NjwDTgzLpx3iPRdES4htSw==;eB+nupr2s/CwQcUtrm0g03x5mvHpCn8gYpZTrCYtQeHNMeQwZOIBcRrLxa1u1GgDI6NRDsAVc4eALx4EDSflEWO4dHcaU8IP1uFe31GKOdKRgS0ae8X0x/tdtqQAiHBuUZb+raVpI7qwSCVkAYke9/AHSqi+GMAjsWw0QbwXzKEGiWO8Zm1uFhyeTkXGRs5au6t1Ntfr7gaY3DiUZHbcYnFhcpPszN9OI6/EyzH9ObVE27X5XF/UOysJdVLvWmef7pI2jLHX8YSV/S1pHXmM8hR9XQlQP/+6AuKrGOyCfm6njMnMgXcoYsOQi9ogzUMX//yVlgfCJTZ7U6hCuDTC3Psv2Aoi88vje6eo0uCoZJzF8GaNKQnwnHVyZGKVYLU48J8edL61pLMBMTPxKcLWZSq4HWKdkN7FTd4XyWE+0qbxLpE8ucHjQkd2ts5dm+0ZtCiJWH3aFO/R60ZLvg9/GpI96+B3BTFFyWAbhY782b/WD07ByZoQMQJOn2yUE7DfCrbyyuBTWBILZt0Fc9oScruHppmYpbZmhQzzRqlyGQSsjk4d4uBzeugu7ozbA4Xwr5K1xoXYbv0hdETP+1Mc9sJ9GhYUEVXU1gXTnpW+xe6t/Tj9W/hhgiE5vpZvphiJL2peG1n0TLilKDIyc0T3CRZDutB/GBuBOStyxTxAu2EANxM33+1RzKKdgR0lvI1GcgtTSeEhG3Gjx9btQYjRAGhbnpoP1oRuS/DRURLWJlBSSiKXjhcLEGnh3GlTHha5c3VEmoIHps1be8WgFOIRND/PVbD3JefGyVEs/1rWZZ501xkuKEIU7yUinzOGJWR6rKx1tpF/8VuOIGxnUVhhYeK6jl2b6rqvFv0NTkF0Wl0GbHozUK1YT4P5BedDsnCoWEbk2WnNQp+4JldrGe21oH8RkhnoEbGUHKV3te4cp5QLS8lUW705oHFarsh5DzTsi9diMjMZw97qqGMrZGJI8EFKPJHvLJFZd+5wSZdkcosZiS0dKI14rnO22cxHjdsn2zA7F0ZIYU8CperK9tPT5xQEnbGlCa4EhVRYTdrTN+nQIxZSyNAGwE75ZCUhZoJbOB54qjmXqZxGjXhESXRol84iRJi4XssW4mmhIwI40cR3WDLRV5BY2aIMiVd/itN4+O5rSCbs4dvyJ0lY3csKoAng12EnPK5HSmArXsrhSY96KyOxfNRtu2ZHEAsuPBJbFWRibdKTPIQdN48eeXQN1iAwx8cWVnyuHLxPP5XcGs9oVuwRoadpH9GLNXDNF60u1dxGw8jUL2KUkaBKlgt9o8X+/u2nkhALIepssn65CC8RDDYjJUxJLCY3wS0wY0KzeRz6f2oxbai7HF1/sOLl6qNwWOt9lQtusBCtB4/KyjNU57qxVdgyY2JDlbE0xNkg19OLaIVoc+V7OTELBvyaf+hV/qMqxj7uGp38YDj/2M4d5YdfUX2nHjhYkDoIpStj6IxMgcQ5D2mQr4X6LzLcYT2Ser96ijKz1rOwgJfIlXhvV2qOK3UwQ37rB4jDiNMqhEzjfz7kjdGdRy3JFmz3Nz00/tWTo7+gai/DE2ctY8gwmKLTFAVHPFPdIe0l1twyK4saNScOHcxpH9pf1x/7pQmYWvRf1W3oU+n6OexdaXfH+xVus1D5u35oX6TBVH4x01UvdVFQaKa2AoTVV15lBGK8sEgg0vXcznCrP8JGitQTzclyx6VjvzxcLnIqb+BF0edHl3H65+pajg0Y6z363+e26HZRgrtaayPDGU+Zfe8IyxiQtl61DuB+9vGTW3XF5aqmUgKfTRSJCZZgNwzduaUz95O5lY/9n8V+mokB4H/OgZhUacBpztPNI8NHVov3kR+w9cYVWqjh3sdSLWJjZgq+sQNWpARlQzHq9PhXMeVmBfsW6ifgzkjJUUh0G60I9um1BxyMmV2YwbTZY/MOGdjKbzO7YDBlIdNptJ9lsuZaVGTj3iwqdvIYsRMErcDVLwhY2zL/qELad/GAVkIYBJEkGkKw2PjRzUEDSp91qbSLYNWJ5f2EP2Yypi4mzCZgy/+ekRaKMLYSPAUTtB6Ov04fe2t8JRc7vndiNp2tZJNEUCHLh68eLlFfN941Gnygo9y2GRfzLsryzI8ccny9EgZzvEEKF5EquM3HNVT4vVaYxVk36kSVIXImqERnKTuQmTTeGbFO2xmkKAdB+eZjmqJaF2QPULzQErMMW0UvYVjNg1Fv90nSeZhi97CGNABVibVmhLMVYlo83K9QMtH3B6o0pOzesE/BqkEu0Y2nb1eblmcvX+ws3Ntb5DjBqTu/nPNk7n/gHRf5aScKhthf/XlbxSItlxSqMmQyY+X72OPh9QQHw2BvNoPQAN5KDYJQi2rab9GL7J33oFtATodSsGSGrtllxa8s8kYMIQ2r7AanZUdDRjPclkhIIYplsJx8f5uPQEH9PjDm6USyj7oFmoeRrq8KqjxxzAvdfFEZxx21pVxuxXtMwlyxnNuJhMpSF9pSZLdSLboFl0blkoI7RCLMRDYZiGC3jVVFgDj7I0tpnm60y872pNd+IlmJwn2Sx7yCFR2cpcin9zn5+mgHQxjy3dnVZKrJU7jeAxA0Bvq4rKOS9EQ6uwxbAtkEScXvyN+X2jZTBXk7W2yoIQAIHQ3n+lOe/MwGOMQP18vzoBDHM/zPUoS11Wxl2IAIlAJok7lb3zzjygA9aY0RoeCdFsCdpLI56K2/3kwmhSsCHci+Igh5SWT/GDejMOVmtqUDgo4Fr3lZv6w1tNS6As41EVOQrDF3rbGR1tTe53iDA4n7TEKYr7p9GEBXunATAWpr0xjz3mLMzsT7f5g4XoVT3fYmiegOdnt25knQhTBxV9Tf49LwT3h90xPi2+xiTVodeJ5U3UTD/bqFKA9pXpRCWx4E/SX8Gpte3DgC0w9oS0OCLUWiVPjdM4WVu1+Ycj+S3/+bVaYw3AeEO+XbhNVsAObizzSPXOEhwpuP5FgLq95r9xgwhZMwrlVeUZMIEg4sp2n1Px1XgGL0605P7bArRDToQ5SMa3gXgLmbkzVZyOcgrbffz9vMsWq4Qrsj7huaO3n7Cb+0aDQA+KhOjPIFwCZmnthwiNj8qb0WWYeVtjmnoAX2au6z7bk4023hOQybgoCZH74hDxO97G/XitHa4enjPXFt3VD3l7hN21LZbx+amJmeVxJ7aq3g0GSJDnY/9HTQhJSZL6A/25N7ztVvqmh+NV8DpGScG7QpHdpLIJc+4N2ZmI2MN8OGKUkP8Kg6QeWtR+d56QDn/Id1Cjep4QD4xZUlAq2xa82cxe19Yps0NkAmVvPDS9dte0Xsy4LfPE11knMKYQ+NJfzriiA8+OsTI/l1n0nPlnkbkfsmbr8YkkwJA/LEEZjVtyGr22p9sb59AlIBWLDva8ClcU5N0Cv896fSyr6sBygcycNUhTjjjhkBL+43RBkMS1IbNoMqWqdOdyKykWGgnmRwe9kenh2RLYq4azsQOjFjczCsTYH2LJjV1W9TwmFucmCWb0Mv8vY5ixRDNt9mk2p6j86VB3SfAxhwIh8pnaOhrSk6AXfu03Tj6ATZpVHTTi8cxRugDrvl86uzmIGhpqkex3qEWaTNmFKyoHd1lqgjvnp3tnWcEciehKEy7DdMhzTZA0NHvm2Yq5mbCXWGRms0B2FokgXhTt43yPou9u8Kc5GfBpR1cc40m6qFPdR8odoCKoAkpmfd/khg7Y/NFIc5s3CzfGpKBZeWB1T7NpfayaDt/9gZN01E08fNM/t/8+mafSlo+o9FlU0temwxMXB9SAbfk/3vBa9xyKlKubT0yE5UA1ReJOH6Zy3+sSJScpEZHPptUPfEFW2Vrz1FZRo5Q5mH33JYuJD4oV93Vv7n4DvtTyDBwBhCh06MKSQHpfdvTSC3V8eXRDtAm2onEMVvuuo7eu5mQaa0B31hog0VC4uFV0qgecrrZjbKTI1AmReLqwpOk4FhEsuwV7vKmJgcabz9E9efU4u6s5k0V5Kmo0hhTzj8IDhPy8PgaTAuZJikVSOy0LSHqjlgpvVQ+OG9tOwnz3Jp+YmIFg1N3p/l1hludZdHjbLYYBKWT2bduPlL6IL63Pipby1A2mB2Sm2qqFpfKrOiu7qzdNRRvkpwtywdQJrSobiDcCalZJUKdiR+3CONld9S+JRHcytSehj2jmUMOmh052oNGvHn7TSpOB7LX3lfYQ9fBzkszLOrB8LlCr2uf066O3aWS/B+IQLRFiMT71kEPup59p/JcaqRboKPSaM7vsn8p45hqaslH2FM7qeYheSmNvEpqSUyC0zNZIK0PztylSbNX/K/SmMXcBWXka43Xxk2pCOoxFpK7seAwmdqcz9Spt2E3fFhyJPqn623ZMRl53b26oOa8b3f4p+Qj40wQeV+YbJdwwG+UczPQm6DC4oYdApqCYgtE2jG4X835O+52TnVUG/LKPtmvWHkeD4tgdVqcK+HegpnkEZIMAtmNLEINF5/oI7X09u0k+XkOv1qFz5MnjMAFQ7ldWpKG0IVZBOGg36wjxuzTn3RuRXNqcYYdXpX95I9oSUzANNfwlEO/vecip4l8zhs/pjG7AXHAfJm+DJ4i8mE9/xIHVB48aLBAZDHBF5G8q8AtNAXJkn3mSWg4SMOwfbUM2R50g9z6/BprJEVy+1wtqbRX6WZzozV8mg9SGBWpowQBY6W015gGMO83ZFhR44njgRjZ+zwuxuFtNdjETyVra/DDfWG7tm7nRaVw3bLF9l9I8lrbAeXEhgxGs94siOKTd5/MeEs3OVnIDkADEns36vTLEfqOTDTmMf24cq+X8nrOg44BjFlu4ZMbRqN+HpntDo7G5HxoTPO9oC2pXc5EgpNwoih6imCL6+hz2TSZpCM+PPSThx88FMZ3E182gh9t2VObf5QNc/7/W8j6TouQFwQ7+AbXJhzjV6iHlO6vIhs2V9GR559WcA/VOwn67gZu7t58PqL1mddrrgkfozxlVUL5xTwNVuAat28N8CZ6R1PpzTEg9xHL4MFOYIbb2vEIUgembLhTJ+kqmunUF8SCCaxuPIeW7Wqm5hNkWxohOXpUaKguMGfN5f9BPrUHaNYoLgGN3lRadm5HEEbV8YXA/p1xVs0brPQeHGLWpoIjPmVP7SrqdMFOrvr57MdV6ktD2UMgxqEuc0lD8gbjTN+EShS7B0YXWmLiiZF/lqp2QT0+wtstD8y84tmT2kvZ7B2oUJzTtR3y9yJIaGwCdvb0Ab70OW1L/ZH2mTYAfgAT1LLb+LRGLGeOYcTdjQRtmhWfY1Ja3Ke5HwAc0kEP85q9UHxB1MSA/fEMd+w92wYSw9SL2j3Qgg25ZPT+pRTGpIK3TIfA88qVwkc6/NrYxTcVACVRZDZ9MicPxd/0faZdDfSI8SAdccZ8XkSNOTHnIJgU+3gfrbacz+dDQO7LyYoRs34aHZl+n6TmriAl/Sof6Sr09f9kK3/yBmGbYVsvFGxaW5BtRAlLb6kPlZvyppxeCnFcjIZJLTBSjGi6HlyRAXNsbi0SElhZEGBAl7dPe53YJwqORNCpb3FyP+vyobAMdfYO5CGWSHaz9IHAiHUo/GLgKfCoo7V8Ryxur9G6C3awG1pCI9GGqkC6NHuNlqS2nB4jcnu41QeblLvrXxPrM8JIPtYZeOXScuMbEkzklUnFBxFep8RZrVnd3lsT4d6y9jaab5OgiJTHmopiaYGDosLUAhWxduT955YE2cDYc20/9pPTSGkHC0u4IFhAUiMwfQH9RXImgl9AD3cr2rA3sgdRFJg7KY3pyPBvTq+wQ4AZ42LJj0Odp9FMo3SNZ5lhDdu9584oGL0I4ZRrKIyVqQ6qqQsprqttCJriPmhYhHyNuMC6QP2EneBbmIw2bTf4nFz4xs/YONhhkGE8Xhl2QPZDSOTiE+8YUbUHPNLi+4B9GYGXutD7cXzQ1cRkEbD4MyIcx5sCVRbsoYHPuGK3LYeUFQnXVzj6VRYy5x/g0Ne8NvMuqOdQ8hZ21SiLUocwX+R7/8RfpeQB7RfMCPf1H/Y6nMf3uGulcEqr27mcTHltcYsdQgviSpjUnghlZPk0HHHSJkSRRmO/eEvoRoxpkmVwrpxTeXjhtDqnkq3FDWQbj2Q+HH3tVDyoJRATV79zoa6iPm6iH7vp6BNdEIOqCXnhsE5QxkfCCq9QnGLzKhFEogRtB2VBEXbJ4qH0Eb6Ee/sXMHJETZVgWOBpvdLmqsjpMBGMnuAquUbswZG+PU5Io6guCvTXQzdR+Lc2DzFjR+sJHXgPGFLYy9yori6hUgBb4oGMGFjeQS/K8T0lD2wTHY20brRiLcxWoIxCjDn9vnCS+EtrAORtkaMM96Nj4COVQ6GkoVY1aX0JR1OMQk1QbbKj9M+cCXBNt7Qu8FfOZfjMe3Ckgq/qsLTuiG5ekYFsky/xt0qliMxlDQ0KoeXuJCSrU+8sQqEpwFCm0i9YEXCm7IAUvk3xpRVoIABgyn1MZTIYVQ3l/ATZbUBbPcXxBdzlQe8L7+fw0g/6J6j6LX6+FgR57s2C0AVUgJEQqmIf2QRwiWRWnWZKCmddI6ogRFOpy9pZD5hS5jyMAOsb3fIv3bSmbgKX5PsYbtlDUHrjfonT83plFhntXjGtGhT3pcudCn3Wz2HxQEm3zyi8oEM3Vt8kgyS8K2NjRc/Gbzre3MDyfgOh8FxgfX5S/D3T5OJhF/Pog3JATqZGZOPHKkR1BiZmf0QORLdt4Ur55SA22CmgNHazly2coIUNNwR1eYExMbhHC7QnUKFwtTtNtEFLvRG+s+BTiHjtr7oWvuuAJHZuRdox7xBsCaYv++Hygx8Uof6CdcSKLgri75GcYg6aBU/puECIa8IAC8xJJx5PpvnqqjB1vS6hEs227tzgi6WbEw43QY52vLYAhhGwZUqNhBxONvYaRp0EI1gbptDP6xu0Wom+4eWyIW8nkIZCdgCIQTanyRsTyHmeqdxf25z1lNGeKo7sI+xr5FlHb9WIT1yr1pA6tIt0n0B4ZLy3RXah0ebCN1Kv4I9/XjvKIm1I2+DTeYHCwhOAhGSaRnbLI0kog6fnC/MMrOzQDkLE6T6qzjP317B2+gN7ZleB343tlEpJNACCVmOA4+K6fCzMLPs3500eIfo018CYB4PuKEjKMU250nDCGZDxkBIwdNGxd0IRfzyJf2OR83nnF6RMwsfyK4BNM+zJbujx5ApQBbg9FoIi0KtCXQ00ua74Qj8vJq6RsnAR/QJbaXe7oMKufz6bOd7Jdsmf0PDWmN+WQzIuDKeLkaktuEqxSqweS7ShWLZawFB206awD3j0LfqrNVv0y8bcJn/XGy+U290uDYfSeo8T/Q5ycUBfn/jjrEXNjQraIICTQgegDCgyMF129XJhh7UezHqBCGaOA2+9wxMzmG0TAP85c25ubBzrssIYhJI+xFciHOQbgzqUB+TIy0qd+IqCtRiKxWW5hDt14/InRsa8wTy2kNSsZLlhLRxAa0QIpAoLoWzj5uJkTyR1PaD91eAwBFacB25q3PNB/xs/DoF1ek4RV2DmJhXD6NeeJfXSXpulxiZHtI1iJdei716EApDdopldxOcdhjr0pSseFIiq8hHUccFlOdSGRE+KEyGlciNTCXSw+BztNxRGHNKV2I8yX40J0hpuMP2jOd2cqqlAIdgr3ejD86hAhBtGZ/lEQvkTlDwL81VRjlTwHBhlMWDqabeN7IhEqj5RjbNqP6pMExApxAMB9ktE0zt2Bncntz+gqnXRbzJCjIeia0lfl/Yw2QfZ2swOkeN6EedEiD3FhlW4MG5w3tvAvNqTYsKAButnslilhwmlOp9jIEl8OSPasQrJE2nBnv7su9zuiN+0LiMm8164ersKdqua8+ersV0Ak6F/ITqinl+c6wr0kEGfM3WLReAeA1/rf22v9fC1j6MShwkrEofkeyc+Tz06Ux33AHwZdhrOdaG+OduuTvF7pVgOmanHx+26HzYvlev+bFSm/Rx7vaKtPqeh/yV1sUrTdiwLdEjqhES2VgCEibmFucR6D3UxC1zwf55kbxwml6rbd4HQ3xUFZj0fW29ekInTlrMxNX5nI2y8+WNJM04DV4rSuUpZIlQ/EtX8AimU79nD0Aasf7dDIWHkFigOALRaEwYDGlJavGt3ULc+BtFjvR0Gdv7WIPPRoL4bhMnfkM0WrqZ7rm1Wz3j2+G9KzPZAGkvnOtiRSNpykzHqPCx8Qb5S46vw1pgi4gVez52zNkE8vbrRpUMaxAGLxKoaL+Hyay3iLrFACGtcNgk6aG6vYsaDpwFL2IRRC9snSLgK0bo0gs10LFfXPDYE0mAiskzrMJwl5HhXCs56QEf5IzBaJwD9ADcoDpEYsvwYinPAXYMTpbyEO8aGS6BWwDBd2frtm1mLkU2mevjhhRdAYutu1bmS7D0NQjbT07SCfyE+1eGmhYq79noaRxRfZpEpSefp1q4snZPoV9F9YX/+HtX8m3UZriftgtzNUFB1SBa0cRUDb8PFMhr/eoTOun+9heAEEPSL73nvEIyj27q4C7fRRoX0SVJRqOEXxXnl8ca7+XT9YnJFOcbknrcyqDQq7wcszyOdijMAdzuXpNSTHdh9TGWbtI3EvsXFZhvDu8v4Edbi2fn7+zWjaZC6xMuMwTZTpdYSBxO3D7XZ4rxd17RVcGcL6R/SnRhVerCSOu9bM9FpzB23aNKGvmqh/j+EFKAvCJDfdawEfqfGmA++IjmD+Ii7meiJcHE/UoPmNVUJgunLHL0tgKG3vtBtrP8PYKO2287AJyS8WFddOpjIwl5t7JQ8FtDm9vpLc1+hzw2g2Z/WDKkfBETr42EQCKH6U8moAoBn62lxEotYpqM+DK7orLhsfnYWzubex5DaOveBiIwJw02WlZVoySjdn+9iRkbR6aGIT60CTPPT7aVD9nnDtndORnk9SuOSZtj+i1tJ1TGB94U12J6dYo8TvFSFu7WV3ionuMqLZoldXXq9myXwd/4NmtI7gt4FBZRuMtsqH1i9ZdE/w1yLsQJMDeFI4+coMSxptSXVsZLDX+PPlzeENKsZNAyLklKKzbgcmIbZ21MSnBwGSx+ZPietUVJiChBt5pKG7t/1m5C6E9Q3NMnTIl5h//34TkJcL78fc8h2saZKQ68ld1dXIZHz+HdGlEbSVVdd8VykPXOZbf6+6MrmM8tcOtZZTKJlvFZ8rn1sHqj0r14FigJhGclpXZXPIC6tZoGsSPJKyrALz4zYZXDLnoGur1b4PH99XobNwBXECI/MfXe71NTJBt5oc3/58ANo/5VuI1ua2dsvRzmdcbTE5hDcYoO2t0tlkEVarXNLXuu2U1RUfICWYysGbwc0Pe4EnzSNIWMbwXcpNGtr/vfShOd4ywlaHRMEZua9vWPfw1MdfAtbF1KfRcRFmF61rk1/OZnzs10+XTiCBnovCHarVZFJr3K6+OjHT6Qu5NdByiQjn07zFMkdD5lkOYIhFGpcAeoPYQmWnC4RGFvM/Im13q1fCMuyemm00r90Y80TJAnP8Pgz6wtG6EYdfHyHo9JxKPOtJARt9l9/NL0IK+HLeUYVzmv4A5sruAXLmA3Pc4oYIlDfvZiDps6nfRxvCuW6k3ZzIR5Y/Sfn0a2PIVDJLuh6ltgjLJy4On4vJJ0n/D4rtAF5OF/cJRZ8XyQPOmNmfpIJ8lnWrXvxJuCjey6gHUncAAaTxddtJZMkxbh6xeh+z4X3PC5Zr6hZPNvd5grjolGGZIyiw5jDhTdw4mHyEMWQgNFSigbBJiWdAR6VdigH5wYBCP9GtEObe/G2LVc/Aq8xnQb2cxl64pY54+LtUGd1h6Cw7+RsbaUm2Nvx5o8wnjkIYJHStm+jk5AOj2Xq1VRmYjBD0xFDVqPslptyD9Yi48Bla2zEYOo4tAkmV83fzu/L80jC02yCvvo3MhalfXXZYCf+dNI1Mblv3IbI+7P003DV9IUkINsuiwEowvqlZoDexVDedPV2oB9fVY/OTvozDzQoZyzcYuBZgXY3HrIJ4IO9rUElbESiJ3LL+j+Elpq15aVikJzOC14CWTo7+3/sdjiLZ7FUF4ZaV46GmhkopyC373Z2nEXtz6G5B00z6zJXDgClx5G2liA8fY5Rwxe73nLjYBoay8bRZJNSHZBHb0zZf/UeoiBU/adNcMxoguQVnXtmCpoH3YRsQ385+IOqnSNdValwXlUxSLKXRX8n5ASxe4yaS+um/a1nARs7xqx7VLBbcQZMnXr1zSD4+9VoiIAgKx8s2dorXJwECYZ6uMxAG+98rtDtKpwUYIS0VmKV79Z84jlYE+5+f8rYWm3v6mHOebrEGgA1ylOSRoNIKk3Qyjhq1zyshh8TQAZUc9Jo2HnzIoMoDRiVgIBM8xfEKslPQob70qHqBultj3ghOsYd5ys+RZ4Kw9ubPkQKDwGe7xyapQoCBc2mXP2Q0rGSJOez+DKtu5G9hH+0ATH3XxZ8TsfUdJ0dnHNmbfHqwxo7qlkW3VcY6QhHg2+nU4G5jL6DojulCNxHBUDu+LMAAlS44xGjZ81dcljh71LiLZiJ4JYsu4jzCqXeKe6bR2xyin1H9XxUwXvJCC1OxmD/H45Nxn9qUFmY0wuwlKfnevFsTe9FIuxJ4AbPrylPXyaOdVK0ouy14Ut+i362jNUD5qguABJmXWNCv68nFzcpGAe9PAkZs9cw+fDENV1Qi1QfHy3hERZdxBs/L+xn9SjGI0pOGp3Pl7jEOdGw7EF82+32+cY1jg7ME/Bk8ihpF4XYIyRDTdyTzRyn2spSSDWn7uNAcHE5qTo2u6/WQDHsEKiGZvvfYnwHMIwO7PEQEoA/9qhjCqcQieT+hZadRSeWpaA86oXrWzekg78NzWlOVm40zKbfkfRUzEb6gYYmMKECUKW7Zaaz3zfILM2J7akKppiKD6iYabONFObBlAp4uRyHbaucyG1/Xb+t7Sr3mWrjhOge833NF0Sm83cOs5eADcbbPTwg+136KmjrLbR5Z287SAHsSGET/JUoGVApCVwqdlGYse1j2rmb2da70W9rou/7id2bGIDt/L+13EWCPLDAW9t6Dqphx75xIsqZvocjpeSWERgMJtYrdMC+LHvKsWFdTAM4Rl8yJRGB+WdxwzDZjAEPydmdp2Tec9PW68vYeVHSqHUizvrvmagoFdBuQIH7SnkfBrOWjnl2g2Y21RSnmYt+7u0aaH1qGt2gdhVuiDWj1nRW+wE9GPh4RRI0KJJ4vDbX7RZWxd8FL41jOsIfVvXrR3nRTrQlg8cpg5IL79t/R1BYXI2IyVRRnLY++ZDs1ieV5g9GDcFVU0niTt1NS1boW9hESO10mDi1y1LrT/GkCMz4b9jEu7Y6y8NzCS5Uxas1EiPm8pDlvdC5PZxKkjMA0yr0IbbdCFIV6fLR+mDKoQMPq+GC+WSp5mEwEJU4SpcNQfccCq88i6FGBFJDIte7Zz5ulXuDXhIIv6GB0oBF0VVvrZZegklA0WshVQ6x3q/y9bOKS+djfdx37z2AOK8X+KcoT3Iupk9ZwJwx4+SYvqqIIi+yJohdZtQDaYaJjrm9KmQ+SVeMtlmaRCVICuX/s22KDWwOXbmvqthVr6i/ladYv0BGsrygsf214FgSNF5mhMp/RxzVg0XztLbx7+bIF+b8n9MZ74P8j5zO0SbSWnrL0Jjf6+iIuggddBDRwCBa9Db64aADe1yL5T6Ly8Z9fDf17oGI6i9AjiPqAbKYY49L3ZtRmseNdraO0XuN7Df17SxI93fInQOVkGvqAm0yXZfEdhpxW3lOM+wNNGJvRaVBSGG9cZcwCD1UzddtuxuLA/KPzedHiLfmKU6kWZRxx9SSiHoPDpPpqiAePWS6h8ra9ZT+dFBFkdnFuLk/bwmcSeyW6mnRSVkk7Ht0ZxmkzADHI1Nv4tB8vORAhhaZdSaPKDTY+SS8ZvxrQ2x6fI/Aos6Ia4ebjlOyRGidNIJOBKDVd8r45LLf7wIGxGxUXV/2wv9tl+MUk6RqkpMiX3/DsuASUINOjornAFsmOi4ZkiV02qnaW4PkSutbJC6j9vLlQhwfMYCQ+GiPUUQ9FrU6gwvs9ca+of6BrGYm5AtQQlDsTgs3PLHrlMlJHNut0pkF/7e1eqUbVYKkcvg95OPa+DpuLZp3poMsPbfOJ9UWSafdBi17Gy5BDwLQbJAbPIpafLQLS7whjD8TKv5BuUIKiizD7T08z3zCweg+LU2KOsK4HywXBITGUW9SEjHPmqEVeRJaYSG0z4oTcjMkcEBLNuqHG+IEp3VH3niuZJEm6AdXtNARU9rcCTlMNeM6p5d0y03RIPo+uTVFajD77URaiPIL8jRrc5yNzAT/2+oof2x04TIX5U1g4LwpoBgrzco+NRV1p4v6c1KLTlFfXmiC12tAvnNnrSblanAV2cU+xSOiufsEZvs9nheRXV30zOCfc/+NYI9GgQ6Kunmw/cD8P8RwModbQRVqKKr0zFv2fgMbXUXZjxdnUpmFiZc92Glo9QvdmCg/Ur5Yx+T/JEfOHcbCNqRvnhXa+AyWjDvoLd+xCQdr+BgMochOgR/Y17zC2DEVF6ZRkCmzoCRpeZieHuN8OEfwO/iUtJkOkAkwxhrpW+C8Az3eJg4u5x2bMnHOXa2IW40X0CnW2aT6toKBB1uJLQxFBWvLypiIB6yw0azDC3cD8Hp4OKUObIsdNzdgF6nlS2Bk/G53dRCBLtvdxxOLYWPjiK4J5cZww0KIKQTHl6Iv9N1Ev+PyDdW15Y6s8Kf3ZiKHaVKM4GZFacxVfHMHMYFxCbSX4iUFEV3WQbnDbMs3yP7SXtri9zUs6i4L2XZWcDEXOjkvDAa5N6lAaEnLHbI4rJRO/+4K3HwZj4xetjBNS1XG1iwTKDaYmLOsTlDScXa+iXTgW8qqg42P56/yykiztopUtxVewIeY/kAMgqVFHpJQl9dvxq5gON5kLRbx1d/1uZdNmWb0ikjFdF6I/e08nsO26h/18zxGJXVNekHbRvldRaGtSBsN3QrUx1ZtBaEOT0IMOMOdV62Ce+I+VPg9vjSLF+mJ5bCRO0H99Q14/ImYyfPDC7l3pN7DPMTLEVKjls2TZF9bEucDfpOD4BwQf3HNK0IgzMH9Uv9Cd0QhcJ79afbbj3WHiRX6it9NDmMESssR8NUIT7TYDloSswePuaqkqGg4Zrkdz9Z/1yV6Bx9NX5o8uz3TN3QqggY5QV8t7HUP4C0RNEVDw5F4FjbYR470kOCfFWuXy1XxH6kO93/QXhQ3Wjt+iOOBmxS34dFyCHZXw82PhwFRNoV7G+8LNcFwwpoBIN7QSLqO5CwLEjXw+J608j4khih/zrfvlzrHa50qXgSOXNLwo1nsoON1m7OGOmJCAHL5qYmRk/lkWqTioLqbJr7RkdlJ9aZ+lKwskAWBwhdO/u6TKjmfuPtgvB++2MF+KUvNMwKh5sz7xZkfirVYaUvyHvA3Tbrs2InW3YcNCUr2WfQRIauWebblnKqPlzpe0XcHl7nT1HOhKChqLIwWU1KrgGwPVjas5ZMSVU14q/kXZV0yQEiLKrf2Z89ttuE+vKwqp6NNBpZ95I30k2KH8GDNg9JZsmRS++PpIATGSlSdMLWpDHWElmXSSSTrwEE7Bc6qvb7d4m/Vh13EyC98TY4skWOEdqOL8+1bj7quygRCaLC3pG8SBSRqrA4Mf6hVgshCjgRYHxFopFDKI3jzU5IAjawM16IVCqlGiLn5SxAiOaFRwSotHi59fLNCx4g1+WEfDSelTWYUcDsgSBfAZw3hysCqrj5wXIQQIqzE2UsItDZVTT/ZYS9bHSqvGuh3thX8V62w6AaKT7Vg5NMHPBo4SmRt5z9E+Wl42lIKSdh+HKPMKNEURK/4cAvdGv3z4P40euKE1my98BCORlJ3I/tMTUlgI0/lzl3UFkp68jnSXnXzJKLjy0yWdUA5dEMqSQpv4D0QAJpidsS1cOVsFFTgKUg6oRUqbodwZZ4MhfHkJd8ye+zu0Qo5OuR41QirmiGsR5SbD4nohMjE3dpLgjziigPUYmDL6MmnMqVLSvyyiu5WUrRLRUbd2FzotvpiifC4hxX4L/yoUf50EoxVadR/OdNnHx2x+x21g43m722e30DYrg4Z963sjZ/OG9vkrGOn02cIk1WN5LASMXdJxm/dvaqoUZ02FPYJLhZ8Qs1agWx80goCcGrV7Qgr9jx74W0UaxaO/UKqaNmoj0c9jXTUT8IvLtHYMdmwv/Vpg/9afR0MSjeSHvUcqZ6Muy5fekTUJisC0j/4uXltb/3zL9Ms/QENdkGlgxDYO6hpztnd16mPL8T8KwDQh1ttjRY8C2F4SmQF6c+RbjzZgg7HPpB9/0spc3qD+UkljQZpC5B9X7sMF9VChHMwClnUJ1aJ6kHj55xqKhZTUSIY717mjbwrRfkJibqbwZMAhc6NIEMGO4D0DaM1yuEQS3nPDUV31qov3AS6W/V8kZjMDiGdhL3tFzkxLxuLCnrufFDqgfvuagBYeOqJLig9ax7NffbUIyC6Fw6wuktnlN1P+YNEJKelaZi0r+Ak4xOFiNaHQEXQjUxk2MhQBdCjQ6jxReaNIFv1xgGNUnFsRay+eHlm2RSQurqInygDgLDTfKsE2WLaU2wicGtYqsI2gk9ZpJR52G3wAzUYixXclwVyz0/o90WNZhYUE3C0dYSVOcHL+E16ngD4JqDdUX4M+apktC+sxg8mtcoAI0RSr32nOlv7n8SndVEE0BvygJydjx0xA+D/OoyjVetfrxHhF+GjnGYhCj3xUg2B6YxcfQGf813uqyj8kidlp/MF/pol6/mMQgEVwv6XjBChMuEg1DU12WBPs3tTLo+fO474JpoXPlzS748bCsmM7/B/73rnLni3Zn4yx7vyHuOrKit0GDGYdhP2ugqHM/3FWp/6U3qJAUMcaV+SQ68Gmoa1w1v6FjGofG/wTc2rOq36JIPP/p2eBe1wQNFleTpco4BNgfiG9tFyr5hRYLJ32uWTGSgoWXBYQbdB0OroVD1e1ocNZ/0tc/lH6v/CSCA6mNJlnlJCQqMvv+RgUr60MwbZOk9bEC9Vdo/ZhJ54LiYBFDErVwVAH9tP1yypbFco/bPe0TbdoQqSLu0nfl2gDvtK/zWTeEtO4p+JU2akGbr8EwpJ1IQyUoYrVv8h5cfn36w+k+A/PxZwYP9cm/F/6fkqRmYavqhFs25Pk05n3KvvMTBxWorMoWj8ncPqLLI7GZW7jIKIhsxqiuNUD7CnYuvNou4jzYodaNwHJnoQwJiYZkaGH5GF+Dpbl3ZTMnQPl30GcavuFcFJa+IBx+ZTwEl7Z9miLx6e004QBH3ICScBNPL04bxNy6U6R/Rh3IqEJsjiAXipg8wmR7Tgv97wA6RyVRUktgV4qf5jlZMYbZ6ZFk8SLb3athy/16HIt7XtUNx4wMYG4mf9Ix1M+Xn1HfE/4mz17laQYvzha46Avj5jZupJPpqhfjYZJ7q2tfwU6doGI1xg3zverHvBBm8KqsIjeWV6/8jkUmunbYK/6yQlUlQC62b+JUvXq6uLEv68zEYlkXUKVf+xH0d5XEZY/IPpnquYhZclT7z+0IZwLg2ilx6oiEsDr88hH1ibHcWgCUdaq/DBVsslVg1x5/ubVO7KWzjRDnSJnRWNViMP6kye/HHE7De71lbMaXpVzO5CeP6LUu3d/J1d6fRiLXfUEp655pDJ2OokxFWHj+ZJxAzbyZdtF/2JElykMJwWlXyL11K1rxDK15vnPj9H5nQYjCOvxhASk8bNyRH8XtZ4o8pxt7lzBn9RSV67/QsYEnrz+ntuzHH5rw5HySSpgr6lNQPxQjfm+pfnmv5379D/Lfwmucerdu8jwzgv0Doqgu0pjepiTwaPJNkz/B2qCB8oI37QqhWQ/mNLW0K18Wn3u6/NOjVT1jVCTZmmoaayDqapBW3gSkctYzSqrDHrkDMSfVV2IYkDBuQvYLZfoeywpUlR6juczc73ZEykA42peKKNlydID82EHaytfY6kC0O84UtL5qJDYm8VV7sDf9/wU7LsaS1594euhmlXC0kWDbCk+JEwt1Mvqo43/m2S+1/Gt+CvsCXwMqC6qQsViDwM3fifoPT5dqWfy73prhpO9Cn5f4i4R21/znUHOkzpCN9II2vunIU5kmAWh+96eSjis7uYrZDElxlmhY0fVr2ZTqFmSd7klO+ne1ue5oi+myxQn0A3sspmi8YyLaBr4MMQ5KbXq7Y4Fj3DPjpgRAGdU7nDIhbSVR7prWFOMIAyqNYJMeoKYoPAyejCMj1ADqhs4s7WQmOMGGfPN/qtbL1kPgVSql6fi07Wj2D133dSFaKXMD6UNkstTgylZahOctw8NcE13if8oAl6aQEt5LUdgT1emOfk7E2gjbTieWJhMtj/guGjX25JtIOMkL1T76A7rNBUKIpXsjA86z3056JvqKqRX3WChURP6qHnipOrCrF02aUKu/CmlZqE4T42oxDPvh6gtATsA5iG/A/PWwEC3/q1nuu5m63qvJb4V3od1hJRBl7tsWMu+oexYyGsiuZIs71cAF+4oBwWzdRgvPdSIx9zToXqwK1y2nch7IGXYXvXoVvfpDmDmAoiKZgKfdrDjCuGOmsZZ6Uv49MRMgbpQDHY/VyBCY855np1sVz+202LBjAFt2fulkYUVW+f9HMKO9k6rG6U/S7tV5CVQY7cci5nLbVCSAG39Qe9IGpj+zxeo4hvjckk+5NFRDMqvr0TyhqTx8g6NQHOMDkfOMM/cpdUv0JvcrG5OhrTVrrRZ2sro/4eYLIgZw2hdAjmg2ZeJFIAczRDhZ+J+DD/hlGlpz7QBS59B7tHbAY/ZKWWA9KupLjTRvc5IQEKGrC2hU+Z9eAnzdwWeRppEWBz779x7Miq5qkHXCGz7PWDIqkZZhgGe/ypV+R+o8SBFDX09H/J1rkqug8nBFOR5TXcO0C/5hcllpa1bS/bbJKEzUGqGMu8wHoVRV3/uZ7HYlB+UtgY/JcFcl9WfZNPJLZJ1lASwPQBJFb5JB9upirGHpraLRvr9UN4A0VH+GVgde/yKMvP2FrQMGyVvFCNN/FDbQrcmnoZHvZ9FfR9g0OKYyVzYCp8znKWxN2j0zBxi1YTNd6NsWbHwotinkj4ZRdiMAfGi/SqjRYN8kWlBkVCWNpfJPpk//fiOlmxvdXZH/0lt612ZVCbc6608qWM8xnijZLuZgexySjgZ3xj5rPO4DErlpnEbL90AFE/VopY1DD4/1o6/pYtVhRT+2HHy5apmcwDXZIyUd+PSr3MWkj89hjYaCf808B4R4R6y+/24wGJJ82EwB6+rH9+ZNWLhonsltr32mniKm2tGK3ajAbCt8BehvvQnK3LBOL67jlr2kWFoCglNylOBwhzFXgGK+2Y9XPeawRiBgjBab8lrqfT+pbY48f/+TNQ+FGXIMrQMVArI2SUHlj7oeYBH+vMmO3+WlD6fsOlxCKaw/nPBB5c8hyKAEWnOxUzpeoM1z8u4hsZ5doAgAlER7L252FYlIjTToL/A95+bjB+O/Krcr84Y6YlMvv21Y6OQcVLNGHj8RhAgfBONXuOC0zBCL1IX6zpoyse2+4BhYte0h0MTfBEzrVjmiSgDoPDPH0drW+KPVWjEsapns6EuckQl9N0knJtEsuIgFq0B0LEeP/sDwr1/jTBaIm03xM1Ws+OCybwv9imuxzgjaovEHDikALzUVKny6swaSje3cUUhdjv34sHaYu+a82OW6x1xYu5DG7dnsCl6DkKeiX2XFvphtJsNh3ebW9d0cLUFTvfStOTHXoArypIUeyY0rE0Uyqhe9hSrgxq5QKy0ga1UiqWXhIJ9KSvPU22lPSqMhNJ4zb0v31+Ba41n49RTsC3QxBfjnqPC7h43ShgnzgToo7NHoceeYCIqvhUYX4tAGmMnhH4FsgxHieTvJiVSBnosSvUHrvVhjjK9NJVEVs6UcJjtTPjLDHLz/vc5URWpBzKC8uQsh7RZTqcKLUzPnVqE9OcFEEebf1DXFrP1i1UrOSMd9rJHyU5wm+TlnKRWa4AdsIjM4NfHv9bu9fEdyBotzreN8GWI51FlWNirWUrev5YWHCaNw0TLP8nKsNdUsBrh8BsSoEsKfqcoqJpDxnVsirD43f4az3pwCopnaFhw4YMDPwnVHtCGB/YAQ6MA0ENBgZkHD1w7qE6AD0fNg8al+wWBS1A09/VI7qExoALo/juV5oHTCkzt5j3KUQD+oXmfGhC88IdOwVbKkqaUK/n6S5cX8JFOHgQytUEaGdlq06hmEAlNtxsf1q3ht3FftK29kwfHRILeumZ07VxHe4zqMz1AGChdb701WHyQQkrufKdgAWy74yW0abUzmjKeWMXALOsAKm4f2cylzBOlSNh+KHL5nzm4extIm+R5Rsq3Isznb9bEgjYMhBuT6XnMc1IDLOPnu/uNYetetEiHoTsmZUzxId0mDZpBs1x/wqI6/GxIYpIbQT1qRI/3iQpbO3DgA3sdxcwMNv0/otXhkkxQuLjPw9w5gs1npynQ6kYRWJ+te7DIFss3uUqaqeOD93qhrxCui1YaLqvR8rjjDj7Ah8mNG+KDLRi78W6UC2sRVhwzLBYYw/7z3yMhgRuCz5grKmrvTOe0sECPnVIDdYVQDdrqguyffVG/9L5fk1G9/6sjjKbCc1nmpX3FoFnfXrXD/59jsLhObrEWXqO+KUc9ASjj+QWyFbVydWeGyhq1LQIukVv6GbuyumY8sYI/OAAUsWQdZ7v4CuHw+fb6srT7NsS0OqtDR+Q0XvXd+u7+aKTKvgI38mzPbsBxagqUc/wt/ZmqeH2xv2cwErlhc20jPGoDGSLvG3L6Wlq6UG9BoP8sLz3jqlUFTlS30KMN9VrlQUB4+Dl8dWgXTimNlBdvpuFexEcboTY7oEfru3vSj8LfwFUWFw7/v4GwHDsyKK3CNfVEskP6BEB0FtSb2BLZQDb9QBxPTU0iBxt/fuWB9eTtR0XexovdvyjT2x7HcpwKnxUyvbQ/6ZXYLt1rmjE7yWyk8pCStg+D+hkjyTLSE7ql2CzmwtEFC2uH/u4Du7i1wSfIeAC7mdxlGgHlW8srSdgzmJSpYWWGVWIILZZ9mNzwYZ7rd3HSk8iyBu0tfMcwTEbBmoHqEjG0m4qYsGw50Yk6gc1Opqo9hV4pf5aK4uGKjyATjUpgBHjmsBE7/9Yr+089UC6JWgDxl+vhhXJOdJdyVfBwjZ+wL0Rq8myYJPKphTAoO94k/gMWYv9JR4UM/JsglgM6XxQDRPFA8rM33aZhaC4/rryetuL/y7D94gXsPKiJpHrsvwf9XftXON1/SwjW8j2p8g/eOwd/DyMqGz5of5fViQ6MdFBN6ONNybEBDbZsEte05Nv4GAjfY81gnxBopv1Ok61YxuEvhPgxQQ9FaMS4Gx/YLPxNE6iGliDJXMwFb4mmbrVddgShTFLcs1qyY5m+D2UmWcX1IWKTeIEVZlAVt4YUgEPna5/NtBSk6HxX5hIieb6gIZgt5f+Fs1mpppFi2Clsn8Uca70tB/DRkJucxikWTuUzl0w6uZGwdJ8lYTlCYSa+sJcc96bSIEmV/vtNRgJCmtdvkZXzirzY8Lvfks8hqzvDgxHDmn8kvoHcSTTASvSZ75w4nxWdw4/ZU4l0PNVQmejBmp8Qnm72imOniDtx7NApWnCp6vts2AlYFqyAP6ghScP92BF2gWm7HJ7tgXdb25OvfNcOIPb3+rR3wR4BzdymG2uOLYzLq0bESlBRRf5ptbZSWUvd1Pc33CaII12Y8jKa/ZPvvxJ4T9qjoG6P4ns/bcOQBVXz9aHAzHZFssgk+CMhIN5J5vwlmcUWoKuOviEbZzd8Y+AkNYFB1jKXPhSdKR64GJ/2nsikZAVM7SRsAvhf15CTpGhTtwsfGph+TvsyKE98AiG7orMTkv3XLY4Q4/dwLcjzKo+RrOihZd/HTrS9dSKjbQGAB+Ad/M8/b3PMN6RmK8k07n2D7OX+wF3tkv+XYXJJzNJLhbFPThXh+kbf0gESoKtTcAgaxzCFcIeD4f1KV0VKTww6WDT15n2aCksuvRLAJjSxk0k+FHFU3OlZH/nsHKrePsR/KWGavGKm+CAh709YOSEsOxMsMS+xTugFdaf5AlmmNVKkaoP9b0sEwh1jL8XXbJ8xSetpl7LsEkKH0mMACfOsmuHe4BF1B4rtDvJi9fJ8eCvWFzfbNcY5BuDgiPgMEXQU16l4SwLetP6TQxnW6MlyWNAzgfN3kAna/YXhKtpJY4RCceJjzYdU9gugmLU+A1zIXvmUZRcNAMPou+D55wiiXDau5feTea/5z1RUq7cq3f0NEzS+6B57QMZpzZ17iO2xvIWMxvSyrFxSC7WWWYTtQfdSPe7ngy1gcGNBxY0z6rfUaAJC1+CukHv3PM2n0xUwBwImg6dTGAxKZiopq41vA09+fcFXq6pbTGb4XGTuHA8vB+WFmOZU+5W8diG+lQVQGLrPHyEm39POsh30lBb3s9855x1/st7Fy3o/ufF68fy29dbEY6HagUghSZPNfBQUTWAmsw9DLGu/Z0JN7ImIM4kpMf0JhFWmZZqdKR3mEueiS2qW8o6z260J3rHznWF91PevYrsF/jRKcGMWcZrW5k9oGCYhfSBP3GAT8ivnh4RwSNuhcKr4UGjtdsZuEA/y6E97iL+dxsdyLjUJ4ExZCe8ssMPmbxxZUSpGaTJDM9yIQjBdiEk/ZKsp/riZM8IzjArg7zKykt3lhmmXMV2Oa+UgZzjIChzm6HpLSMrII8k7g/+mUgqS7iDlVPBTTAuCQ4IKqkRlGob7P8QCp2nJiQpoS3K+0Nncgh5FT0tx/SyXEFbA5FQ0UBQSQ+LMm+VrmJLPSF3Z8URs8C88wdpzmt9MSwjhyySb9DmKyclzc+0MD3P8ZsCsAL5geVogT5VRqVd2ScjitlGJKCshMPerFiuLSXy+ML9EPMCOovsNJfrAjmkqfcbgAUYKjedXK+Jp5C5qjARb3qhgzVksvEogg8pVpx2CmYCkmp9/Z+M7sHkcKlLjLqtggoMhlxkWIinB10K1IPhEBtt2pwvCnNEklzgmnJoIcIyockipgNXQD7syJ1MN/jRiPnPMuqS7GayMyhbFcr258CMaqaApxS1pXm9B8Jm81pdaKVZ3fPiaxCVpvkQIuDeXUZpK8tshofXdCDsegjtoWeBlRu09RQBWAXBut4NAOHmDNesDm1/k+BuCjVZx4Yln5nHfrpZrYJO+D3+7h0/+2ih0yEybvgMyST/4NMAVPMY7IWJw02Ms1bWQPw3SjoHNmFYtw9y8tpOy5XNXXTZZIhvynomf4rP/PiiEpjCRX+qQJ3DN0aA5jlkm1eskHcSKnoccEooywU0dj/4SOq0ijYnnbu6kAcyW23L1dkoGjuc3FKOtstJSYVTTmQFkpjWCnM4CKD/NMzvLw05dOvB8Fjg10mIQbpiYjgbn86xY3UwWy7nou0wYXfyB3ZvM6n9Od9FbxHDhGZeDlQVc4+Af26q59wfCNZ3HRKHXCAGXD8zPE/QPbsVGSzXOp0e/N94olPRhsOaqBakU89hhsVXeMuyr/5MxPgU3zbx24B3UH4nMOCrncXDPZ89ObDp9swUODQWAfUL7x38xZ13TK4Y4CFB8JXiaTKD8WvTzNJR+u6GxyOM3F6aD9A5HFMM4vebUW4IoF2m6r49IcODMS8/Z5Dd5sovozGr5QyeuZABtCu3OUI1bztfJLb+PJKek0uqQLnEBsmnHpHl97IfUjwyuepVV9rfESpptwBK84bnleEonJ7X/+WZ8zNNIMtovlaR10uVQYbVACjQVRMApSg5IxkrZjwkx3+1PDPYhpCq+ChopttPLsowk3OaLcOdOSVs7FlNXVJXIziToritsZbxFGxBYMvAx7Cb+IeWeQFGBpaPuIeN5Ze3N4/UHkS3mZKqo8DVC45JS3hrpOCjtIEHFiDXZUWezwsSFOE5QgzB2aTGr5YUV3lcOBE63MgT7CTzDW1+3KMtGsyKoAZlpFhUyUaNCSpTdmguEaV34S4prVFT04NFgpgRiNKmopdxFNLSlR4e9xGQ3JdCk149zBSuljVV0dqhL7zhKic+9zgx/K5E6xyH1QocMiOqdhKqi3Y/SzSCS+4WXPrT7XRK/sHb3iRk0PkZH9YbRd3f6Py/nZXPvfubHwrQMEkx0DDdUIrJudXzkHC2Yh4ANjS4BM+0IGf01XNzEILBuYMf++ukVIvzMMWZ6KqL6hy6nRHt5OxcwtACrkRvQug8EQucjQuYpetLppzr6PYJs2z1cMv3q5K2FcINXRWlYmt63w3OAZv/S/ZPIrZkgEQFtx4donYhu5sRmHiHWp3oJinfNv5EIw7arfJVymg6P4ePX2LMS0QFMcptGMT15n0DqGCoqMjR9VsIwXhY27agIOpSh1+PMvKw983OTshtNjpU7Q+VBnBYSkFjJwLjQdoQjVubL5Bh731DfHIDPUM4/N/FZmYuoialcB672wAZyIiRObDmpla41cfF3cP9JPe+A9PuMa0ymHF/x8t1DXOC/7CP/GyKnRL4ATvq9qK2TFNwvA4HGfPXt8QpILG7KI7+aD2nRs7gOzVcplDLHXYlfOKQU7YIAff7QPOn1Fu3aVYaSLeqYWUAFOXy07f25SMJ8xQB3skdHuY+G+nS+kUrpWNze77HiriVCUS4A70ZtOFlP3HJyEfgOE8dj2kDcAMrgsuGTYiG8xoT9jZCGK1pvdiPX94Hv9u1q7xUDFs9jA8a4vMD24zgEOpy1SNE5QlZFJj4yhP/CbpBTmKnOe8FLlMduE1ov1ZP3zFlibKUeJRH5ZTPm5qlrT/E1n6BW6CY+LRwSC7oohp9IdDXChaurfUYJ4TW2TBFypJ03B965CCaFfQi48sd+IWmrqC9n7fglkVwN9kc/Za42O4m7DUmLmVNOPc68CAa9aKxNp2b/4juzNJSfyDTWDzUdTiuqrjHMduQLlEkZuO4paX7Ja0UK2qwPNlkHE/bg8xHGDmhwe6Irs30hKIQEtpHgFJ0NCzEs4Wpd+RjI2y5pFAAHvW+pJOQZAseso7fMu7uoA5q6OodVq0gh/DcdaGXmz3ROpW8+OF6Hl55lSzuQnH6KfusqSfidSAUlvCT62dC8qC81csZ0yUdB49NPIXxtj87yzI7C+2RjhPtVx/hZNv/V8+7RPpNBY4+xgimVGZRX3B9pR0X/8z1vIfSDXdOXDW/R1iq/9Nl2gI+PEs6eu4MVPUpn87nogzBcThMyWmg8qW0xrThY0vZyt7vghOnfJ8eVTQqzfsyo1BkRsdpvVAf+ypedvVL4PG/CB0L2AEfes9ftBA3tEgGal488zF7K7in5wyYTUi0X3CBBjel856+3B8IAwxa7potGKDztV6dsOHhM4bWUgg/qWoWtz3rJLINFeYWirMwLwYboeUm+OeEi+PS2dAA1GJy6KJa8JaBx5c9kfhegb7kUJQSvriqmj1n39+RISSZ5V8AoJJ6adlMRD7PDLJ1ZJZX+gW2NWwE7yXRE7QtBAhRakbQ9HYcHxPhLQABQ58Q+vc4eW3Jnk9+FAnkO9YEDbSZyTDohCWgvFJEJ6Fe58KLhp1TbdxQ3wXQcF4UsFf3V3gmCsf7nUKHKO7NGRl1dJIYi+tw+WvAAMMEgIUkmkj0lKa1RW7kpII/6owFmJGVzIsJVapT/QSlxH2ql8GkTduLRwiWXueNZZzdczj5KdJ7zNzd56f+ged7lXWs4m/y3Defaa4xPYjTxjBTb79Jym3T3Jb1uFjrFYgNy1jUoana8j2l8yf7GJnBNHQdBgAf6yvzfd0ldH4zm6ZojTQZELUsHvUUXXJHFDPjg/+Ai/6eJxSFnOYZnFwHhbo/B1q76Q59sQlChaa94Bgu3EJkJQE/TfyKzixxpWOsLHXSP8BM5LQTiZ6G9LOEnHj2OPp+6CIuZaarBViI55qo54G+rw7OOaYClrnl5TS/+JwzSn+8v8sKj2QWDeqFBNKVW762XUn1/C9fqV/jTgfL5NDq9pM2UI8hPrQTDXaZYMXJ6jQgYQok0zraivdFarauS0xFWKvvq6Xl3U6huCt9XSG7l3yYsZwyAIgMJfJRKFKSawVp8pVdNgajmaXthZbpE4y1IYnesDB2OX5DlBEUJaLu4YFtSyrUz+QtxWV/b92hGzx4hSmDmwDXNkVvbR414ftFlkXknSXhaxzHHLkWhHz2kX2NqR+M8J6FMtZmwjKdLz3unl6nOcf8KiGoFbhARZ8lcFLwDtSiJpeeIsZ/X2yr4PV3DDCBQ1/6IQ8hjyQNLoS0+5mKRm8fL8srLcK+0ogLmHRq1KmBHx4Fjo4sM5QlsdqmjDxcOnBJpUXz5rQFQXh/X6Iy69YCw3956Wh8DkM7OVGHQ1PHtpr7YmZ/ddT0k48DdQyacJju+m54HtsTGu1rlzHlOdbkabgpr5FHwqB0238I7mcqX6qvKUa6lAWYX1bM/nhmjibP3Ql+a9cjgGHajJc335969Ri3PrJZPXyJjsMkj4e96tesLF3NF0FMpKYCGspCOZIxztRBf381QDc3yVSTyvdKDgn59Z7PCHt9dHTvwozaumRQmaRjWBki1HCkxfthlpYAMHkgGalBMSQ6U8zducnwqUTp0sh3NhZXrjdD34mwTXkY6td6Ti+ydBN9a/IRfXSnFUyj0u1nGZNIDQOGGO8g6bCjUDiMHnrPJ0kIm3Kj0ruCHcQU5AcSMd7MydaZLmXLlhprrN3eU9pnJ/nnoCwMR9Pd4kYUkGaJbtrMnN4uPnR6UjMZF0iMObCSL397gJriprbONVLHtOqa6P8+zQzkjL0AkhtmkyzBGP8b+SG/jdZ2F0f55GXXqW8nWkdRS2/3uJbeiWlnTjQGZ+3uAEmryZ7itJrjccMOrScelAJGG0Kdxi79du5dmIfCPk6jgOhoWN8CW4UNFrh3xk9ramadu0imfYK6I7jaQgGyBUMWOoie3VSN3qwlL9Y0UKmsL0irdTfJTjhGlbXIUueaAXkLRldTXS6GV5yUp12zNv9/EHfGP6huGpnQQ7aEoioVyS2B0KQtXcezLjvWGvPmRSB9A+TUGX0Sxe1mNWwuHI+5EplPLPwRMWAIZ05peeG/ahll0RrEBIcCc1VC4SnyZrx0dWe9QcYt78RUfVsq4PhfYC3/tPvFfS6DR1X7HaYY+gWeeG51OzySlE7VMbic2j9vcKoXWBWRZt7sWdSti7IorjR87b0Obe7lVStMY5xOtHk99KcmywX5qJL8tCU2xGmmaabkjvHh8xc1Oz2S5Bfh74J9MN8UclZFOURuWzNjWeTCAv4H5I4voY1yboBTY65sGQM2vPc3pm3zNniaP1xjd19HbAP2x4gp8ENXeKNR1TQleWiAasXeLD/n+rISbYgQR9FrGuNzshhq5vKpi7JG6GBn+IKCyifL381F1okWoj7Soybuqe97rwAJOA22RaM2PKC7sjQ6LiDzma5IeP8cynUnnPAMsmlMgLKEGCoRsAbfj468b6OiTJHj8z1UNc4QHXFiM15PNF01RFlMv7DCVx3Jfb+nzJoWE8GOPJj1d+9kz6qDvFoEVQW7r60/fP7NbboXLBB1zsMhTQfiZSGpyYPqFSOxvB+emE92ZozI4nWItExdYrkxL4UKCaptPWpmw15pAxdkD915ZlznxQ1/krVRoR/dsqZiLd4NLyqnzhoQWYIWaZmzg4CJ77IyTE1SUAtxSZhdSpd1dHZS+EWDbUVOouN+6KjZh/UmFMS5UHtr0wUWr9F8os03c6IxL1YHbcAuWgL69LBc+5dh/T6x5lb1mEVAXByGwdB6apfsYqNRr5iE96T3vhFlMKQ0REEvgMF4EDC08SWLhuhLygyn4dj1SFWWSz3xbyvkYOxGcIed47mqAJ54Qmkf5y6/Q/mUH0gWbrhz56gzMCHkvjs0OuNAAX0taZPCqhjuzU7uUKwtOXylH7krbllTJwk44Q125jNPfaMD0hIXtSZs/F92ba0eSeKX/kIH5kF+hb9ht2m9DC4C9aIpKNbMMi1gow3d4OgUYJrKHXiP4iJOnETNxgMjx/m0TXXXKlsG1T9prdQddDgwmqIAxZcVKx5shnZ0dOJFZLBDgCvOqvBKAWL31aRVMMStGMw6XFgcXSPmfgGAbEaCM3IS3Ye2mBwPYEZoFr+ZdqkFeFcbou6Mhw1MMJs1qGAn+PrnXFO02VVcJuHu414r+SLAqHrT32fUn6XWt3aOwswnEai+ALcWoP+32gzz2KIu6t/XL6B0RXFcvQMG/XrGdISkqdtPmvttgxiJaobUCxg66tVoiqUUTFqpDumt5/c3pbKTonCmVMYRWF57za4S3rFN/IazZBw8UOrWnVlBr+zuXX3KdBroDNkL+Tipq0pXZdGhvOAfeEThaeFY9tGnfPtE69n28UEJdHjarAL3H2gAB/LGE1+G50JWEspctuEhp30pvilWWWk/7p8qlT2bNvFwrLKFnpoxl21wU2x8RhLQ/i3lfjbxDGwSQx6gzkUjRSzzHaIhD9cp/+BV61kkAkTHEOprrUWoyld/LGL19x8RXBsrA2wUSfI479Z4mPat7xCT8ckpoEmcjxjS4PPOirdVX4efVkpMcxckJS04DNx1vPU6iv/WDvCD6xZjKRbFCpqtMms2ys77D1iHYCO+3+jdjaAL+KboXL8RaZgcLBnF8iKf1Cy6QDr1cYN7tTbB1m/IYC/SizyZghMHtWuq3jnc+hmEI08/0GTftlxrPc9Djk1B/DeuOiOQLBB9hyiiB2FyP4aXmqtbpNap0dW78+UQEXFS9ICnUnZ9NEyZVUZfaf3ozNwu15keNjtbjQ/TSKujHLzKYBhu35+DNMhTrLEmFvTFv0NpH2q8+/kJOR1v1j4ftzd5eAiBDu7n97LXaGsWGYu679qnZKlW6eHEjDgnI8TwdyYvhWzLZKMh31Hfd8Cgb+g7+oWe6w8xBAbRmEbO3tF2kVo0K/GMn8kvhNLcesTVUaqeQ9j8Z2Na+U4fPMzq6nnByRG2yPj8Ob4WT+3O/QY4Tm0JvEjjPSnnfxxWgf2Bg/3d8iZxwNjPZ1vv7mbsVRUNvPb/xzusQqKKREqT9FgERxkX5ca8U8owFFMRGkGbDWIyc7z0TU3tcC2jo4GAO3xFF+gBvC9F0eWDnpeGj4Qz3gA0dkGczibrdlhmYFrXzIKh0c81aBp4R4Dm0BQ9Ti1KaDQiYg9+cV+j0y24dam1oVu6IOR+P6a4YDEWldz8XEgeBsKbhe/cPm4YpM3SUtksnPZaCSyLnXaBT69d3PNk4uP0fcs+RQ5uX3kpDYeDWKlqjskrLI+7QyQs5+LeSKIWtcFlsXY/P4brY0tKXBfbtd3Mi+v/Gq2fcDXm+r/8uRguZeV1E/zVj7hTTaL1i2su50bloiTA4ok4BVEUwpV9eSRkytGC5okAadI7TugrgH5qnqmQMi1A0aeo+wPqohtnlP1L+4IB2CsXDcl000NNqVOMgmCsfc34lQG9sp0HuVQsV6WE5KwfvDpS0W0rBnWAPbIEZhzWdt/x8/QyEGkYnGu79Rixqk0cO5o6zp8vSOmY1pHObX/7GnOihQROBX5nvgCI75EDpWYeqgwNjBNw1OI3n4eZ8WJtKdKuSkY3ORQRZkUJZYkxdHNxCry7XHQwPrsFhX8ihWDo1ly+HlrwJItkKNp/KicDO0ukxZkuN5mKcqR9Lun6KkHUtkNLi/zeaAGWqEMOXfLjaE6qLHkaldJH0YNsneZCgN4tGOfPZZhV/YpB8oOtvO9gV9fFFB6v1BdvmWMrnXM1mZxoOQyB1RRhVzeCIW6ebVojX3do/g2CstFvSi4A5eR9KQXFhl+8VET+2q9wxLxlhvW9YU9yKIjhn8v0X2lT+lzLnpbfuyCt111Pa7Xcn3iD8aOPBgvFCIbRyKqkRSkRZnXJ0JPVjillDLJXumpN0kx/RKL1OZrxJVApcvFqASUWYfBfTZu3tvRgZPFtEQCHpGDTrjCQ9WH2oGn5023Q1GoN1KEwUSslcdNJM7BH1khLjHyONmGYlM1n9z99n3ave1PlItgZEvvBrLGOPi3Hg7RU46fE5Ndnci2EFGBiqv2yoJXg7hvnrBDNdMsdWrP5qUjP29KRkwiE6o1CdDpEQiR5rGVB8zkCY48GVth8ITHxmLGNTCUcTWrXvSY+GtA0vOHf/ZWSl0NHTAZX5M5LNSmN7qvTOEMloikTTRhIgJWquOqk0mUfNshJz0ixpJvqaq6/3L3SMTgleijcOBfWtm8npNQXFjhCcLZz76LoiZwzVZD7dCEIv5oGdtYjEm0VkExqYaHGxzVuS6XIpyNTa28VSTXc9uqYJu62bml5FOQLlFnS8dIZpzBBezUf+ZRd9DRUsId7EvBwGiZR0HTPRuuHj8+t2PhiNEAtr6exN8my0VDMXvvKGXBa/V/X5+6pWcpXgRDAsamffVenWabINmZl765jKXTgkjfkz8he0w5ht2WJtEHQ4uQkdmOdHPXub/8LqFznOWrhhBToRCvcXD5ae6j0gRA+dMPZD5yUWwMOOXWsa2i+5OdlKyt9fJtNtkRnDBe2k49RrrtD0hqWyDDD81SREbWhjYh+0QjQx17npVXVgWJRwF0FaT/R7dNi8HHyKZt1cdmdej9ozQB13sZ69cyktPxN6uBLizTFUtwQeKaL+lCAAl2L6f7dIw+dmAlzpvLJIaUKUxZYFXBXStowR2ZJviLs9il7paDF5KEV8eHhBN2ewDy7haWFe8iMETDRcaQMyrl+tq7peKOxCJQ1JZ1kp1cbeVMO77wH+HIzEc8d+YU2NkozCFWfBIzt6XcXQ32NVlUq+0nz3QrP7yRxck89vEBKQb5fggggaLU5hrp5FIf6tqGDD79ebjyeeUWNs6L84LRNvqR4ftefd/7fW/X1jxoqwdhUoiO10H9WZJspQKRcMXSV+vyQEPtxx2Epeh7L2n5oYe2KsJg0Tds6b5oLHlEUFQ97B6081m5wiqROEHxweaG8rvujgYufo3bbRCBow4uPV5q3oxUX/54qT8TLTS13nzdJuaiPKDsTvF0/vz4MAEF5twOCYs8LaOWGimhaPXrTCytBmKvwlk/PQ0cnX05YbwkbAZsiMNB2t/5Q0rx5PsfNF4gBLYwzFgjUyCOP6Hnhy+3QdRYGcItaItZVG/cZuaDnTi6I5Vsxt/vDYpn3WXdkXi7P8lNGk4OU1EvCQYy6+StKvNnYh71rtxQ14OMSuX3PEgvCj+Sgl8T8dDF5NcBvREz/RNWGzzttITC8D51XY007nLWAQUwFLcmBN5gKu07vsBBjnpuJ//1GMZ33sEl4gpM289ag80o0bChHbIddyCCqNNPlv7AiLKBydB45Ylht/qprxx5vEd9gxd8gebgc9uv3/Y0SRfFBdeBk3SqrV+Sc/gpjBWv8jlY60t6Ag9JmmDFqDq3rLgEXUMdMfWrx00SEwayTLOElLkTfjN5EXRWdj/uP9WwrzeAaN3BANFFPMrEWsRfZYBcdCx6zlR/ZOWB3GbsxzX+/upeyTGAOWmvN1ZYfboy9OhTKuZcgmhHdaIPEKjnLNeTbTe2IAqf3yqESjoi5D6aPuN4ZLDz9vPj1iCFa8Rx9PU17EcGy1xWzb9wZM7WggU9XHYg/1swomI/i1TpGH1Nwc9SDCgDllo3WfAm5lBWTFlSw3sxjAr45f05HXatxy+govMNh4H8LfJzfKweHOVc5O/AaMpsgrGPvL4n+/jdziCHZTZeUXYlhjS5aZsNTBsGg7VLEMEXu+F8OCR32Sw03tx8gJCqANIKRMHLfpUSScu9hwrsvdtFwU4lvvwa3akVlhJ2jaxsmP9IOkAXYVserXH0kH9sIfseBq5Fh+mazq4ZpIVDHgT+BpzyQY7N4g09dbQP8VFnOxXh8dFs5Dw1hUoKHgqxTCX7SUOzXE/mQZ7WnuJMSHUdBv8XuwD32oZJVz3m7lZ6xAm6vBsMpWOlO4mJmYbOtsp3G3LU6zXQlS6u4tX2PwPkUZ7Aj8AMWRjczgwYP2ljGtC496HtTBBPdeaSzqsRvLqzQiesx2RyEfqom+EpQcUnXs2iwnbaknRs9wWHCUO/XfXkQ3bw3HPe98RavSbL9oPvuueUEo2AxS9KhO2uo2EP7mYqlNd/uslv+inyP+t5dF57RN4vUp5ILzZOWh+RwsvCrOTxX82V17D1ACoY9bNCQz0Ma93QOKMEGhZNbA4S1VnlQDDEBt8IldXMtxatcTgNXgzeyTBU5QPhpcCKCfXBwd+/v4PCKJvO3ssMMN/JlmxS7SqtKpDnaQXRF92KUQeVlEEZ9rx0oRc8SPwNefwo9+xljz4u0ryBMScjw39INUJcin2D79cGU8EG5HKGne1ib01hp7ZL002YGm9pO9kHoTEo+9pprrQnth4+TbWSgWVsY2vyJEyXm6wixAT+Arfz8Dbymnw30DUrgLB2HWcD69moQnc3iKCFyd4GmCU/Jxu6CchNy2AcWIeestYPLb9kn92mKt+5+XGB9yiqw7byJFiDnSqpztPk47GhgPh9etZab/atA5myyB6FE0IbNnnDAIwBJiC+F7Lx2IkQgwCfu3EBSyjn5ymkhZSng+zOcOv+QXOmk5sN2FYVsOufHYrCbqkitoyIrgy0etMrZEgIjPDORg9PTJC/zxRXoE2DP4tFm38Z0I8cOxyuPaf3JJjQbia0FW0pT1DiY6DVIMl/Ak6vlOYqB1e9MUqeu9mZOVt2ojoyEIOYLVx9LndkSZBSJKWbONb7gfX3blkJO140D+otNLMU7/pDKMaN5G4hMR4f3jfGZZhy03hr3Teob2off4yHagMURiRGyp+j14EbICcdzkFXNsJdCwiyLJn50V4C4BqWHJeYFDcOyZGv5ZFvLXIlQaNVFz4Pd3Zu5QzSqN87A+MSmnKXTRUzKuGRnurLeMcl444Rp/Si20UMqtv2JMkvjcmbyJLEnbrQcqNlK4RTBD42jlXcpDLWyOhTD93uvMua7YH1Nm55ZddwgvWlvKo2e50fexH1y7W1d9hZuWVrGEER/RTxOW9eUJLcTvge7G/rGfc6/zgXhWBHH6t/DZz1S7VtaiRBbxwhboiDtxtWcXavoPj50Ks9zhQusTbtZpMT5/OLVIXgKc0A38wHcHlAWhg7ViarMFsMjLMdPT4AKxmCy4tAglsgD4s7s9bjM+jCWQ22rk0rRa9C716BXuxXiOY+KisbllRzys776/wYSlYMZpKbGxnKNa/D97NiS6vNjSPXD0mPCknZvjz+MI4aHqL2bLHckTq+YmN8XY2b2KLnrp6KsUmToQnB8VrB7vsDfDz/XEDejnZfNthQhILc8y81yHKa6zBm9W59JdGcLr47HnOG2UL365ch1wEAXRgYppYB+EmCfXSY/cjgC1TpcAO6EjBQgaBHsVTCoW7goWhS9EKnPoZjYfUTCKn265oj7PJ3ENTV2wt/0vfD33pDlu2867iITevR5P+3bdYNhBve/g0lsJKbs3eKhDHYvJ2TxWILzu1seBXQQJ3lqqK/xSXAXhnCriOi6mypecCECfeUoopnoKziYXhAoibrwWVoCXL8gPzc1Xd4qn90qIlFXt+AQBmiKNL05EB9yTem/tZErFWZWzNyLUEPSSf0l+r2ncMuOkpnqPR2B+ZQQuUkPYPPRjNxd9EuU91cxpYztuSYIQzNxAElwi3AKbui/VU4ivhyNjol3WOAwGxSylKDtm94hIZ9GuDmiZ51sqxBuwVaDcobDDEaJZNEFQD3890FqOB4MsC8gd8lO/iRgaEVdKNaGnygugoLPcaQmXSxm2VJOr6rIrWaGNJ4FIYFjHqVMwS1nGu12LrvDNxajkoMhFEaic08TTnNGWHg5pF0aqXjUcT1uBVa4CHb7SSq0M2CerOMRKCVMrsD4zr9NshQRC8RYN2wR85Uh6c94YBtkZqULPzJ3Mqkoa9YHNAOV41+twAEc9H/ij4er2ygOFfjRmWsfyZdHXm2Ug61xmb1g9ZZEQoVpTEhrhl15KsCWxQpXV3edJBVz+rGSzrmY1l+auMMd+xp8TptIgkzpRkW/4KMrgHM6k254XwY/rMiane2Z+gR8Kmk3jsNTRkhNLENBI0NnYxxndqs28u683MFt8x4jKorUv1kjkhc/RZbx53f3iUbc0g++bWu9cLrV79YPitd++sXcQ8S5UQT23Gw1Q4fUrVfeL7j0LwNrLm1G2sVwWgiiV6hWm6LQBpVpinhifebF1Q9lQWJ/4lC/dB8t1a6NWSV8xRoX585e0D/4pPSB+ql91Sq6dtSUOTMfKpIdC15qfdU7zrfHY/B5qszK+t9Dnp+qwCdoxNdI4KGQHBN72dGfiijyjrAlJp/H6lsiQsHnZDq7qP3BM2YPovTC7VlaZInsV2g5jwQZ/3ils7+mYAxhKwqkqIO/tkmfafEZ7R8Enb9usQUy6nz5dtHdM681u01T51pIdk+HwnKRkR1y2Qz6j0HmN3cgIzPY06gwqPrQf9yitFKzSkqFheHPXMT4Dy0Qqfji1VJRbANr4weXbwTrPTBkQIh6KoJ0gam/sYvP2GKXtEBUxxqt6A1vFRNb/tpPGgcPjMjGfWsoxvH+4QvFP20sEDEAQjNUYtj0EfwVSBVl6yAtLxUgJPLKzgIOTjhs7g7w9Gr2Yq1LIOv6dcGaROb2Ftj3NhDytKLm7mrmkXt8IordMUnwBA5lZrJf5OmP7vDGUsJPrdVXBYs6jQF204dLEg/ElaVDoUNk5qS6Vk4bzJWOjpjEUqAwCUCfVp6ZsWSRuGWBohVjOBHJxwGVEG3qWOlLIVXlfUoh8OKMmHkREVEFihWEr8QRWY25ObdKK9YNr9zN1dvVVngVOZlw9rUocfkBuDTfKl6wZ2yGHQfSpxuR2OElprvV7ESzVity/uGxQwuCbFCULGCljpluyHGMVMz7MBv0M8bPa9sqjGq+TjXH6Ybz4zbu8h5OGCXkw47ykipP9xg93B1PGqRiLK5S3CjrUioukjomKUBfzMdm9G2agEkiV512OUmtvmYTY+IMFSWQdfpbDcPYDvEVn0j4Dnt06k/khma32gvLnjxCv9PyjJmqW+cyP4DjDZLyklozJpfHdjcUxiiWhiK+SzxTsDFEZeFC1CA/jYekts2Hv9diH/wAWCCyuRGD1jdQS0tP/2e8Aui9FwI4RyX4q8ruNGbYa3S/I7/impL33hRCfATLkEkue4Sn+spPFeV28OK/x6QQ8OlyI+r4RXcxu6S3SAubhBLF0st8OaCpUdVS/GCvco3q/UXvnlZkrGWLs6rlpvpRq1wXM8BRr86pv+tJE58Rsu3LD9oVpBolFZLQwgXpI0ECniUa1wwH8aAb1B+4FQe5TiAN62HSk+QEmxb6tfKt638FTcogud7D1Flw5tAO7thVFV/MLreCYlAJd2/NZzxXFtGNEzQfKt3G/YSVF8PAn6Wf+49BdSA4dm/h0rAXdw3aHReAmRp7ziQUDbCUBtWIH+WQOCcEqv/nj5epFEfu2Fb8HIqEIeWmEqljut9ovX4mHBXJ0p5vxGjCO2CvXTW0KS5YgJJnhZrhsbcyf5rJ2n0MRUuArbfYdtHsPxvE+lu6YA9nbHyaONFV5fGZPw/V6D1+Da3tFkOC348iywBGdSnfolwTlXpdpzG8GWiVT6SFk1Xwe5c7aiMli/yyNGEUm4JWfiodTk8FPA62mxqUCYuHXp6bEhGXoCATgGtfsnCrpQS4oNwAjUofAtVXPVmVvKNutcPpI/asfn4MrnXyLnNLunlwvt+RoFG1blWbmwe6iRKfN2IHNWtahs9s7f429NGHfoqozrmNnvLH2sOtp/+08G+GGKqWxS4Rn9I1WphxFTokeN7Hj2GW0sExzExjcac1WRJ0xV6BcV898C0PDH+OtTEFvBE/OHU0qJghUknNaxSNcZ1o50WJsSghfTJGOh3jcP2KRf3WeEWYI/fN7mJ7CKFU6d9CBbWKG0p4NcEM5u6QFeE93Roe6p62XCeXvPhxi717AL3n7+6ClAsx/30OFvCfJ9GgEENwi1ZDYyr/WIxSOPcxboG2cm+o0+r3lUcFTevVgnKlEVv3T9rlK/FiR60JP4gI4l9tBoeX3YQUjxcJlU8QEIqErpGEeTka5VGjHkCS9GX5XlPu/AW6YzD8vF+ABQYJDCGPuXtL7b96dLQuIxqL+p+ETBHUpVX8TDnVVXNwljAROG8BKJhBSjtSkCgecAVVWDg0RU8TAeZqTO1jUenY3fSIze70sD7er65neqxwjdusxPveC21+HgE/f57vu+JSVpre7QFRA6gsH3WFmvF/BXgpnFnt73ps9hHZk/yURBk+Mv0pclggy/UFBdH79UjIhyZe/17frncK+npMYHB/XIPG1GK3Ff3ShMTTohCn3K3zn7tZrAFajW0Glnf8CeOkOQXRldnOas0sq+R8xqFDx6MI3YADbRej5TbQGLzcxJtnoTfXQTJW5U=
- Overview
- Deliverable 1: Test Suite Completeness (25 points)
- Deliverable 2: Coverage Report (25 points)
- Deliverable 3: TDD Approach (20 points)
- Deliverable 4: Bug Fix Quality (15 points)
- Deliverable 5: Code Quality (10 points)
- Deliverable 6: Documentation (5 points)
- Automated Scoring Checklist
- Final Score Calculation