxFMeXl5MplMIpHQECP6L8ETvhc0+hiGbd26taamBuQA1BzCB8MwZWVlUJmSpcDvlCaTyYADjLJs+udaBDICiWTJjjRDfm4Qfw7g5+X/hOrn1fy9a6FZiBpCOSgBCw4q8GECSqLvfMmM19DQ8PDw4PP5FhYWCCZKLAGO6qJWZEuizCW1ZPNl0wglyPw5UJ+AJosPVKfT6fz3PwaDoaSkxOVyvby87Ozs0BGSLAIIMoKDEugVSsi+WgIEPUIZVHJJAj2i8ksSHxZAOSiB8FlSV/YRSIGqoEeUA4WXPMpCQK2gQVlS+MNHlAMJ9PfnWkdNyCaW4PDhK9TKkpKoFdQ1VPKjryATwpT6+/v7+vqipQtVRKCAsy9p8Xd6RNguQeOXN4cqosQvr/vvlFyObPRDakLOv9PPD+sSiUQFBQWYrLJER62jKp9uXbYuqoISCBqSRNCrJd8JkiBkC/yqNGoLLdGA2x920/qrsF3+hX/JyP7LXqBB+ZfQloD69KxbUlh2GqMWUZmPgoKtADDQlRmCaPV5iWXHRmGRdHNzq6ysjImJIZPJtra2paWlsmZCn9fVX1KLSCTCSVZhYaGSkhLspNzc3KqqqhwcHNBWEYEyNDSMiopChwkoH7b5cnJyIpEoPDw8ODjY398fgoZDGdjpk8lkBQUFOA6Wk5MLDw+HG20E57MTn/5oPxvsF1IRllgul/tz/AVXUeRyuenp6Z8+HIAIHKGhoT4+Pp8+XoyKipK1ZMMv0OFsGja2nyY76NtXV1cLhUIFBQV7e/vc3FykqIdhmKenJx5HBO1zPw1t5e1nUGDZsVHgL1paWq9fvwYDG4lEEh8fLxs6Ea29aOEFriH7KJv+aHnZApBG52shISH/+Mc/UlJS4Ny9vb19bGwM3YfKVmQymdnZ2Uvgo+Oz8vLyM2fOUKlUXV3dw4cPy2pdQOi0/Px8BQUFY2PjVatWYRiWkZGBrCERSrLNfcYAr1T5DArgt/OgtPAJvajw8PDh4WF0ZLlkBsKUcHR0fPHiBZVKTUxMBGUMNJpL5kxOTg7wWVQANHZl4aNXS3oEJ5gQKhm/rzcxMYmJiQH+C1WSkpKePHkC6SXtIpifSCxpbuXxQwosOzYKwww65yKRyM3NDQQ0MpkcGBgYExPj7u5OIpFKS0tjY2PLy8tdXV3Ly8u5XC6GYZmZmZWVlXV1dQ4ODmQyWSwWx8TE2NnZqaiorFu3LioqqqqqSldXl0QiRUREJCUl2dvbZ2VlJSUllZeXg0ERtG5tbQ26kxAhp7Ky8v79+/Ly8mKxOCkpydnZ2djYWCwWBwQE+Pv7r169WlVVFWRnCPIFQExMTL7//ntADC5/WSxWTU0Ni8UqKSlxdHTEr6cnJiYcHR3BoMDIyKikpARXj8/IyEhJScH1EDkcDigPpqenV1ZWrlmzBt1WfTiQKzm/IQVwK5qgoKBnz55xXpD9AAAgAElEQVSBGpaNjc369evj4uJycnLk5eX19fUTExOrq6txG0TQA121alV+fr68vLyvr29iYqKPjw9wJQ6H83//93979+7V09PT0tICpYLAwMDc3FwMw9hsdkZGxqZNmxISEoqLi62trVVUVMLDw0HzxNvb+/nz5wYGBiBaGhoaRkdHR0VFaWpqfrjVwDAsJSXl8ePHRCLRw8NDW1ubRCLBDaqNjQ2uhzYyMrJmzZro6Gg5Obm1a9emp6cXFxdHR0dv27aNwWBIpdLg4ODq6uqYmJiSkhJlZWUqlSoSifAIzMg29zck718P1LJjozD/yGTy8+fPL1261NPTo6CggGFYSEjI5cuXdXV1Hz58yGAwvvnmm9LS0q6urn379hUWFt65cwe3qDlx4sTevXvT0tKuX7+emZl54MABJpP54MEDbW3t0dHRxMTES5cu5ebmSqXSy5cve3l5nTx58uzZs9u2bWtoaDh16hRakMG7AajKu7m5xcbG3r1719/f//79+25ubufPn29ra7tw4YJAIIiJiRkfHyeTyUNDQxkZGSdPnqyrqwM4/v7+/+///T9kAo9hmIaGxsLCAofDuX//fnJyMm6R+eLFCwzD2tradu/ejWHYixcvRCLRwYMHW1tbN2zY8PXXX4MyYFFRUWNjY3d3N9y0/vVm4fLpEYwdk8m0tLTMyMjA7T7k5OTw/fX333/P5/NfvnwJtnNZWVlpaWmPHz9WUFAYHR396quvEhIS7O3tnz9/zuFw7ty5g7xphIaGvnnz5tmzZ/r6+vv379+yZUtmZubdu3dxS6dnz555eXn19vbm5uYODAwEBwfjdiX19fXu7u6XLl0SCAS4ypq1tXVwcDBu4X7u3LmgoKDCwsKdO3fKSr5AOtDbf/XqlVgsBm84Uqn0zp07XC733LlzYFtlb2//7NkzJpOJKzCdOHEiNTWVy+XOz887ODgIBAJra+u3b98GBga+ePEiODjY0dGxsrJy06ZNZ8+eBZosnzFahpgsOzYK54wKCgqDg4OBgYGnT58GW4v8/Pzbt2/Ly8vPzMy4uLhcv349Ojp6y5Ytzc3NUVFR9+7dA45TXV1tZmY2Ojq6b9++zs5OTU3NhYUFS0vLx48fe3l5HT16tKCgoKKioq+vz9HR0cfHp6enp7CwcO3atTBdQIHGwcFBR0cHbNFwaOHh4bdu3crJyRkcHORwOOD15/79+3fv3k1NTQUR4NGjR0KhELfera+vh9skU1PTb7/9VtYTBKjo29nZXb9+PT4+PjAw8NmzZxiGtbS0tLa2Yhj28OFDCBReUVGRkZEBFlA5OTl1dXXbtm2DQ4YPz2eX4az686IEakNCoRC3iYyOjp6fn8eXWwsLC7AWGxsbc3Bw6O3tjY2N9ff3f/jwIZlMfvLkiUgkwjBMJBLNz89zuVyRSARHQBwOh81mq6urP3jwYMeOHW1tbRs3bkxKSrp27RqMe3p6+okTJ5ycnAYGBgIDA8Fk2crKanJyUiKRTE5O9vb2CoVCDMPA0glXN759+zawUdkTebifBMMEcF9SXl7+6NEjDofj5+eXlJT0zTffYBg2NjYmFAq7u7vLysqAOdbV1V29etXZ2RnM8M3NzR88eCCVSlVVVSsqKnbt2gXfxYdaX3/eIf49MP+JjS6rH1wxgRlSYmKikZHRf//3f9fW1vr4+Bw/ftzFxeXMmTPq6upgmNzS0tLW1paamvr06VMMww4ePAhG621tbX5+fl1dXZ6enseOHVNTU5uamgoODj5//vy6devAujk+Pp7JZF64cGH9+vXl5eU3btwAWQ/n1HFxce7u7s7OziA1lJSUTExMeHt7T01Npaen29jYREVFOTk5nTx5sqGhYWhoSFVVdWRkJCIi4tixYyAsAFmLioquXLnCZrNNTExcXV3V1dX7+/uLioomJyczMzNdXV3Hx8fNzMzKy8svXbqkp6c3PDwcGRl57NgxsHUDETs6OnrNmjUCgQCk8mU1WH89ZIhEorW1dXJyMvDTnp6ea9eu8fn8+fl53IoBDLoKCwt7enrKy8tfvHihqqo6NjYGjjP09fXHxsbgNAZ06QMCAk6dOkWn07du3SqRSCorK7u7uzs6OmDVLy4uxlmqi4uLvLz8+Ph4WFhYVFRUY2OjRCLZuXNncHDw0NBQdnb29PS0ubl5U1NTcnJyVVXVmjVrgOxpaWkdHR2yQ+Dj43P06FHIcXZ2npubS01NNTc3T0hIePTokZub26lTp1RVVXHjJbTY29nZPX36VFNTk8FgvHv3zsnJaXBwMCIiQiqVDg8Pb9++va+vT0VFBXnVkm1uJY0o8NMy9nuw58+GCRoY4PPRw8NDVVXV19c3LCzM1NTU0NDQw8NDS0sLDqGsrKyc3/8sLS19fX0xDDty5EhHR4erqyucH+EmmB4eHmpqakpKSkKhkMVi8Xg8MA93dXUNCQlRV1fHfV7Y29vb2tp6eXnBVSaFQuHz+S4uLgoKCgwGA5yfhoSEmJqastlsiURCpVINDAwcHR0tLS3NzMwEAgHOHwUCgbm5ubu7O4fDAVU7EBAsLCy8vLwcHR3V1dXl5OSYTKa3t7eXl5e1tTWBQHB3d6fRaEpKSp6enrjM4ufnB0AcHR1tbW35fD4+TvX19bdu3bp48WJra6usAPLZFF6p+HMUAEmfzWbz+XxVVVVwsCQSiWxtbf39/fX19QMCAvT19Ukkkr+/v8P7n5KSkp+fn5mZGUiI5ubmYWFhYCKFy5vq6uqWlpZcLtfa2hqcRfn7+7u6unp7e6uoqJw6derChQvXr1/HDUm9vb1BeZnNZru7uysoKJiamgoEAjqdDp6cSCSSq6urg4MDEnzYbPa+ffvgEY7jFRUVwRcqZDo5OUmlUnV1dR0dHXt7ew8PDzqdTiAQPD094StQUFCAM1D8ZIlKpQYFBRkaGvr5+TGZTFVVVYFAAJ+MgoLCyh7o5+YM5KNBQYz1T5zo6enZsmXLn7gDH0M9OzsbjCArKiooFMpfasA+1t8vJE9ZWbm8vNzKygo/PAU9jV/bcQaDAez711ZE5SsrK48ePaqvrw8CBMpfSfxaCiw7afTTXP8TbwkEApvNhiX9E8X+XK/AWYODg4O9vT14Pl+RC/7IEQRqf8Ym4MNhgm0WyicSibq6uvb29mw2W1FR8dP6pwgN1HcCgUAmk9HjzyVkG12iN4phmJGRkaOjIxhrIMR+DtRK/ico8JNw84nXf65XsIb8uXD+NLYfXRU/XWXl7b9JATgi19bWVlRUJJFIKioqCgoKH/V4sKQhNP0AwhLGBBGr0F0NOKzR0NCA/E9vnMFqHjYiqFHUHMqBBIlE0tTUVFRUBBtzMLdXUVFRV1dfghIcRMjLy4O58BI4K4+/nAJ/KTb6y7u9UnKFAh+lABhc1NbWSiQS3E1fSEjI+vXr4aQIWZcD/wKWJMvLkB4SyICGhobIdTwU27VrFzgSBd+J27Zt43K5tbW1TCZz69atoKGJAMLZOhx60un0rq4u5OILNYQKo74ABy8vLx8aGkJ+JouLi/v7++3s7KA8VAfI4ES1vb0dRcFBbxHMlcS/pMAKG/2XJFop8AVRAKww//73v7u4uBgbG+P6avX19YcPH1ZVVSWRSCDf6enpqaqqysnJaWtra2pq0ul0MpmsrKysqamprKysra1NJpOtrKx6enrMzMw0NDTU1dWpVCqFQoELUuBltbW1IyMjZDI5JCTE1tbW2dkZnJSrqKgwGAwwQqVQKAYGBjo6OgwGw8PDAzL19PRUVFQIBAKNRlNXV9fT00Nuz2CcMAxzdHQcHh5ubm4G843t27f39/eDHp6uri70RVtbW01NTUNDQ0VFhcfjgYaWjo6OlpbWFzTev1FXV9job0TIFTB/fgrAGSioBP3v//4v3PzU19dfvnx5x44djY2NGIbV1NQkJyefOnVKU1OzsrKyt7e3q6ursbGRzWY/fvzY0tJyYGDAyclJIpG8e/eOzWYXFBTcuXPn5MmTgYGBd+7cQQZOoNI/PDzs5OSEq2rcvXvXz88PP6nEW6mvry8qKlJRUWltbc3NzX3y5ElaWlpfXx+NRtu8eXNycnJPT4+iouKuXbsOHDiwZ88eCF6EpEiwj0pNTR0ZGVFTU+NwOHl5effv38fFz/r6+pSUlNOnT1Op1Orq6mvXrvX09AgEgr6+Pnt7+/z8/MzMzNOnT4PI/Ocfzz+uByts9I+j9UpLy5wCwEY1NDRoNNrGjRv//ve/5+Tk4O449+zZExoaCrrJwcHBUVFRb968sbGxKS8vP378OI1Gm56exk3apqamjIyMxsbGPDw8rK2tJycn5eXlCwoK7t69C0Lf0NAQ6NKD0RGTyTx//vy7d+9wO6L+/n6xWIyDio2N7ejo6OnpcXd3HxwcZLFY4+PjEI1OS0tLIpEkJSW9fv2aTqe3tLQ0NzfHx8ffv39fdncP0iiTyRwYGCguLuZwODExMRBEJCQkJDo6enFx0draurKy8sKFC+rq6hoaGlNTU+7u7hDEaWJiAkV4XebjtXzQW2Gjy2csVjD5D1MAjiO5XG5+fj7u7rexsXH//v14JLvOzk4IBIJh2P79+/Py8qanp21sbMrKyo4cOaKqqjo6OooHPpiZmWGxWDMzM+7u7jY2NnNzc2pqaiUlJVeuXIEjy9HRUcRG8/PzIf7Ss2fPYmJiHjx4IBKJXFxczp49u3nz5gsXLsjJyW3YsCEnJ0cikVhbW8/NzWlra584cSI3N/fly5d0Or21tbWpqQkP+nDnzh0ymQxRN4Cf4rE3aDTaqlWrIEpNVFTU48eP8av5w4cPQ6gla2vr6upqCMNFoVBmZ2ddXV03bdpUXV395MkTcAn0Hx6MP1XzK2z0TzVcK8j+nhQANspms/fs2SMSiYqKimxsbNatWwfBJs+dO0ehUA4dOrRu3bqenh6hUFhWVnbz5s2YmJj8/HxFRcXOzs5169bduXPH29tbWVn5+PHjPj4+eACVw4cPg+LatWvXIKwQhmEJCQkNDQ3BwcGlpaU0Gu38+fMhISFeXl6XL18uKSnZu3evp6fnuXPnysvLY2NjuVzunTt3jI2NT548WVJScv78eR6P19DQsGHDhsTExGPHjhkZGQ0PD4MfHBKJVFRUFBERoa+vX1lZSSaTa2tr7927Z2dnd/DgwaqqKjhhKC4uhvDFNBrt1q1buFfApqYmCOSXlZX1e5L5Lwj7Jza68luhwAoFgAJILQmM3yCanoqKipKSkuL7HziHBVPRjRs3fv3116AXBWE/KBQKmUymUCig1wlXT0pKSuBYVlFREVn0gsITlUoFZSZoAnSPwDmevb19V1dXZmbmiRMnxGKxnJycoqIiwJGXl1dQUKD88we6TampqWBNTyQS1dXVwYKTSCRSKBRVVVVFRUVVVVUymQzYkkgkCoWirKwMkeygaxAwDsLzgI7Xyqz4hRT466jf/wXXuJUu/eEUAB110BIF9w6gGAQ6THBTD38hcie4UJB9+2Ea5aBbINCdglbA+SG0C0r4IBRDpDZ3d/fo6GgwboajW1kMgTygtKSpqQmP0BxqAmm8IvV7wB+KLfmLgCMgf/gI/CkbXJFGf+F6s1JshQJLKYC46tIX/3xGupn/zPil/4EJKigooBAMv7TmSrn/BAVWpNE/5eq3gvTvTQF5eXlTU9Ofk85AWCORSLJGnDweD4KwwlsQA0Gf39fXNyIiAhSJuFyuVCrV0NCAoJWgxo+kP/SIgoOCvir0F4rhN10MBgMFfNXU1BSJRMrKyhoaGq6uriDzAuaymKA0SvzeNPxy4K9cMX05Y73S019KAdAZevToEZxdwi4b2NMSWQfOMaHAvvc/FLsQsTxwTf/27VtDQ0Mikbh+/XqxWKyoqAjYoE03iK6ampphYWEICIilqGkE0+v/s/feYVElWf/4bZrOge6mgW6a1N1kQYKAklEQEBCQnFGyBAVUJEkGAVEkC6IIgqIExYSKigEQEUyAoALm2Xd2dufd3Wf/eZ/959vjeX731wvqOLPuDDPT949+qutWOPWpuqdOVZ06x8oqJSUFiOFyuW/evBEKherq6jk5OeC0Gdgx7OFCIeAjByr9GVYCvhS7P2Q6CRv9Q3a7pNGfRQBBEGdn59nZ2YCAAJFXBaFQGBwc7OjoCIbopaSk1q9f7+vrGxYWJiMjY2Bg4OHhwePxysvLa2pqpKSkzM3N3d3d4cAHmKOtre3ExASbzV6zZg2Hw0EQhE6nW1hYuLu7s9lsZWXl0NBQ8HzX0NDQ29srKyurpKQksgzt4OAgJycXFRVlY2Pj5ubm5ORkZGSkp6dnamrq5OSEwWDs7e2dnZ3n5uYEAoG2traXl5e0tLSqquq6descHBy4XG5cXNyaNWsEAoGrqyuZTDYzM/P09NTQ0PgsAJKXPw0BCRv9aXhJUv/uEYAl84oVK5KTk8GYt6Gh4du3b93d3cGCcmho6LFjx4KDg0dHR62srK5evWphYXHy5MmqqqqKigoTE5PCwsKCgoLW1lZUirS2tp6ZmTlz5gyoZCII4uvrm5qa2tTUBHfq/+d//qegoMDX1/fAgQNNTU0IgpSWlnp6ek5MTJiamp44cULEoAsKCoaGhhwdHVVUVBISEvr7++3t7dvb20U+SkHUdXFxefToEYIgZWVl7u7u4+Pj1tbW/f39RUVFPB7P3t7exMSktLQ0MzPz1KlTQNvvvjd/mQZK2Ogvg7Oklt8MAgiC2Nvbu7m5BQQEvH371tDQUFNTc3p6WuRMe3Jy0sDAYNOmTc3NzZs3b66srNy8efODBw8sLS2DgoJqamqqqqqIRKLICV1DQwPKqsDN8r179zZt2jQ/P29vb48gCI/Hi4mJOXXq1N69e3k83uzsLLhEPnDgANi0t7Cw2Lp165MnT8ARw/Pnz4ODgycmJlJTUxEEiY6O7urqys7Obm1tpVAoz549U1VVFUmmcNXKysoqJibmyZMna9as0dfXHxsb8/X1pVKpNBotKiqqqqpKZAAf3Z34zXTMMiZUwkaXcedISPvFEcBisUpKSj4+PmC/4/Tp062tratWrXr58qWGhsbCwoKJiYmGhkZKSoqzszOZTF61atXr169dXFxUVFQOHTpUW1u7cePG0dHRsrIy8EAD3MrX1/fly5dUKjUrK+vFixfa2trp6el9fX3Hjh07cuSItrb269evwQNufn5+T08PhUIZHBzMzs5++vSpn58fBoPp7+/X09M7cOAA3PQHN44ODg4jIyP29vbv37/X1dV1cHC4e/cuBoO5efOmyJXpzMyMt7c3giBXr15NTk5GEMTDw2NiYqKwsPDmzZuOjo4FBQWwkfqLw/x7q1DCRn9vPSppz89GAA5eQFWTyWSSyWR/f//4+HgrK6uoqCh1dfWYmBgVFZXg4OChoaGTJ0/W19dTKBQXF5fExEQlJSU3NzcPDw9lZeXIyMg1a9b4+vqCaTsikejl5bVt2zYjIyMNDY3U1NSgoKDVq1eHhYVZW1u7u7urq6vHxcWB6xEOhxMUFESj0davX+/m5ubu7m5qaiolJWVqakomk1esWKGoqIjFYm1tbUNCQggEgre3t6urq5+fH5VKXb9+/f3796WkpDZs2ODm5ubp6WliYiLyOOvm5gY8msPhREREWFhYeHt7i9ztdXV1gcLAz0ZMkhEQkLBRyUiQIPD/I4BaEYUodOWL7nKK/Gtu2rQpICBAR0cH1uOQBk0vriuKlrsojXhp4hk/pRKAlgMBcSJRCpOSkgoKCjo6OtAYBEH4fP6JEyfAcSlaESSQlZU1NzdHzUgvqkLy9ychIGGjPwkuSeLfOQLiPGhpGHSGmEymhYWFpaWllpYW6I0uTfklMeIM90fTo7h/NCUGgzE0NHRxcQE1AGDTWCyWyWSGhIQoKysvzSUlJYX78KAliweWphd/KwkvQkDCRhcBIvn7h0YAlN4xGAzcnQduIo4IqLWj8fAXFDNBsoMrpKhaPtz1BPVSUNdfpBOKpgQZU7yuT4XRSqFGqAKYMko2enMUWCoejxdXUIWSP6U9CpSAjuqnaJDEiyPwAxuVPBIEJAigEpyNjc2ZM2eCg4O3bNmyZ88euM/+JfgIBIITJ06g9kFKSkrgOAis07u6ukZHR4PBUHRRDzy3tLQ0ODj4S6pAidy/f7+Pj4/I23NxcTGBQAAeClZF/P39+/v7UZchtra258+fd3JyAm77JbUwGIzW1lYDA4Py8nJnZ2dXV9eIiIgvyfiHTSO5DCo+qUjCEgQwJBJpZmbGxsYGQRCR0lJeXh7c2qRQKLAQBleaqBSJw+HgKEleXn5hYQH4FwaDaWtrKy4uBtlTRkZmYWHBy8uLTqdv374dxEDgegiCdHd35+bmIghCJpMJBALqYw7sMIEUSSaTUZMiCIL09PRkZGSQSKS1a9eip+2wtaqsrHzv3r2WlhYwWZKcnDw3NwceSsC8E+pVFL0VCleqRAqn4MGbQCBMT0+vWbOmt7c3MTFRTU3NwMAAg8GINxyaD7/QHLBr9cccQJJF/R+z3yWt/jgCwHoePXrk6empqal5+fJlT09PKpWanJwM8qm6uvqFCxcSExOPHz/O4XB0dHR27tyZlZXl7e1No9FmZ2e1tbUjIiKCg4Nv3bqVk5MDLBiPx586der777/fsmULHo8XHegfOXLEwMDgwoULJBKpra0tNTV1/fr1ISEhCQkJZ86ccXBwuHr1qqWlZVxcHJFITElJCQ8P37dvH4FASEhICA4Ovnfv3vbt201MTDo7Oxc5zuPxeL6+vlNTU0pKSnw+38/Pb3Jykk6ne3l5RUZGVlZWCgQCsEV97NgxdXX1lJSUTZs2OTg4eHp6bt26NS0tTUlJaWJiwsTE5NSpU1FRUYmJiTt37lRSUrpw4UJ8fHxLS4usrOzmzZsPHDhgYWFx+vRp8Kfi5eUlfpb1cXx/p7ESNvo77VhJs34WAgiCEAiE+/fvp6Wlzc3Ngbrl5s2b+/r6KBTKw4cP7ezsXrx4sWLFivHxcWdnZz6fHxYWVl9f39HRQaFQnj59am9v/+jRIzk5udbW1vz8fLB7j8fj5eXlc3Jy/vGPf6Snp7u7u4+Ojuro6MzPz9NotKNHj1ZWVnp6elIoFB6PNzMzExQUJPJBUlRUpK+vLyUlFRUV5eXltbCwsG7dugcPHjAYjN7e3pSUFCMjo5mZGTKZDIt9kEbV1NT09fXPnj1bWFhoampqZmY2MzNDp9M3bNiwcePGiYkJb2/vioqK9vZ2TU1NqK62ttbQ0PDhw4cbNmxobGz08vIaHR0FU/zh4eF79uxpbm5ms9ngfeTBgwe2trbh4eEXL140NTV9+vQpFFJXV6elpQWU/Czsf8OZJGz0N9x5EtK/OgKwoH78+LGZmVl0dPS9e/cYDEZ0dPS5c+fwePyTJ0+cnZ2np6eFQuHdu3ednJy0tbWrq6v379/f3t5Oo9FmZmYcHR2fPn3K4XCOHDkCvjmxWCyXywXHJKK782NjY8HBwbdv39bW1n7x4gWdTj9y5MjVq1dHRkbAy/Hhw4fb2tqCgoLGx8dlZGSkpaX37dsXGxs7NTW1fv362dlZJpPZ2dmZkpJiaGg4MzMDt/LhEAmUnDQ0NNatW7ewsGBoaKitrT0zM0MikSIiItLT02/evOnl5bV///6KigrYyrSysrpz505HR8fs7GxQUJCqqqqSkhIgIHIVFRERkZ2d3dTUxGKx5ubm+Hz+/fv3bWxsIiMjz507Z2JiMjk5SaPRLC0th4eHDx06JGGjX31MSgqUIPAbQwCLxZqamk5PTyckJIDzovr6ek1NzZKSEg8Pj+zsbA0NjYcPHxobGw8ODm7YsMHV1fXWrVsFBQWnTp3S1NR88OCBnp7e3r17y8vL29vbMzIyYG+UxWK1t7d7eHiEh4eHhoZqaGhcvnw5Ozv78ePHioqKra2tO3furKqq6unpIRKJtra2sbGxioqKIMzSaLTbt2+np6cPDQ1ZWVkdOHCgoKCgu7s7Pj7ewsJidHRUZLVkfHwcvNJjsVg/Pz/R4l1GRqapqUlGRiY4OHh2dtbMzKympqauru706dPbt2+vrq4GNqqgoLBlyxYPD4+0tDTwFeru7q6kpHT37t1169adPHkyNjY2Jyenvr4e/JQYGhrevHnT2dnZxMTk0qVLhYWFIyMjOjo64eHh7u7umZmZEjb6GxvxEnIlCHx1BBAEkZWVVVBQ4HA44FBEUVERfGzweDwsFksgEOTl5Wk0GpvNBn/xbDabRCLR6XSROyZ5eXkSiYTD4SANHo8HCuFsSv7DAzIgi8ViMBiysrIkEklWVhZch3K5XAKBgMPhCASClJQUmUyG7DIyMrQPD7ySl5en0+k4HI5CoXA4HDKZLHKup6qqCnpXCgoKXC4XNVeqoKAgLy/PZrOJRCKLxSKTyRQKhfXhgfRUKpXD4cA5Po/HYzAY0tLScnJydDpdVlZWRkaGyWSyWCwSiSQnJ0elUqHhAJSMjAyUDJSgh11fvV+WeYGSRf0y7yAJeb80Aku1dsT15MXDi1J+9BVKvXjij6aEBJAeZDo0RjyveBgSw46quMsTNPtnKkLFRrQWNDEaWFQXWqx4QDwNWiba6j9IQMJG/yAdLWnmFyEgrsoOejwf1YqHZEsTQMznb1iiSkKgb4RqHUEAzSuuXAU0gL7RIi36j5L3RU2VJPp6CEjY6NfDUlLSbx8BLBZLo9GoHx42m43H4xdJW/BXWloaPG7icDj0Ijxsg4Lzzo8KdCCs4XA4sFlHp9NhtU6n0wkEgoyMDCyo0SqoVCqJRALGCopToFX6UZJ++9j/hlsgYaO/4c6TkP7VEQCbzT09PUVFRd7e3g0NDUKhEL2+iV70BPXSrq4uHx8fYHCQkUAgWFtbg9b9D58WgoDWOvoLPJfD4Vy7di0mJkYoFA4MDOzYsQMcjQQHB4sz5e3btzc0NKAraG1t7RUN6uUAACAASURBVJqaGtRHCEivXx0BSYE/AwHo649Ob5JICQJ/UASOHz9eUFCAIEhbW1t5eTmCIGw2m8lkwppdRkYGjNoBK4TbTWpqam1tbQYGBjwez9DQEPgml8sFSZPNZjMYDCaTiX5vFRUVjY2NCILs37+/t7cXQZC1a9fKyMggCMJiseTk5BAESU1NPXfuHIPBIBKJ0tLSCgoKpqamVCpVVlaWTCbD0dYftIeWWbN/mPx+BveVZJEg8HtFAEGQI0eOHDx40MbG5ubNm6amppGRkdHR0R0dHUZGRhwOZ+vWreXl5QUFBSKd/H379nV2dnp6etrY2HzzzTempqZhYWFg9z4/Pz8kJOTkyZMcDqevr6+5ubmtrY1CoQAHMDc3f/ToEYfDCQ0NnZ6eXrFihZWVFYIgnp6eqamptbW19vb2MTExg4ODhYWFNTU1CII4ODj09/dra2uPjIxoaWldu3Zt7dq1f9hTnWU1/CSL+mXVHRJifmUEgMcdPny4qqpKT0/v9u3bW7duXb16taen5/j4uI+PT3FxMVzKVFZWvnr1alBQUGlp6cGDB+Xl5WdmZkQa+P7+/jdv3kQQZOPGjf7+/nNzcytWrLh+/Xp8fDyLxQIVKNgTGBoaKikp4fF4fX195eXlampqovv1enp6mzZtunTpUlpaWkRERG9vr6Wl5eTkJIIg1tbWExMTysrKs7OzfD4f9P8lbPRXHjEfqpew0eXQCxIalhECsJYvLCxEEOTYsWO3bt3KysrKzMy8ffu2t7d3bm7u0NAQgiAUCuXGjRt+fn7l5eUiP3SKiorz8/NsNjswMHBwcBDyxsXFzczM6OnpXbt2DZyMoufsolune/fuBZd5iYmJIlV2WO9v3rz54MGDnZ2du3fvBmdN5ubmT548QRDEyspqbGxMVVV1bm4OVP03bNggYaPLYehI2Ohy6AUJDcsCAdj6VFJS6uzsLCkp8fX17erqWrNmTV5eXnl5eWNjY3x8vJKS0vHjx/Pz83V0dE6ePBkUFJSTk1NSUkIgEJqbm11dXYOCgk6fPk0kEo8fP75r167Ozk53d/fOzs7AwEBxlocgiLm5eVRUFEigW7ZsAUE4Njb22LFjJSUlubm527Ztq6+vX79+/aVLl4hEopWV1YMHD0QK8LW1tbm5uQMDAxI2uizGzQfbV5K90WXSFxIyfmUEwIIclUolf3gYDAaY8sTj8WQyGY/Hg3qTtLQ0XCIiiT34Dw8Oh4O8YFgej8dLS0sTCATILt48KA2sLMOv9P/3gJIT2N8jkUhEIhGPx5uYmAQHB9+/fx+Hw2GxWBKJhMfj/8i26cTB/NXDEmn0V+8CCQHLCAEQGNFzYJQyNB5i0L/iKdGweABNLy6KLioWlEzFU4qXAGEPDw9nZ2d3d3f4i+qlokVJAr8iAhI2+iuCL6lagsAXIYAabJboin4RXr94Igkb/cUhl1QoQeCnIwBq+ZKrnz8duV8ih4SN/hIoS+qQIPCfICBZyP8n6P0CeSVs9BcAWVKFBAEJAr9nBH5go5JHgoAEAQkCyxMB4L7LkzaUqmV3GRQ1PoZafPjoEeevNbXBZj/QhtqbAPO3QBIk+BnkwekBWjLg8NFyvu4GGUykUB3Y4EDLR13yokrjKD1gpAO12YHGfyaAenhHu/hX3O9DXb0vIlg8HpBZlOAzfwElFMlFoKGoip/Lf6a0z7z68i9CvNLPFLj0FYxGNDvqBnVpyv8kBmpBRyD6CUCZ0tLSKJ9CDRguqk48C6iCwZhEzWLBB4U2ZFH2r/V32UmjYGA8IiKipaXFw8OjsLBQpP+MovnrBjAYDJgcT0hIcHFxiYiI4PP5a9eujY6OBsIwGAyYUPuUgbXP06+rq7tnzx5XV9eoqChvb2/o+6VZpKSkaDTaUp2bpSm/JMbMzKy1tTUyMjIkJCQ7O5vFYol/5+vWrauuriaRSKiGDYxLUJzMzc2FK4xfUpGUlJSTk1NPT4+lpSWk19LS6uzs/HIX7V9Sy5ekodPp6KVM8fQwLwoEgoaGhrKyMg0Njfr6+hUrVoin+VQYvufc3NytW7fa29s3NTUtbVdGRoa/v7+Pj092dvanyvmS+NTUVFNT08+khM7y8vIC506fSfnRV9AWCoVCIBCMjY1TU1P/S2wCphwmkxkREeHp6QkengMCAmJjY6GBMTExV65c6enp0dTUhEl3EcHwLQQHB4eEhCAIQiQS3d3dt27dKrqKJhAIDh8+3NjYyOVyP5p3UVH/yd/lKI0iCGJmZvb27VsKhWJtbQ3eE1HRD0UEZhIcDofKROgsDQwIXsFnD+MAfsXZBEhVUBSYxYX0aJmL5jEEQSIiIiYnJ6WkpMLDw83NzTU1NcGnOehmE4nEzMzMVatWATEwKwLNaL0onVAvvBUIBA8ePHB2dkYQxMTEZM+ePZAMlXGARyMI4urqCp6CMBgMeJtAJSAoCv2FLPBVoHxQvEXQ2KmpKS8vLwRBWlpaqqqqYDwBeg4ODi9evAAXviieLi4u8fHxCIK4u7uz2WzwpgnFogiLS+jonM9kMm/fvn3lyhUQ+kJDQ//yl78An0Kl+EUlIAgCwEL5qM1jGA9QDrwSBxlAA/DFpUL4uvbu3Qu4oYShAZCAurq69u3bhyDI8+fP7e3t0a6EUQG/UB0UDsTj8fjExEQymezu7v7+/XsNDQ3xHgR4S0pKIiIi4LYoqNujDUH7F3KhzUH7C8XfycmJz+dDN6FtR5sAHU2j0R48eJCUlARdDGNAPDGUhhaOVgegkcnkoqIiDQ0NZWVlJycnNBlaC1xVQD8TNP4nBaBYdXX1p0+fwoD38PC4cuWKmZnZ9PS0srJycXFxYWHh5s2bRfQAYYvKB/uEIyMjdXV1CIIwGIxz586dOXMG7GMVFRX94x//OHDgAEC6KO9X/PvDoP2Kxf3nRcHgMDAwWFhYEAqFonnp4sWLJiYmyR8eLS2t0tLSffv2NTU1qaioxMfHx8bGpqamEgiEurq6jIyMxsZGMHvj7OycnZ1dWVkJzr7z8/NNTU319PS6u7sTExPr6urAnU5GRkZubm5ra6upqWliYuLu3btdXFzs7OzgJl9paSnIlWi7EASxs7P7v//7v76+PqFQiMfj4+Lidu3aJeL7kZGR/v7+jo6O3333XVhYmKysbGpqamxsrLOz8759+zIyMmpra/38/EpLS2NiYsT7FT7doqKi+/fvo1MinU4PCAiorKw0Njbu7OxksVgxMTGenp7+/v7Dw8NHjx6l0WiBgYGhoaFxcXEEAiEjIwOQiY6OzsrKSk9PRxDEyckpISEhOTlZTU3t2LFjBQUFBw4cgOqgRVDdo0ePwsPDZWVlz507t337dgRBvL294+Litm7d6ubmNjU1xWAwtm7dGhkZmZ6ezmAwxsfHm5qa1NTUWlpaNDU1HRwcIiIiEhMTWSyWr69vc3Pznj17MjMzxRkiVMdisXx8fGZnZw0NDdlstoeHx8LCgkAgWL16dXR0dHFxsa6ublRUVG1tbXFxMbjS9Pf3Dw8PLysrYzKZOjo6WVlZVVVVZWVla9as2b59e3Jysrq6en19/a5du+rr6318fA4cOABiYFhYWHR0dExMzIoVK7q6uhITExsbG1ksVk1NzePHj8GKKNqtaAAA6ejoAJuhU1NTlZWVjY2NAoHAxsamvb19586dpaWlIi5cUFAQExPj5+dXWVkJXpQJBAIej5eRkXnw4AF4ZnZ0dDx8+LCOjk5XVxeVSm1ubi4qKtqyZcuVK1c0NDQyMjKoVKqhoaFIesrLy1uzZo2Pj09zc3NdXZ2Tk9OhQ4d27Nhx5MiRVatW0en0pKSkuLi4xMREaWnp+vp6Gxub9PT0oqKigwcPwm19dEQBQzQyMsrKyhodHZWWliaTyUePHrWzs8vLy4uLi0MQJCoqKjk5ua+vz8nJqba21snJKS0tLSkpCb4pb2/v+Pj47777bv369Zs2baqoqKDT6e3t7du2bWtpadHV1ZWVlU1OTt6+fXtsbCwK3c8LAOA9PT25ubkit6atra2Dg4MrVqz45z//mZeX9+rVq/HxcV9fX5hN0a8DDUBj6+vrwTArgiAZGRnnzp0DyRRBEJHnvry8PBScn0fkj+ZadmwU5lJDQ8O3b9+6uLjY29sTCISzZ89mZGSkpqbu2bPnxIkTTU1NlpaWHA5n586dkZGRL1++xOPxAwMD27ZtKysra2pqsrCwuHz5sqysrMjjtrOzc1BQUE9PT3l5OZ/Pf//+vb6+/tzcnKGhYXJyckdHh729/f3791euXBkXF7d///7u7m5ra+tnz56tXLny7du3qqqq4n0Ad/vs7OxmZ2dnZmaUlZUzMjJOnDiRkZExOTnp4eGhoKCwsLCgrq6+bdu2c+fOOTg4nD59+sKFCxkZGeA/0svL69GjRzAOoHtgKHR2dt65cwetC+z43r17V09P79WrV6qqqtPT03V1dUKhsKura8eOHUKh8MmTJyQSaWBgwMXFZd++fS0tLSEhIWNjY+bm5gsLC1wu98GDB+7u7o2NjcHBwQ8fPkxNTV29erW43zGobmJiQnSFfHp6uqysDEEQBQWF58+f29nZdXR05OfnP3jwgMlk7tixIzAw8M2bNxQKpbe3F3xezs3NOTo63r9/XyAQHDhwIDMz08/Pb2xsbM2aNa9fv2axWGhzoKXy8vKmpqYtLS3Nzc2mpqa6urqvX78WCAT29vYBAQGXL1/OyMhITEzs7+93cnKanZ2VlpaOiopyc3NbWFiwtbVtb29PSkrKzMxsbW29dOlSXFxcQUFBUlJSf39/YmJiRUVFc3NzaGjonTt3+Hz+8+fPV69eff78eVdX11evXhkaGk5NTdna2kZGRg4MDHxKjIK+OHHiRElJCYIgMzMzLi4uGRkZzc3NgCqMCkVFxfr6+v3790N14iuerKwsuLIpJSXl4uIyNTUlFArfvXsnLy/f1NRUVFS0efPmW7duiQaGrq4u2G2KiIjo7OysrKz08/N7+vSpjY2NoqLi2NhYSEjI0aNHy8vLKRTKjh07YmJiXrx4gcPhhoeH/f39Dx48WFdXFxUVdevWLfHhhMFgaDSak5OTsrLyu3fv3NzcRCuY+/fve3t719fXV1RUKCsrz83Nqampzc7OGhkZ3bhxIzQ0tKKiorq62s3N7d27d+Hh4fr6+q9evWKxWAEBAdCcmZkZV1fXs2fPpqWlycnJpXx4Hj9+vHSy/FGmsygBgiAoG+3s7AQ2+q9//Wvjxo1KSkqJiYmvX7+GNYFQKDQ0NDQwMDA0NNTR0YGlAIIg4mw0MzMT2CgWiyWTydu3b5eVlV00DhcR8J//XXZsFMaxoaHhwsICWLFFEOTOnTv79u0TCoWqqqrd3d3gx1Xk43Dfvn3JyckvXrzA4/FXr17dvHlzcXFxfX29u7v7u3fv6HQ6CI8lJSWnTp0qLS3l8/mvXr1SUVF58eKFmZkZbH7t2LEjMjKSz+cfPHiwsrLy1KlT1tbWk5OTfD5/ERsF2ry8vFauXInH4+/fvx8fH5+amtrd3c1kMpuamhYWFlavXj03N6eurl5QUDA8PCwUCrW0tM6fPx8XF5eZmXn06FFnZ+eHDx+Kj3sYiGFhYa9fvwZ7vbC9EBISMjQ0pKurCwPa2tp6amqqvr6+t7d3x44dRkZGc3NzWCz2+vXroaGhpaWlVVVVvr6+t27d0tfXn5+fV1ZWfv369ZYtW3R1dZWVlScnJx0dHT86nh4+fOjs7BwZGTkxMaGgoKCkpPTtt99u3LhRQ0NDtJc3NTVFp9PLysqSkpIWFhaAjaanp+NwuGfPnm3cuPH58+fKysr79++vqqry8/O7efOmnp7ey5cvGQyGeHVYLFZBQWHVqlWGhobffPPNxo0bWSzW69evhUKhra1tfn7+2bNnd+/enZiY2NXVZWVlNTMzIyUltXXr1m3btk1NTdnZ2Tk6OpaUlBQVFTk4ONy/fz8zM1NDQ0NJSWlwcBBFwMfHBwj47rvvbG1tdXV1V65cCTLvkydPbG1to6Kirl27Boxv6fcDfdHR0VFUVASLenNz8/j4+LNnz1pYWExPT6upqb1584bH4zU0NJSWlgYGBgIXg8lJXV39m2++gc3f8PBwmL3U1NRevXqloKDQ1NRUUlISFhYm4s5jY2PAGszMzMrKytra2g4cOABLDRgb4+Pjbm5ujY2NZWVlOByusrIyJSVlenoai8UODQ35+fkdPHiwrKwsODgYCJCXl0fZipaWlre3t6WlZWtra1dXF7BR0Q5MbW3t/v37RYvfgwcPxsTEHDhwgEQi3blzJygoqKKior6+XlpaOisr6+3bt9HR0XNzc2CwanR0FIfDPX361MrKqru7e9euXSLT0TU1Nenp6WNjYyD3LEXyS2LQbbTTp0/n5OQgCLJnz54bN27o6en99a9/1dXVJZPJCILExMT4+/sjCOLl5bVt27aEhISkpKSQkBDUpUpdXV1tbS3glp6eDot6LBabnJy8bt06KysrKOdLSPp5aZYjG8VisWFhYX/605/Qs4jQ0NDHjx+Hh4dzudyzZ8+CETOBQDA3N5eRkTE1NaWpqXnlypX4+HiR3cZjx47R6fQbN24cPHjQ1NQ0Kyvr6tWrR48ePXz4sImJCYiZT58+NTc3t7e3Lysr8/b2VlRUBCGxvLz8/PnzAQEBjx8/NjIyevPmjZaWljgvQBAkLCyspaVFX1+/pqZGIBDk5ub29vb6+flZWFgcOnTI2Nj44sWLUVFRenp6U1NTu3bt0tHRuXjxYmpqal5eXktLi4+Pz/j4uPheAWzwEYlE4ET6+vpWVlZ8Pt/MzGx4eDgvL29+fl5PT2/Lli0bN26sqKjIyclpbW2Vl5evqanZsGFDQ0ODnJxc3YcnPDz81q1blpaWYLStpKTk2rVrGzdu5PF4jx8/hhvZ4gMFQRAtLa25uTmYmdra2jo6OqhU6pEjR86ePbtu3bqAgIAnT56oq6s/e/ZMdEIyMzOjq6ublZV17NgxNTW1p0+f2traZmZmBgQEVFRUmJiYbNmyZXBw0NLS8sWLFxwOZxF0dnZ2u3btIhKJnZ2d2tratra23377rYuLC5hAbm9vr6yszMrK6u7u3rBhw+TkJIlEunz5ckVFxcjISHh4eFxc3O7du728vGg0WmJi4tjYWGBgIJfLHRwcjI2NraysbGho2Lx588jICIFAOHPmzPHjx21tbQ0MDF6+fLlq1aqHDx9u2LDB2tp6ZGREW1tbnDYUEykpKTk5uRs3bnR0dDAYjFu3bkVERFRUVJibmzs6Ok5NTUFpGhoa0dHR586dO3z48ODgIJggwWKxJ06cuHjxooaGRkhIyPHjx3V1de/evZuZmfn27Vs+n9/c3FxaWpqQkHD+/PnExMSpqSkul5uUlHTr1q3GxsaWlpaEhITh4WGwcnLv3r2AgIDDhw+DKdK5uTlR26EvhoaGtmzZUl9fD9zw5s2bqqqqjx490tfXh/3BtLQ0OPrz8vL629/+tnbt2qqqqtra2uvXr1dWVsrIyNTV1YWEhFhYWID5/cbGxsuXL8NegaOjY2FhYWBg4I0bN9zd3SMiIkZHR5lM5vT0tIuLCyxEVqxYMTc3t2fPnocPHyopKX0USRTSzwRgT5/NZl+8eLG1tZVIJML8FBsbm52d7efnNzQ05Ojo6OfnBy6jQY4BdgnLfDATc/z48QsXLtBoNCKRCKNFVlY2Kyvr73//+7t371paWsSlls/Q87NfLTs2ChvtfD4fBA3oISkpKYFAwOfzMRiMiooKuHDAYDBKSkpMJpPD4ZBIJDU1NdGEr6ioqKysDDsjurq6JBKJQCCoqqqKhg643hYKhUwmUyAQkMnkTZs2Xbx4saGh4fLlywKBQFVVlU6nKygoyMrK8vl8JpMpFAqpVKr4KIHjFCaTqampCdIul8tVUVGh0+lKSkogSzIYDDh44XA42traeDxeRUUFvIcrKyuz2WyBQAAb/Gi3wV67yO66srKypqYmlIMgiJKSEpfLVVNTo1KpTCZTTU2NSCTicDgYu3g8XkNDAyhUUlLi8Xjy8vKqqqosFksoFILnCS0tLfBCLhAIlq6yYQmvoaGhrq4OJoW0tbVhOOro6Mh+8J8uEAjweLyioiKLxeJwOGBwiMfjiWzBCYVCGRkZDAYjEAhg6SROABxMoW2E5mhpaREIBCKRKCUlpaysrKGhoaqqSqFQVFRUoI84HI44Skwmk8vlgjP09PT07u7uY8eOiQzZ4fF4dXV1FRUVKSkpPp8vWjIrKiryeDw5OTk+nw9O3vX09BgMBplMhk7n8/mAAI/HE5/GUApBsGIymRoaGpqamjQajcFgKCsrw3zAZDLFRwWMSQ6Ho6amBqIoFosVCAQqKip8Pl9LSwtGKVCloqJCpVJ5PJ6ioqKCggIMSG1tbSaTicfj1dTU6HQ6eLHn8/nS0tI4HI7P58vJySkpKSkqKsJQZzAYXC4XhrqcnByUBoCDFLly5UoRW6TRaNra2jACFRUVNTQ0eDwegUAQCARcLpfD4XC53L6+vsbGxitXroD5PnilpKREIpG4XC6PxwM39DCS1dTUyGQyn89ns9kqKiocDgeDwUATFBUVxfeIxJH8wjCCIPChaWhogGsAKpUKcwAOh1NXV9fS0kL1UpaWiSAInU4XCoXQXyQSSSAQqKurs9lsoVCorq4OX9PSjF83ZjmyUXS2WcS/4K/4xCKeUjwM34N4evG3aHjdunX+/v4GBgbx8fFsNhvNBQk+s1pBS1iU5UdrFM/40Y4UT4CGPxpYWvWiZOIJ0PDSStFc8OonNQHN+9HAZ+r6aPqlkSjZ8CokJGT9+vWWlpZbtmyB1ffSLBAjnvEz4aUUiif+VOE/L/4nlbwo8aK/SwkgEokCgQA9T18KgngWeXn55ORkXV3d0NBQExMT8VefCn+egI/C+OWRn6pUPB4tDcan+N9FycT/omE0/X8psBzZ6M9oKuhzgN4JOphA5waNRBUmIDHM+SC9/ujWCaw+xNVrUD2VRZGfIR7V6floGrSKj779SZFQ1E/K8qOJURghJaC3NNePVg3gQ0ZILN5fSwsUj8HhcDweT0lJaZEsL57mS8KL2vKpLEuTAcGgdIXH4z9K+dfVVP9CiL58EAJDZDAYKioqv8DZy6ew/Z3Ff35SR7n5sg6A+iRqAVd85oQtAlAkhkEPuilg+JZAIHxhw6AcWCbDKgbOKPB4PBr5qaJg40y0a0OlUhdt7ohnQfmyeORPCoOpYAKBQKPRvnq/YrFYPB4PXjDBsLE4ziidoMnwmdpB/0ZaWhoAge8fzf7LBEBZ+DNEAhlYLBZUVlGqoI/QkYbGwz4dxMvIyMBuhvjbnx0G3dLPDJufXbIk41dE4IcOWlYzAzr9gtiC/gVZEs4iwbWsuCyAxWI7OjpAgQ7NAu1CEITH43V1ddXV1UEWEol04sSJQ4cOsdlsVDIF0RU+MCgBhQX91LW1ta9fvw57r5ASQZDdu3eLdNNQlZdFIifoe58/fz47OzsyMrKiogI2rcTVtlH+XlZWBossIACKWpRSnEJxwQf2Vbu7u4uKisLCwqqqqrhcLjQBBQQVr0gkkqysLLyF1qF1oW1H44E8AArOwb28vIqLi6Ojo9HEaIBMJvf29jo4OKBH4eLdBJzX0NAQnLOLlNXLy8sZDAYUDjWi1KKBRQjA30VZUM6IdijUizYZJUNKSmrfvn0GBgaLlodod8NIYLPZGRkZeDweTpPRBlZWVq5cubKuri4iIgK0poAdy8nJHT9+vLq62tHRsa6uDlXaR6kVxxOlDe44oq/QqRTKlJeXRxAkJCQEruWIUygJLysEfnRK/oos+4uKAqlHRkaGQqGQyWRwlkCn0ykUCpxm8Hi8I0eOgDIEmUym0WiwM339+vWkpCQcDsdisVBNCLTKpKSkb7/91tzcXKSkpq+vPz4+npWVJdLOpVKpdDodi8WKdHpIJBKDwYDlKhaLlZOTo1KpFAoFg8GwWCwpKSkej/f+/Xu4YCcvL08kEkFF4+zZs3CPTU5ODkRCtF4IXL58eefOnQiC9Pf3ixRIpaSkCAQCtBG02xgMhkj11dLSUl5eHiqVkZEBPxNYLBbOSWA3nUKhwFkQjUZD5WK0utOnT4OmTldXF2g+MhgMGRkZaWlpGo1GIpHIZDKRSExNTY2Li8PhcFQqFRxhAPchk8mysrI4HI5OpxOJRDKZvKgKQADOGd6/f6+pqQl+1QFwAoFAoVAmJiZQ921ycnKLRH4QrO7evQveh0ZGRmJjY8FDHAjR0KEMBgPu3TIYDOgjJpNJ/fCQSCQajUan06FpMDaYTCaBQIBeI3x4oGl0Oh0V6NhsNpzU2djYwGSG4rY04Ozs/O2338LZt0jfCGRMPB5vbW1NIpHOnj2bk5MDrUY/ofr6+qamJgRB3Nzcnj59CoOTRCJRqVQCgQBkw/GdSCuDRqMBYQQCgcFgYLFYIpFIp9PJZDKdTsdgMDo6Oi0tLfLy8lpaWnp6esCyl9IpiVkOCCw7aRQG5c6dO8GZ18DAAIza/Pz87u5uR0fHDRs2/O///u+aNWtiYmJaW1stLS1v3LghJSU1MDAQGxvr7e3t5+cHszo6X4GS89GjR0G5TKQEc+bMmd27dxsbG+fk5OzevdvS0rKmpqaqqqqlpQW8jCUlJSUnJ1+5ciUiIiI5OTk6Ojo/P19DQwP0HBMSEoKCgnJzc0Gvoru7m8PhFBYWpqWlAXdGqwb569y5c8XFxRYWFsPDwzY2Nr29vR4eHnv37s3JyRHpEuzdu9fHx2fjxo1nzpyxsbEJDAwUOYzMy8uDixmhoaFJSUk5OTl+fn5paWmhoaGrVq0qKiry8/NbpAeKIEhHR0d1dbWRkdH58+ednJxCQ0NjY2PhrpGPj8/169fb2trCw8MnJycLCws1NDRGRkZ27tx58eJFNTU1PT294uLi5ORkcAbLAwAAIABJREFUHx+f7u7uxsbG9vZ28V1jOGp//fq1jY1NZGRkd3c3j8crLi6Oi4sT6TCKvAaBHuX79++9vb1FB/olJSUxMTG1tbXAOgET6N/bt2/v2LHD3t5+eHhYR0fH1dU1JSWlpqbG2tp627ZtXV1d5eXlxcXFampqMzMz3t7exsbGAQEBcXFxTU1N1tbW/f39Dg4OT548cXZ2HhwcDA4Ojo6O5vF4ubm5ERERTU1NHA7n5s2b6enpFy9ehLkTNHyvXLmSkpJy/vx5W1vbT0mjcNhtY2Nz4sQJuI9gZWWVkZERHh6up6d38eJFMzOz9vb2lpaWtra2zZs3o4dyVVVVJ0+eFOkDVFdXHzx4EIfDXb582dnZuaamJiUlZcWKFSMjI6mpqb29vcHBwf39/bq6uurq6kVFRWlpaampqaCll5aWdu7cOT09vdjY2Ldv34r07fLy8mBGRAVq8dElCS8HBH4Y1cuBDnEaEATZsWPH2bNnzc3Nnz17hsFgRkZGQkJCampq9u/fD3czyGRyRETE9evXDQ0NX758KS0tDQqGvr6+i84fYLJau3btunXr4DoEWMQQaXSeOnUqPz9/27Ztubm5R44cyc/PT0pKOnfuHJFInJ+fB/fiIqXI2dlZS0vL7u5uNze3mZkZR0fHmZkZCoXS2dkZHx+/c+fOnp4eOp0eFhZWVFQ0MjKy6PtEEOTMmTPl5eV2dnYPHz709fW9ceNGYGDg/v376+vr2Wz227dvGxsbeTweaFz7+voODw+vXLny5cuXPB5venrax8ensrKyq6vr3bt3SUlJGhoab9++bWhogO0FFDrwDHzo0CEDAwPQ0XFycvL29oYr866urrOzs6CndefOnfDwcCqVCne67t+/7+rqWlNTc+jQoYCAgMbGxjt37qSkpAgEAvDpBpMBsNF37965u7sbGRnBVmlERER8fPzs7Kyrq+v4+DgOh5uYmPDz88NisVu2bImJiXn9+jVDTA8fWOrNmzdFt31cXV2np6c3bNhgbGzs7+9/7dq13bt3JyUlnT9/Hu6JIQhSXl7e3NxsaGjIYDASEhIuXbpkamr64sULAoEguoyUl5d39uzZixcvWltbS0tLh4SEiFjq+/fvgf+uXbu2r68vOTkZi8W+ePFCX18feO7ExISLi8uibgIYYbQYGRmJaoGiGAxGUFDQd999B/flp6en165de+LEibQPT09PD8pGDxw4cOLDc+fOHZDiJyYmNm7c2NjYWFJSIhAI3r59q66uPj8/v3r16hs3bmzZsoXFYm3evLmsrGxwcFBaWvrFixfW1taXLl2Kjo62tLScmZkRrXLKysqOHz/+qWtXaO9LAr8iAsuajdrY2Dx//hyDwQwPD3t7ewMbVVFReffuHYPBiIyMvHbtmomJyatXr6SlpS9evNjf3z8+Pq6iorLoC0EQBHbrrl692tzcDJfPdu3a1dXV1djYKCsry2azT548mZmZmZSUdOHCBQRBEhISUlNTRaKBsbHxn//8Zzs7Oy6Xq6Oj8/Lly/Xr18/OzoqzUZDLTp06tWfPHpHC/NLaz58/v2PHDgRB+vr6Ll++PDg46O/vX1VVBfYUbGxsxsfHq6qqRkZG3Nzc/Pz8bt26BReBeDze/Px8VFSUvLy86AsMDQ19//69p6fn6tWrHz16BGZE0NEj0qU/efIk3E2Ai/MZGRk5OTl379718vJyc3ObmJgANjE8PBwREcFkMt++faupqXn//n0Qmvr6+uTk5JSVlcfHx9GFuXj5ioqK6LaGlJQUm83u7u5OSEiYmpoCnkgmkx8+fOjn50cgEE6fPh0fHz83Nwe30aAcYKOgQC7ql6GhoRMnTnh6elZVVZ05cyY9PT0xMRHu487OzkpJSSkpKb158wYW/tu2bbt06dKaNWvm5+cxGAxcBzIzMwPtehwO19bWtnXr1pcvX8LVAAsLi3PnzokuPiAIsnXr1tTUVNGVfCaTOTU19Sk2ChKfk5PTmjVrjI2Nx8fHIyIiSCRSZGTkn/70Jzc3t4cPH9rZ2XV2dm7fvj0tLU2cjVZXV9fW1ioqKs7MzMDOKVzGPXLkSElJCZ/Pf/nyJdygMzAwGBwcDAsLU1NTg7n8xo0bwEZXr17d398fHR0N97gkbBQdfss5sEzZqIWFxfnz50tLS4eHh+Xk5Pr7+4ODg/fv379v3z4ymdzX17dx40YjI6NLly6VlJSMjY0pKCicOXMmJiamubm5s7OTSqUC6LB5r6KiUlZWxufzAwMDQ0JC5OTkrl27Vl9f7+bmdvfu3ZSUFA6Hc/To0YyMjO3bt586dUqkxNvW1rZr167Q0FAZGZn9+/f39vY6Ozvr6Og8fPhw5cqVycnJ/v7+ooun8vLy6enpbW1tZmZmY2NjmZmZAwMD4rd3EARRUVG5efNmXl5eYGDgtWvX4CbPkSNHent79+/fr6KiEhERERgYmJSUdOXKlU2bNgUGBl64cMHKymp8fFxOTi4uLg7Yrr+/v7Ozc1paWtCHJyQkBJgLtBRBEA6Hc+nSpdbWVthYRBCkrq6uoaHh1KlTCQkJcE0TNJmzsrIqKiq0tbUfPHiwevXq69eve3l5aWtrj4yMZGZmamlpXbt2DSyPoVMCnNV4enrOzc0FBgbCyYmysvK9e/dSUlJu375tYGBw9OjRnJycq1evitgik8m8d+/ezp0779y5s3LlSvSIBkEQbW3t0dFRsIdw5coVIyOj7du3d3V11dbW7t27Nz09vbW1dcOGDcPDw3DBobKy0szMDEGQNWvWXLp0ae/evaOjowwGAzZSROfjJSUlTCaTTqePjIxkZGTcvHnTycnp1q1bTk5OJ06c2LVrl0gxvq2tDaBTUlK6ffu2j48P2jTx71NKSsrOzm7btm1EIlF01+Po0aM3btyIiIhwdHTcs2ePnZ3d4OCgq6trS0tLSkpKWloayImgQ3769One3l46ne7m5jY2NmZgYJCbm1tbW3v+/PmCggJDQ8P79+8bGhqOjo7a2Nj09fWFh4evWrVqdHQ0PT39/Pnz6urqd+/etbe3h+lHQUHh8uXLZmZmhYWFR48eRQEUp1YSXiYILEc2CtDA2YKMjAwcC9BoNBkZGdiMh6MnaWlpEY+DeAqFwmAwaB8e8XN8OMCl0WhcLhdOWsAGj6ysrJycHJFIZDAYcnJyeDyeTqdDdvhtbGzMy8trbm4GwzNw8gOnAaC3pKioCCcwQBUcGcGxjLhGIWy0ycnJycrKcrlcKpUKajRMJpNCocDBCJVKVVBQAMIoFAq0V3RtWVZWFm77sNlsJpOJw+EYHx5paWkqlQp3qNH9MjguY7PZcDIGJ11wlAEnS3AmA5eg0MMlJpMJd3XgnA2KBWAXXd+Coz82m81isQAxOGWGkyv04AsOguDsBV7BAQtoDoHeGPPDIysry+FwyGQyBoOBtoPjdaATQGCz2WZmZnZ2dgA1FouF8cBgMOAyFYlEgsMZ4PJwOgeHkywWC20amUyur6/Pz88/fPhwSUkJgUCg0+kodOKfIhxRKigoAGiyHx46nQ69DG+pVCqDwaB/eJhM5g+fEIKQyWToZRgeLBaLyWRKS0vLysqSyWQYzCwWi0KhsFgsdEjD2SYcQBGJRGgdDEUpKSmADloBOgPipErCyweB5ctGQVhAj+EAskUSBJpG/BBjURp0X088Hi0WjRSPIRKJkZGR5ubmvr6+qH1clAC0UtCMgYxQy6f6Vbxw8XLQotAA+la8QJTIT0Wi9aLEAG2L0qNkoPFovWgAJUC80kXlf/QVmhEC0CNQI6gBoIVA7YuIES8TJcbU1HRoaAg13iqeEQV/UbEfbRqBQIiIiDA3N/f29oYTJ/HqxEtAq0DLF6dTvHCUSDQ7pIS/aPniyZaGxQtEq0ZBQ6sWLxmtThJYPggsRza6aPSgYwgdmih84inREYm+hQCaZlH8Z/6CQhKbzQZtp8+k/MJXSyn/fMafmv7zpf2kt5+vGt6KpxEP/6SKPp8YLRbkzc8n/tRbtBAMBkMkEkE+hX2eT2URjxfPjo4uiBT/Fc/yJeH/JO+XlC9J88sjsOzYKEgu2traDg4OpqamZmZmtra24paGASNU3VpaWlpPTw9WUh+Fj8Vi2draMpnMpTLRR9Oj5X/mreTVbw4BkI5/0hj4zbVRQvCvhcCyY6NwM0dTU/P9+/dBQUEqKip1dXVwnQOVKyHA5XLt7OwwGMzBgwfBYcOiBPCXw+G8ffsWbgd9OcpoUV+eRZLyv4HAIpHwZ1ch6dCfDZ0k448isOzYKGz843C46elpkab6ypUr1dXVGQyGubm5lZUV2PsyNjbW09Pr7OwEU5uurq4KCgrr1q3btGkTk8lcu3Ytg8HQ0dGxt7dns9k0Gg0UYr7WB/mjmEoSSBCQIPCHQuAHNroMHzwePzU1lZOTc+rUKSwWKzouz8vLy/jwXL16FRRQ+vr6SkpKKBTKwsKCubl5aGjo999/r6mp6evra29vX1lZWVhY2NraisfjX716ZWxsvAybKSFJgoAEgd8BAj9sGS2reQOkUQKB8PTp0w0bNiQkJFAolOHh4eLi4sDAQB8fn717937//fceHh7t7e0ZGRkYDGZ6etrKygq09EtLS1VUVCgUSnh4eFNTU19fH4FAWFhYED/tXVbtlRAjQUCCwG8dgWW3qAeDOrKysq9evfL09IRLdQ0NDRcuXACj4paWluC/ob29vbq6mslkzs/Pg0GdtLQ0sBLi4+MzOjpaWlo6ODgoKyv75s0b8JfwUVXB33oXSuiXICBB4NdFYDmyUQwGY2FhUVJSEhoaSiKRMBiMvLx8bm5ueHg4k8l0dnZ2dHQ0MDDQ1taOioricDgZGRmGhobgsRrcN/H5/LS0tPXr18fGxqqpqWVmZq5YseLXBVpSuwQBCQK/VwSWHRtdpISMKtnBBsrSt+jGymdeoXl/r70oaZcEAQkCvyICy5GN/opwSKqWICBBQILAT0VAwkZ/KmKS9BIEJAhIEPg3BCRs9N/gkPyRICBBQILAT0VAwkZ/KmKS9BIEJAhIEPg3BCRs9N/gkPyRICBBQILAT0VAwkZ/KmKS9BIEJAhIEPg3BH5go5JHgoAEAQkCEgR+NgLL7jLovzF5yR8JAhIEJAgsewR+b9Lojyrh/+wJR5LxRxGQgP+jEP2XEgCf+S8VLin2RxFY1tIo2Gb+/FSExWLB+RIGg0E92UEWEomEx+M/nx2DwZBIJEVFRQ6HAw7UwMc9hUL5SYb1wB4wi8VSUFDgcrnKysp4PH5RCSwWC63iR6nC4XAkEmlRCT+aS2R9FXy9iZz0iRz5QQn/PUsCFApFUVERsAInd1QqlcfjiVMOyCyiARy0gVeiH22UyDsmiUTifHgWeYj60bxLEwAli+hZmgyDwYD/qI+mlJKSAn9W4m8h8gut60tLS7PZbDKZjMViwUOXeFHgtEpRUVFWVhalDYfDKSgoyMrKio8KyIUgCA6HA8dWaDlSUlLgHgpBECKRqKSkxGazUe8yMOfRaDQOhyMtLY3W8gsHwJw2FosF4sGPNIQxGIyCgoK8vPxnSILseDweXBCCt1oikQiMj8ViycjIiDf5M0X9J6+W6REToOPs7JyXlweDRnxCgAajMadOndqxYweXy21paSGTyWh8YWHhxo0b0b8fhUlKSopGo7W0tNy5cwfcvovcL+vr6zc3N39GtlpaFLhU09XVffz4cVJSUkRERGtrK7gIRQkoLy8XecpD/y5q16JGeXh4gKtkNP2iBB+lQUpKis/n3717Nzs729fX9/Tp02vXrl1UEVrgovhPtXdpRSglTCazp6fn+vXr4OqDSqVev369o6MDGCuCINLS0mQyecWKFcBkoWo0e0NDQ2lp6SJ6llaHIIiMjMzJkyevXbu2CFLxvGjhaCTaIjQg/eHR19cXdzu4tEaRT1AVFZUjR44Ag1taIIIgpqam1dXVqMNOcPnX0NCgqamJNhDNuDSAwWB6enq2bdumrKzc3NwMvgvRZDCXR0VF/fnPf7axsYH4+Pj4hYUF1DkYmlhDQ4NIJK5bt66iogJBEIAaZi9vb+/5+XkXFxeRiZ/8/Hxra2tx2oRCYUVFRV9fH7gfXzQe4O9HwflakUCkUCjs7u7etm0bgiAKCgpHjhwpKipCEMTR0TE1NXVsbMzPz+9TxCAIYmZmdv36dUdHRwwGU15e/te//rW7u5tEItnb22dnZxcXF9va2n4q+9dqyPJlo6JJNT8/f25uTk5ODvDlcrlqamrgIhiDwSgrK3O5XARBwNM3nU5fvXo1gUCQ//CQSCRTU1NFRUUcDqekpESn0z8KGfDrrKysM2fOwBBEEITL5ZqYmFCpVBUVFS6Xq6ioCEOWQqGoq6vjcLilvQL+PhEEmZiYAOe9ExMTgYGB4PdYSUlJxFOKioo6OzsRBMHj8QKBgE6nEwgENTU1eXl5FRUV+NSZTKaWlhaBQFBXV1+xYgWDwVBSUlJWVgYZBEEQHo+nqanJ5/M/5VgFQZArV64kJSUhCBIXF/f8+XNwiSoUCkkkkry8PIfDQWEEYDU1NQUCAQ6Hk5GREQgE0tLSTCaTx+MpKyuzWKyljUWRRBAkICDg3bt3Hh4eCIIYGRkNDg4WFBSAm1KBQEAmkzMyMmpqavB4vLS0tFAoBHmcRCLxeLzGxsa6ujpwq6murv6ppQP0UUlJyYkTJ0BagRg6nS4QCPB4PKDE4XBkZGQQBJGVldXU1BQKheBrk8/nw0pFUVGRRqP5+/ufOXNGXMpDm4MGEATx8PD47rvvgIVhMBgulysrK0sikVRVVeXk5KBTjIyMUIedCIJoaWk9f/48LS0NpD9VVVV5eXllZWUikQioglikrKwMk8HZs2f37NmDjlsCgcDn8xkMBgCOIIhQKLx8+XJvby+CICwWKzMzc2pqikwmq6io0Gg0Ho8nIyOzYsWKq1evmpiY8Pl8AwMDcNeK+uPT1dXds2fP8+fPlZSUzM3NWSwWFotVV1dnMpkIgmRkZNy9e5fP51OpVD6fD33N4/Hk5eX5fD7IdCgm/40ASO4yMjI3b97MycmBZcepU6eampoQBFFSUiKRSGfPnnVzc/vUIEQQRFVVdX5+3s3NTVZW1s3Nzd3d/Z///KeNjc3g4GBkZGRBQcGlS5fg+/1vNAHKXKZsFEEQPp9vbGw8MjICDtN37do1NDRUWFh45swZDAaTm5sbERHR39+vo6PT3t6+Z88eMzOzhw8fWllZHT161M/Pz9DQsK+vLy4urrS0NDIycvPmzTBLL4ISPsiMjIy+vj6UjXp6eg4PD+vq6r548SIpKWl0dFRbW5vH4x0/fjwoKKiysvKjvQKRo6OjqampcXFxQ0NDLBYrOjo6JSWls7PT3t5+z549J06cwOFwTU1NIh/l58+f5/F4k5OTu3btun37tp2dnaKi4u7du/Pz8w8ePLh79+62tjZ7e/vp6emUlJRbt27RaDQXF5fa2tp9+/YNDAx8lJsDLx4YGIC5fcWKFf/617/c3NwaGxv9/PyqqqqysrLu3LmTl5fX3d2NwWBMTU1bWlrS09NHRkZcXV337dtXXFyclZXl7Ow8PT29Y8eOGzdufGYjAkEQS0vL8vLynp4eHA5nZWXV2dmZn58v4tTHjh0LCgoqLy+/cOHCsWPHqFRqRUWFq6trbW2turr63r17g4KCbty4UVlZyWQyjx07FhAQUF1d/anVJYIge/fuRdkogiDGxsbV1dWZmZllZWUWFhYvX748fvz41q1bVVVV29vb4+PjJycnXVxc6uvrw8LCSkpKmpubAwICROw+Ly9vbGxMQUFh0UhA/yIIwmAwQNg8fPgwsNSDBw8GBwfr6Ojcv3//+PHjhw4dCgoKGh4eBsAhr7m5eXh4+Pj4OPiLnpqaysjIGBgYSE5O7u7uTk1NFfGC/Pz88PDwK1euaGlpdXZ27tq1y9LS8smTJyKP33V1dSEhIVeuXGEwGDAs1dXV3d3d5+fnBQKBgYFBQEDA06dPSSTS0NCQj49PfX19cXGxubn5X/7yF2Nj4/j4+MuXL8M0A/TAxKaoqNjQ0HDu3DlbW1uRf/LCwkIfH5/KysqVK1dmZGSMjY2RyeTq6uqQkJCBgQEZGZnq6uru7u6aD8+nmBeK1VcJiNZ/PT094MlcBP7Bgwebm5vha/L19f3b3/4WHR2NTi0QD58qjBYEQZ48eQITOSxcenp6tLS0/va3v4WFheXk5CwsLHzqY/kq9MPSYXmZbUZHgLe3t76+/qFDh+7du4cgSFJS0uXLl01NTefm5shksqmpaWBg4IsXL1xcXNra2rKzs/X09GZnZ83MzN6/f9/Z2UmlUi9cuJCYmHjgwIFvvvnGy8sLVhBLgUMQJDMzE2WjFArFycnp8ePH6urqr169EggEjx8/trOzi4yMHBsbW7duXWtrK2wdLCoKOvjevXsxMTFGRkZTU1MhISFCodDf3//evXvx8fGZmZknT54USawbN26Mj49/+/Ytn89/9uyZqanp5cuXIyIiioqK4LulUqk7d+7s6emxsrKamppSU1N7/fo1l8vdv39/aWlpVFQUSCiLCEChGxgY2L59O+xO/P3vf9+9e/ezZ8+sra0bGhrKysouXLiwatWqFy9eSEtLp6amdnR0ODo6Dg0NycnJ+fv7Hz58+PTp0zY2NpOTk3w+//Xr1yoqKp/6nBAEsbOz09PTe/36tZ+fn4qKSnt7e2ZmZnR09PDw8Lp162pqajo6OoqKigQCwatXr4hEYldX1/79+2dmZrhcblVVVUVFRUBAwKNHj+zs7FpbWz/FshexUSaTyWAwAgICqqqqrly5Ymxs/OrVK0VFRQwG4+/vf+PGDWNj49HR0crKynPnzjk5OR0+fHhgYODx48d6enrR0dEDAwPi7GYRjAiCWFlZ2dnZhYWF/eUvf+HxeOvXr//+++8rKiqoVOqTJ082bdqEIIi3t/fjx4/R7QIVFRXw3vznP//Zy8sLg8HMzs5aWFj09vZu3bo1KysL5oA1a9YEBAQ8f/583bp1J0+e3LVrl5GR0YsXL+h0+oYNG2JiYt68eaOkpATF6ujoaGpqdnd319XVrV692s7O7vnz51gs9s6dO35+fpWVlQcOHFBWVn716pXIU054eLhogoRBiI4EY2NjVVVVJpP5+PHj1tZWPp//6tUreXn5urq6vXv3hoSEXL9+HZbPW7Zs+dOf/qSmplZRUVFTU7Np06a7d++Kl7YIpa/49zNsVCTXl5aW3r9/H0EQCoUSHR2dmJiYkJCwffv29evXo8NycnISZaOurq4rV65kMpkoG52bm1u6dPuK9C9HNgqbjFwu18HBQV1dfdWqVfPz82ZmZrGxsf39/atXr56fn8fhcIcPH87IyHj06NHGjRuPHz+em5urq6v78uVLgUBgZmZ2586d1NTU3t7eXbt2qaiopKamPn36dNHePOD4gzSOINnZ2efOnYP1YEREhIODw9TUlFAofPPmjVAonJqasrOz8/DweP36tVAoVFZWXjq5wWmYlJTUo0ePfH19RZ/Z5ORkVVXVzp076+rqLl26tH379uzs7JMnTxIIhKGhodjY2JcvX6qrqz9//tzU1PTKlSsRERGJiYnPnj2j0+kMBgNMUFtZWT19+lQgELx7905NTU0oFGZnZ2/dupXP56NjCB0QYPEaQZDr168DG62oqLh+/bqRkdG3335rZWXFYDB27doFMC4sLJBIJAUFhdzc3KioKHV19fXr11+9erWkpOTMmTNr16598uSJhobGu3fvoC704AKtDqalDRs2YDCYEydOwAzR2dmZk5Pj7e29sLCgpqbGYrHa29srKyvV1NSmp6fpdDrIZY8fPzY3Nz969Gh1dbWTk9O7d+80NTWVlZVJJNLSiqCP9u3bB1XweLyoqCjYEduzZ8+NGzdWr1798uVLOGBkMpl79uyJiorS19dPSkp6/PixgoKCUCg0NDQ8ePDg+fPnExISbt68SSAQ0IaIB/B4PJVK3bBhg5aWFp/Pv3btWkZGBpvNdnJympmZ8fX1ffDggYuLC8pG0bnZzs5OX19fVVV17969/f39BALh2bNnlpaWFy5ciIuLy8/P7+joEK3Tjx8/npmZOTk56eTkdPr06bS0NCMjo/n5eS6Xe+vWrbi4OBhyAIKenp5QKFy3bt27d+9UVVVtbW3n5ubwePzQ0FB4eHhzc3NlZSWfz3///r2SklJERMSdO3fIZLKHhweTyQTQTE1NNTU1EQSxsLAYHR1VVFScnJzk8XgNDQ07duzYvHnzzZs3RUuKgYGB+Pj4V69eqaurHzhwoKamBuZ+dKdVHKKvGIavBthofn4+cO3q6urm5mbRJ5aXl6eoqBgVFVVeXg5naPr6+oYfHmNjY/HZfXJy0tvbG0GQ4ODgkydPJiQkbPp/7X15UFTJlvctqgqKWimg2BFQNtkLCtl3imJXih1khwYBWURFQcCnNgK2iq2C3QpuKK6ooGIjD3FhU3FpeSyiICrz2umY6YmYiZg/5ys932TcAO2Jtqtf+Lry/gFZefOezPPLzJMnM8/JjIpqb2//6quvZEP4iRMnFncWOXLxJYpR+ocnIyNj1apVsBR48eLFXbt25ebmHjhwwN/f/9KlS3w+v7q6uqamZs+ePcnJyQ0NDUVFRUKhsKOjIzg4OCYmJiMjw93dvbGxMS8vLzk5WSwW5+fnf6rnaGpq7tu3r7m52cfHp7i4ODIy0tfX99y5c87Ozl1dXc7OzmfPnpVIJLJ9T9kdpU1NTUKhcHGtwCqPUCjs6urKz88vLS09ePCgQCDIzs7ev39/dXV1aWlpWVlZXV2dbIG1ra0tLy+vtbU1KCjo7NmzPj4++/fvT0lJYbPZjY2NDQ0NRkZGubm53377rVgsPnfunEgkgsP/i4uLL168WF9fD8uvC5oCdGlra+uLFy+Wl5fHxsbu2LED9s22bNly7NjD38YaAAAgAElEQVQxDw+PjIyMgwcP+vj4dHR0cLnclJSU69ev19fXr1692tPTE5rgnj174I4WJyenrq4uKyurj+51EgSxZMmSuro6KysrNze3kJAQPT29kydPHjhwwMDAQMb+wYMHraysfHx8vv32WzU1tdjY2NTU1IKCAiaTmZCQ0NjYWFtbW1BQQKfTGxsbm5qaRCIR3Au7gC+CIAQCQXNz8969ez08PDZu3BgUFGRlZXX27Nnc3NympqawsLALFy7AgmNISEhvb299ff2aNWu0tbVPnDhRV1cnEonS09PDwsLi4uLMzMyOHDliYWGxuBJhKh0YGFhcXMzhcJSVlXft2nXx4sWUlJSwsLC8vDx7e/u2traQkBCYUpw6dQpW6i0sLLZs2WJkZEQQRGZmZn9/f1RU1OnTp/39/fft25eRkVFcXFxfXw/r41VVVXv37o2Pj9+9e7dMOXBxceno6DA2Nj569GheXt6xY8dWrFihpKSkoqKSl5eXnZ2tpqZWWFjIZDJhQubu7g5qeFNT0+bNm5WVlffs2RMcHJyQkHD48OElS5Y8fPjQ398fVpzLysoSEhJAKEulUiaTGRERkZaWVlRUpKamlpKScujQIQaDcejQoeLi4iNHjnh7e2/evLmqqio6OvrEiRMsFuujS2ELKuizf0KLNTY2/u6772SrCBoaGjLrhYaGhpaWFktLy9bW1ra2tri4OGSeAXJ2wV/ZCe5nzpzZuHGjhYXFlStX7ty5MzQ0ZG9vb2JiUlRUVFxcbGJisnhs/uwyf/TDL25tFJCl0+mweA/LH6BngdT//7KfeL8WAT0BPkH1Dbs9wC1E/vq2LKzKKykpMRgMuLMEQIdv4S9k8euDMzLPotPpaBKBPoRik3+ieSXKCLoxypHMLzCbkZGxcePGxMTEs2fPwi4BuVKh2IAYjUZTUVFB+KC8EFaQl1Qq3bp1K+zpL1u2DNKjxOSCkTNCYYAOQAMbHdi5BlUI8oLEUDZUEZAFuXhkrhF9FADxSqVSoY7gQ3gLlYL0Gm9v77q6OqlUeurUKRcXF3JGsIUFZUOUFwTAaEn5wwPb+lALEAYuEI+oTmk0Ggz/qBio3cIIBFDA56jdwisYgFGDQZhAmwejK+ACaKImCpEIN5jG0Wi0hIQEY2NjVGzoR1Dd8JdOp0OmiB1U76i0iCwq8wKg5PITiKPKBZbhJwCCSvgr2UGjgioAbBE75A23X6Hw+19Bo1og3/HPLxQBoVAYHR0tkUhA3VhcStSMFr9aHEOlUpcvXx4dHR0YGBgcHAwT6sXJ/oliqFSqkZFRXFycv79/REQEh8MBwfFPxMLvKSqoArBDBWLo91Bb/O1val2LP/9ozB9B86MZ/aGR75vZ7xfGcqcAoxDiHFnnfSojGF1BMUHqCRqBYWhF38K4jX6SA0hbRAMaZI3GZJTgo/NcMikUJitlKPJXAqB0oAIsyIhcAKSu/go1VHKUBjhC2FIoFPAUAAxRMpQvwIXeogA55eIwqkGgA+wgFQPVCNQR+XN4BemBWSjAYkYQEeAFDOaRakNW1hAvCLFPVQpqSJASKC9uMCjZYr0b4QMKLGJ8cfnJXJPDKCViECm5ZKFD/gTCqKYgGdJkF6eEGMAKKdfQ8MiJFzQVVDByGjKkqMALEvzpf3652qiGhkZ8fLxYLA4MDFxgv41EAOo/VCo1KCgoLCyMRqNFRUXx+Xw6na6iohIbG+vl5bUgPSw8fZRzKpXK4XBiY2Ozs7N9fX3T09OXL19ObsRUKpXP5+fk5MDGywLKH/1Jo9FWr14NK6ofTbAgksVixcbG5ubm+vv7p6amWlpaLkhA/slkMtPS0pYvX06OJIcNDQ1zc3NhCQ/Fm5qa5ufnS6XS+Ph4iUQC80T0FgVMTExCQ0OBfRqNZm5uHhgYiOQ4SrY4AGmEQmFpaalQKHR3dy8tLXVycqJSqXFxcXDtIHwlEAhgXxsRodPp8fHxK1asQAKIRqORzTNRSjU1NTMzMy0trejoaC8vLxcXF1hOWVyzIGHd3NySkpKoVOrKlSv19fURHXKASqW6uLiUlJRERUWpq6snJCSsXbvWzs6OLL9AQLu4uCQmJlKp1LCwMLS3Disb2trasKBMoVAkEsmqVavQWELO66NhWFXw9PSMj49HIwo456SlpUkkkpycHIlEkpSURNY3ra2twc9CZtIgu1E8NTUVzAnMzMyysrJgN2ZBdiD+XD48SkpKsI5BVt7RKo2Pj09QUJC3tzcyoCaTAtbEYrGZmRnIWfJbBQl/idooQRBaWlo9PT3p6enQJsA0F6oERjZUPahXV1dXX716FayXtLW1IYFsE2D37t3QIdFfkUgEuwTQN8iqCjSjpKSkFy9e8Pn8gICAsbExMzMz+BbSq6ioTExMIAMLRBalQWMv6s83btwAq2xUbHK3ROkRa1AAdXV1f3//H3/8EfYuPvotQRADAwN5eXnwFuWI+q2RkdG//Mu/GBsbk4tHo9H6+vq2b9+upaV1586dtLQ0RBx1XYIg7OzswIwf7mR1dnZeYMFH7nVQEdCRIF5XV3d2djYkJERdXX1mZgZySUtLI/dGQ0PDzZs3IwUcinHhwoXa2loErFQqtba2RuWHLLhc7o4dO4yMjM6fP5+Tk6Onp3fgwAGCIEJDQ52cnIAOql8IJCUlPX78mCCIsrIyGJwWIA+g6erqvn37FnZ+i4qKxsfHwXcD0QRq8fHxz549IwiipKQEUQPG169fDxZp0BrBnBOEL8IZNQCk2EICoJCVlQV2fqiES5cuTUhIcHZ2fvv2rcxyIzs7G3wNgKCfn19qaipCrLCw8N27d1KpVEVFJScnBzmVoQaGAtHR0StXrlRRUcnNzSXXAiqVWCweGRlhsVilpaUyr0JUftTvICY3Nxfcqz6lsSJG/pSB9/3ui2IMmtHWrVsHBgaghuh0urm5uaamZkhISGpqqqmpqbu7e1FRERpyzc3No6Ojm5ubL168yOfz161bJxAInJycIiIirl+/DtYSQqFw1apVsbGxhoaGjx8/3rVrl6qqqqenZ0pKiru7O6p7yDEoKOhvf/sbLLS9fPnSwsIi6sPj6uqan59Pp9OfPn0aEhKio6OTnJwslUo5HE5QUJBEIrGzs0O9HfqJt7d3WFjYwMBAaWkphUIJDg6WmVi7ubmx2eyysjKpVFpWVgZuWqgWZJJRLBaPj4+DZ+fs7KylpaWWllZkZGRmZqa+vr6FhcWGDRvi4uKysrIIgrh161Zubq6Pj09YWBhBEP7+/klJSc7OzqDWgZcRCGJyFh0dHVu2bJGZwvT09BQUFOjp6cXGxoaEhDAYDHd398DAQBcXF09Pz8TExJiYmDdv3vj4+AQGBoJflpOTU1xcnLe3N4fDKS0tjY6OLikp0dXVJU9+AcmmpiaQbu3t7WfOnOFyuTA58PLySkpKWrFihZ2dXWFhobKysr29fUZGxpYtW9zc3FpaWo4cOVJYWGhhYeHo6Pj69evMzEzk4wRa2KZNm9avX08QxO3bt6enpx0dHQ0MDOzs7GZnZwsKCuzs7EpLS42MjDZv3gwHJsTHx1dVVY2MjKipqZWUlIAZEAIEBcDHbHx83NfXFwxohoeHwVUmLCwsIyNDQ0NDS0srISGhsrLy4cOHHA6nuLiYPGPgcrkFBQWvXr2CyNLS0r6+vqysLF9fX2Vl5bVr10ql0pKSEgcHh5KSEkdHR4IgTE1NIyIiMjMzeTyevr5+XFzcjh07UPuHRSrwKbK2tn79+rWmpia0jQ0bNqSkpERHR4eEhIDch1bn4+OTnp4+Oztrbm7u5+cHnhFxcXHOzs6mpqY7duwICgqys7Pz9fWNiYkJCAjYvn37kydPli1bZmxsHB4enpmZKRAIoCeGhYX9z//8T3V1tfaHZ9myZVBUDofj4eGxdu3aNWvWuLq6ZmVliUQiskaCIFWEwBcqRru7u8EeHmlVQUFBmzZt2rt37/fffx8SEjI1NRUcHDw7OysQCC5fviyRSBobGy9evMjhcF6/fu3h4dHX1+fg4HDt2jUQow0NDaGhoS9fvrS3twcvMTMzs4cPHzo7O9+8eRNsZaC+wRr55cuXW7ZsefbsGXjl19fXt7a2hoWFPXnyhEqlPnnyJDIy8vLly8nJyeBx9PTp06ysLLItFPhZDg0NmZmZDQ4OlpaWGhoa7t27d82aNUNDQ1QqdWxsLCcnp7Ozs7y8fIHwDQwMnJmZqaqqGhsbgwLEx8evXbu2ra0NTNl/+umngICAFy9e2NjY9PT05OXlhYaG6urquri4DA8Pr1ixorOzU+bSc/ToUZFI9O7duwXaKEEQFy5cAN+h6OhoLpfb19cHfjvr16+/fft2eXm5s7NzUlLS0NCQg4PD7Owsh8MpKiq6efOmgYHB0NCQnp7eDz/8EBAQ8Pjx46+++ury5csglMmrYzAegNVtWFjY2NhYSEiIgYGBra3t6OioSCS6du1aZGTk9PS0rq7u6Oioq6vr6OjoypUrjxw5cuDAgb/85S/nz59nsVizs7POzs6oN8Icf3R0FIYNY2Pjnp6e//zP/0xISFBVVX3+/Lm3t7eDgwO4TszNzdna2jY1NeXk5Kxdu/b+/fs0Gm1iYuJT/oXgxzkxMQH+RbW1tSDO8vLy0tLSYMjZs2dPXl5efn7+o0ePaDTa2NiYzOABaYKurq7QJsExvLS09NatW4mJidByhoaGysrKjh8/3tzcXFFR8cMPPxAEUVRUlJCQcPfu3eTk5O+++y41NXXjxo1g/Q7tH8YnWa3Z2Ni8fv0axl19ff1//dd/lVmhRkdHV1VVXb58GZVBLBZTqdTm5ubu7m4/Pz9nZ+f+/n5dXd27d+8uX7785s2be/bsEYlEYEDa2NiYnp5+7949KEliYuLt27dzc3NBfFMolNzc3P/6r/+6ceMGj8crLS2NiYm5f/8+yO7Xr18XFxe7uLj09fXl5+eTmzGqL0UIfHFi9H2BCEIm9e7fvw8aDSxs6erqrlu37tixY0eOHJEtgz548MDU1PT169eyyc7k5KSDg0NRUdGlS5dYLNbz588jIiJevnzJ5/O/++47EKORkZGFhYUgRvv6+hITE8Vi8atXrzw8PBITE5EjMwzmgYGBT58+NTc3f/nyJRyLsHPnzsOHD0skktHRUYIgHj16FB8fPzk5mZubGxYWZm9vX1VV9csvvyQlJaGWBK54c3NzysrKly9fLisrU1JSKikpqa2tHR4eplAojx498vf3b2trQ8evIDkuFosfP35sbm7+4sWLhIQEUFjWr19/+fLluro6Q0PDmZkZQ0ND0MI6OzsHBwdldAiCSEtLm5qacnFxCQsLO3jw4OHDh/l8/tzcHFkbBS3j0qVLIPjA639+ft7IyKihoeHw4cMxMTE///zzpk2b4uLi7t27Z2trOzc3p6qqWlBQcPXqVVdX1+npaSqV2t/fn5ubOzg4GBgYeOLECXClR3o9IMlmsycnJ+vr6ykUyp07d8CPViqVzs7Ouru7S6VSsVg8NTXF5/NPnTqVmJjY2dlpbGx8/PjxysrKvLw82WRCtvg7Ozvr4OCAgKVQKCoqKuDrSaPRwsLCKBRKeXn5/Py8oaHh+Pi4i4uLg4PD9PS0gYHBixcvHBwc7t27FxUVFRoaOjIyoqSkNDY2Bib0i3s4bHZPTEyAN31CQgKIM2traxCIxcXFN2/ejIuLE4vFjx49gjEVVnhA2K1evdrPz6+qqgpM5UtLSy9duuTm5jY1NUWhUAYGBmJiYvbt21dXV5eSknL79m1oJ0VFRcPDw7m5uQMDA8HBwdHR0YODg8AystohCMLa2npmZkZTUxNq7e3bt6ampgRBoEMhAPaAgAA6na6urv7w4cP6+vro6Oj79+9TKJTx8XF/f39vb+/nz5+DXXZzc/Pu3btXr14NdviOjo5FRUWDg4MgE8Gha8mSJcuWLZuenq6srIR1ntHR0bi4uJCQkKdPn0InBd8BOIwGdq4WY/snjvnixCh0ckNDw4GBgeLiYnV1dXAOycnJGRwclFm/X7lyBdwHbWxs/v73v+vp6R05cmT37t379+/v7u7W1NScn593dXXt7u4uKSm5evUqTCpHR0crKipmZmZCQkLOnDlTX1+/dOlScJl3cHAgO3cSBJGenj4/Py8QCCQSybt37+zt7UtKSq5du7Z9+/anT58qKyuPj4+vWrWqpaXl/PnzTk5OIpFIIpHk5+fDkQpIGvJ4vOHh4ezs7IGBgU2bNjk6Or548WLTpk0TExN6enrj4+NhYWFnzpxB64DwoZKSUnZ29vz8vKamplgs/umnn+zs7Kqqqq5evXry5Mnjx487ODjMz8+bmZnNzMy4ubn19vZWVFTcu3evurra3Nz81atXWVlZlpaWERERcDrOu3fvyNbmSkpKTCbz7t27TU1NYGNLp9PPnj0bEBDQ2NiYlZUl+zA0NLSjoyMzM/P+/fuWlpbgSLZu3br+/n4NDY3r16/L/EkuX74sEol+/PHH8PDw9vb2nTt3kiUdmkbs27cPXKo2b95cUlJCEISxsfGrV68KCgqsrKxgMNPQ0CgpKUlKShKJRDJhcf78+W3btoHyq6ys/PTp07S0NDSpBxeykydPpqenEwTR1dXl7+/v6ekJ5/qAMLKyspqamsrIyPi3f/s3Ozu7mpqatrY2cHvjcrmTk5Mg+BZ3bCUlpWXLlr179y45OZkgiPLy8ufPn6uqqsqOAmhra7tx40ZtbW1lZSW4w4+NjXE4nPHxcfCGUFJSAls0CoWirq4+NzdXWloq0+uvXbvm6+v78uVLFRWV+/fvJyUlgfDKysoCVff48ePff//97du3Kysrd+7c2draunXrVnA6unjxInnFIDQ09JdffoFBxcDA4KeffoLdxW3btl27dg0kmrKyckFBAZyG4+fnV1dXZ2Jicu3aNWtr6+7ubgMDAyaTeefOHVjKbGlpOXjwIEyzdHV1W1tbjxw5cuvWLVClYVmjtbWVy+W2tLRIJJKTJ08ePHhwaGgIduHGxsZA7xkcHFy7du22bdtg9Zw8mi4G+c8X88WJUYCYIAgOhxMSEuLl5WVra0uj0fT19aVSqb29va+vr729fWRkJLira2trq6urx8TEuLu7i0QibW1tcO5esmRJVFSUt7e3jY0NhULx8vJyc3Pz8fExNzc3MDAICAigUChOTk7p6elwAhDkC+fmSSSShIQEW1tbgiACAwPFYjGXy125cqWvry8cJBMVFbV8+XINDY3k5GSZu5SampqTk5OHh4eWlhZZlBAEYWlpCW5RZmZmHA4nKirK1tZWLBbr6OhERUVZWVkFBAR4e3uTB3A2mw1OKXZ2dlQqVSKRgF9sRESEg4ODu7u7sbFxTEyMsbFxdHS0ubl5aGioUCh0c3NLSEhgsVgrVqxITU2FnWiJROLt7S0Wi9GxWKCtmJiYxMXFRUVFgV5DEATspwmFQlVVVUdHR09PT2NjY1tb25UrVzIYDG9vb1NTU5FIFBERoaKiYmhoKJFIzM3NWSwW7P+IxWIvLy9k64PAVFJSWrp0KXhSGRkZQd8G/Ss1NdXQ0NDExCQqKsrAwKC7u7urq6u3tzcxMdHHx8fDw8PJyQk0TTs7OxcXlwXLBb6+vi0tLWD66uPj4+fnB7zY2tp6enoSBAGMS6VSOKwIHN49PT35fL5UKrWysiLXFOrYVCrV0dExKSkpKCgIluMTEhIsLCzMzMxCQkJEIhGsa0ulUtkAhqjZ2trCwbVBQUEeHh4AUUxMzMqVK728vGS+asuXL4+JiREIBJGRkbJlJR8fHy8vL6FQuHLlSjqdbmNjI5FInD88bDYbiuru7s5gMJqamuCcN9iC9/HxSUpKcnNzU1JS0tbWjo+Ph3mGm5tbcHAwGK4JBILY2FgYOGk0GhwGZmpqKpFI0F7l8uXLwUMpMDDQ39+fwWCEhIRoampaWVkFBweLRCJXV1fQgvX19VesWOHv7w/LuPb29mKxeMWKFUKh0NraWiqVslgsBoMRGRlpZ2eXkJDw9ddfg06KIFWEwBcqRskGa8jwArV70FhhGEQpYQBEkZAGqhD1QPDMhVdoXxJRgIyAAuSFPEZgWwNkEIRB8MH4j+ijwIJ8YVsTlW1xO0MOM8i4CvZtIS8oDNrqhUjggjzsI7IQgOwWFAmUREQWOSABHbQcRt41RtkB+0AQEiCOEDLk8gAvAC94zqA9KIQbEOfxeLLDO8zNzePj40HHRMosGmAWWDXCpry7uzuQQnAB8igxuZyoUgAfclHh1YKWRm4JqDkBREAW0kMYbK0QDuRvkQkqucrQTjdqh+TiAR06ne7s7MxiseBDhDzkC1o5zCeAF1TXqKeg6gYKEA+jHWpyiAsyfYgESQq8QAzCAcqPbHWhFpYvX66vr49qGaH6pw+8h+iLYhLqAGqa7A8HtsRQeUgqQTL0ExoNNCnk1Uf+EJoOtHiUDNoK9Hnk0geYwLdQJPA2g/0NEA2okaEsUDuGzyHZgjLDK6S4kUmRKwLiER3U52HxDhUJWAagICMUgyigeEQNdSQ4BhSVATo8ucAQJpcWYpB0A5zhJyokmREoKrwi40OmDFvhIpHIzs4OgYlEwEeJA0HwvEL5IpoIBJQ78AgpyWFyUYF9aB7IhxLkFCD8qfaGmhBiEEqC/qIPoWCfiofPUXVAaYE4Ep0oC2iQZFKIF0gDvCNbWoQSSgYZQdkWlBB+AiDoFeSFPkcgQwwqyeKMyJ/8KcNfohil0+kcDgcuRWAwGEwmU3ZaJZvNRiMqUkB+JQA29mw2W1VVFY6Z4HA4XC6Xw+EwGAxoGTA4QwIej8dgMLhcLp1Oh0w5Hx7yUEyj0VgsFjpgH0zxlZWVQdX6lcJ86hWTyQRmf5PbIpPJZLFYSJsA/QgOgf5URh+Np9FogAaPx1NRUUE4I131o1+B8qWqqspkMlVUVOBb6BufSv/Z8TBmgGpG1rA+mh1KtiC7X4lf3KXhuH642wPRodFobDYbmg2KRAFoMNBOUOTvDMA2GoPBUFFRAXEJLRkkIxBXUVH5lWYDEhCqFSm8C0qFkIEA+glQL0j8qZ+fqovF2P6JY744MQqy0sPDY3h4eP369RQKBU6iRLZEZFUCjd4wEkIjQ3/ZbDacWgYnq5eWliYnJ69cuRKOKYNm4efnB0Y28fHxo6OjYHyXmZm5b98+a2vro0ePtre3g35Eo9GOHj166tQpHR0dcKCsrKyMiorKz89H+xXkYqChHloPWZ2BYsNhnUNDQ6mpqRUVFbLtBRUVFeiNaNhH4l5TUxMNJHp6eufOnTt27BjQUVVVbW9vb2lpgcNKICM4FYnFYkF3IqsVQBP+isXiBw8eFBYWEgQhkUiOHTsGy3ygaFAoFBaLBSaEZD2OQqEIBIKWlpbW1lapVNra2gqbHpAGKKN8kW5CBgepS0g7A5QWMK6kpBQQEAC292ie/of2RoIgDA0Nr1y50tTUBC2EzWZ3dHTs378fbvVBBUZVY2Ji0t/fv3TpUrRWAGKIzAuq/QUtFhRt1GIXVNPp06dTUlKAmlAoHBoa2rRpE/zU19eHLSk0tUeAQwnhwPzKysqTJ0/+8MMP4EICZYaW+YfCqGjE5TuIfmrE+s3xdDr9+fPnfn5+LBYrIiICPC+VlZUFAgHMtphMpoaGBoPB4PP5HA6Hx+OpqanR6XQWi8Xn81VVVaF5JSUlgYkSnJduYmLC5/Nv3LjR09MDa/b5+flv377V1NQ0Njaen5/X1dXV19ePjIyECxWSk5PfvXsHlpsWFhZ9fX379u0DZmQuAP/+7/++/MMjlUppNBqXy4XL9aBXaGtrM5lMGo2mpqbGYrF4PB6UXEdHB125xWKxZmZmwItxZmYGTNN1dHSYTKaqqiqfz2d8eHR0dFpaWlxdXZGIzM3N/fnnn2Hzwc7OTmYivvXDpVXq6upwrKq+vn5raytsC7DZbLjLjM1m83g80EBBg4YCuLq6wh4abEzRaDRtbW1lZWUmk1lVVZWXlwcrHgKBAAQ9qKvbt2+/cOGCTDndtm0bGC1yuVy4poJGo0HtcLlcHo/HZrOBFzU1NSaTyeVyVVVV1dXVofpA9YMLTpSUlIBxOHSVQqHweLyjR48aGRmhsec3N6bf/kFxcfG7d+/AbMDR0fHRo0dlZWVUKhVmM2pqamA2oKGhoa6urqOj8/r1a0dHR9i0gSkLjD1MJpPP53M/PMrKygAO/ATtEmmUwLiOjg7MwVVVVVks1o0bN8DIAep99+7dcDo1GOTOzc2FhobKDsrjcrmQEYz3GhoacPp1dnb2yMiIq6trSEgImPTxeDyoF2iKvx0Y/MXHEXiv/H1pQwd4kjx79qyioiI+Ph46rZaWVl1dXW5ubmNjo6qqan19fWxsrEQiKS8v379/f0hIyM2bNzU0NL755huZeTBYBRIEkZSU9PDhQ2DdwcHBxMREW1s7IiLi+fPndnZ2S5cuBQtTuHxmbm6uoKAAPN5geJFty37zzTdwgZKHhwccMwyzWg0NjZGRkZ9//hlMryMiIh49etTY2Hj69GkOh1NdXZ2Wltbe3i5r0Fu3bu3q6rp06ZJQKKyurs7MzPz666/hFDuwco2JiYmPj79y5crSpUu3b9+emZl59OhRHR2d27dvHzp0qLm52dfX95dffgkLC0N6hJeX1+HDh+GuBQ8Pj7Nnz8I1Kps2bVqzZk1ERISvr+9//Md/+Pv729jYVFdXZ2RkpKWl+fj4jIyMHD9+HPl0slisycnJDRs2gAc33Msmu/MnJiZGZv1ubW09PT1dU1MjExy1tbWZmZktLS3o8rWamhowozl58mRKSkp4eHhZWdmhQ4cCAwPz8vJycnLS0tK8vLzu3r1rYWExMjJiZmYGx2NfuHDBz8/v7t27Dg4Oly5dio2NNTIyqq2tLS8vr6ysZLFY9+7dKy8vv379uqurK1wZhLSwf0BblZ177eXldeLEiYdw6TQAAA9lSURBVL179yopKXl5eV29enXt2rU+Pj69vb1WVlYPHjzQ19d3cHBYs2bN+fPn8/LyJiYmNm3a1N3dbWJiInPAl51AvHXr1oKCAk1Nzfv3769fv76rq2v16tWdnZ3BwcF2dnYPHjyAyJSUlN7eXgcHB1NT07q6uvLy8i1btshm9Dt37kxOTp6cnCwoKIBFG7ijDTzWOByOj4/P6OhoYGBgRkaGTN90c3O7d++esrLymjVrcnJyTp8+bWZmVlZWNjY2pqen99e//tXFxUVXV7empiYvL6+jowO2rf4BYCpIFu/FxRfFKog8FRWVR48eHT58+MmTJ6BSqamppaamrl27dmpqSk9Pb2Ji4vz583B50ZkzZ3x9fZ89e6anpzc3N9fe3o7ODUlISEDaqJ2dnbGxsY6OjlAoPHbsWGtrq6urq62t7Zs3bzQ1NZcsWfLq1Su4IlRHRwemot7e3iKR6M2bN6GhoZaWls3NzaCNUqlUHo+np6cnc2H67//+75SUlMDAwImJCSaTCY5P4eHhMTExf//732XW0Vu3bu3s7BQIBHB6uaura2dnJ8wBWSzWxMREcnKyjY2NqqoqjUZLSkpKS0uDs+7Hx8eTk5O1tbWXLFkyPz8PnkiAj6+vr5eX1+vXrwMCAkxNTU+dOrV58+Zz585lZWV5eXmNjIwsXbr0zZs3MnXp22+/ra2thatQQkNDZ2dnLSwsdHR0YJxgMBjPnj377rvvfvzxRxsbG/CTmZqaotPpV69ezczMvHXrVnx8PIVCWb16dVZWFtCEMlRVVd24ccPGxgbsmZycnGJiYnp7e6uqqg4ePDgxMSEWi+3s7F69egX+AhYWFtXV1deuXdPT0xMIBDMzM0KhsLe3F9zD09PT6+vr79y5Izsxc3Jy0tPTs6urq7S0FJzW4Vayf0BDBdZ8fHzEYvHMzIy/v7+xsXFXV1dhYaGzs/Pk5KSRkdGbN28sLCzu3r0bGhpqYGAAx9fb2Ng8ePBg1apVOjo6qampzc3NV65cAd8BoVB49+7d+Pj4gwcP7tq1y8jI6O3bt2DQ7urq2tPTk5uby+Px0tLS6urq+vr6bGxspqammEzmDz/8ANoorBF7e3vn5OQ8fvzYw8PD0NDw6dOncHhNb2+vUCiE6wzEYnFsbOzk5GR4eLjsTEXwHZicnPT29t6/f/+6detEItH09DRcR/wPwFNBsvjixCisc9Pp9MnJSXDaffXqFVzPfeXKlcLCwsnJSQ6HI7Nt7O3tbWlp2bBhQ3t7O3jBs1gsd3f3gYEBMIMnCCI8PBx5Qzk7O8tuo9TV1bWxsbG3t3/37p1MwVyyZAlM6qFx6+rqtrW1wSUT4J9OoVDOnDlz8eJFgiC+//57NKn39PTMzs5GN3DBGSJKSkqDg4Ph4eEHDhwoLCycmZkxMzPbvn376Q9XWopEop9//tnZ2XnJkiWwT8VisV68eOHm5gbLakwm89y5c3l5eXADx9/+9je4cMbQ0HB+fh7cwGHtGG7EvX79usxUG+5GraioOH36dHZ2tsxQcXBwEO4d0dbWbmxs3Llz57Jly548eRIWFjY5OQnqJIhRVVXV6elpJyenioqK6elp2T3GFhYWk5OTysrKXV1d2dnZd+/eTUlJYTKZFy5ckDlEzs7OIlPTmpqa8+fPIwOg1atXgz/ujh07ZNP/nTt3jo+PBwUFTU9Pw11SFhYWNTU1oNrDYoKjo2N/f7/sMmoTE5MLFy7AdXuwnuPi4kIWo93d3TAJ+KO7JcArFotli/L9/f3gu3H9+nUQoxMTE8uWLQMhODw8vH37doIgli5dOjc3Z2lp+fDhQzALBWeEzs5OJpP56tUrGxsbcKNqamqCqw3Ar+z58+dCofDmzZtZWVmmpqbgUPvXv/7VwsJidnZWXV29p6cHHBbgvGo/Pz9VVdWpqSm4HW9sbAxOJLl586azs/Ps7KyysnJ1dfXmzZuhJDExMXAgAIjRkydPrlu3DvypsBiVb0P64sQorILDdYmlpaUaGhrDw8OnTp2S+YfcuXNn3bp1PT093t7eWVlZUqkU7mCQ+YDu2rWrp6dH5nGcmZmZkJAAk1a4R2Hfvn2pqak+Pj6gbcXExKxfv57D4TQ0NAgEgqSkpLGxsfDw8NjY2ImJCdl1FDY2Ni9fvmxoaLCxsamtrbW1tZVIJFlZWXw+v6Oj48yZM3B8lKOjY2trq1gsrqiosLGxEYvF09PTkZGRu3fv5nK5XV1dNTU13d3dQUFB1dXVMPum0WiHDh06e/YsuDzD5PHph3vtYTcWfNs3btx48+ZNuAwDlmXh3pHU1FRYH9TT09u1a5dMMq5atWr16tVaWlrXr1///vvvg4KCysrKCgsL4cye9vb2uLg4S0vLLVu2ZGZmJiYm+vr6DgwMoGPzlZSUvD9cXbdmzRotLa2HDx+2tbVZWlqWlJTINNC//OUvfD5/8+bNO3fu1NPT6+/vLysru3XrFqwYqqmptba2dnd3o0PYiouLz50719jYuHv37q+++srLy2vbtm2GhoZnzpypqakZHR11cnLasmVLa2sr2Ejt37+/oaGhv78/PT1dKBTeu3dvw4YNnZ2dpqamt2/fFovFbW1tIETq6+vhCCu0WyXfPkCmpqSkZGRk9M033yxZsiQxMVEqlerp6fX29u7bt2/ZsmUdHR01NTWPHj2ysLAICgrq6elZs2aNo6PjyMiIi4vLjRs3Vq1a5efn19fXV1lZefbsWQsLi6GhIQ8PjytXriQmJu7evVt2ta29vf3w8LBQKBwYGJBdCHjhwgU4jeHevXsbN26U+d1pamru2rWrrq7u/PnzcPoMOCw0NDTAyTsuLi5CofDhw4cbNmxwcnLq7Oz8+uuvBwcH+Xz+gQMHGhsb4Rqi5OTkq1evwiFegYGB9vb27e3t33777cTEBBaj5Er//eEvUYzCtgzsV4Bhjbq6OmzUqKioMBgM2P3Q0tKCjU42m81isWSSkfnh0dDQgHhQbGk0muDDAwt/sqamqakJ9pLgd8zhcDQ+PBwOB7anYE8Gtmv4fD6yOFH78ICxkYqKCp1OFwgE4CAUHh4+MTGBNmHAZApuvIBNFdicodPpmpqa6HoP2H/Q0NAAamBtw2AwVFVVwfqKzWaD2aCKigrsm1GpVBaLpampyeVyYecH9q9gxwZAgyVUKANc0a6hoQE+oDweD5nc0+l0VAAGgwFcA1mBQMBgMMCmis1mQ6aw34Ui1dTUuFwuXCQHVo1sNltZWRm4FggEsHfEYDCgalgsFhiugYkYnU7n8XhgbQb0wXIIbidmsViwE2Vpablr1y4mk/kPkKFgTM7hcJBdBOwcyq4dVldXhyqAxgZWE7BlR6fTIZL14aFSqWw2G467JfPCZrPBhA5AgBYLkVDLgB6TyQR8ADTYcaLRaDweTyAQoF0sAF9DQwPu4ANjNdTe4A4eJpPJ4/EgI1gMVVZWhvEei9HfLzrJFL44MQqFgyUq8l+QieS/YPkBMZASfUvmECVARjzkt+QsEBFyYHHixTEEQVhZWW3cuBFmyqiQkBJRI5cEESG/XZBg8avFBBfHIFhQFuTyLHgLWUDkgjD6HL1FdECiLSgeKjxKjwLoQ3IWn0pPTqykpOTs7Azq8z9GjKJSIfZReVAMcAHTf4hEfCGWIYC+Jccj3MiRKCUiCAEy14gmSkOmgN4i+ogX8itzc/OKigpY2AE6+O/vR+ALFaO/n7FfoYBaFUqzOAa9QgGUBgLoJ0pANtwjR/75wh/l/f9k8zd9BYmRqen/SfzLT/Cb2P+D2EFCGXlG/UEZKRpZRRSjf1AdI3PrP4i+wpJFnV9hEZAX49BEMZ7ywhPRwWIUQfF7A+TJ1O+lhb//XwS+BCXuf8vyZ/iP1h/+DMx8MTxgMfrFVAUuCEYAI/DPicB7MYofjABGACOAEfhsBL5EZ9B/zgEJlxojgBFQUATwpF5BKx6zjRHACMgLASxG5YUkpoMRwAgoKAJYjCpoxWO2MQIYAXkhgMWovJDEdDACGAEFRQCLUQWteMw2RgAjIC8EsBiVF5KYDkYAI6CgCGAxqqAVj9nGCGAE5IUAFqPyQhLTwQhgBBQUASxGFbTiMdsYAYyAvBB4L0bxgxHACGAEMAKfjQB2BpXXgITpYAQwAgqKANZGP3sEwh9iBDACGIH3CGBtVEHHT8w2RgAjIC8E8BaTvJDEdDACGAEFRQCLUQWteMw2RgAjIC8EsBiVF5KYDkYAI6CgCGAxqqAVj9nGCGAE5IUAFqPyQhLTwQhgBBQUASxGFbTiMdsYAYyAvBDAYlReSGI6GAGMgIIi8F6M4gcjgBHACGAEPhsBbH6voOMnZhsjgBGQFwJYG/3sEQh/iBHACGAE3iOAtVF5DUiYDkYAI6CgCOAtJgWteMw2RgAjIC8EsBiVF5KYDkYAI6CgCGAxqqAVj9nGCGAE5IUAFqPyQhLTwQhgBBQUASxGFbTiMdsYAYyAvBDAYlReSGI6GAGMgIIigMWoglY8ZhsjgBGQFwJYjMoLSUwHI4ARUFAEsBhV0IrHbGMEMALyQuC9GMUPRgAjgBHACHw2AtgZVF4DEqaDEcAIKCgCeFKvoBWP2cYIYATkhQAWo/JCEtPBCGAEFBQBLEYVtOIx2xgBjIC8EMBiVF5IYjoYAYyAgiKAxaiCVjxmGyOAEZAXAliMygtJTAcjgBFQUASwGFXQisdsYwQwAvJCAItReSGJ6WAEMAIKigAWowpa8ZhtjABGQF4IvBej+MEIYAQwAhiBz0YAO4PKa0DCdDACGAEFRQBro589AuEPMQIYAYzAewSwNqqg4ydmGyOAEZAXAniLSV5IYjoYAYyAgiKAxaiCVjxmGyOAEZAXAliMygtJTAcjgBFQUASwGFXQisdsYwQwAvJCAItReSGJ6WAEMAIKigAWowpa8ZhtjABGQF4IYDEqLyQxHYwARkBBEXgvRvGDEcAIYAQwAp+NADa/V9DxE7ONEcAIyAsBrI1+9giEP8QIYAQwAu8RwNqovAYkTAcjgBFQUATwFpOCVjxmGyOAEZAXAliMygtJTAcjgBFQUASwGFXQisdsYwQwAvJCAItReSGJ6WAEMAIKigAWowpa8ZhtjABGQF4IYDEqLyQxHYwARkBBEcBiVEErHrONEcAIyAsBLEblhSSmgxHACCgoAliMKmjFY7YxAhgBeSHwXoziByOAEcAIYAQ+GwHsDCqvAQnTwQhgBBQUATypV9CKx2xjBDAC8kIAi1F5IYnpYAQwAgqKAJVK/X9JPCkoWGihlAAAAABJRU5ErkJggg==" /></p> <p><strong> </strong><strong>Editor in Chief</strong></p> <p>Ronald Sukwadi (<a href="https://orcid.org/0000-0001-6639-2041">Orcid</a> , <a href="https://www.scopus.com/authid/detail.uri?authorId=36519769800">Scopus</a> , <a href="https://scholar.google.com/citations?hl=id&amp;user=lat4PGEAAAAJ">Google Scholar</a> ) </p> <p>Email: <a href="mailto:jurnal.metris@atmajaya.ac.id">jurnal.metris@atmajaya.ac.id</a></p> <p>The complete list of names of the Editorial Team can be seen at the following link</p> <p>[link to Editorial Team]</p> <p> </p> <p> </p> <p><strong>Jurnal Metris</strong> provides a place of publishing for researchers, academics, scientists, and practitioners in Industrial Engineering. The aims of this initiative are:</p> <ul> <li>to gather and distribute information regarding the latest advancements in industrial engineering and management.</li> <li>to cover the entire spectrum of engineering and management development, including the implementation of managerial policies and strategies.</li> <li>to promote additional advancements in engineering and management techniques and applications.</li> </ul> <p>Thus, innovative, excellent, theoretical, and application-focused research as well as general surveys, critical reviews, and case studies in industrial engineering and management are encouraged to be submitted to Jurnal Metris.</p> <p>Main topics of interest but not limited to:</p> <ul> <li>Smart Production;</li> <li>Lean Manufacturing;</li> <li>Product Design &amp; Development;</li> <li>Human Factors Engineering;</li> <li>Management Science and Operation Research;</li> <li>Logistics and Supply Chain Management;</li> <li>Decision Science in Business and Management;</li> <li>Quality Engineering.</li> </ul> <p> </p> <p>Journal Metris Indexing by:</p> <ol> <li>GARUDA (Garba Rujukan Digital)</li> </ol> <p>https://garuda.kemdikbud.go.id/journal/view/32268?issue=Vol.%2024%20No.%2002%20(2023):%202023</p> <ol start="2"> <li>Dimensions</li> </ol> <p><a href="https://app.dimensions.ai/discover/publication?search_mode=content&amp;or_facet_source_title=jour.1421618">https://app.dimensions.ai/discover/publication?search_mode=content&amp;or_facet_source_title=jour.1421618</a></p> <p> </p> <p><strong>Publisher:</strong></p> <p>Program Studi Teknik Industri, Fakultas Teknik</p> <p>Universitas Katolik Indonesia Atma Jaya</p> <p>Kampus 3 Cisauk, Jalan Raya Cisauk Lapan No. 70, Cisauk, Tangerang, Banten</p> <p>Telp: 021-80827207</p> <p> </p> <p>To submit a manuscript, the Author can first read the Author Guideline [link to Author Guideline]</p> en-US jurnal.metris@atmajaya.ac.id (Redaksi Jurnal Metris) ari.nainggolan@atmajaya.ac.id (Asahot Arianto Nainggolan, ST) Mon, 27 May 2024 00:00:00 +0200 OJS 3.3.0.13 http://blogs.law.harvard.edu/tech/rss 60 Automatic Patient Injection Robot With 6 Degrees of Freedom by 3D Simulation Using Webots Software https://ejournal.atmajaya.ac.id/index.php/metris/article/view/4326 <p>The manipulator robot is one of the most widely used robots in the industry. The movement of the robot manipulator in this sector is a mechanical system that requires a mathematical modeling method to represent its geometric aspects and manipulate its dynamic parts. One of the most critical industries is healthcare. In this paper, a simulation is carried out on one of the factors, namely patient injection. The research results from this simulation used Webots software and was successfully simulated using a 6-degree-of-freedom robot. The positions simulated in several movements include: gripper position opens to take the needle, gripper closes to take the needle, the needle is held and directed to the patient, the needle is inserted into the patient area and pulled out again, returning to its initial position by placing the needle. However, this simulation does not add a needle so that only the 3D simulated robot movement can move by entering the expected position value to inject the patient according to the target.</p> Ardiansyah Ramadhan, Andre Suwardana Wijaya, Fikri Achdan Copyright (c) 2024 Jurnal METRIS https://ejournal.atmajaya.ac.id/index.php/metris/article/view/4326 Mon, 27 May 2024 00:00:00 +0200 Penentuan Setting Optimal Mesin Injection Moulding Menggunakan Metode Response Surface https://ejournal.atmajaya.ac.id/index.php/metris/article/view/5406 <p class="western" style="orphans: 0; widows: 0; margin-top: 0.04in; margin-bottom: 0.04in;" align="justify">PT. Medion Farma Jaya is a company that produces livestock equipment, parts, and plastic packaging. One of the products produced by PT. Medion Farma Jaya is a 5-CC measuring spoon. This mass production process is based on what the company needs to package it with other products, or that can be from customer orders. This research is focused on the 5 CC measuring spoon product (SEN5CC) because, according to the company's 2021 historical data, there is a large percentage of rejected or defective products. Because of these problems, things can be done. The effect on the response to defective products is the setting of the injection Moulding machine by trial and error. Therefore, this research aims to find optimal settings for the machine for injection molding so that it can improve the quality of the product. To find out the optimal settings in this research, the response surface method was used. Based on this method is useful for getting the optimal level of factors or parameters that are significant to the response results. Based on research results, the factors used significantly influence optimal results, namely the melting temperature factor of 260 °C, holding pressure of 30 bar, and injection pressure of 62 bar. Therefore, the predicted response value was -25.1667, which meets the minimum target for the rejected product.</p> Trifenaus Prabu Hidayat, Andre Sugioko, Catherine Williana Copyright (c) 2024 Jurnal METRIS https://ejournal.atmajaya.ac.id/index.php/metris/article/view/5406 Mon, 27 May 2024 00:00:00 +0200 Cultural Influences on Problem Solving and Decision-Making in Student Projects: A Comparative Study between Indonesia and Germany https://ejournal.atmajaya.ac.id/index.php/metris/article/view/4519 <p>Differences in cultural dimensions across countries can influence approaches and behavior patterns in education. Therefore, this study aims to analyze the influence of culture on problem-solving and decision-making in student projects in Indonesia and Germany. A comparative approach between the two countries identifies significant cultural differences in power distance, individualism, masculinity, uncertainty avoidance, long-term orientation, and indulgence. The research method used is a qualitative approach with descriptive analysis. Data was collected through interviews and observations of students involved in the project. The study results show that cultural differences affect students' approaches to problem-solving and decision-making. In Indonesia, group cooperation and conformity to social norms play an important role, while independence and critical thinking are prioritized in Germany. The implications of this research are the importance of increasing cultural awareness, developing collaborative skills, increasing independence and critical thinking, and empowering students with cultural knowledge. By understanding cultural differences and taking the right steps, educators can create an inclusive learning environment and prepare students to face the challenges of an increasingly globalized world.</p> Fandi Achmad, Widia Febriyani, Raoul Nzefa, Fadma Ahkim, Attouk Rania Copyright (c) 2024 Jurnal METRIS https://ejournal.atmajaya.ac.id/index.php/metris/article/view/4519 Tue, 28 May 2024 00:00:00 +0200 Persepsi Pengguna Sebagai Dasar Pengembangan Model Usability Aplikasi Mobile Commerce https://ejournal.atmajaya.ac.id/index.php/metris/article/view/5451 <p>The intense competition between developers, resulting in efforts to determine users' needs, is increasingly important. Usability An application can affect the continuity of application use. In this study, the user's loyalty is also used to analyze usability. This study examines user perceptions about user interaction characteristics when interacting with the mobile commerce application and considers users' loyalty. This research is essential to find out the needs of users of a mobile commerce application, which can be input to the developer in the design stage. This study uses 149 respondents' online shopping transactions in Jabadetabek and outside Jabodetabek, Indonesia. Data were analyzed using the Structural Equation Modeling (SEM) model. The results showed that users' perception of effectiveness, satisfaction, and learning influenced usability. This model can explain 42.6% of the user's usability variation when using it. This model can explain the usability of the Mobile Commerce application quite well. As a practical implication, this study shows the factors that support the characteristics of user interaction and application systems at the stage of defining the requirements for developing mobile commerce applications.</p> Hotma Antoni Hutahaean, Agustinus silalahi, Trifenaus Prabu Hidayat, Ronald Sukwadi, Maria Angela Kartawidjaja Copyright (c) 2024 Jurnal METRIS https://ejournal.atmajaya.ac.id/index.php/metris/article/view/5451 Thu, 30 May 2024 00:00:00 +0200 Perencanaan Produksi Kantong Sampah Plastik Menggunakan Metode Linear Programming Di PT Kharisma Plastik Indo https://ejournal.atmajaya.ac.id/index.php/metris/article/view/4696 <p>PT Kharisma Plastik Indo (PT KPI) is a company that produces recycled plastics and cassava-based plastics. The main product produced by PT KPI is trash bags which have 2 variants, namely black and green. Currently, the company is faced with the problem of stacking finished goods in storage. In carrying out the production, the company uses daily targets without looking at historical sales <br />data. This study aims to estimate the number of trash bag production using the Linear Regression forecasting method, make aggregate production planning using the Linear Programming method, and disaggregate to determine production schedule of each variant with the percentage of sales method. Forecasting demand for trash bag in October 2022 – February 2023 respectively are 10,061 kg, 9,844 kg, 9,627 kg, 9,410 kg and 9,193 kg. The aggregate planning resulted the total production of trash bags in October - December 2022 respectively are 3,999 kg in normal hours, 9,729 kg in normal hours and 115 kg in overtime, and 9,627 kg in normal hours. January – February 2023 in normal hours are 9,410 kg and 9,193 kg. The disaggregation obtained the trash bag <br />production schedule for October 2022 – February 2023 respectively are 2,131 kg of the black and 1,868 kg of the green, 5,245 kg of the black and 4,599 kg of the green, 5,129 kg of the black and 4,498 kg of the green, 5,014 kg of the black and 4,396 kg of the green, and 4,898 kg of the black and 4,295 kg of the green.</p> Nidhya Dwiza Adyasa, Nur Yulianti Hidayah Copyright (c) 2024 Jurnal METRIS https://ejournal.atmajaya.ac.id/index.php/metris/article/view/4696 Wed, 19 Jun 2024 00:00:00 +0200 Pemilihan Supplier Kedelai dengan Metode AHP Dan TOPSIS (Studi Kasus UKM Tahu Pak Wit Di Desa Ledok Kulon, Bojonegoro) https://ejournal.atmajaya.ac.id/index.php/metris/article/view/4477 <p>Raw materials as the most important factors in production activities, are obtained from suppliers. Suppliers are partners who ensure the availability of raw materials for the continuity of the company's production. Therefore, it is <br />necessary for companies to choose the right supplier. The problem that occurs in Pak Wit's Tofu SME is that SMEs often change suppliers in procuring soybean raw materials because the SMEs do not have a fixed soybean supplier. <br />This fact results in no certainty of raw materials from the supplier so that SMEs often experience a shortage of quality raw materials. This study aims to select the best supplier according to the criteria set by SMEs. There are 4 <br />suppliers who are candidates with 4 criterias (price, quality, service and flexibility in delivery) used in choosing the best supplier. This research uses AHP to weight the criteria and TOPSIS to rank suppliers. The results of <br />calculations with AHP found that the quality criteria were the first priority, with a value of 0.58. While with the TOPSIS method it was found that supplier 2 was the selected supplier with the highest preference of 0.941.</p> Retno Indriartiningtias, Trisita Novianti, Anifatuz Zuhriyah Copyright (c) 2024 Jurnal METRIS https://ejournal.atmajaya.ac.id/index.php/metris/article/view/4477 Mon, 01 Jul 2024 00:00:00 +0200 Analisis Biaya dan Dampak Lingkungan dalam Proses Produksi Keramik: Studi Kasus UKM ABC https://ejournal.atmajaya.ac.id/index.php/metris/article/view/5612 <p>ABC Ceramic Factory conducted the process of producing ceramic floor tiles, distributing them to ceramic shops, and then selling them to consumers. Several processes or stages, from manufacturing to distribution, still leave abandoned waste. This research aims to determine what costs in making ceramics at the ABC Ceramic Factory can be reduced to save on company costs. The methods used are Green Quality Function Deployment and AHP Methods. Based on the data processing results, the ceramic manufacturing process is efficient, and the ceramic color is long-lasting because it has the expected satisfaction values of 0.661 and 0.538. Then, recycling waste is the highest technical response, with a value of 0.24. At the same time, the production process is the stage that produces <br />the most waste, with a value of 0.29, and raw material costs are the costs that can be reduced the most, with the highest value of 4+2-. Therefore, the ABC Ceramic Factory must improve from the manufacturing process to the final <br />product.</p> Maria Magdalena Wahyuni Inderawati, Salomon Quarum Basudewa, Riana Magdalena, Ronald Sukwadi Copyright (c) 2024 Jurnal METRIS https://ejournal.atmajaya.ac.id/index.php/metris/article/view/5612 Wed, 03 Jul 2024 00:00:00 +0200