Physics-
General
Easy
Question
An ideal gas is taken V path ACBA as Shown in figure, The net work done in the whole cycle is
![](data:image/png;base64,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)
- Zero
The correct answer is: ![3 P subscript 1 end subscript text end text V subscript 1 end subscript](data:image/png;base64,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)
Related Questions to study
physics-
In the Cyclic Process shown is the figure, the work done by the gas in one cycle
![](data:image/png;base64,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)
In the Cyclic Process shown is the figure, the work done by the gas in one cycle
![](data:image/png;base64,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)
physics-General
physics-
A Cyclic process is Shown in the PT diagram. Which of the curve show the same process on a VT diagram?
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)
A Cyclic process is Shown in the PT diagram. Which of the curve show the same process on a VT diagram?
![](data:image/png;base64,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)
physics-General
physics-
The M.I of a disc of mass M and radius R about an axis passing through the centre O and perpendicular to the plane of dise is If one quarter of the disc is removed the new moment of inertia of disc will be....
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)
The M.I of a disc of mass M and radius R about an axis passing through the centre O and perpendicular to the plane of dise is If one quarter of the disc is removed the new moment of inertia of disc will be....
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZYAAAGPCAYAAAB/IfbFAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAP+lSURBVHhe7N13ly3BVd/9wTjnbGyDyMoRSUgIG6/lP/y6/LqM8TIZAZKVJSSCMUHOOafn4XMevnq2y31m5s6cc+/cmfqttVd3V1fv2rVrh6rqPjPf9v/8Hm42NjY2NjYuhD/w+8eNjY2NjY2LYCeWjY2NjY2LYm+FbVwM05S+7du+7ffP/k9Up6N65+rCkXke1b/NjG/jfw4rv/u0eVedc3I8pC14SL9WXIvvxsvGTiwbFwEz+t//+39/K1B9+7d/++nYdcFKnf/1v/7X6Qh/6A/9oZs/8Af+wGEwq840UfWi4P5Ks1515zO3YfKBySN0Pxnd1w8U3NdX6P7kE48Iamvlg9Ivqq1Z71UQn85D7U85w6z3VHEk98brx94K27gIClRHwedc+bVwqeBy3wB7W7/vg6N24jkpzLqzfGJ9dqWJ2l9l2Nh4KPaKZeMimLNpAaqZdGWgzLm6zfT/4B/8g2dn3T3XEQp+Mwge1Qu3BcwjvnDEJ8x7ziPPrysI5XNFs8qy8jqHo3vxmfw6r75j57MerNcr5v3bZHtquKtfG68HO7FsXATMqOTCuQuwa5nz6oIts3OJJah/DrcFwDXIrPddzzpr/Yme7aiuczT7Eo95Pyibbaz3ql95x8lzPg8rj6A8uZzPZzuf9c9hynKf+m8ab4OMLwG3e/TGxj0h8BxR6DzHv29gg1kPHwGzhDXbiefKe9YJ6zUclYXJ76gNWNtZ67iX7OfkD0f3VlpR3RVHde+D+J3ju7FxDnvFsvFoFCQLmALZfHmPZln1Yd0+gnMmWRudF2AnrVAvCrNe50fPrlh5uK4vSNlKs06yz3td00FllU9UJ1RnHuOLKrsveiZ4dhLU/lr3KeEpy/aSsFcsG4/CGrxWx3YdncPK4zasfGbgW9G9SZfAkQwrZh3n1Zl1la+8YJZ3flSvPt1GM/Ghc7jt3sSRHBsbK/aKZeNRKGBlRh3XVQgUlOYzzdTvi56b6PnJpzrVR+6fa6+ylfdtUFfgLnjHe23HfZ8dJ8d8FxN67qj96s5najueEI/49KkzKJvyHWGWx3Py9/xTx7m+bbxe7MSy8SjMwAP3ceyeQWt910c8KpttnWt38u8a1BEcC5DrfTgqg8m/85JKSUP5bKN2qlciuOuDhfjHb8I1Hih+qHuzzf/5P//n6V7l0RHf2zD5P3W8DTK+BOzEsvEoMJ8ZeI4cuzrVW48rZtCdPM/xXlFb6701qK4B/9xzUFnPSw7KJBUBfCYX92bywN/9VhDzXu3FV/lKIRlC1x3jgZIr3pNfdcD9lS/MOhCfp463QcaXgJ1YNh6FAjOsQQsKXKjge2RyPdM9x3jhKxivvG/DbOPcM+T5H//jf5wCMJp9Ac8lr/LO/bWAP/7H//jpvuf/+3//7zf/7b/9t9MR/DZHnZl8agcf992rvco8g/7wH/7D3zrXd6h90O5MEuewPlPd+oFqv/LJO/7zuaeOZN14s9iJZePBWAPTuUBXPQHWsTqO7jnO5+IH8SzQTcR3ytF1WPlGJYP/+l//6+lc4C/xJQ9yrXyuSv7oH/2jN3/uz/25kzye+y//5b/c/Kf/9J9u/vN//s8n3pKE5ODY8zOxlDBmQvsjf+SP3PyxP/bHToQ/igfgg8CzJZ6S1ESyqzf7giBe6aJr1HPRfO5twNsk63PGTiwbj4KgiaCgBAJWUO66wDyDVubnvKCgLILKQVnBsMAsaEeu1+e0Wz1JBEkEJQMJxj31PJN8qHZKPtq2WvnLf/kvnwK7Z/H59//+359IXYG+VQd+8cDf8+5BssTzT/2pP3XzJ/7EnzidI8kFjwky4S8RlYDUSZ+RMvcknvriueqFdLli1pl8u36qeMqyvSTsxLLxYDAdgWkmFqR8lglms6wAhzy/Ir5HVHB2bMWBrBocC/7JAoK6uuq0uigROJ/PkUkwLiCTxb1WNtoV/P/6X//rpwSh/D/8h/9w82//7b+9+df/+l+f6pZY5oojufFT7pjMyv/0n/7TN3/mz/yZmz/5J//kiT+yeik5gSPeytwrCUkys5467ktU2nKv51CrHP3rmUCukLxQ2555ylj7s/FmsBPLxqMgYKIc2lFAEsxBIBKQQD1wjdSdM3mm6OhauSAddT3vCcz/8T/+x2+RJNEKoKBZGwJ4SQX9u3/3707UikUd7ZNL4C0AK9OW56s3E4syiQWvf/Wv/tWpfTzcK+CThUyIPCUWbSM8JQGJpWTRtpjn6weKtzoloLbN3AftKf+zf/bPnniQoxVOfHsG4TkTBtnQHBe868tTRjrYeLPYiWXjUSgITQhGgiUUtDi8soKjMoFLsBecBWQB3Llgqxw5LylUDzmXTKw6rBYEdtclFm1E5FPWc/F1VDYDKLkEUAFXYknunlVXkP4Lf+EvnO67Rz7JSvuuteneDNzpCH9BHTxT/7SJb89MGSbwcm8mieqDdsis3CqoRGUlJHF5N/Tn//yfPyUdpI77PR/wKYk74qmO9p0/VTxl2V4SdmLZeDSmCRWQJAkQSAUjqIzzqydYlxAKssgKAClHJQEBGI+CvGckFjza1nIf/xnYS2zalEBmwHSdTFBiKci79hy+PaM/AnYJQzmZyDiT2gzEJS7nAjnoV/1zD9zXZtSzU85kRGTURnLGR7lkoi3UikhC/It/8S/e/KW/9JdO5FqyUSd9JTNe2p2JJZmeKp6ybC8JO7FsPBoFtEgQFvidFwgFKMG3YC4YSwT/4l/8i9O7iZKDhNJxJhbP4lugqw3BvKRUmwJgs3kkyZDBEQmcHZXPIxJc2z7qWXxrG6pb/5STRb3J03WJh8xAJs+RW/9KiHig2RYqoSHl7gMeqPrzHh3M7S7nkocVipXKTDA+RJBcJJ5WOWQskYB26tNTBjk33jx2Ytn4v8Ak7uugmU+BUBAs4LuOj3JlAixSRzL55je/efPP//k/PyWXf/Nv/s3/lVQEXSsV/AE/pF1l+ArKJR3BTxA1Q+8rKwFSglA+t5CQoFvCiQrErVpmQJ3tKlMff0hO9ZG6+qrfSJ/dx1sfJMOSi2dLPrNP6Svq/qTqzsSjfbJph5yOrvWJTiQRW2ISy3d8x3fc/JW/8ldOCQZJOBKNeukHv3QfPQZkfCyPI1yD58arYyeWJ445PEdOc2747utgPa9+5ytP9ya/9b5rAU7gFCAFTCTYCXRIYJVIlFfHu5GZWFxLLD3vGXXxLuAL4iUKVNB0FPzUMTPvHUJfRqmrXLCcJNCuPNVH8x7eJZf6qt1kci7w04V6qH7Xn/qCr/pTV+qVOEoi2pikfsdJ6amkk85RyR45h3Rkq0wCkVQkFx8koL/21/7a6Zr+6GiuXughSh+3IVvJflxP+1HevSOsdc+heveRaeP62InlCaPgABzmyAkNnzrTse5yVlC/Z6ofn3XmG0HP9WzlgpsVB7LimAHQrFzi+N3f/d3T/VYiqNWJ8wJswVUwBH1at2kiARJ1bjXgWGLxnEAuYQiOJY0ShvKCZDT7HE2d6jvZXLuXzpO3uurpSwEf0atnoLLu0/uk7pVkZiJpRYfokP66jypX17MlLTzJVT/pS4KxepFM/upf/aun5PKd3/mdp9ULHaZ3ekzXiO5uw7TLdKIsgnTunmPw3CSojmNwb7bTWG28WezE8oTBYQQYyKFWp+qo7nS8td68hpyxeyg+tevIUZvJz+egZ5X51Paf/bN/dlqBWHUIYhKF4Gal4t5v/uZvnuoJeoKfOp4twCLXyeqoXUHMrNoWjSDXFpeA2JaXcyT4CZbqRcpKAFM/k2qv49H5Eea99FKZ62her/f1eV5PWhPMucTiWGJ27Hc1lc+kI9Hgl/7JUzKWYOjaqsU2WcmZjh37qqytsuQOeJU48a4fs8/K0RyPOS49E4XuR1Ab9WMnlqeBnVieKHKq6Bxysup0HdZnu8cRSx45eMhZezanhxwYuS+QtaX1O7/zO6eja0GrFYlE4yW9FYtzATI+bSOBo0TS7Ng9RwljBroSyVypOJZA8FAW4XMu4ByV3YWHPHMOU8/rEZw3VmuCiYwBmisbCYWuHY2D4xF5Tn19oqdWMCUOenWkcy/8jcM73vGO06rGdUkkmV03duROdkfQTvaWXfXsPIf03HFCvbU+TFvdeHPYieUJo6HhlM47humgszzHUhaB8u5x9sjzAsLqlJ4rODif9dVTblb8T/7JP7n5rd/6rZvf/u3fPiUPKxRBroDWqqUfEHpW8G/bqkCEBDIBSyBz37VVhy0aWzPNnnuubS389IFM0JZXyeYSmHq8NOY4hXUs5higudKTcOZ1SaYEIskgST+yLWlclEswrWCAPrXfWEku9P893/M9Nz/4gz948/3f//2nJEP37AEcXRsj4wZTTvLjhYxN/atvqPbdw2/apPsdO4fkXM833hx2YnkLYIgKJjkV5ykZoKNhrO68py5wdPw4sjLOHq/qeE49AQcJVEjb3bNC+drXvnba5rJi+af/9J9+K7HMrZlm1XgLOmbFba00My6J2IpR7loCUVdQK+Eok3SSuUCiL+TUL+X0g64RaC7Jky7JPscK/0mVnUPPxqsyOl8TS+/CTAqQc+UmAMiEYI4bnUoEJZZ3vvOdJ7JqMUYlC0nF2Bg/K0tjQAZ2wh7IpY5kj/Rnyjx1cDR+s65jSEfTFjbeLHZieQtwl0NBSWeWcTRwPXmoW3nOOI9B/RKKACP4CETObZ8IPBLJr/3ar30rqdjyEsg8J5g4IsFF25KIdyWCj1WIF8YShiQjqTjaw5dMClaCkHueda7sXMLQtxKL++rB1NslcNT2Y3A0thNdv2q7dNH2WEfjV+JoRWlsrSj/5b/8l6ev9IwjUmaiYAwl817y986rxG98TAYkn+/7vu87ja17xkq/2AIbIL+xaXxmv1A6qN6sA91PX1Nv6jXZ2Hiz2InlLUHDNIer85KF6xwRCao5mXvqCRCOyptphsk7nu3XCzwShwTi3OxXQBKIrFr6oaN7AhheEVlqT2Ay0/3u7/7ub+3VC0bK+wJJoDJDDp6VUAoa+E3UX5h6UBfB7NslsMpwCRzJeFQ2+ztxVNc4NpaO6iDXSLA3XsbTWBpH42lLE/noQpnkoi5IFm0zSjbGzORAwvE12bve9a7T+BpPkwH1a7/x69g5OjdZgFleH+pbhIe24r3x5rATyxNHw3NumJQjjhWmw0L3I+DEM/Eoz/kLOJKKRCHgSCq2u7xP6ZNhM962VyQZ14IUcPBIEBKA2tISfEoqZr6SyvruhGz1DWbQqazjUdCp/9cKMtfguaL+3YX6W9/BdWWN6eQ367tvBdN2mfFt9YKcK+t9TFtm7ANaURpH4/m93/u9p7G1opFcjHtJSKJp6zMZGqOOKEyZkzeafeh6r1ieBnZieeKYjjMxnQ9uG8YShjqe43gFaiSJtGXVS18keZixWqVIKr/xG79xOgowgor61cUj/hKJYCJJCCACSe9TzGq99G2l0lde1fVsspEZZt+cz/LaRF2D6xmwLh1s8H0dqD9H6N56hPpNV+jIBiLXxq+xb6vM+BtrJLHYIrOa8aEGm7CSMZnA17gZP+MsuRhbiUWyMe5tcSpvhdpqOV06RmH2rb4gdbKT6jivPxtvFjuxPHEYnpxqOtBKofrzuQg4M+oZ5ZKEALF+liqglFT+8T/+xyfy5ZegI1DVNgfHs1mpRCGYmMU6L6j4XFjQaX9eUlHfc1Y262yz/tYXSA+zbO0/KCvIzAB6KVyS16ti9n0eO4f6TF+SBiq5kN2YRdUF9+LjmWzDqlRiYQNf//rXb77xjW+cVq9WNOxGUgJj2DsX426Mjb2tMu9dvH+xorFqNeGo/TD1uvaJ7PXBM2xm1nc+rzfeHHZieQvAkaKGiwPllNOZcj40oY66qyOrZzbajxuj3peYlaK2RGyFaAMfCaHViAQSCSa9kF/LHHuP4nmyTFoDw3o9zXXqIhyZ8znej8ElecGU+z68q3+kD4iHsSqxOAe6MH6RutGKVqUlGHYgoZhsWLmwFWVsxWSk7bH44W81Y0VqpfLud7/75r3vfe/Ne97znpvv+q7vOtkEO5ggZ3bsiA+ZJxpTfa6+euvkZOPNYCeWtwCGqGTRcOW0ORi418wU5ZCocw4YD3UECy9pbXP5uuvXf/3XT0FDMpFEBAt1BBfP4lFC6aWtgGGFImlIJs7NUiWUtriaxbbd1WyzPjmPQnLPsvV6hXv4TTri81hckhcka3zvy98z5+BetoAA32k3aGK2W0KSXPDynMRhIsI+mow4Ws2YeEgw6ljVeg/Dflrhsge/gXnf+9538/73v/+UXLzkZxdzkgHqszdHMrXKXuV2PzmV4UPOjTeLnVieOAwPKiHM4eJIBQLH6lV33nfNCSWJkkUvas1AJRYz0L4Eck+A6P0JtIduG0sysaVle8u18lYiSBCxzVUS4fCSTO9QUDKRd/YjTPnrk+sIzh3VjWb9S+HS/Mg5MfnPe2u9uzDtAfBNr45h8q1tZcYHORfcndv6kjQkEfYTuc5u2Fir3H4rQw4TkX69b0vMqoX9tHWK2An7IMcqV1QfktFRWSsW9zbeHHZiecIwNJMgh+l6LV/BmTmePXDJhKO3tWWW2ddekop73quoJ5kUlDiqhMD5CwpmmoKCxCKpSCYSj2TSe5Pp5AKF68oQ2QsKMPvgfPY1WaB7s856DfG9BmY7l8K5sVTevXk+0TPzWefV7xllUVh5zvt03n1j6LqX/K1MEJtBzt2TeNhXqxrv6iQXYBsmHr3M73cxjt7DsCnJZa4+kiOwn5JPyK7W/m28fuzE8oSxBtOcBgyboJzDdb86yiSHEgpH59gc3At4x86tWASBXsByWImk5OBo64vjm2X+wA/8wOlPevgVtuAwX8Cj5CDDDAjkWvsx5Y+OoC/6G2Z9/NYywDfel8Y1eJ5D/VgprP1er6H6axnKxoI66RRmW86NQwSNYWW2zqxq2i5jY334YfViNZOt9e7FhMVEhU317mWuXlZZycg23SNrSWb2b+PNYSeWJ4qcqG0ojpPzQPdz6ulcoNzqw8qEc9vikkgkEeecvm0Kdcw+PWvVwaH7mse5FYlznwhz/H5/YguD43suB0+OkJyOSF11HF3Xv7W8MgT1NVQ+6wAeoK4gh1dyzXqPxSV5HSFddR51PVG9c8dZv7Lg3tQrqHPuWdcleefpNv0qk1jaDmODtshMXKJpexKQ57I7q5WSjC/HnLMzK+LsqoQGyrK9ZN5489iJ5YnCsDT7A87TNpJ7K03H4vgcVgIxU+ylfO9RSiR4Cyq2LoDzSigc2eoEmU1GnNxWhQBglWJ1AtPRyZGzJ8+UU1nkuhfDnqsPBboZMHoeXJ9DdclUAMSnldSlcJsMD0F9m6iN7t1WZ2KWeSaC9DlxLmF7xr2epUfX9IqcN26NFbhnXBsDZIUi0UgmkovtMZMcqxj22LsZNm4iYwJjZexX/FbH8/NkqE/kTIa1XxtvDjuxPGHkmIZodd7AudXjyH2J00pFEun9CQfmzJza1hgHlhysOGx7mTF6h2ILwqwxslJR5ijhOArSBZ7gvABFxgK58u45zkDgmuyVR67jgyqrHnSE7kHl+Eb0VlK+FGb7l8Dah5V/9+6D+Wx6R/Fd+TdulXX0jHtz7GCWBbqlZ3W6PwnY8rRP7/dMfvqyTJn76pngWBVLKBKL37+Y3LBRE6Dev8x+OI823ix2YnnCyCkbouk4yD2B00zPjC9n7d2JhMJpbTt4v8JpJRUwKyyJcNZWKsqQay9Yo770kohAuwIAOSSRZHEUZOYKYfZD/ZkglYf6ddTf6jmfR1h5gDLy4DWD3qVwSV5AzrXfK7p/F+az6X0+Sx+zjanb+axn0uOqY9R9R9f4xhs81xjQP5gAsde+LLOC6eU+m0UmP+qxIXZnpSy59MGIazZrYjTHdcqw8WaxE8trRKrOEc5hHRLXKCfmOI4Ce0nFjM/Wgi2vX/3VXz1tgXFYCUUdDq5djshZbWmZDXLUtrxakdjqsoLh2L2Ut6pBZv7a5fgIPw4O2pjJpn5O2ZOhgKAszPorlPV8FOIN3au+e9cINrP9S2D2D+7Lv+dgPtN5OkCgPEonPQ+TR8+WWKYNNX7Ge/LGk42Ae91XX3n8leFvG9Y7l97//cqv/MrpV/1WMtmuCQ1b9RsYW2P+ZL/kYnLETvHW7myjdrTR+cS5Pm9cBjuxXBi3GXIEHOFV6ynLIc34rETM7jih1QnHbNvLysVs0ApF/WZ/JRSfDEsqXsQrs0rhqPaxc1ZwjJKlBOKoXMKBgg8UXKD+IM/jc67/E+qHzntmPhtvOCqvzcoei7vkfgimXK/C/1x/4pEOIuWTQnzWMmRcI/fp0rg7P0osjS1bQO6vNjTBRtmqyZH3gBLLnBzZ4jXBsTVm1dKfhXGuzOql936NMxz1KdQ3cP+ozsbDsRPLBXGbsa7OmWPOOj1fPefTGV1bJZjlcULO5+82OUoqynyB05YXh8SnpGJF4hfP/qSGpCKhWKm0SmlFor1k0a7rKDnW+0EZzH6Fee/o/m24jW9Inon7PPecUf8nXkUXno/H1GU85n1Y73WsrOOE5NNn8bZzrV4kF7aNvCc0ifIsO7Z9K7H4Bb9VTH97zPZtfgW1n90G5fwClHdv1jmHta8bx9iJ5YJIlSUFmEZdwnA9g3FQ7rnqOVdmVmhLgOPZ9rJFYFUiofjiK8eTUNSTfDwPZnFmdJyR8/WVje2v+S7FKqVtBO1GkLyOKNmSb3XcjeeHbOEI2cGromfYU8nFStzqhX2z675mNHHy0p9tszeTISsWK+9W3yZKyq26rXBMlCSaifpx28Ru2vqK2/QA3T969qjsuWInlguDOlv+O2ekbQu5Tt2MzHkJwLW6UDk+korPNCWO+XLelhdy7t5MJvj0fkRSaeuLI/YbFNteVimcUPJZ34lEyiaBduqfsjlL3Hi+MN6XRDbDziPJxeTIypu9W4VLMLbF2Lr3Me6RxYTIxMiq20RJcrF6yb6tbiSX2pn2un5V5h5fc1SO8seJczpQvt7DO/4wz587dmK5MEoIyDkDLWhPVWeISD33M3RlOZkZnPcokgjnQmZw3qtwPCsY9aw4JnEqjsfh/B4ASSzKJZJoOtiUsSMon05WHx1LnOpsPG9Mm7gEshkBHbEpbSDXtnzZfx+mzD+SyvYlIPbH3iUY9m17zCSqT5N9xahOxNbZfKuaZNC29rTNnqPbkD6SOQJ8J1X2UrATywUh0EYZGUNmoPMeA1MO1WsY3FOHY1n69yPHtr2auc2vvSQujmVry3uUfoPiupmclYoydbWdXFOOjiiHmBTWvuAz7288T2Qjl0I2w4ZLLMrYpGN+YPJkcjW3xviFLTM+AOzaKsVqhQ+gXupLLkgyacKlronVlKHEghe6K7FA/hJVhu9KLwk7sVwInIBx5hxzluSag9iuQhyHUbs3n825HDmML2K+9KUv3Xz1q189vcyUVGyFmcWpx/DNujgKJ7LH7BfLyKytr704lVldL+e1n1wop5hUH+YxzHqw3n8JqO+Xwtugv2v1uUkKyt5Ae8r4TC/22T+/kGgkFr7AV1rdS0LALyQRCYQPtF2G+mCFT9SWdvgdNOm674Rp+sLUkWejl4adWC4EaiyxQMG22Rejjdxj+I6eY9Qcw7sUxDk4je0viaX/1ldSMZviNFYpEgriQBzGdgDyXsUKRb3pqNNhpsG7F0H3Z73Oq+M4778kTB08BlO3Tx2P7esK/FY95jdQskH8av7tMeS8rx8dvWtsNa+MT7F1fmLF7jPltoQlmOkbtQF8NlpxbpzWfoC6b8O4XgM7sVwI1IgY51Qpw2Wg00EYG4MH15JNL+j7XQoHsfS3/dULenXwavbFWRwt+61KOFCzMkmlT4i1YdannZb4OfA5w1/L9UlZjjhxjsdzRuN9Cdw2Dk8Jl+ov4JVPZFfTvqa/BDZsuwpJHMi5FUsrGpMxkzBflfEjEzGTOL7iv1f63N7Rip6/NMlKHiBDVBkk4zms+qnuufLnjJ1YLgiqRDmEI2PMeEMqF+jNqjiIFYoEYrvLPrKEwkm8uLSC4VR4WZ30Z+t9AcNBJBFtWNpbuUgoZmOSCuSQJRZEnhzFsfNVTn2oX/OZte5Lwww4l8DboM/s9hJYfQSZNKWDJlyOytyfIIt7iA9JLlYxksnXvva1my9+8Ys3X/7yl08Jhu2bjHmx/+EPf/jmAx/4wOnX+/yGzzTJa0wbC5T9J0Plqy6UnYO6s348njO+/e/+Hn7/fONCOGdIOVAGmjPY4pJMOMJXvvKVk2NILPaS/TZFXcnCOxMJhYP4t65+HGZ5789b2DOWVCQUMzROSgaOMR1mOkfXU6ZJUF/iEWadl4g5vpfAS9RnOlztL5tb7yNJoFW3iRNblxwmgWRjFWOVz8ckFzYsEeHLP2oTr5JLmDI0Lh2Ta0X3V0xeoN65us8FO7FcCIzmXBBfyzq3F2zZ7uX8Zz/72ZtPf/rTp3cqtsBsfXEOjmO2ZZVipvWRj3zkdJRULO+9mOwHjr234TxWKci5Ms5YwnGNnE8HQxOuV6eA6h4981Iw9XEJvDRd1t9ssb6n13kvOwX32TSfyi6R+pIDP2DrPaOexNK7S9tldgeshtxTR4JqdR9fR+0kZ3QXjurED8Hs73PFTiwXBANaMQ2SYUkWViFWI1YlkoqVilWKhCLZtGVlBeLzSasS+8L+FItfzrf91aeUzeAYLORsoKwZGUqWjLtnKu84ES/3jmjjcUiHL02Xqw2t/qOcfWarMG0bel6dmYCUZe98ju/xq97LKJ8+ggr8EM/I9RFWmWGtm8wovuf4PRfsxHIlTMNxbvbDqH3J4l2KhGIf2ArFX3RV5kUjx7ACkTj8/kRSkUyQVYqkYttrbnnhf2So7s2kkkGvFDqfZTDrrtT9l4hL9Xvq8iVh9nsGXwTusdlQeej5yUdyUI/t8498hP2D5NK7m44o3iUS9Vv5nPObKesK90N1lE1ezxk7sVwIGUpGMw3OufcpkoqvviSSz3zmMzef//znTwnGSsUynRN4Oe+dSf9Bz0tG1GeStsVa7jPSI+PWPodQ5zbngFVOmPc67/mVD3R8iZi6eCjF56Vh9nm1w1U/YdaDWadViWu+ZPLVX+t2rdx9K5i+KnOOJJfpM22PHfmNskCeyD2o3kTPxe+5YyeWC2MavnOGPD+F9At6q5TPfe5z3/q/E/aAGbVtL8nDysTLedtfvvyycnFP0uEg8Q4Z8iQGbNaFb2VhnkOOEc+OPTdplne+8Xi8RD1Om4Opg2zsnF5muYQS4ZftlyAkFuRHyY7uSSZ9quz9i90CvoqH53u2dlZ5Zvtwrh6s914C9ufGFwI1ZtwME5x7n+KTYX+Gwp8A9y6lX9F7Qc+w1Zc4fO3lO3tk68tXYM2gWnVAs7LutcyfMjgvsUxk2NWdRwTqaCuqbONlI/u4BLI7lL05IveytyO7Sw7HtrQQHpLBLG+by+rEBM4fsfRu046BSZ4dhH50bALH7/ifiZ1JnXeYeOZn+QPgG03Ul5eMvWK5Ahhz71OsSBiyhGLbyzaYL8EkFTMmBuslvO0vKxVk28u7FdtejHoaNCPmjKBsJpygDsNWvt6D24x+OvTR+cbGpVBQZqPsq+O0teqgFeqVnOLDn5T3jDIrlfm3wvgU30N2E2xDo7bGaiuZWvUnX/cmnSt7qdiJ5YJgTIzSDEjiaOur36b4rUpbXz4Ftq3l179WK17K+42Kdys+I/Zreg5h1oUn3hn5PGbAHVenqBziE+azk9bnKt/YuDTO2RyUMCbBWm/yaIU+r1ttOO9+qxmJxK5BJNnwTefuSUL8NPlWgo5wVJbcYd57rtiJ5RYwiNuMYL3vmlFKKv0jLp8SI1thfghpFcOoJY3+BEv/R0JSsXKRVHwZxpgZOgdzzjk4ifMMXZurHM5nHVAnKIu6ru58Bs6dQzzX8o2Nu8BmUPZ2ZFuT+MCs13mEj6Sxlh2Vz+clFz4rifRC38TQFrbz3s/EyzP4dR6/iXPlYb33HP1oJ5YzaLDPDXpL8ODcLEdS8ZWXLS8JxfaXrTA/ymqV0pdfXtTb8kLzJb3frzBmbTJ8kFSijHrCdTSdIHR+dDyi0PlaPnGufGPjNmRTR/Zz5H/RtO217BwBXl2XHJBz5L5JHz+WWLzUdx/yQ9cmd225heQMU/5Zb57D+tx6/23Ffnl/BtQiWWQYGViQJBhhKwjntrm8oJdMbH9JLlYu9m+tUPr/KJKK7S6/VVEm0SArGO9b+kRSEsEXtIFWY274lHdv1pnnr4LVLB7KZ2PjIZi2PTHt/BzWZ+czfJrvWo3wSxM+L/D9jsxWtV2Gtqy9f/Ge08TPy3w/UPalpgmhXYWSS+2tbXad3yYDzPodqzPrTcx6Tx0vesXSQEGD1YBH0L1Zh4G2R2tm43NiK5N+Rc84SyoMSwLxHsVvUhgnYrD+vL1k476VSv/ZroSlzSPD7PqI5v2HYj77GD4bGw9BNjdtP7oPpv/C+pxrEzcTvl7q53MST39njP/aGsOrZ/qgxnXyhdqsfufRiqPyyS/ct95TwVuVWKZiH6vUo4ECCWOuVCJY25RY5pdfvaS3FeazRrMixmo10sv5vvpybTbUKsVXKyUURtu+MEwZYD1f78N6/RAc8d3YeF14jO1N/552PHlKCvytz4ldg+eaOPJhW2PKXCtXL+Krnu25idrtWQS1A/OZ6k8ZQZ2o64m1/lPAW5NYpmLDQxUar5UfZDwN8DSC2Z5nGZy/+dWPHq1WJJiSimclDtteVicSisTSPxpyz0zJrIlxt9frudo/knHKcQ73qbOx8Ryx+nf+NOFaOX+bkzllkee9a7FisYrxIY0dCs+q2+plfjUWnEfiiS3ttrVrZ8V8Jsy+1J+Jtf5TwVu7FZYyX1Wp6wA5j4fzo9VK9ztKPv2aXiLp735JMBKNpMJ4bG35kaMX81Yrkouk0gt6q5S5OlnbmXJOdP823KfOxsZzBL+J+MEa9GHe43+TJBrkvu0wvi4pSCoI3CuxmBiuiSnejsWUVjvqKkdhXs/yc6j+fO4p4a1JLOeUZ8DCXQrO2HqmQWnQHTM0cC2JqJORIDOX/m0wsv3lc2JJxZ6s521vWZX4hLh/yuV9iqTi3tHSm/E6ogltTqzXR7hPnY2Nl4B8N/A3BMpRAR+VWJzz9WJAPlqCKV6o62Ob/tL42p7zklYJKNT+ShPz2jn+tbHWfSp461Ys5xR5l5IL3hlVwXuWwzSKypUBo+pFvS++rFKsWLykV2ZrjOH468O2v+ZKxbV3KlYqLZ2h9hEDdl1fJk2s10e4T52NjeeK/PnIh/K5tU7Bn292VK9r9cUAfo7mtrmVC4pXFP/J8y70HEweHdeyp4i3KrGsyp2KXa8nMqQog3BEYMAbdPURfpUzKL+Y91li21/zj0iawZi1SB62u3pR7+hFvU+L+32K5IP3lCuZoDbRUZ/O9XPiPnU2Np4r+FZY/Si/m3XcV08Z6tok0FZXKxFxwNbY+t4Fet5xJhHHtf0ozPvzHLp2vK3eU8JbuWJZFQxHZaFBnMkEMZIZzJuVNODxdM2Q+udctr78XsXf/PKPuRiXZOHb9v7cfX/vS1LxnsWLekmFgSbnlGmV47bZzbl+TtynzsbGcwb/yoenP+R3+fkR+B6f7k/v80eQRGx3+xrUu1RxwRHyWT7exziuZ/u1PdG99XgX7lvvTeCtfXkPFJtxOD+naHUK3pGkwkgcZzBXFxXUPTdf1EsqVivesUgqZi0M0HsTScTvU2ZS8Z7F58aSCv7JWTsRKE+O6nZv4lw/J+5TZ2PjOSPfKbgH5XclFvXza+9O8BALTCL7Vb7tMLFBYnEP1JNYrHRmcoHajYK2oq7DXTI+VbzViQVS/ByYFdOQGtSMRGKAnmcEkXqMxnaXdyr9TsWLesalDqOTOCQQCUVimX/zy4ynra+Jrmd7k5LnyLBWXke4T52NjecG/jL9PT+a/pBPzfK1niM/bIdBnDAJbYJaHefiiCRTglEuqZhMztVOz07ZwDFakaxHmP14anirE8tU+rmBAfVQA9o5Y3HOgAy+BNBeqtWMWYn/pdKfafE5sRf1/gyEOv5QpBf1trr8na9WKr78kmz6NW8yTCQvPqjrSedw271wnzobG88V+dv0pekTlU/ih/Oe6zUpVM6vxQvnyiWdOUn1nOTi/cxE8We20TmaWGPGbViffdN4KxPLkcKPBmbi3DMMhAFErhmR5CGJSCp++OhFvb8pJNl4TtKwIpFUbHn5AqwfPvaSPqMsoXWEI3nnvdtw1324T52NjZeA6WvzHLpe70/il0gSkEwkC/7tiOYPJEs0TVrjKRaoV0yY9Tu/DfGa6Jn1+BTw1q9YEIVG94F6BrMVSgnFoCv3Qs47FMmkv/0lySj3rKRipdL/UbH1JbHY/up9Cn7qkq/Zzjl5qxcqh3kejspW3KfOxsZzRfbvOM87rufnCPJZ8UJyaIvLNjgqYahn5WJLzAS05OKeBNQOhlhQQplJZT1O3FbmeHT/TeKtTSxrIH4V5ao3E0tJBU/7pf4ki5VKf6bF3/7yFYg6tr98Umyl4gePkoqVigQj2TA6fLWB30wqtV37Xa99mViv4ahsxX3qbGw8R7D97P+cH1RnUpjX+S7fn6uVkgpy7b663rX0V5NNRPm/iatEZCfjXGKpvaPjej7LoFjylPBWJZajADyPU9nnUD1kQDIY55KKJCKZfP7znz+9rPe/6RkLg5I4bHWVUPxGxbsVSWb98mtFRtT9I4KjshXnyifuU2dj4zlj9aPih2PlnTvO+AKuSyzqTP91lCTEBcnFURwRQ0xCbZuXXNRVx08OPAPFA4TfXVDnNnpqeKu3wlbFHil4NRZY65tVWL76pHgmFV9/+cddlrpWKX49b2VihWLry7kfPvok8T5J5ciQkm/KNOkI58on7lNnY+M5IV8qERxh9beJo1hxtNsQJAmxQVJB/F8i8YNpux6OPkeeKx3PoHY1Vp4Ta7vn6CnirUostylx3mtA1uMKQd4+KAPwb4P9D5UvfOELp6Tix4+Sivv9LxWrFF99WalIMlYwlriWurWvrYwRNfhrUpkGGyaP+fyKo7IV96mzsfGckM90zgeiysIsD92f5fFcy1zzZwkCtRKRSLxf6V8b96t8/o7UMxEVMzwf/+B8xo+JVd6njLduxXKk3HXQO87ziVluhiGpWJ14SW/FYvtLUmEUZhq2viSTflFvtSLZWN4288Arg5hJw71WMlFGVh3oHiifz684Kpu46/7GxnND/pJf5U/TF6ZPrffgnM+tPOIvMfDtEovrfjTZDyddiyP9zkU8scshsXh2It71IYIpwyrfU8RbuRVGsdERDAw0KLAGcue+4LAPaqVileJlvXNbYupLHL78kkz850d/+0tSsVqxrG0Foq7ttCNkfNUFbU956os6lXVUtuJcv+G2exsbzxXsPr/qevrciu5FsPrjvBeqA3jw7ZKLazsc4kq/a5FMWsV4qT8TS6udKSf+k+6DVcangLf6HQsjWgM0ZFyQcVTHICKJwGrFZ8S2vz772c+e/lqxRGPQrVL8j+uPfvSjNx/84AdPSaXtL0kF8MAX/5JHx5UmknPeT87uzetXoY2Nl47VJ9b4UPkR1ntdrz6KJrrvaPXSOxexyIpFcpFYJBxQVx0v9G2n9/zEKjcoK+bMZ6p7CaxyPARvfWJppUAZKUR515WVBJBzMwm/qvdr+t6r+O0KY/CV1/ve976bH/qhH7r52Mc+dlqxKGMEjMGAMpDadm3msSYVbXecSK5ZL+p+xyPa2Nj4v5Fv3OYr58rhrmeifHYGc9f8XxwQI+x2qKeOlYuvxUxkbYkhdSWU3tMWO/CBeHe9ll8TtfUYvBWJJWU6nlOscgmlpDIDtjKDi8weJBXvUPpTLW1/4WFVYtvL3/xy9MK+wfcFCMPBM1lqK4LajY6w1lnrnSvf2Ni4Hdf0m5Vv8WjGgJJEMak4gVxLMu6LJVY3SCLqPU3oGWWdR5N3dS+FS/B6a1YsKTIcKblViYFoMFwr7wWaJamvwPxhSSsVf1xSUrEC8QMmyeQ973nPt/43vXcsDXr7oYDvbKvyS+MSg7yxsfFw8PPph50XA6B4UyyQXLrnvPghzli5iFeRCavfwfUL/rWteEb4Fu8cS2SXwmz/oXirtsIoMeh8BCma0g0gZYNrg9k+p6Tix0tWKZ/5zGdOX4O55xf1EoktMInFDx+9ZJt/nXgO3pFBXQP1b2Nj4/WDn+frM95Utt4TByaJHfO3LmKRT5HFHCsXk13lYo13t+ojz+I9edaG8hnvSkboErgEn7fyHUtKTAHzSMkllZRvMJ0bUO9R+rfCvgKzJSapSCQSihf2tr9mUjmCAW3gkYG/BurbxsbG6wcfh/x8Uvfg6L6YYKUiYdhKR3O7S3LxtRg+6ohb7tshKVmE2prHEk6J6FKY7T4Ub11iqdNzUEF5SYWS3W8LrE8AbXl5r2ILTFLxRZjnJBXvVN7//veffgDpz7bMpCIp4Tfb7Nrz6JIDO1F/NzY23hzy8/zRcY0J01edlyh6mS+xSCBWMJ6zWvGlmBhVknDfDyjViY+6MwYhdefq5pKY/Xgo3orEUkdnh1NwCgcKVkeZRNIWmD1N/+3R3wHz9Vd/rRi8Q5nvVVxLKowi/oBv7c92a/PSgxtmnzc2Nl4/pu9PfyzuhPW6uCCWlAQidU18TXrbVVFXQpFc+msexZcw45F714g7s72H4q1ZsaydLbgblFAdZQ2aL8D8Ubjf+Z3fOf0ZfNtgflmvzK/nrVAklXe9612ndyxe4DejiH+DGNzLiBr4awwwXGKQNzY2Hgd+eJsvzpgQeqYEMBMMqC+heNdim951KxwxqF/nF2NgTmhn+SVxCZ7XiYZXQgNVxym44J/CK2vAvLDv1/X+Z72vwexrGjT/P6U/0dL/UmkJOvnC2i6aOCrb2Nh4vljjERR/omKCJCBp2A7zDwL9rMFEtsmsOOV3dXZVfFBkIixOiWM9P+NPvJ9qzHmrEgukXIpuBuCovMF0j8IlFltgtr28U7Fasadpq2uuVLxj8VuVkorB9HzG0KyhwUVdwxzojY2N5we+vfp3sQCtMeIcxAkTVnFLkrFr0p/Tl1z83UI/2pZgrGKKRTDjjjJ80FOMO29dYqHEFGxwDIijshKLcwo3MD4t7g9M9l5FIvnQhz50elnvj0v2sp5xGMgGE18rG21kMHNwKwP1o42NjeeHI/+eMaFJbkmm2ACeE5tMdr3z9e5XPclFYvHCHkyExStkp0WysaVfXIs3lFjce2px561JLA1MCmxAJ4E6BkJS6a8W+xP4lpVWJP40i1XKBz7wgdMWWJ8V97IsPp1nIGgO3novzPONjY23G/n39HNxYNJaB62xYZYjk1XvUiQWW2GSi/gk8fh61SRY3LJ1L9lIRJNPVNlTw1uRWBrAEku0QpnVhizv9ykGx7sVg2Mw/bMuW2B+q+LzYu9VDKqvMMw2wtHg1d7adgbUcWNj42VjjR3BtRWHSaykIu5ILFYrtsScq2NS/M1vfvP0TtiWmH8a5iOkGXvWNjo+FbxVW2EpNuXOayTxyOy++PIiTMY3MJKMwZNUJBTvVry0t1rxfXlbaeA4k8RsC/+oclB/J5aNjecHPj0JijdHWOtH3RNrJJR+12K3xGrFC31HSUcMs4XvN3fet0gyts/a9orXU445b1VimQMUKJrCrVRKKlYqPim2UnFtliCReK9iG8xKRaIxazDQBghWYymZ4D33Mme9KctTHeSNjY3LYfXzNSasmPfFIltebYH5aMhv5/ybDkdxSTyy/eW9MDJB9r7FNhk+tT/5dnwqeOsSyxzUFCvo+xVrL+tlestIKxUwYJKKP4Nv1WJAYQ5GvGAOHN5RiWU1rI2NjZeBfP8oDhU/Jma5o6RhVWLFIg5ZqXjv64MinyC7dk88MzkWy2znW7X4O4feH8ezuBT/p4S3IrEYRNTKolWKI1hReDlvL9LWl8+KrVqUGyjJxPfivv4yI/DizGDEcxrJRAM22496hgzRUxzgjY2Nh4NPR6F4cIS7YoD7YoXnW734W4XesXgHjMQsKxr1rFz6+4Ymy1Yuko74V0x6inhrVixzIClc0nCkWOd+nyKry/IGwJcVtrksMW1/mRVIKgYSLwPcwDhO/qFydRjBpOpnKOguo9rY2Hi7wKfz67v8+1y9NVa00gCxxJa82CShmPxaudhlkVysUHzdakvM/45ybmdGOb6enxPdp4LXlljuGpSw1puD1cA0OI5rYrEfabVC+QbGJ8USi0GTVNQHz0KJwzEKXbuPSirVT6Ypm+PGxsbzwH39uhiw1lvjifsllmKQHRQv8a1avP99xzvecdoa83GRWNM/JfR3Dv0i35ZYnx/34dFR25Ud3bs2XktiuW/nqtNAzmsDIYGU6Sk8pbpvK8wy0dJRHfuUlpUNkuVmP3QEz0XzugRS8liPk8K58o2Njbcf9/Hpu/y/csdiCYhvrk16/UkpqxU/2vaxkdjlSzF1xDUfI0kstvxNnIuFM1YiEBPXOHoXXqXuXbh6YpnC3iZ091ZlIAnF0s9XEZRpUCQJiQXc99sVqxbnViclFFtgvryw3Dw3uI6RpIIvcl75EfBoFTOT0SVpY2Pj/jjyoccQn56xYsalMOuHc/XECbHLEYp34o3tMPFKUrHLIsH0Bas64pvEgqxi/LbF8024Z1slFuUzpk50Pft2ru6r4rUllhWVp4A6tKJ6aB04ycb33d6nULRPi0HW98LesW/Dj4L+ivV+dISjemhjY2PjCOLDuUTlWsKxfW/lYnLc3xHzuxfPWKX0DrmfUtgSOxc7YY1JtbfW77r663OviqsnFgKe61wJZWbV6vfM7HCrAmWyNEV7ryKD+8zYtczvP0D63yqyvYFaeW1sbGy8Kcz4BuJSsU9ysbvinYuVChLDTI7t2HiH7PNj75FNpk2sxUKYfDtHJbLaiULn85nH4rW8Y4EjYXXorsQSKKctJ/Uo2b4jRSOJxXaYQZFYLCO9Y3FdAoO1jbWdjY2NjdeBGYOKT85NjvsM2W9dkOSijr8oYtUi5jlv+z8+Qbyc1D3xb9Iad2fdx+C1rViisHYQwVoPute+pOWf1QnF+pMHFC3JeM4y0krFXuXR/1dZ29rY2Nh4XVjjT4G8WORaYvHxkXfDPj/2kwnb+q49K/Z5gW87zIS6X+RDfFbelR/FvinTpfBaViyzc7ND4dy9Ooy6LzlYmfgCzA+HfNste/vRkMzey3rZ3t5knxiXWMrQGxsbG68TxbLiEIhNbfFHtsPEL7HMzyX863R/OLe/b+i+5GI7TOzzRWz8VsyYWtwrlmpLmWcvHRdf21bYitm5aCphRZ22WrH8s1rxbsUPhiQaScRKxZdg9iXtScr88QY8Lqm8jY2NjVeBAL4mlmJh8VCiEc9asVitiGu+dLV6Ed/wsFrpXYvk0ov8V8Fs+5K4emIpmK9BfSpyBn9Yn+k5R5/YWa1YBkoqFGogfEHh3Qrl24+c/OBaCtzY2Ni4L47i2oxNJRY7LXZgJBexzUpFkpFgXIPtf4lFHBQTe5FfjDvXzkRlR/ceg9eyYtGxudSqEzOpnOtYz8Sj/7XSl2Ayty8oKF1ioXjZHtSfM4O1nXhvbGxsXBszlq2xp7iESiwmyLbE+jrMO2NxzifI4Bf4Jti9a7GT4ycYUBtH7XRcCdb6D8VrWbEU4KOEP+rUWm/eo7ReXPnMmCJLKpaLtsJk8/WFPYISy0SybGxsbFwTM96tsWiNi+7PH1L2I0jl4IW937FIKP7wrvfN/WgSnyOqvdmu83kN6j4Wry2xFOBn0gh1TFn1ELhHmZ7xgt7yz/sVJNHY+vKbFSsVS8ferXgOD/uO6qXYo+SysbGxcW2IOxKFGDWTxoyPMy66liiKeVYm7dRYrfRnrHwZ+41vfON038R78nGcMZcMUXDuXnU7fwyumlgScKVzWOvocIlAcqBMinS0JWZwrFS80LJS6c+2GLCUlVLjt+KobGNjY+MaEG/WyW1xasa+yqxUxD6T6j5aQpKNxKLMexarFrs4ysXGkot2Vop3bYLyS+KqiWUV9j7Cq0PxU/k6T1kytT/f4tx9+44+yfMnpm2JKaNQiEd84tX5LNvY2Nh4aigxFMckGNtdXgXYBhMHrWjERC/wJZzu2amBo3hXYhEr1+Sy1n0orr4VRsAUcw5HHesZ5xQgO8vIFGt/0XsUL7P8ut6XE35QBDI8fp61cjlquzY2NjY2XjfEp2LexIxL1RHDxDq7MeJYqxRJRaJBtr/s5EgqyKrFCkfSgOLo5H20Ypn0WLyWxIIK8LcJPetWT6Lo3Up/1ZNCfBlhpSKpWK3Yt4S5v4hPySVlOnZ/Y2Nj43XiKA7NmLeSuCa+mUR7hyzBeAWgXMLpnbI42YdNVi4SkDJt1cbEuTi41nsoXtuKRYBfVxB1Ds16zpW1t0hhtsH8ytQyj0L70ZCVimdWfoBPbUo4ZfiUvbGxsfE6IfaIRW1DQXHPUcyK5p928R7ZX2z3NxD9Gl/8M7H2+xZHrwUkEonFBNx7aNtk7eBM4D3bugaulljWAK8jUXB/zd7gnOJtecm8lFQmtgSUtb1b8XlxiWUqa2K2OdvY2NjYeJ0ozh3FoeJU8auj2OZ3eb1P9n9a/HkXR4nmu7/7u0/kz+x7xs6Or8NsjYmV3rWsyUU9VFyEKduRfK+KqySWhCtpHKHM7RhV17mVhYxrP9H2F6I05ZKJLI2cy+xl/JIMdITuzfsbGxsbrxPFoZLIUSwqds64aPvLyuU973nPzUc+8pGbD33oQ6cE46cW/oaY3/KJg+Jl76Lt9Iih7dLMWKzdZAD3arfzx+DqK5YjIStblTevKcOfKGi1QlFWL+pJJjI0snqhUEqaNBXm3GBW72gwNzY2Nq4JcQfNGCU+HUF5MdFRfe+V/UHKD37wgzfvf//7b9797nefkoqVi4+YJB8x02sD8VLsdD0TC1plqL1ir/PH4mqJBerIisrn/c6nAmRbCrK0k1ws6bys8qcOvMjyUosyG7CV4oMocc4UNjY2Nl43xJ5iUHFIfDqH7old4p7tMFtf3rM4evciqdgqw1fMtLPj82MJxgrGK4U1HtZ+MkD3LoGrJJYEnkFcwlhRHSsJ5+pIHsqsSpxTjl+VUpS9Rlnb38+RUCBllG1nYpr3NzY2Nl4VxbJLEBSPZlya94phIA72BRhyLlb6eEmSEQtLKD0nZtrZ8aGT/zRpQu49S68AqlcbE6tcj8HVViw6MRMLrIqszqzX11syrxdQEopfltovpES/sHekXM/B5Dvbg0spamNjY+MSmDFpjVcTxUdJod0WcC7ReA3g3HaXZCJ2loTEzt61eIk/E8q5mHgUPx+KqyaWSSvWex11WBLxyZw/rGYbzNKOQry88l5FprZ6kb2D59ckdaS8jY2NjTeB4t2k23BUPyrOWY2YfPv1Pfi9i0+QJRlxE9kO87ON3rWUXDpCPGf8fAyullheFSlMZ/1Wpf/rbCtMxrUM7P8SSCxl655DlFJZoLhJGxsbG28KM17NOHWEo5jV9UwskooEAiUWMEEXSyUWqxp1JZz4Tv7Jc6nk8toSS4KvmJ1ztEdISRKLVQul6Kjtr34Q5MW9rbDJ03FVSrxnZt7Y2Nh4k5hxa+Jc+Rq7qofENhNvL+hNqvsfLuKgMsmllUt/5qW4OGnl+1hcNbEkMExh64xORr1boSQZ2GrFPqHnbH/5AsIv7SUXirMNFo+pmIna2djY2HgquCsmFcfW+KUcSRqSiBho56Y/9+LaxNz76WKqdy/9kcrew0ATcPyLwbDG0IfiaonlnPJSVp3pnEJkVEs2CWX+yt6fL5BYfGrXH5ykmHihjY2NjaeOYtVdMetcgBf3Sixe0ptk+wskfiBptVJiKfGIqb4M63+1uA8lKXJINsXiS+G1rViCspLK7EwKsfXlhz32Bt2TiSUV5B0L5VHomliOFJPyJmb9jY2NjdeF4lMxqOvbMOuJZSUV75xbrfSbFu+e1fEuxeQb2QXyZZjXCmKqODvbPYrFl8BVVyxTKY6zE7MzqG2wEouVCyVSnC0wq5b+uqdMXLaNjlBiicJdz21sbGxcAzP2rPGn6xmrVpRYxEDvmZt4+0+6YqVyfCQVX86WWKxYxFbXvcAHx64ruwSuklhWARNaIpExW3pBQV+HJRNJxZJN1pWVKc4yz69LKUuZ+vFc24JZpq7BaLDmc9HGxsbG68KrxJ/i46S5arGDIz7aDvOaoB0dsdJRHPXi3te1Viy2xsTgOam/Bq6SWKYSgg5IHr5UcNQx9ykISTZWLK1WoOWezLv+IDJSdi5xgPKeA+UpFaaMGxsbG08B4tJtsank0upFIvGRkwTjXbRrca6/EN9nx869cuhdi2clIMcZJx+LqyQWmIopmEserViUVaekovP9uWdJhXJkYInFNayZdk0scO5+5ZM2NjY2XjeKfTNuzfP7Ih6Sg90dP8fwLlqZ1QmyakHFV8nFNUgoSIJ6KxLLUeDuumAPOqijOmy55gsGypBQKAr5Y5NWLDD5ljDQUfLo3qQQj42NjY3XgWLQjFsrZtmsM+NaBO7j18rDDo8k0SpFfG1VY8Xia1u7Qv1hyp4HPOduzmNwtcQCUwmoTqRYnehvgulwf5FTp31GZ8/Qlw7962HPxAtWfkdQfu7exsbGxutE8ei2uPQq8Upd8W+uPMRH76l7Wa/cjo9EI8aKt+Lu2k5x9RK4SmKZwX8Kq9M6qKM6ZQuMAiQVn8P15/EpQ0KxpPOlw9FL+xTaEs71VNQ8P8Jd9zc2NjaugTVWHWG9X9ybFGYMVC5+iqtWLSbvJR0rFX+YssQSj8mv864fite2FabTa2KxTPOrUH/e+Td+4zdOyaW/edMfnLQVZhtsTSDoCPP+UR1leMVvY2Nj4ylixq/OZ+BHyouLJupeI0gakkvx1z0JRmw1iZdYfCDVC/zqxfMSeG2RVedKLI46YMtLYvF3wX7zN3/z1GmZ1n2JxWrFu5ZWKxSYEs/BvZUgpbm+D5+NjY2NN40Zo+6KV+Jb70i8OuhLWgmkn3L4TYsEY5usr8OKjZfEVRJLwTtF6CwCZTqhQxJLyzNbYPYA2xOUUNoCC56NVqQcNOtUlsIRHPHY2NjYeB0oJk2a8WlixqriamWe6ytbsdL7aJPy/liveibr4qtk4otb12KtBCO54AHxnfwfiqutWFbhUhw4UoatMJ21apFgLOM8I9NKLP3KvmdWnkeDcAT10G2Dt7GxsfG6UBwqLs34eIQZ9+Y5lFjETe+m/aFev2fxjlr8lEz6h19ibquX3rVou9gqcV0CV90KSwEpLEUindFJnZVcJBWQTGRdq5USS8/U+fhC9+b5uTrV23i78JBxu9aYH/Gcba33j8pW3KfOxvPBHOf1/DYbmPFvxji7P8793s/rA4nFn8CyapFs7AxZpYi3kpBk0raY+CsWQ/wgWVa6L67+joWwvSxHcymHEpZSLOFkWorx/1cklvmyfxJ0DN1blVD53J7bePowhs3k5njeBz3LkZrRPRbJEU3MtpJ5ls+yiZXfvK7sOeMS/XxbdVVcWmn25ahflVVffPROxWRc3BRH/QksJNH0O8Am6l439DsXE/r0h9hptnofOoerJZYa1XEBvaSinKPpnEzrXLnOU4Q/OOlPEvgdi2RDYT07ge99kQyo525TysabR4a70sRd9+4K6q+C2U681rLZFspJZ9nEWtb1Sq+Khz73ujFlTOaHUJjnTx3i0BGF2bfOZ1kQ00osEkfJxTZYycXKxRaZ1wtiqZWLFYxVi9VLdrvS2u45OsJrWbGkMInE0kumtAzzY0ids1TTYcnFJ8YyrsTSimVNKg/BHLzk2Xh6YKgMHWW0c9yUHRn+EdRvMtGz0Xz+CLNudeKDJlxrhw13bz4H2tMnPnDUdtezfPK6L16l7sabR/bUWL8qjHf2hId4KbmIo/44pd0fSUayYaNirfjrZb6vcJ0rY5th2l0U1ms4Krt6Ygkabq/Py3o/hvzt3/7tUwdlTZ2WUfvMmHIs39oG23gZYCccJYLpeBlx91eDDj3DrtBEz0xe81zwN6uzTYDYrWur7JKDa9SqO54QDwTJrlzd2+Q+h/vUf1WeG28/jHk2BWzdhFwMbcUiyZRYxNr+2rFf4fdlGFvFS53sdeJVbeuqiSVh6jwntUKRKX/rt37r9NsVHVSuQxKLJZvP5NoGKyi8asc23j4YY1QAbsxvSypR6P5MKs6P6kJtlUh8MWPy44MSszn26lyZe1bcfXBSmcTT1m7UNWTDtZXsGxuPQfbMntga2wKrFolEQumPUrrmB2yXTZvQ9xMPZewVr/wln3sorpZY6nTnOs0JbYH5hb3/aS+xuHbP6kRCoQTHmVS2I74MTINej8AG2EIB2rX72Un33UPZTdfZkPoRSAwShRmcvwDxK7/yKzdf+cpXbr74xS/efOlLXzqdK/vGN75x82u/9msncu4vRpgg9WvmmYQ4q2QFtsisvPsQZZU3OTc2HoJsJ3tybEtMQjFZ92pBmfsmUF7eZ6tWLBKLezB9LhyV3YZv/7u/h98/vxh0LCKQI8FtgUkofmmPbIVZinE0n8d93/d9380P/uAPnvYGKYVDQsrC61U7eBsuyWvjcmis2UVjnj2xhezBfTZSPWUzoYSZWBpzR/UkgPacJQnJoj8xZOLDRiUcyaNZnh/0quucc+KB1lWMNjlz717IiUJyTlmnfJ2H9fouvGr954CX1udpP45sCtidiU2rbmQSzz6tbuhJjP2e7/me05e43m/3ThuObHKisnnv/zj/PQb/P4cLoQ4ijsTBOBuH/fKXv3yaAf7qr/7qyTllTyuUD3zgAzcf+9jHTiTJzP/Bgh+hCyCXwiV5bVwG2U6YSUP5TBwCdkEb5v2CePbHmZSjtqrabzbhkTgkEEmDM7JXjqkddmgFjZwrkzhcmwmaFbJXcrhv9W1b1z43W7YKd1+5+4hc+ESejWCeh/V6BT4Td9V/01jlvQSeep/hUv3OdqbdZ/uShFWJ1fXXvva1U9z93Oc+d5osmQRZOfv69m//7b9986lPfer0741tm0kwnsfnnC6VH92bZVdPLBrjyDppO0HnJBZJhiMLDDLmhz70oZuPfvSjNx/5yEdOHSwoJKzjvL4ELslr4zLIHDsaIzRtCnWPTQR1OJhj9gPsr3cokomkYXUhqVh1SCqRd37uqdu+MyeM2Ksy9yQICaNJELkczQRNlrw4tQpn35KMBMRxJSNJBvBC9RPBPA/r9Qp8Ju6q/6axynsJPPU+wyX7nf2wvZILsC92bvIuuXz1q189xV47RWIxeAfzyU9+8ubjH//4zfd+7/d+y06z8SNdVnbbPbjKVhhM5eksh24LwdGyTMc54Xd+53eeHFDnnJvtpaA6OOlSuCSvjcvgrnGe5c5zrKhycM2OrC7M0npp6YtEDsbhrJyR87ZnJRirGInH6mUSHsq9U+koGeFpNujYs+y71VJJSrLj9FY79VN558k+z8N6fRdetf5zwEvr87STeWRnbK5tWrbIdsVhPiF5WNX4Ctc7GBMeNF9BrLqc17fdg6sllqCDObcVisTCcXVSmZndO97xjtNSTFLxfoXjcciej2DtwGNwSV4bl8VMFGCsGq+O7GrWU85OHN2zSuFQkgm7s0r20t3KGX39618/lUkmTXasVjgf25QQ8LZSYZNWJiY9zmvHffU807OuERtupcTJXXNazsups2nAK5rXE+v1XXjV+s8BL7HPq58UL7O/bJB9SjLZtTrsGfWSXzxm7ytus8UjnV8lsayN6oTOSSz9dkUnOZuMKan0i3vXthN03rM6zxmdH3XgMbg0v43LgL3MpIEa/zlmHEc9yJlAGUeywrCasCKxxzxJUrHCYJOtLtgo4GNFIfjbtvKOxITHxMckyDkHRM3y1PecpONaEmK3HFmyiTfb9lwzw/qz9m+eh/X6Lrxq/eeAl9bn6Sv6nh84V85HSjAlFufiq/tskM3aArM1xtbZKH4rpm47P6fvq65YNIoIaQbYdoEVC6fXQYmEs9rf825FB2VMyvDsVNSlcQ2eG5cDu8nApw10XO+VUKyGJQxfIFqh2F/2ArN/Jpf9tboADiY5tCoR/Nkim/TrZZMeCcWxP5MRccic0n0v7D2Dx1ypcFj81TVDVEZ2qA+zj52H9fouvGr954CX1mc+sCYWR9fsrpUzOzR5ajU+V+Tsnk2yWbYt/uZbgN/U67nziatvhWlYx3XIdgTn7gWpjnFGKxYOqXOckQPOxOJ4rgOPwTV4bjwexoVhr8Y9j+B8JhXOYvVhW4udWZVIKK1OrJR9bjlXD1YlVg+9VGd/bHImFIlCUsnxHJWZDLkfKWtb17nk0TZYiUVbnrft4Fo5+SfBPA/r9V141frPAS+tzyUQ4AsI+ENJpXO2iMRi5JwvsEN2zYbZpusj34P72uRVEwvhNKxTlmCc27aExMLBdZgD+5Zahzg05y5jFjRS1qVxTikbTwONT8fsKZvIPjiPpMKmSireobRSMaGRcNRRvy0uwd2qpD8j1MqjlYmtLySBsE/31HXOZruHSirKHT0viVg9sX0grzJ12bqZYomlviCY52G9vguvWv854CX1mT8gcTTfCGJu5dWRRBB79GUYf5FgxFs2z44dJRbAb/I80u05fV99xVKHrFD6xbKvZmRLHdKZH/iBHzh1iHPbhuBsKWrSpXENnhuXQWPjOJ2nsu4r4xwSh+0vNtav5E1kTGIEbUlBsPcuT/D3BSLq/Z5g71hycM9RGduUhCQF+9FWInhJDs5b6Ug6yvrKhsy2fyWXVuDsW5uSk22xkkuJMsw+hvX6Lrxq/eeAl9jnGSuB3bE35F5+47pYzCaR7TH2xx5LLGxy8oMjvR6Vhav8jiXoiMwpO3L6f/gP/+HNT/7kT55mlRILR/3whz988zf+xt84fW5cctGxqazpcJfEbYrZeBpgBxzFdpIjJzAhcQTlbKuvvvxGSlLxLoXjeN7E5f3vf//JeZq8COrNzGoDz7bGqqMsG+aQkph7Eo/kwYY8i4e6rtm9WaGV04//+I+fVk6ed98q5+/8nb9zsnuyzK/D8AjZ/sRd9jqfh7vqv2ms8l4CT73PcOl+Z3/z2IolakXv46kvfOELpz9X1CTfxOgTn/jEKQ77Xcu6mg7nzo9wnYg9oIOSSI7pqIxTm+01y9M5s0ECT8W/DYay8frANnIeZMZlVeI3KLa9rFa8tBfYJQgrjne/+92nv+yA3ve+99285z3vuXnnO995+vNBks73f//3f4skjLaybNOyTyuQSdkqGy7JOXJG5ZHEJPkgCUQd9ozmZKk+bWw8BGypOJlfuGaXEVvlD2ySHarT+5aOfAaZrGWP8e14X7zWxIIIrlMcrX1tzivJzNkbvGpnNp4HCrSrcQfl7KotMNtNVgdmYJKKMo5ke8tKRTKRNGbCMJlhd4gN9nUXm2SLnFCiKGG47sW+OhLHupJ2jaYzS0L4WeWUXNwD/WjLgk/U342NV0H+wX6yIzbG1thgxI6R+pJHSWUmFsd2ByZe1TZfW2Ixs0TOQebkoDkqB5yJZSeVlw2GPIk9RIye8Vva+9LLtpfEYtVi9eKelYXtVVtO733ve09Jpa0wK4hmbwI+Yn+Vc8LssLY5pDqtYCQW5e6TZ00M7uGDp8QyVy2Tt+cklvnsxsargr0BO0JsbCaVJkiO6rI571tskZVYSi6tWKIJz9bWbbhqYikAEJ7QjgTV0WaAc3aYw6046uDGy8Ac+2nUnKItMKsU55xCkpBEbHVJKLa9XEsorRokhZytWZ2jWR4bRLVTm+63veXYqoONmzy16gD18ZjPaDfHBn1SH83+bWw8FNndJHba6gWx9WnHnhGjxWcTfz7Et7LJ7LTr++IqiYUQiLOVWBJW53TKDA7pHORkdYJSKs9xX7VzG28nGDvKjrKJHMc1R5BU/Iq+dyomKba+fuzHfuz0F1v9YVNfdllhcCjPxsMR4l8bCNRBOaVzmPUQu2Sf7Nw9qI2en6TMc/HZeHlgH5ekeLKtEojrbBSyx1betn39dkUsZsPtKnldUayOmjTFK7he/SZcbcVShwnVkosD6lxZ0yzOeUog5OzAVNrGy0BGmg1MW2BLbX/1FZivXDgEW/LF1bve9a5vvVPx+aRkw9bYHR632VRtherP52DK1734T6hT0pmrmvs8+xJw6T6/RB1OsCNkAjN1kY0hicWE3mTLKl5iATHa5OxoxdL5ORzdv1piAR0qsZhhci5lOi6hzK0BWDuRQjpuvAzMWZCxR2By4vNI71N8wus3K5IMmIH5wkti8WWX9ykciK0d4cgZ7sKUpefZJVtuRQTu6QN7bxu4rWBJZvZrrmReItLnY3EpPm8rsid2hNJH5ai469WDCZdXERKL+my17TDxek6AHoKrWPPsFAE5lEzIqZRJJjroqLPKdGKleOR48d143jD27AYac9dsyG9W+qOSEkxfgPnay3uVViq9YJ+2NM9hnt+F1fZ6Nmc9l1h6MerYqt19dT0bvWTb1vfH0sb/p8fi5DzvHjszmfeuscQiyYjDFgBs1FYYO83/Vqw+U1u1E646TdKYZMKxElgZJ9RBjq9Ta9LIMWdwWQXfeBnIFsyi/A7KF2ASi9+rtA3GlvrTQBKMpJLDeH51hoditUHXJQhHcnJQJIEg9t9W2Oqs2fW27Y1L4pxNsVG+0oqFn/Q1Lkgs/ZkXNsxvjnjlT5UftvX7x6uAAIQVEMwsnXNCCcUSDOloiSXyXA66OuPGy0DGWlLp3YpkYqWCbIu5x544ieRiFsamCvbZ1hHOlZ9D9rmCvZKzROKY7Wa/khy5EB7dz0k3Nh6K7O/IlmYZuzOpl1j4Sb/jsmXsnvjsr36brM2J0Dm7h3PlV0ksdYbTE1JiITCn0zEJxXJMBwWFGQQQ5JR4HSls4/liGjIbYDfsiA35j43+IZc/18L4m4GZeaECNzieSyz3KXNd2Tyu9UK2uk6KJBU2z4HZfSup6qFt4xsPQTa3nkPXs7yJ/dwOc85P7CjZWbJi4VueYevnfOg2XDyxEIZDcRZ74pKKICAoENaySyBAnK296TrQ+aqQjZeB1ZCNP7thS1YtEgwHUM6WOAfiHHM1kO24XimcK1/RvXN1ep7coF0y8ANlHFlS8RUOcg3u6xty7rmNx6FxP6LniqP+zX5P22KnYi7f4TPsUixmp/lZ7wI9B9Mf74urrVgI1yxTYpFgONvaoYLBdM5X7cTG80K2AGyJkZtFMXrLdddmXhKKv9wwX0ICh7gtUMf/HE2cu4/35K+8xMLOe7eiDhvvV/vkNaFSn4zqloQ2LoN1bMJR2duM+/SzOhG7a9XCZ8Ri9qgsPxO72WR8Vrufx3O4SmLhJG2DmWVKKs4Jc7QNpvyoExsvF6sxs6eSinITFIHaZ8XtE8/Vb7jLAe6LeE6Zps1qly07z/b7sZky9m61IrGUBEtEG5fBHJOXAHaVPa440kVl7I79lVzE5LZn2SuaK5a1nfiu/CeumljMMDlYyysdklTKkgIBrLO22xS28XJQsHZkH4wdrAAkEi/r+6OSVi8cBbnvOWBT6DYnWLE6UTQxy7TFMWvTrM+7IH9mxmqd7btvZSWx9CUOOae82+Yfjzlec4wegiNej6VLg83wj+g28INWIuqWXLJFZe7la9UNq1/chosnFg0igpX9bAkQUkckFDQ7UifWALAd7WViTQbOrVZMUNgSu+AMVgB+GNnnxSYq7s0gnT2+CnpmfXZer+Xsl2y2fv1PfX9mxj8a86FBX0OaUJHVkf2TV/lOKo/H0djMMXpVPObZ23ANvmwn+5l2VHllJRYQe3vXsu4eseNWLWtyuS+uthYnTB1JuDIkp3Kuw8rdXzuxKmXjZcD4ZzvZD0PvIxArYLbCfsz8Z6DOVh5jN7WfDPN6UnXVIY9ViiTidzb9F0tHn0S3WufArVbatgM8XjJW3T6EQufzuNa5C69S9yli2n6+gPIpYHt8hk0iNsmn3OdvJkOSC/97CK6SWOZgNkg6JiOuiUVHZmJx/bYP7MbjkN2wBXYhMEsstpe8s2PwBWpbYI5tqx4he7rLrmr3iLJLBDmra/KQy18F8Psa/xfm61//+umPZPr9Vomw94vNDnv+Jdv8Nfodz5es0+wzgmln7LHEYlt5rlj4m8TiyHYfgqutWGAdYIILAG0BzBmbOo6z81MpGy8L2YPZk9VAXxd6Ic7o3Wspz0HYUnYzbSh0vZYH5dG0w3k+Kbskny06qxVbX5IKkmAkGkmHE5NTYuHArpM3/rXxknDJ/jYu8VyvnxKmbNegFdlq99leNmmi02RHucm9hNJ7cYnlHM/bYvNVE0sNzyPhkcQyqTp14jahN543GntGLYlIJlYsqMTSTIotAbtp5ZszZG+OrrOtjqF7aAb6VtCOkWtgs+qTxUrKX1v2//aRpOKvBEgqtr56DySxZOu1t/J9aUgPj6V4dew8W+p4G+Zz0PXbRivWe2xQImm1UmKhI75jImfLefoZTN536fMqiWVtdHbKvZlYZE4zz2Zx9zGAjecNdlDCKLBbGUxi8Mqzq2xsErCnbGqWz2OkrfsQ4Om81ZQX9hKKl/ZWL5KKGeF3fMd3nP5Fsk+iXa/thG33j8M6nqHrWXYfvGr9V8GU6bE0bQlVtt7vGviWeCuZmOywS9fAbvuaV2Lha56H+NwHV0ksNT47NoXiRHXONkbbY65zsO1oLxPGPTLxyDY4QVtebGkmF9fzWXUcA7ubNrmeT5r2ikpezmc9cM92gVWUdylWKb1T4bB+Y+NP+PvjmD4zJr97yQ1kbRXzUjH1+lAKna/lr4KHPncfJBdabe1VKT7TprLXSbN+yO7YJN9yro7EIqGYMJVY8Jzt3QdX2wpLiIhgU8ACR8FDUnE+g8JLdraXDnaA2EZ7wZbuHIFdMPheMjpnUz2T3Uz7Q9M5zlFwrj7itJ3POuyZDGZ3tumsXMjDlq1Q/OMx/3f/u77ru07XZI9ffLJ/x9XeZ1vPAfpzW5+6f8l+35fXq7b5GBk9my2tNHF0f1I2WUKJZ+VR9QM7Q3ylxNKKhW3mV45rYrkvrpZYJupgwUBWzFnr4KRzgWHjZUGwZfASix8X+t2K5KKc/fTupd+3sJGcJmR7k9Rbr+ezqDraYa852IR7Zna+CEOckWzep0gm/vGY/7dv5eLrNQmktmqPvXtm2j3MehOzfL23Yq076x/dQ+GoLMx75+pMuL8GvwnXR+NxX/S8Y+NX+V285rNHmDyqc1S24ujeWua8PsNDxn/qC4X4zvLsLVtzbDtMgnHtmRJLdp98r4KrJRZCzlkYJxQAfNljuwAVFNzTeXXrcM+lmJQD1XssbTxdNEZsSGLx/7n9A6/+1hab6c/oOwrsHKBn2BCbEcw4R5OZgptzZa7V84wkJvhnf+pxMHZqVaJuKyh1kMTSX1vGw18B+MEf/MGbD3/4wzcf+MAHTtfqew5pI/4odI3Io+1JoXvTHybms52TW38rW8vTSfe6P8tC9zw3n63uEZTTNV0JWp6D2d+jSafyqZcjAnWTI91Wfpdc6aCJg/oT3XeMzywD7WUPkDyzXeddq+ccj2wQD/aT7bqeslc223a/trPfCDzrnqTBBk3KSiLZo49L+FS/B/Ms3iUWbeARaS/eK01cJbFonIA5UkpiOBzUTBM5VzYHYQoPq9Dz3sbzxbQHsyrG70W4L6x8ycIOBHOJxRdZv/u7v3t6gW47qhePa5CKZ+er42Z70wZzsuy2LS9HnxNr01dh2rKi8j7l3e9+98173/ve03+z5LjxcpyBI5pInjBlnf2Iwlp+RJ6vLqz8wlHZRPemTBPz2c7XgDifqc7k1/0jHYVZ3rMr4jPbOCqb5RDv7sNa1vNr+RE/qO60r3gE5ef4xbP61QP36HYmaEe22/uSfKF6JTX8ate58nyohFubK6Y8E9/+d38Pv39+EWiE8DrBEX0lw/H93SQZ0cxTdrS1gQQJmVQCovCAj45OJ5z3N54nMtJ5ZNiM3OpWULc6cS5Iswv2xhnaluIUHMKzzQLZFyqwB+fZmPo5b2DH2sJbMrE6Ys9+q+LX9X4E6df1YHXiZb0tsP7vvqRYe5PvtG3Qbm2v90B5pDyC/M0R1vvBdbKEWXel9X44uhfB7AsoT+41sYauGy9U2ay38oV4w7yvnQjYEVJn8oRZd73n+ujeLMN3Jk7ouYlZ5vwc6QM+aMrt2fTjXL2SCRtt0l5CYbMmYPxGPVQ9ZeIye/ZXIhxNkiwIbN16L4jEa76T3qLZh87DxRMLpBAO7kdjZpVmdhII5zOzQxKLGd1tiWWljecPtjOR8+QonMK5epy5lbB7Eot7HJE9cRLHaT/4rYHAebM8ZeqAdrXHOXNC/xr5a1/72rd+r+IZk6bv/u7vPq1SHG3bsW9txisoW2XKZ6D71ekems/C7Ivz9b7jLKs8nLvXdWVHx5XC2pdIO1M2OLqPugfpb+oB3J+6Vd7Y4VEABuWReskRQceATzpd71WG1KF/tuKYjD2fXI5BeXDe/Z7DR3JgW8i5Ok2Qaleb2T4blRgc8xWTHnbbnxbCh4+oo8yfIDI5YstW/crxN+G3S4AkF2Wg3am7iXl9tcSi02Z6VizItoF9PlsZkoosiNbE4rko4evIxstA9tP4O+donIUTOUoCyjiLwO+dnXcdZmHsrufZFX4cMGp1ox7yPGfzLOJ86njOubKckAOa3SEO6742OKCViqTiLy5zRvaOBwrTnhHUP/W634y9+/GZ95B7BczK5v3ZFgqzbL0Ht92DyrQfKiNn5Y7KC/LkmeVRcsJ8HlzTT8HXvSNy37g5x69JRfqZzx9h8pl117KgPNlKAM4jskSVxWfyY5PsaNooO2fTAn0TJuX6RE+e1Z5ydii+fvOb3zyRa+X97TrkfjauXB11TZQkFjFamXa1IS5bBCC2beWt3cawcWz8Grvwbb+nnGMtPxANAiXKgH//7//9m3/wD/7BzS//8i+fhH3Xu951mtVxwj7F7AVnwlI2qgNoFXzjeSJHhQIkh+JcDN8KOOIYVgycT3LwXNut3nUgn/x6YcmGOMwMNpwZSTKOJRMTnVbT7FnbVtzsuVldMnoRqk3tfOhDHzrZtdWKCRSbxlNb0wGnPeOP8NO2PktUzRDB80g9z6YXUJa/xDv+7sHaVqgcutf92cYKbalHJudA3p7pXgTpPqjTs1M+4yBg4qe+Y5MH/XJN50Bn9Vfb+KnrnO4FQzC+7lVPO8bFccpdAphwXT/UVw9fMrhG6ni2sXbNZrMpzyR3fdImeaBn4qMPVh7sW6Anu2dMVti01QTgb8JjBS1xNKnStvpkwwvhray2yZS+8i1t4ikei9Mf/ehHb37oh37o5v3vf/9pMdAYeh7dhqslFkeK+fEf//Gbn/iJn7j59Kc/fXJwX8yUWJrh2YsusXhOhx2n0WR8G88bxp4TNP6OnI3TMHyJBAn0tljNxhw5loAP9of92l2wt3potsX+2BkHb1bYbFDgUqZNK+lma+qX2Mz0zCLJo5ys7jl6xkt771a02yfGq926jkD/0Axc2byja+XagPX5oM6K+FU3PpNH97SPui8AaX+iNuKDGivyzmfcoyeEL90X6CEejpF6AqPgJoAZJzybvZNLGd2rj7cybaqHX0FVW+oBnlBg9Kwx1566CJ8SgXJIJnwrU68vq9yvTfdLDEgyYzPa1qbJigmI58gbT4QPvsoEes+wb6tjdlmbPl555zvfebI1z6gnxn7hC184TXhcJz+ZyFMbyt1XRjf4RdrlW3xMPe1ILB/72MduPvKRj/wfiSW7XG1jxdUSC5RY0M///M+fOmSVIqFIMIgjcn4dTOEIKFRHdmJ5OWA/xp8DIM4uCLQ64WiR2VoJhmO5rz574XztDwswbM8KBLnmwBJRn73nwGaDVjwSU+9JBB427Rn8yaeMI5rpaZfckokVuMmS369wUM9rD+9seNqz56Js37n7/KG61e8YenaiMoRHz7vWD+f5VdBuARIEEc9OXihe3VsDmLL4uofwpgM8navniAdyrZ6gFj9tgHoSC10rTwZIJnUckwFP41MghPrrWfWNpbquq4O/8rZa1ROX2A6e6qISkfrJGzwXD3bruhfh7JFMythd70PwYifach/ct0UlGZCPXbInMZNte0Y77F9i4Qt0QE7yeJ5Nq4PwUSd5yMLOTZ70JzvmC1bbEpjVis/mfeHomalDBNoMlcFVEksDbRb59/7e3zsllp/7uZ87CWUpZ8VCcDM855x4J5YNyBw5LGdg6BzCOw32pLwA0kxWUpF4OJn66nDQZokde7fnGu+W/4KWQCD4cTYrDokBcTL1zTTZIbBPziuh+fP4tiLwEYA4fytyR4mm5BTIxtb1NWLf+BaonHsGaVf9gpv6+QmiC0dwvzqo55A6eDvHc8qhXNDRPuhvMqH4KUse5+pLtvTp6DqZGyfP043y2tBeyUaZZxG+6sXXuOAdKVNfPTzxL3jiWd/BuTqCMp6QPPUJOirDnz20BSXwNjkha/zJV7vO3dNnsilLdnXZlMkz2yA3/r0wZ0NkEwPVE/DJ61n38MG7CY/4yYY9o798w4ckkhgZ9Ve5dyf8odU4v+Aj+o8Pu8SLjXtG/d6zsFe2K6nY3hWntQ+NO+hbulNWOVz85X2Kd9ShXnQSWjkHL4Mjzu66QZvQiTqy3tt4nmisOTUHZUOCtncqrUg4xzTwGSh63n2ojH1xoBKEwNEPG5vZcUyBxMpDEHBs1eMoyTha9eCfs7LtVkz4gnYkJE7qmKzkERRck7lA133XAgOCaf+zz+4XfAVc7Rbk8HAU5JzXRsHQs+msugXCgrc66iqb5F5UsBco9V0gE5joBdEtcp+OHQVCdY0pmT1vHJQ1oyaX55XZ6mwCYGJBzwKuCQX5lLdqVa82lCH19EWAVY6HcvzV9Xwvsx2Np4CPnNN3ScnY4UXunketTFA6oSvygfjWpAYPbeJvUuKTdTpim2Ije2FvJtogoLf6nvbnPmoC4BkrZSRxzHEnM3KtDXWsfN7znvecViNW5niUFMnL9k2w3HOuHcj+9KNjZR3hqisWA2O1YtXyMz/zM6dywsqG/YjMXp6Ocj4O3/NA0OlYGy8HnEDwEpA4vMmJQAPNmN3n4O4jQYRTsx/BgLMidT3DSdmZe+r33b4gABySPdqeNaMzy2zS43l8OZ52JJMCg9+0tJri/Gzbr+7N9hw5ZhMnJCA4Frg914w4+0fJPY/5gWcL3voguHle/wQP9fFy1F9HOhU8wHV1BJ0SBXnUK5AUkPJJ59qOlDcOZMADX7LWD22U0AtyyslLNv1Xpl7vtvChZ2POBsjtmL4EW7EEH+XaB+MFtUMfxpE86pHR82whfdcn/aBLY0mvnvGOQZwyhoK+cfK8uo6IDPqHnzaVpWf251m2RWZ9YjNf/OIXT0d2ROYPfvCD3/qwSb/oio3iRw68m5STwX22kF7U0Vdy6OPnP//5my9/+cun1TQ7lwA9J1GwT0nFqtoECg/y2FJjy/hYzXi3ou+SkGfJEugtkEP7KLyWl/clFuUGucTyvve979RBjmygM/QoJ5oCbzx/FIyAkwoybIlzALtQhwPNWbGZZAGLE7IpQRwPgUM5GwMz1ByOYynP6fr7XmaBHNWzeBfoPCep9GUaXmTRtsTCETlkjimoaDsHNON0jqegIEhxXLKWBNzP/qHzAj65m4GbxQtCglgzXvXoED9tO5JPX6Zv8cmSSqQML3U8E5FLXXpAZFeHfvUFlZjmc+roH5nWABTw1qYtIcGOHPVPW3jPYG2sxBG81KV/faR/vMiAtEv/5KAztkIH7INe6ELArD1jWTITYH/kR37klFzIZbWgDC/POGan2ZbyiGxklQw8Rw+2wD73uc/d/Pqv//rJdsgtkZqAeD0goOubvkiWdNt4KaPD7KNy1+7Vvj589rOfvflH/+gf3Xz1q189tanP7FI77FISM3niI/Tymc985kS21cgqJrPdEpB28Q71W/uN6RzXqyYWBu9z4xILJXFYL/A5sA5KLgxkTSyB4GjjZcDYc9jgmt0ICJw/W1DuuoDmvKDJydsq4NgcQlDK8PEXrGyJCCAFAQ7eVoKtC8EHPw4uCHBQKyfbGG3NldAEXHYvaQgM+HBOti4gFdwdzVw5KpmRYMz2lbkfFUDIGylLfu0LvMhMuyBGdrw86yi4uudaX9MxopcSgj7QIV3ou2fI7Dr51K1NfVcGMzmpg692kkHCI1tjgi/g7b5yMYDu1cVbG7a4kKCPF/3SJ90KlJ5lH+THV2Khu/rn3DPOBXFERtfGiz70WXvGVDuu9ZcsEovVRCsWbehXMQ7Ipb6+KK/t9Ab0wY4EbolFe0DPkpZAb6WS7XmWnI0X4KU/2sNfuXrG1zm9swt2+ou/+IunFQvd8R11fD7svUkJjL0r1+df+qVfOv0khHxkmolFfKZnsgTtkQORoWO4WmLR8RKLVcvP/uzPnoxPZwhdYpFBGQijYmyeC4QN83zj+SL7ccxgnbcFAtmCaw6LnGf4nuMInDCbwjM4l1A4N5v0HJ4CH/ssAHoWb0HbCsX2AmpbDg/t4ocH0q7nrRrwkmQEpGThyAKjo2cFMYQHGTwveLnvGX1Rr77ShXbITi5BgSyClmf5kfYLQPiYgcbP8+kDT/3XDzLg6766gpuA7NmSARKYBSvvPgQx9wU8fIyR+8oFxcYBn7aDnJe03PdsMiP36Um/rAwlcbN77ZHLaqZ3BEj7QHY8W61lN4746W/JLxlLMgIyXdo2olf9laDEqY9//OOnWGUyoJy8+KKQnUL6LY5pF09jJB4K9oI3GfVFG4K81UOTGf0AYzLjYYkF8HVP2+TSN5MfydEqRWKhO2Oi//QvSdqe1RbbpGtykE1iQZ41HiZEM7GQib0E/T2icJXEYpB1miL9hkVysWLRyWYbMrTVSnuLGZTn0RQSVsE3nifYDadhA5wmp1WOsoGO2cskcL9nK5vgtJyRs+ALnFagKqB7js0KchKKLxuRACQYsXP8OTwU+F1zWLwKFmwbX0FA8FMG2i5pOPecAIrUJUcBUZvqate5hCA4Sirua6Pnksm1tsiCt3LtaA/pH150ntwSoUAkuJLfdXrRpoAvuQjO9S0+ZsdWgs4FI8lCEJMMzMwFaIGLjOlEGVJXf/GSSCQUupbUXZNDEBbokYBX3DAO2itY6osyfaUv/UPGvVm9FZFzMguu2qNfkwHbP4Kqia+t0XSK37SxScrd107jRF90JcibkOiLdq1OTKx90ise0jP5kzk+s63GB+oPkE0/vLORuNiq1YdkSadeP1ilfOITnzjFWm0ZA7pHtlFLLK1YJJZeVdAzO9KfifwLrbjaioUQMqhf3UsuViyMjQExMh2UEfucjQIYyFQkzOs6svF8kf007qvxro59H5vICdUt4ODBRuOHJj/XnhGIzDg5q8kREhwE9HgW2JphOi8IFOjiq5yTKvOc8si1cgHGUT2QOAQ/VBvpwFGCEMjigfRNXe3hV5uuyV1i8ZzrgrKkJ6kIfAKSpKBMYtGWQClgCUZ0oE3ttHqyvy+xaF9ikkz4u0CFHz7aIqOgVuITHMlHJrwlFEFOsBRHJFf8Wq0IlIK/uIHP1LnjBLkL1PiQE3/BXtDHn/ziE35NegXVkiF5Id1rT9+15TyQHx+6wRNvbUlaErL7EiT5e99B3/qAX7ICvq4RNL5QPXU8K1mxUe9WegnvnqSgDeTceE4dGQ/2PVcsxkICpwMxuhVLcgX8Z98nrvK3wlIG5VqaIQPIiAlo8GRNqxfLY4abcaREiE8dothzHdl4nsgeGne2IEDMpLAa/IR7BdHqTYdgUzNAxA9/7WSDbWe07YSf+57xPLgGvAqcnNj9eApsnm+VwSfwEGA5OafmIwUazwhQAnYzbDy0ISDzI4FPsHLOt5S7nzza1k4rn1Y5jpKCdjwnwJmdSwKCtmNbNbZtJB71BHjXSLtkrW/0oj9kETxNHG0n2ZmQECQXz5NZkHOOb4GLfBKLmCHwC8b07znJroRX+z1LhoJl9lHSLBhP/dOlVZB2fJlFr/rWpBc5Nx76Qza84p1ugf6qI/GSX7yTFAX5Ar029bsfHdItnRt7/LK1bIrc8QbHzqFz/WQfVkRIMnPPysuHBz/8wz98OtKX/uCpHfLWNtkQ2emSLoxPE4t0mAy13XHF//15xiNRo4TPwXIy11NRdS6FRnAk8Ly/8Xwx7SNHnuOeHWRr01a6F4H77A51HaqXHcav+oj9ckBBTGDgdOxZvRlwQFk8IzwkGE4tefADJAGYWAncgrBgYxYrCPdRi/ueAUlAOwKpgCzwC9z+9MZKXtQKJgKkYCzQk8Hzgitq9YOffglEJRVB1Wxd+/XZ0WRQ2462U/CxAkCSryCnrn38maDw9owgFT/9okcySXJWOpKJlUpf3Ql0dOV5epL4JJb6ky6jxgzoPlRufCQ/qz8ySyiSWW3Ud/1uu2gi+wC6K4F1brVCZklLkJdQ9GvqRRuOTagh+SKgF3yhcm3POrYNvXKwIrK91+qOjuwE0f2agIvJqL7QVbZMVn0pgSbDxNTDES6eWIKOJ7zO1CHCzE44opxwYgq+3tt4nshgj+wkZBezbmU9M+2KLbK/As+sh/d0IHzUmUHKOacUaARFTlpAiIcj9Pwkdi8xeV5wcTTT5/xtVUgQ9tslBTN852b4goJnCqKCsVmk2a7ko7698+iTn/zk6SXtpz71qRPhI7kImviQp76TtaSiHQFVIEKSkXY80ypK25KhY0nKTFkCEEgFaboU9CUA/ARQs3L9pQN8kHP9EcRaQUgq3hGY4ZvtC5gCtbrkx6/EQmZ6Bf0J+jftIahDXskUT3IjCY0ujAnegv5MxJMfebXp6Npz+ounfkhY+FnVWrGkF4Eef4nRmLZSoctkwzPSJpAXuV/7yaJMm5K5pEJf9Kdt9/RFYqF/Y9gzkE2yYef1oz7Mo3L3Pdvz98FVEotOTOENkPMURtAp/HRMSHlo4+Vhjn0GPQ3bPba00tEzyjgk+ysoKGdvKOflQLP+ypcdC7AChICAl3LPTPtVX92CJ9tHBeZWPQKLAC45WFlYYSCJQjKwahGIzGq1h5f2zfqV2/+3pVIi6mjbA0kqP/qjP3o6l7jiRRb9qz9kKWgLeGRyTj731Cmg1Q9911/bPoKnWbkAKsipa7aPl+AmYUkqnsWDftIv3ZlxC4b4WKm0dSRISlSe8TwZBXyrKLLRIx6NX/pXf1JjLdZYmUhiVipm9trVPtmswsg8gz7+8SQzmnYE2i6W4WUlJGFJLBKjPqhPD8YMtVqhy+xHWytvNuledomSyT390Qd6+8pXvnLaNpTY8C2J6QvbUT9+9UdbzunHPX2QJEuUJZb0i8hyH1wtsSDGi3QgI6B8g0vhloyMUUbXiYwDdGAqFG28HBhvNpMDOK8MzbJso/NofQbNeq7xrw3H6gD7y6HY7nTO7uVo1fG8GaJZ9boFZaYsGAjWHF6AKZg3ExfgPE8eQUrA9o5FuwKsFY6E0mf62vAcErzwdVSurjqOAg3e+aTArJ4tuP48upWNwE1mgbUkok/pDOmrICSxWGkIbvonEUlKZsr44tUqCTzbEdEdPgKx5OTFsxWLgIyfJIpPvKygtCFBk6uxaQziG4F7YgtdSl5f+tKXTr8jsdUmwZCtRCh5lcjpCA/3V8pe0o02xDBt0EdfzdEPXvjqgwSvnVa8PQtT3uwr/lA/1WML4qY2JBU/hNQf9kU/2jD+bKGxTF/ThuNZm/RUYjEu6lXHUZ1kuwtXSSxBZyjQQFAIwXu5Zd/RIBjcXiLqSJ2oQ9CABuWXoI2nC/bCbgqExj9HZ1clgRwy9Ny8H80xd08dvAR+5Lx6HCgnRBxN8DAxcq5ecsw2OLFAJZBzcIFKHQlFghB8JJYSTzNwAVg/tWXiZUbtCx2zd8mFP0gEgpPVSV8sWUFJAMjzyWSWKhFpX0IpYakjMJPRto8kZWWDpySkXgllIp3QAR/WD5NDsirXlv5aaa1fIKXD9O+I9Ak/icX7iGbd6nrWOyfbemSkL22QzdglDx6gDK0Qc8QXOpS0fuEXfuH0Lzx8qaWc/iTD2Xf6C9mJo/GtjH7SN+BlzCQv5ByMkYStLxKusfZMOshuQF/0Xb+A7rQBBX11JBDJtxUevdEh2U1STDroS9+MNVtwTzvZNX4oHTrWBvt2rpyMMPWN7sJVEwvMQdAxAmecsi4yKBxPpwivEwmf4qONlwO2M2naQdcrZp0oJ17JvclXWY6XgysTWNgvB5U4BDizac4rKAkcnNmWliPnFhg5M3tn2yUjzws26lixqKdMG+xfgLBnLqk4Skba9oxts17GC4ICR8Enwkc7ZMePb0kA+JCDL5Kd3HNrBj8z6QLr1FO8JBMBk1wCsxkz/QmW+Ekm+tWLb7zINHU7eQqQJSf81aNb8pjhC8YI75JK/UPO0WoLrhHoc9tsdEpufTAugq5+W1EgiZc+40VO5/ECZVD77uElcVkNacdXZvrEXtrCYyuSvDaTD6Vr/Wcjxb3ZN/e1IWayD9uETTokZPfZEd1LXiYMVirpPtRefIGdi8fa10aJA9X/6juP7sJrSywGbCpJRww640LNBBlcnUJw385sPD9cauyzp2xrIv7ulVQiddmvICFYcljByOpBwOPIZtRenJv5Sy7KJYuCJ8fVhuc9JwAIwoKOgMlx2b4gKwiagQoaAjcZBCTBwgt+R4lBgOJTnsU7xyevZ7RrN0DAE+iQSVyrJe0L2o76pFwgKuCkK33Aj6/21ZYXxQhv/bRSMePvxXdbeclERogfEgMkKoFSwFRPP630yCWJSnrkk7j0Nz5QXJntBOfpQmK1zUangrBdEuNhLPClCyQw10bPognyZz/pRz/o2hdZxkxbtgbdsy01kwodp1+oDzBXCcqnzpTTv52ekoo/GqlP+kPf9MQWTTzYX++gPF9Mdd0ERLv62SQffzG5ugg8M2nq+TZcNbFQfp1pZtWgMVbK1Bmdc65Mxxq4jY3HIltCnGVeT1RW4MsO2SsnFBQ4sAAhIEkKEoQVihfkkgqyFSR5CAxNmLQraHlOEBaAHV0LzO63lWKvXIAy+5UYJDTBSZCVWAReQaOZ9ewHPnxIm1YokpRg2o8BJRaJzPscKwKBCD9BtoBa4MAXPySwCT4SncApqThKCpKSYFYS0He6igdMn0f4kVH/bOnou/7QKZn0k17JOF90iyUBT/GE3MqTd45fyTqZJUL98FwTA7rQrjboujbwW+VH+JIfb30gu4DfKpOOBGk6sHIjv3FmO2RNTtBWek837ilvHBpPSZiu9IN92NYzrsrxpzdjwLYkMvYG6US72tJ3VEIjKx3ph3amHPWfPMk6ZbsNV00sKUlHDFozLJ1SVrJxXRlK2Q0CxcyObmw8BGxqUmUdUY4znSn7lQQECDNRqwYB30zdOwVOzcHVFbzM7ksMgotZuNWM1Y0ALOjgpy3OLWhIKmahtlO8a+AfzUQLsgK5crJBPlKwtgWjXYlEchKAzKYFD8FZ4CErucmPHxn5XzwBTyTICKKSUp+1Wv0IaHSDB/kkWQFN4sLPvckH9BU/+jGrjx9d8fG26PRZX9smLAhOND544k9GE1REn+TtXa6Eov/qWm3qu+SFnJPbuBq7CfURkK9dlnRMD42Z8XJPQKcT403PEnf9IC9Z8SrYQzbWGMwx1RbbkBz9st7fALNa0Z6+ao8tSY7sz3hqy1jHr35MnWlTG3SEl0mNyYixMSGSaPRHn43ZhOfvisVXSSwphvIIwRFk8PZcHRkfpSh3rky9kg0FQHx0Dt+7OrSxMTGdijOh6WyzTg6+UpMetslO2axZvlmumW8BWmAXxPphnODjvq+u/ubf/Js3f+tv/a3TlllbZdrkvIKs2Wd79AUpfPvVugAloZEhuYE/8A+BVTCwimg7zd+LMosWXEHwkdji13sLPPUxvvlZfNtW0yd9k1ToQyCTBBDe5Iuf+/RcgAx0hBcZydZ2Dv/2vCDf1pG4QA73yIIXNF4o/gV9gVGwFIy1QZeSClnIayVkZWk8rDSttoyRWKROfcc7O6kN/Nu+a+vLhwD+FIo+sQFJ1hgba1/aWRHVF9CP4hnCm91pXx3joKwVEb5sw5+09+/dJRZjIKlor0+6nbPLxtHRODQW2lAeyIA//UiOJiLGQf/oqw9N6LPkkv7pZx6PcJXEogNIZ+ogg3MOKZbyCK4jZhgMWJn7DXBIKVM5Gxv3QfaY7WRbk8B9wYTdIufAHgtcgjeb5ZTstdmrhMJBOb3AIxDZsrLlZfYqgDWrl1TwZPc5tpWFwM2Z+YuX9QVt5yWVfIqsU378+BB+gjV+VgTk1Z62264qCeAH8cKD3HxTWTwFaXwlQHrAj0xm+1YWVgESrQCWDgvK8RaUPEtXZvr0JJDxdwG1FSD9CJICLX71L14ozHIgO3mNhWDcak09wb2xsMIkuz4U9Cf/SUAPBfr0gb9JgLGz/WVcJGs6xt944z8/iMAv+0o/QD6Y1/rCzkwK0pd+0aPVVfpH9DbHAGqrdvAkP/vCk22Qn61YNRpfyUQd7bLr7LyYHN/k7HiEqyQW0OjMmjlFSiMwo88pGZmOzeQS6sxtHdnYuAtsbxInjSoDdjYdkr2yS4lAcJU4zIpbHXDM/gOfAMCuBUZBl+PbxrJK6QUxvvi1/dWLWH6gPTNQAdBzAohAW/AjF79yBH5Cfsmg9yp44cu31MXDto+VSqurZtCeBe022dNfbZUIBGck0AiS5CObICoRzICWLj0fAb6C1fyqrKTXuwg6sqrAT7zQR7zi15igyqEycqcDqyErQEGZzI0FmW0H6oMA7V78Ji8E+lNiacUiCJsE6IcxpBeJ2mrFRwdz27JkC46NX5MD0LY26hOie/YmLrIL7YiZbAh/ycvqS3+0JUGyLXzjiYKxpW/6JztbtQpie8ZCO8ZHP5tEzXffeM1+dH4OV1uxgE5S7FFiIbjsr0MMQdbntDqnQxm8gcigNjYeihwNsa1JlUFOgwpsHE3wkEzYKyd3FLQ4Kef0ozuBTBAQJMwgrQ4EATPZAhkf4KwClOcFQE7OuQUSwcHM2paVQFgy4ktkIVczXtAWfyIj+fhSn7zyI22Sw7aMYCSI45cvFtD0v8SClPNRs1vbJPi6L1g2MxdI9bPgHA/Ppk/AX1AU9AVlyRdPMuufhKLPAiR+bekkF9Rn7Sif9xov/MQQSZAOrFgEUjogs7GgU9tHbQPGb+UFladfNmCMWkGIWWKY+hIsnVipaCs9xx+BfuibY2OgjXTmeuqe/I7aUd/K0yTB+zrHVkbGhd6yC7zih0q62Zwfo9rCoyNjawKhzeRoHKdckG7uwtVWLEAIyii5OOo4QRmvgWrFwlnNADkcI1TH8+pHGxsPQc4Vrc4x74H7kTJOaYXBNtkoZ2ezgiSn5KzKBXIrAbNus2KB1wrBNo+ZuYDCYc0cBQsBsO0z/M3UBVfPWbHg45nkcJz+oAw/fqR9PkQ2PgUCDjkE075CK2h7Hj8oeNRnPAUh/Oqfvgtebc9JBoInfvEJnqez9Im/pCeZmOXjh7/AixcZW9H1xVvyRVNeIC8q+GlP8CUvfTYm4gy+8+uvOckNsw3l8QbXa7wysdBPKxV9oGMJhY4lstpAyT3ldz7bdGw82ZF2Sl7iIdvQBysiCcWR3lqB0mV6SzdTR/Es6ZoE9X4Lf+1q3/MSLnvFkz2L2/qRrPfBVaN1gjJkwpZcGlSD1R61mYYj46CEnp0dum+nNjYCO4ogO2JTq6OsdZCynF1gKbm0ahEwzfTYNSeXEKw2zCglCIHMPShBsXVJqZUAHoKR2adVhaBhZsqxtYsEhykvuZSZSZNnBmx1BCG/WvfyXwASAPlSwQaaOeODn3OykpNcAhC+kqD7+AhqjoI1f8ZrBqX4kQsf95zrb++R9N9zAn2fFUuCkkqJNJrjFEHjgvfc/ZCo6ZVO1bEyMS7acp4Okm/2WztQnxBoU/3GHmnT2JL/x37sx05Hq622GMU2fPBG8aYbfN0D/dW2IxhrqyL6F/zZmXsSl7FkW1ZGJgpWwa281ElPUDv6SHZ212TG6ljSkiDVkbSQSQJeEhV9mTg4l2TIGG+gt+gIV18GUCoDpHCCOxL+HJV8UhLBDUIDsbFxCUwncR6FrtnhpOpwXOcckgOarUoIEoOE0nYIp/QcB5eYBDzOLfiZSHHstqsEJ8lFIJQI+MpRwBB8BDmBFJ9ewgocIOCUpPAlB17xqV/x5GPkEyzxFcxKKgI2v7TVo08SlqSiX3x78otAv0wa58oMP/w9R6YCfj/4xGf6+xq0khdKXvgJkAKlgOlcP/DDv1l9bZDPs5N/fXAdgaM29EMypG9JRd9KWPhLjH2U0aohnp3jpd2jtqsj+GtD8kXOtUV24ymhtKrTlxIBfeI39Yan8zmRMQ7G1ooZ8JEMSyCu9UEb+mb1pZ8zqdTGbKu+TFw1sRCGY+g8JZRYSjKcUod0BFEgh6K0Mjjh18HY2HgMcpLp1FHoHqflWNkwx0NstJmd2aSk0F8lFsw5JUf1LPvl4BKJwCdocHJl6rRvbjbqnLMLUNrkKwUrPlAwFSDw8X7G+x375ma6ZOvlLrnIJ3H1/OwzFJAkK6sdWy8CNH5kdV/QxLPtLzLzT/foZya/+AuIkqhkYubtAwcy04WZvn72gptee0aCm/4eTbinLv21WvOeSxt0QOdkpgPjkg7oES/8IXnTBb7dA9dtM9IL0ify0oU+SLbawr8JMaIXR9BmMuM/+9Q9K5z01Qt1/TOegrykwq603fPp2jm++CP8lDuaGJCbrZiESDIg3uJn5UM/bE4S0Q/90b/eCxaLZzuO+CcLmngtiYVzUFBOMp2UYemAznBGHZRwMtzZkVX4jY1XxQwmnK9j5yuUs1mJREDlfGxWcGSvHNBsUkKRHGyFmdW7z87xlAwEPO8/JBROztnZtEAtAPZyXbDVjnb5AD/BR6DiB4KNANRWlaTS12iSg8kZGayeyMGfyA4CQX2HAgI58LW6EHx67yPR8Fl9FNgEOH1XRj7POhZE8dUGSBCCmADZxwn40aVARmf1VUDGyzMlFlTgmuPiWjmdzq+cBGMye18gGAr6tiONi9gi1pDTs+lhDf6zTaBvMkuwZvwSo6Ru8itpW63oQ2MdJu/4zhgWf20pn33RB6tP7eFj/CQviV1bbEISSk+AH16zHVCnFbIxdSS/8WMb7E0fbEOymxKLeGzMmxzpS/2YlK7qz8RVEwvFMiTOwbhztBQB7hkYHWO0OqLjOgMJPmlj4zGYNsQeESjPQSNocsQ22apkIDgiTsgBUddsWSBj/4J9L02tAvoKRyDnxAKUH1AKtAJgWw/g+RmgBBQz0AIQfq0sBBHyCf54Chz4l5Sm3+mXAITwFIwFIO9ozPrNmpXxWTKZ2QrU/JM/xw+RLd5k0F9k+0ggJqfAX1KhO7Pkto+0Qb+NQYj/LCd7gRh/Kwky062j4ExG/G1HSobklgi0DY0rvsle+Rx7fTFGJgD6QMd0rz65yd8EgvyeLdjThXqTn/PKC9S10apLO2zDNeBvLHuf0urBs5MvnvXDtTFNR7bT6AdvfOmPjuhFYtEGmzOZZ7NsSDLTnr6Jz0d9qT8IOoarr1g4SasTCqVMy0udRgTt/mpkKazrjY2HIAdA0yFmWY7D8dgo50Su2Z/EwrE5nRkex2wrh12rB+yXzTcLt1IRNPzPDL+c9mt4Do4fHpKKX4BLSgWoaMpHJu8OrAJaVUgCAhG5ySLYCURmm4KFcs95vmSgTwK/xIEfXxQw21rrE10JQGC2+jGrlTjzX/zwylfJiC9+eEkiVj8FfbwFdjPv3hVIVrZj6IGu8JIE1esaaVMCAO1qp+0pesVf8BSgBUfBkk4dtSfJz6RinBzJPfkq61hfJFs6kby14b7xJztdC7540yWZHAV0bUxe2Ya+1C9Q33gaR7bhT7Zox32y+wsBXtg7pyc8tYfIXxv40pn+KDO+ViZ4GQP2IjEqF2PZGvklX/pJz3i436qcPrVlfPXB2GvPtfZvw1UTCwEIzWAI3HKRkAZARwmaIaWs7k8j1nHHuzq0sTGRzUy7YZeTVihjdwjYHgcz+TH7NZNzlGiUcXr32TDnRngIKhKLICu4cnSTKc8J/maiZoyCNv8g45Sp6wIFPhKJYOpcYNKuGbSA3UqlFRO5IZ4RuQRigdOWS1tf5MOTLG2/4Nd2Wj46Kf4lPnKSr+0+iYYcghkZe5nebHjqbNLaDhITJK1WEdpodi/Ik7ekpT16ph/8VsQTyN940/VM3vRjzIxxKxW6kRQLvBMrX1RZcohv9KQfkoptPAndmNKVScLaj8ZSrNSm6+SGxsC4WiHja0tNYiE/PZOf/k1ojEFJFw/P4ylGs53s2nPxh9mXxqnyiaskFkLUaY0nLEFTkIQyE0dljJ5xl/2V4eG5VfiNjfuA3UQhG53IWXKYyDUHFAhtFbDlJkNNmtzL2QWOgrdAiMxo2bJnOXcz6rZSIAeHZHXdDF3A9q7CUZk2JSirivbLBVgBj1wFIIi3vpCvVYrgaTUlSNtK8iyekoDAVtLzHF4lAvIlq37xVTLNoCZQqlfiI6NkKqDRX31cEd+OQP75TsUqwopFMqNDL+mtVAT+GYzJBtpCZI/qA97qiUeCsGDsgwMBX5KhRzzp2Xs0K1Y6Sb90oj90PvXj6H6kTDv0pB/p3jsobWrfStF7IbqSvEro5ETayfaSP9npwkRGMvQDSLytVID8eHrvZAKCNz6eZavpSZl+odv64l59QiuutmIxWEjjOZ/EQnBCppAM3jGHNGuQWJwrV78Obmy8KjL+1QlyVsjG2Gvn2Zwju2W/gjl7zm7VV96kSbkgK6kI3gKTxMLx1RH4vVgXPARwiYofsP38AZJTmWDX+wqJRbDgGwK07Qy88JSorC7IWIDI+ePrmixmzAJQHwCYoeMpkUgCrVYEbXx6dgYbwNdzrVYETIkF6T+/l0zIZxZupizo9+wcA3Be+bwWE1ph4S25WGG5L2j6os5/wZQMBWftAr3Wd3LrQzqJN33g32xfwrKCkBwlAatTfRCYJbC2wOLlnE0geo+/9ugrnWmPbQj+EonkSPfGQN/wsVoxnnRlOwo/SB94F9TjyUbIz06agOCrD/iyB6sUH4hILM7xBvKItXQAk78+NM6O3as/UXUmrpZYdFiDhKBwneNYlDcFN7AMU8coCJQf0cbGQ3HOlthptopWh5nHHEt9jozYr/ImTOy4mbtkIIBILngUtNd3DHgU/AB/17UjMUkm7ZW3WjFzNouWXNrasCLKt2Y/IteCCflsq0lWgrWgKskJOmS0yrDXTj7PwOQHZNRfzxbQBHx8JRl+L1AKyHiStxfpnhX0kX5CfF1HJVb9JqtZfl+Y0QE5kzmdWnUVkNMjkH0GRuViT+PV9pd22saTBCXstpD0gY7B82TGT3szrkH6VuZIFjzpWx/oSptWYnSNt7a0o1+SY/zSx+SHaoudsLPGgN0ZA7qWePuYIR0pr+/I83SNJ6Q3BNrR7lHbR7haYtEwISicgTFQR8rXqUhnzHZ0kqCMxWBStAFUB3R0dnZ2Onj+LtrYOLKJaUuVT+dxn/0JpGZ4AoSA51xwrI6gLegJHoJUfz+MHVsF+JPqAocAy9b5gzb4ygx4eOLF6QUMPPAUhPiRWbNgJ7FIKvwLn3zE83OyVvDDn7+Z7QtuAqhnrEyaldsqIa/n61tyoeA5fttLbn/U0McJ+s9/9dfLZ38BwOqH3IAnuTyLaqOgBemdDBK0v2vlBbftHUETL7w/+clPnnRglTKTYOOX3OB86oEMJUW6+Jmf+ZkTOad7EwErlGb5xgwvMpHb86s+Ivcc3a8v+qktKwmrFeNpLMiuH/oj8It7niFnsrqOD3RenyQGY9mfaiEjvsbA9p1VUEnRs+RnW5IPoofGYR0b/fDMlEO/Zj9XXC2xJMhMLhxJxxwZrjoGkIOiEgyhp6PVEZgDubHxKsgpogl2NW3r6H6ONINGpCxbFrTNHBGnhQI3Rzdj5AP8gp0XUKetCwyetbUkYAiuArY6npdMrAbMRm1r8KeeD/gE8vKvPiRwtCWjHD+BHz8Jq1UFxCOd1Vfy4dfKjIxklXD5OH6CJCKr1RCkt/jBPNaHmaBtFXnfQZ/0K4EIkmbhkqDZvVUKPeId1Ub8V4g1dCBpSya22CQt5XRK9r6ysxrULvkLtqsdQPdRZfiRm86tUNrGU4ddaEdCd7SVWT+yiQjwR6BfeNA5fn3YYUxMztmbhGgsjKuy4m72aqJCtrbD6kt9q3+eaWxC/YN5DldJLBqPCENROmTwGa2ja8LoEAdiRGY+BrrsWYeisHZiY+O+mHZ0m23dZmPZMyoICB6tLgQnAYSzSx5mviUCDs7+56SpwJEsnNkMVKAW8AQMM11lVgK2SwoWbVfFL+R3jvHDw0xZYCMnuQWy3qm0/UIGz+LpmH468k1JpXcFiO8qJ49gZhVBzl7Uk0HgcsQHb+WovpPHEQl2+u3Fts9wbU/RL/6CPf4Cfltf+Hkef0ExXvGGed9RH9rC815F4C/YWw1arRgzMcvEGJ94xytyDc7xqK9AbmNJ71ax+iXu4Ss5SiqSgL6UvJpg1wcEeM+grw/44e0oqXiOfdj6Kimy1Wlz6uBFDsnFsTbDPF9xV72rrVigAdUZBsQAdFLmNFAEYvCMiJFKLo4GooFJ6HhtbDwWbGkluM2RgrqCLftl0645KJvl1K0wzILNJAVCTo4EbjPhdctmtl9Q4ez4CEQCN16esb0h6AkYzq0OyFECiJejMuBL5COTbRhB2mROHyQ8L9YFawmwCZ8gdJRYpnzt6ZMPf/z0UbAU+AVlvu65gq2gCCWW2gC8QR2Jipy2vqxW6MJ9MgrE+M/ESjfuF3SPxlKZ++Qv7kgm5LcyMqHFSx8kW3px3pZl45Oc87r2KtNfpC0xDX8rIhMFyYy85NcGMg76Qic9R9b4gnNlEX2yi949WTlKNOSVqPQBX2Mwx5F8PS+heIY+tDvbO0I8Jo7KrppYgoYpUmIxG5CpzYyU6aBO6Rw6ypwbG5fGkTMEtncf+2O77FWQtjrh4Mi5ICXQSiiCtmMzR3Zf+9opUDniJ1gIeHiZiUpYIJEIGG0vza+G4odH/LQjWEgCbcMIQORTxwwZLwGo1QWZIZ+dcoI+SyKSimBvpi+gKbf6sfKRWKxaJAGJD8ihjnbjPfmDe20nSoK9oyK32ICXfpuJ06lY0pYiPukyWZUhZbXtqA2Jqy08R2MoJtliS8fGrKCM5zn5a29CPXHNZFkbBX8TD/eMnXYkSG2Jifoyk2z9QbWdHHi3BYZvHwHgUR/m5IOs8V0TimvjE39Id0c4Vz5x9cSScsBsgAKRATOQLdEoFDWTQWXZFLux8VAcOf+Rg6hX3XkeXHNEicNMVKAwaxcAf/qnf/r0+wFBy+xTgO3vh/XidAIvdo2cc+62l2xZmamb4Zpomd16iYyfQLQGDH2JH/mSW/AQOPFDghx+ApuEkmySDL9smxrIg1fygWv9s+0ioEksZCaLYO+TX0ENf2V8Pl+eqL/NzIPgqP/6LanSLV3Tp9VDqz/9Fz9KKuBIH8US59qRSJqsKnMt0NOvNlpBGC8v0CWuuXrTZ88XfPF2D82+qeu61awEqR/amWNpJact+peAJXQ8yC/+0VkJXtuSAB2QG1+gJ8mX/MbVxEFSkdh9VtwKyBgoJ6s+6oOJgTEzjuRJX3Cp5PJaEwtl6SyjK7lQYh1DFFuioQiYnd3YeFVkO/exodvqKmOLnJFztj/vKxyJxVaHmTznFzwEbdtWAnfbHCvwEzwkgF5WC9heWEtagi5/EYB6wSsQCRiTXz7i6BnBSGAr8Qmkgo+AwPfIZJVCzpJAAYj/4RXhKSAJbAKSRGWGLLnQg2esVsyQyVnQL5hFfFr7yYicowJoKzXJxUqNrr34x1vCIncrFXKuAW621z3tpONm+cZKO/qDT9tfyAcREqy+TxkBz/pSjKqd6pNZIhD4jWO6pz+6F/wR/UvodI+H5/ErBqb7VVd4GwN2IrGwG89Jhk0WjEHjyU7wUwefVsVWaWTSD7HZmJHFeWN1G267/1oSCwICSyaUu26JgeMcMOh5Co3PxsarYDrAfW1odZrssMAhoApQHNsLZrNGjsqRC1LNfOfMerYfT0GvlYqA5z0IvtoSSK0E8JNUBHBtxCuZmk2Do6QioQg+ZspWKuqYyUp2grQAeluQhsr02QwXH3x7USwQ4Yn0lU/Hj2xkIR9/pgNHZfrsftdtG9GBvgvEnpNEySupOgqYJqMQf+Qc8Jv9UO6a/PGnE3o2fuSUXEvaVoYSGT5kJAOISeqigi7eyeCorqBd8tUOu5hbj/rALui/BKwtiN967n7jQ08mNFaKJjQSvHtsDk+2ImGZyCj3LJoxVTJhv5KLc3wlUrZFJjG6Z91D53Du3lUTy1QOAUosZkitWjKSaSArTcPZ2HhVZEePBTsUPEosHJxjCx6CrfsCodm1RCCIsPMSwQoyCfbN1PFqFmq2y1/wsG1ihtv2BoeffpFcXTsXRPHBTzB1LbALPmQTfCQCQVQQWUHeAgueApoAKaEggdN2jMSEJ9kEJkllJlGyILwqJ+dMLHSAVytAehCc1cdX/wV+qyFtKK/f9RklN4J5b66GJBXtaFNAlVB8AaYfvWfyjHHGg4wzsbgOUwb9xHOOpaTehxK28OjeWDqnO32BKfMk5dpG9EQvbEM/8DcmxtB4shU6MmGQ8EuAMGWWTMhp8qGP7JNdsQfPOlc2n1kx9TzPw1UTSw0inWR0EguForYHdNQy1RLP0XWzhWkwGxvXREEomwuuc3TOzRnbVjFrt/3Fdtk0BxeoJBfXJk7z+cm7pCJY9M5CwMOT7XN0s1vBqC0rAYovxFO9+DryG7IJOLZhCtKChKAs8Aig/f4lfqt8+a1rPAUhCcpM2faawCTI4oOfGbMAx8+DZ5MPrwJkfAtcdFcw1v9WK+QTLNtS1Jb44bn4rnJPKKPjVkPzyyzy67sVSivCVpf65VlEVu0pS36Y7dZ2gb926MpY4mG1IqFoR1IxFgV/SBfJrH+hMmPATsjvKBEbG7qnH+OgP3Skb3hqGwW86AMv9uvauFmpWB1nZ00CYD6/YuUfrppYQOcIycF0gNAcztG1waF8WdiAOHJUzkG5hPZ8BrmxcUmsNpWjcLhJ7JQ9cnCJpYkPuzTrNbP2RxCR5KIMTJKOJkqOHNz2kmDqs1q/13DtWbN0L+vNpPFWViAT5CBZwAwTBGkBR/Dx3ocvmdA16+8dBX7NlsmWfMBnC3TKJD9yzaAseAlkAppAyZ/JVV+TNX1G6gh6ZHJUTyKxrfOLv/iLp2CsrC0w/XfEvy22xke92Y4jeWcZWcQXSYs+bFvazhPofeYrafVeiD48C87JR6/aTCd4ru26j7RdX/wVAqs6Mhs/CYX+6UpCqR+IDXVtTNkFuWvXuVUP3fzsz/7s6a8Q4E02toavCYikIs6SI7nwbizBudhqPJF+NjmYE6JWLPjchnP3r55YNExAHWjFYguMoTh3X+bkDJIKci6jMlID6Pky+8bGQyEQrFAWTUyHcY8dcvqI83K+tr44dkFQ0GLv1S0IxcezbaVZBdjWEDRcCwZmjb7+wlMi4C8FPTxmsIifdviMlYogim8rFfKYlZPNTFlSKRF5Pr6g3/Wd/+EhiOFJRokKz2b6gqZAxLeVkyXCM/+Pp3Pyu5YEydv2lBWbAEq+Gey0hX/PrVAWTX0I0OSXuG0L0okkQ67GTBuSSvKDo3GYSQXSVfrSnnvO57uVJshksArSlnboir2k+1VPCGY7+JLZCsUK1Ps3vD1jpWLC0DiwE/J6Dqbc2SEZjSGeJgh0LdmREQ+2omz2+xyS9wi3P/kI6LiOzAEouVip2AabW2EMSoctszmYa4YnW6+K39i4L9gOCvP8LrA39dlxwYo9Ogd2zCElAasL521/edZzgiEbLyjiYSIlAJn9ez8j6LF3z0kkAl5/20kZ38n+I2XxbEbbF2WCD18inwAtcEhWgpzJ3BrY4lUgIXc8BeU+lxXQlOujWb5ZuEBZ/zyP0ld+6x40Fu4JmAJ9f4VX4tIe2QRM8uq/QKcfK4/41q5rcIx/L+v7rJjexR8BVJIV7PGn456dPNNHMjf+td99ZWKWBGk1pB338NYG/Rew9Q9/PDwn+Vl1uvaMgE6f+IuLxhHfPhDRJ3XoiJ1YdUm88U6mjuTWRmMpgUtS+DaWVj10YtLRhyarXs/B/Wji/2v9CqCoCDRMIZaXlMDAUUs3SUQ2NUA6bfZlydZAbmy8LqyOwv7YKFsUXJxzOjNEgUNisVrh7GybY/ZcwQKBIMK+OXcv153jm5ObhSLByHNkwWvKhS/ndy1w4FngwNNsVMDBT8Ijm12C+YWaftSXAol29JPvzaAm+PNP8pBLYrGaMDlMjvhA8k45JRz9JK/gK7HaAuzLKffEBEFOYknmVhOeRzB5O07QsfhhW4pO8Jd09Yvskgr519UgnvhFrpG+JHvxqDaVWX1KYHRvYiwh1A86cjS2Bf6pi7ZV40m/5HGtD5I5O+mHop7JTmzjldzF0SlzcuPPFsTVJh34SFDue5Z8bKWX9ukUj4fiKomFwJMyBsJS2ly12G9UNpOL7GqwyuY9j9fGxjWQbeWUnUNBIFKXAwp6ZqOcW7AqSOXUqCDF9vFh4wWLOcPlD5KUbY2CkeDkuSmb8/wBXHtechKoBQ1B2nP4kasXsnzNxG4mK3BeX/lhs32y4WkLRoB2Tx8FfP0WmPtcNh4FN6gMaauExb/JKNBJWoKycvLF20pL0Ot9BOh3yRA/7da2a+XaaJuRTuhDP5ThJSCb6WsD/5m08Jk8UVjbRjOB0ZPEYouJDshvHCUwfTKWyj0X8GRP8Zzti33zN0j6oi361wd20tdlbKcxncCXvbWVJjlZvcXLM2KwlQq+6br+Q3pYed+Fq61YgLIor0FxTehWLYxd9tWpBthgyfg58Xx2Y+OSYFNRmA4F7s2gwibZqUDBdtmwcwFW4Aiedz0DrWclATNoL+oFVAEEHy9g/epbIsAzmSQqScxRu2ThI8nj3Gzcy2J8BRH+JZnYJsHPOwRleJIFHwGk2Wn9I5/ALOgIZhKK9yoCp3sCpGDZTN/zZsqOBTZtxFs7rj2brBKWwEZWL7mdK6cDAV+wFJTpoJiQLh3xER+a5SPya0O52bmAXNLSD8+R3QTA6tJqUDBWHm/6BbxQvKtDjmRx1L4VnYRiO89fXKAvCVKgtpVpRaEvdNWWZroGbeqjsYm3NvVD4rWa0wcTEc/og3+74N8Q9CNIz5Ifkhkloxf0dEBGH0fghzc52K326yPCCyXPQ3HVxAKzs4iwKdTgMiCKb+aTcev4+vzGxkMwHeTIWVbbUieCgkEBkp2aGLXibhsCn4JSzxYIzdIFaEmglYpyPMxqJQGBVSDiC57DR5DGG7/4k6PVvSAh+Jst95WP1Y4ZrRXL0WwZL9d4I+WCu1k9nt7/WFGZ7bvWX7N7SUWism2i38o9r80pH97K3I+3VZCkKki2CpIA9JMObNfpvzZ6H4FHSJ/4NRbaQuKFgN4qiz6a5Us0Aj19SCj9HsiYTX2QFZRFwf3qOGqvbSp6b5tKGb4Sr7asLOhtbj/G23kJ2FE/2iJsq7QtPPrDh+wSo6Ri4iB+HsmNl2fI07u8OUlgO+qV/EN9rJ/RQ3C1xJKQq2CuKVKmlVwYKKJ4naUQA+e8jh3x2di4D+6yG3bWsfMjuCegITyzX5SDFuji45wTc2YzaLNGKxXbNIKvGadg4f2MwGqSJQjxj2wf4TMnXGQQRAUKM1BJQBDxLD7+Ta/ZOX4CHX7Th+KrrHJJTmIS0PDDWxv61uqnrRdBDt+JZET1H29QJrEKxAI+XdjiAfKSVSCWYCUtAXPOxCGZp9zaoZOSLNnnX0PWJ5NWvPusWNISb9agmswda8s1cg50T9eSomRSAiMH3pLW3MrLPvQlHrMNMtBdX3/1rkYyYDfuSYz1If3McVUHBfouydIz+fDSLnnIoo5krD/pc+rDefJCMt8XryWxTAFBuURCOQY5RalngFCowyuPjY1XxX1taK3HqXJe5L5gIfg55uDq5YCOJkkFPC9NbVcJelYGVhHN0tsyaYK1+o02+YQZrWApCAlsAlBbatoT2JrVmvk367+P/wgygo+AJvALStqxmjDbx9ORnMqaCIIjGUu8zit3Te4+LsC/mbMgR96SlgRWMMY/HdQOuNYfwJuMkhZ94C15t3ozNuSlY4R/sguu8cE/WvWkrHHXHv23opBY6F5CEL+Mp+QlsZg0iGszqcS7/sSTfuqDRGWlgreESReSFRtpslDSTf7kA7zxw4u+yWdVKxnqd0m7ep7DK35TziMk+124SmJJuFVIQiFlrVp0lLJyApmUE1F4iMcRzzDLamdjA45s5jYbqfw2m+KER46oDmdlxwKDWbpALaG05w8Cnm0lM1FJwDsG9j95Ivz4QttJAoQVj+DsHUVfa/EhW1/N/m2B8a9kix/MvsQf32QVoF0LivgIylZVtnb6JJWcBbT4oa4dk9t2lESFt/4Ler2L8G5J0KQDn0MXjNNDwLM+IPwFxrbu6MN2j6CMv/sSLb6SVrI3gT0XmOO/9sV4ao9ebE9Z1Ukukop7Egm9S74SQe9V1qQSJk/bX2TWBzqSGCUDMZJOjCve+mDyQW5yIeg8feMnqZCRbuhf+56VWOfWHPmcr6taOJIbavc2XCWxrCBIg5RQBGZAZigyPQPWaR2l8HVLDNaOh1lWG7OtFbfd23ieYCPROZy7p5ztFYzYjpmroIDYKqfOrpxLAhKAl7r+V7vEInCz7fbgzW4FDpMqvsC5tVE7kJ064ikw/9zP/dzNL/zCL5z29gUgScWLf6sKs2W8oP7MfpOtIAquBXmy4i1RCUb8UpKSVAqWzZbx4pt0gNfkD527L8jhZ2Xl5bGAR18z6JNZYiW3Z9NjfYeutaft3qmQ2Urwp37qp066NvOXnCRtf8KfTvCm2+ScFO/ZD9f0YqyUO+9LM8FfO/2yHl/j6GW9tpxLYPWlNqBrlN6trKxO+gCA/iVhdegeX3pqJSdZlRTwQE1I2KJEhx/58CK3/ktOEoq+OUqE4i6+MwGG5Jw00XigI1w1sczGVyEogkJ0mmH1kjEFmRkgsz6GCD2/8jsqn3QOt93beFlYHSfkVBxPEGlmN7em2KcgpJ5AJAH0vkJC4eBmpOq0smhbSRDEz7OOnSP22SSLHwikZrMCtNWK7ST1BP22qgQKz81JWbzjSUZ8yW42KznZMmnbxLO2jQQ2AVoiJHcBqOfVc56ekl8beFtNSKbNxOlDP8yc+Tw9kJ3McyYO6xGSnT7wlqToQdISmLWFT1uM/SUEgRQ8O+UN+M52wLU+IgmgrTyrIm06138J0laelVcfNpgo4K+tlW860oeSrjElv9WWa/fExT7o6LNuum910VhKLI7pJH0jMmuLjPTtWf3BS7yVBCUYCWvyvASullgImJAZnWPkWkcZAqO1WtFB92RZCqYkzmMWwlkNJMUYMArNULQzB7G2J01MOTZeBlZbOBr/ed19dsrp2KrZuuDabDT7Q8Dx2SeHNpMWMCQUtus5QUcw5eTtweM7bTcow0vyklD4Ap62qcxoBRJ+YzaLX/4zA8/swyS88eVXkonALPALdHgIOnhKfM2U8WxWOwkcS7z4F+QkEsESSWD6G28k4PF/evXspNkW4Ouc7JIWvfY5rj7oj+0ngdjWWjppzOil54shMPVee6j2tEX/VgH9DkTfyN12ppWd4N/K03P4aqM45Vp5OmpFm5044ktOfAV9SZeOTLjjm1wd8ZX4rFRs0UkodKMdY8dGpp0h42lVRWYJrPHFi27I/CrwHJp4rYklZXStMzrFAHTeuXvtyVKUBENpyhjsTCjR7NTawY2N22xi2uYRlAtyHHtNLPiyx4gtmpGzWYG6YK2+RCJY2PoROATB7H3aMXKOXysKk6v2zAVRK3lyCDxmtYKo6/wrmSeUR4KHyZsEKBBJLAKn9gScgtpMfulw8pk6q4zseFv54F3QVK7fEqtkaEUk6OFN1pXwnvwBDzEAf/GhL+IEZP2nBys3yUUCUwbaEGuSb45XcK8j0l8T2VZ0+mC1IrHTn0mCfkgqjnP7a47hbGe2IRkYVzqie0lGPYFesrL6tE2anST/Og5k7MW/RN57H8/RscTkebzJDVYs2tGHVqJ0ncyOtfNQXCWxECrlAgUQ3DE4Z0A6JdMz4JZ7nFNS4UyOlM6ZGBWek2orReA7y1ZyP9p4OTD2K6YtnLMJZZxacBI42Ktz4ISclV2aMbNbTs25BVQBQ7slFe9VJBYBw4x3Brtpo/jiiZ8tNUFUYBNE297AU/Cx3SMJ4FUf+dBRXwDv3k+0ChIwBU/PCc7kxLPZ7Bp08C74z3bck5zoQALEmw4EUL5NXkG/9yomlHgE5/FceWu7RBt/cguo2qVTvL2TwF9AJaPAixf9OKbfdA7aiab+JTCya2smAPFKG9rTJ7oSv2DqKZrtgPviGZ3jqQ/syMqEXuKb/tkd2SF+EZ2QsaRiTNmNxCpBpQdjThf0QH6rGTZkDEos9V0bj8VVEgvMzs+BC851RqcotO0wBmhQKVtSoSiDaeZXYll5wbzG9646Gy8H0xZXHNkJrPU5JwdHBSzJhMO2qrDl0/ZMX1aZpfdi1xaN/X9BiI1G+JGBbQswgoWgxu5NriQpJMAJDAIGXhIAfm0pJRteZJ8BFPEfflRAw1MwEoj4oWAkYBaYBSCrNDwBP4QXuckyZSe3hOWdkpfHZLflY/ZspSJgktkM3zYMv4+352f/yVpbyubWke0oR7ono6+l/HZHksW3WT4ZgXxT18k8qXuAr7boqN8eWYWSxSzf+xT/V56eXNMdHunZOV54xtsR9KkJg3EwUVDXykcfSozGwpiaxCQ73vSC6IQNshN6lvjwoyd9l6CQeKo/2tE2nhKW8W2bM6yyPgZXSywrEpZyMnad4AyMQ1IpuahreWdwUVthlAkpICXEu/Puz3ugzY2XhTnmzu9jA+rMgAzsSSDN0dkihxVIBR2JRDD1ZY9z2zOCspmnv3wsGAmoZtacObuMb0FNsMCX/ZtYWaUIotoQkAQEwUcQxa9Zp4AxkwD5BZKO+PIhEzYBk4yCkQDnWQHZqoq8kpXgjJ/+4klevBCQu3K6IJvgJfkJ/F5w6wPflgglFLznuwNBD5/0jchZ4Ez+EqKVm2SIv36UVOiWjgVnumiMyOcYKqu8+NBYkKMERjfeqRhPKyNjYruL3rVlC9JWk+QI5Jz2gqc2ar9+0ImxJD/dS6L4+j8+P/zDP3zqy/y9zQTe9OIZ+jZxMaFhI8bUtWfo1nhKHKBNY0MmSUV77pGd7U2Z089jcbXEMhU7By4DymjcowxGIrFQihmdewaZMyAD65mUAPGdqF3Hed9zs/3JZ+P5Y7WHc5g2EkHPxkc9din4C3S//Mu/fJrZuub87FggRYKfGSj7FkxNpjj0tNMCkODTNongL2hIXpy97Q0BVPCXVPjNmgAgnuQUrAUiARNPJEgL1p61mhD4BX1tCGpkTD7HlWqHfsya9VsyMcO3CuK7ZCOnICwJtqefzDOA1Y6y2gD88TK5tHshcTnSMb32w0HtCJYFSvyaCCQr1E5wjcSWkpdEoh9Wn1YDdCcI60OfFGvLWNYHPDrHyziSPd6tGoynZNWKiz7o3ypFf+Y2qX54FmWHxsV1H0dItN7lSVTqkMsqmWzqkV1iMUb44s82G+PkS2eNLXoMrp5YppCE1/lJYEAogpI5i9kSxTIe2w2Uwrhc4wF3KaDyo7adRxvPH9NGztkLTLtA2Ur3OnZPAuDcEorViqDBidmyYGH2WbA2U+TYnHlNAtA5O+/9h1kz/n3xJEkJoniXAGzD8BWUT4Cja7Ka4QqaZsrNbgU5/oQvnhKLwGY2OwNmwEtZhL+ARDYzb7LaAkSSgD4KYm3b2ZahA0mFDuKfjpM36l6rFTNz8ju61m/BGG9tFJChsUov6eQI7qmvHXLTTZ8wO9ITWSVFOmq7zapz9iH5gV7wK2DTP7swprZLJRYJ0n3jKGFJjNqQwOjOc+4j4+QI2sDbJEFCse1I900+JA081RM36YqdmlyIr2RXxzjQjXbSF+jHbfq6L66SWFJy1OBFBiKDQuowZobHQDJu5W0NIOeeW9s4pwjl3auteT7LNp4nGv9pCxOrLRxRNgddc3QOK0AIQMgqw32TI+8TzG77+ok9F1DZbEfAj2x4CgaCBr5IsFNXsJCoBLderJcA8oPpC46uBSWzVnzwa7WiHfIIZhKLII3v3IIhV33HawZq/RTg2tqRsAQ5M2jJxsxZosK3dwaCGd54pUdHlLzxnpNKspOZfuncc/jTMaJjCbKAnD7xox/nUFv1qXLQllk//VixIKsVfcRbYiwBi0/44mXMHCHZlYlVjtpqtShp0ZHkK0GSl45MGOiHnfS+pmc7Rq6tlOlDksJPwjIhkewkDfJJZvQm4YiddKFcYnGUhJWF2YdL4CqJZUVCd1yhMxTKqCUWxHGUpUgG1SygZ6YS8E7xazvV65mVNp435jifG+/qTIJpu9lXkx2zQY6L2CaHtUIRfAQhQUMwnQ48ec+28BbczJCtUtqCsS0scOIniNrm4BeTJ0xeqLICDH4Cm+CpDF/Bcl1RzaSir46AlzaRc4GfT0ooAqVALMDhjR8dWEkIZG27QHwRHohu0zM90is94EdmyQpZGZGPPvAmv0BakMSj5DcTiqN7jV1tekY9oHvB2uyfjujedp229IWexCXj6Rn9wCO9uC6ZgDrKtaUvElYfdUiWxpCe9ENCdw3pBT+89RfhVfJrpeIdkHFVnw6MqSO59IXuJH76oCe2o02JUnv4uxd/0C56LK6eWHQyCg1GnQGGZxnYUs6sj5J0kqFREMVSfLzwgfi7p/5sK6gbabfzjZeDu8Y7m1gpsCv2JfgJPEgwEUQEZtsyXuw6SirK3CuYnXNYditRSVBm/95XCCB8okQlqTgXFMiB3+Q5Zc3+8W0Lxp6+YGNma6UjyEhWtmFapXi+Pq6+NPnrj+BoBeH9kncRVkP0YiWBrw8MbNnRAX/DLz1EymrHsaSSvJKV4Gk1KEiSHT/vbOhYrOhDiHRBZ0ib9SU4r+2gXclQktQuvYszgrQxtOrUF1tV4lM8PId/eomPo2sBW12TYnwlYP2QHOlbwjKe2qAzz+g/HvSEd0GfDbmmGzqxTUcvkqDxxc/Kk22oqy8SGHJuvLXXakU/6Cg5Zxv1Cz0Grz2xNBARuKeDjIRydL7ZgY5SXks6ylcGK49zBLMuzPONl4Mj25jITpr4NAmZKIh4no0K0maeEkAvqZvZsmvH+ETg+YJ0L2IFaPbuGYFAQsHbZEuwKyB4VuAqcE6efIS/CDy93MVfO/wLX4HSjJ+ftQKaQRO/tf+O8SYnvvgLxtrFq2TVzNisP3knQfrRrmDuhbQZeB9D+NM1khbZtav/ZKcPgZKO6aPAGGmvvhSkQV+q47y+SOTatT2lzJaU7ak5SRD86WnyAu3UJ+3GWzneEqRxMGGgf0kAT+NqDLQl7s0+JCfd4Nt7N3qw6pGg6Jys+NE3knS1a4WkPyYS9EpPxqOkoh9NJCZcr2UPxdUTC6R4oLSoTrjnWocpocTCkNxry6GvwyiUAsOllLHxvJEdrrQiB8tGV/KM4Ms5ObOZuUAhqArWgoV76uFRcvFscE/gK2iYXbZfLmkJGGa0BTY+UVKJT/KjrgVSPiLwCEBmtmbLrvmMJNhMueCPL+hTiYXcBTnwrHLBES88zZ4lGGV8Fd9m9/TSC27Pki256wO9pCd6EBAF4T6G6I8y2srDS0ygX/yd92UZwgc/fPHTZisk58pnn9Sx4tQXwZ/+559UsSryRyyNaUm9JAjpBZ8ScbzVEdCNZe9q8Pa8hOj3KsZVkuw9mXbrA1IGbKFVZzZCR2KhZ22jtZplM+pLkJIlfeo/2U12SmLGG38yk3X2qT48FldNLJQ+CRpglBEg1xRr+4sCGA5FKWe4nM/gUKhBo7B4Al4Qv3kPjso2XiZWG3FkPytNO53XlXFsDmsGnXO3WnGfjapboFBWm5xZELBV4cWumb+XsYKBuoKbWbMX3wKQmSZeyQqTn6MAxzdMxAQWs9u2TPiPgNKnrYKzZKUP5AMy4YFXcjuCvrSqkEzIi8gLrVb6SwD82PN4FbjIG+FbMFVHkC+xCJ5kpw9BWbtkLanQhxiBf/ycJ2+6IHP9UYdeEZicCtj6IvhLlGQwdpKufkgAbecJyHjoS/wgnQHe7pUMrDAkdysHZWRmK/gaAzprskD2mViU4Sv2SRT0YIVITtfasRXIRtgemem8ZGmbkgwgsajLhiTj+MMcc6A/97r/UFwtsRA0YQlJ4HNCV0+HddwsyizB8pPh6zwHpFBkn5ICGcfaxhH/jY1zyH4mjmyoMsGDjQpA7JOdmoVKBCZCApD7AoZAkU1qhx0jyKabMQuoEoy6klPBQlATMPCaUC+fwlsQ5RMCP57NbgUkicbz3ltKfoJz7yf0h9854gX44d85P5sBTnDDXztkI6eAaTtmflmGRwEeaife2nOtjhWLQMi3rVD0Rdv0LKEI9LYa8Rcg0y3gF6Vf99RJDsCvtvTFext9QVYE6klgxrIxFYvspJATPK8NvILn6pvVIt70I6mUsPAhv+RrfOmInSQzfvF0LPGZIEh8fleDlySr/+RjI1Y+9KOMbMZf+8YLH7Jra/Zj1UcJGNzr/mNwlcSSkhBkQBnCRHVAhzgkRcjmqKW6AWsv1H5lyWXuoU6lXEI5G88X0z7PYb3PptgxBxXw2acgMX97pY6jOjkyPhw3JxZIBDeJREIRMJwrF/DNZm0pSVoCI6yy8KX8SpsCkURlpmqmLFkJnAKNOmSUANpGalWFr/tr0Af38OV7/I2sVil480GzcPy8i5hBv1m4/tRvSObZhjra4Mvk1xaYZeMncPrzKW1L6QedeG6CrMoQ/urQv+DdGNA9veuLwG9F5GhFIRCTXTJpPEu8np3865MybdUvsUhSpB/beRKCVRh90JN+WGGQC/CKL9kK8I7koWOrFKs3/MgpNmYfVj70TlZ8TCCMP1vCR9IvqZSM60uovWS5FK62YjlCnVo70blBMpCMnsMis0IDzCCaLXEYsyUZXbkBnYMd8MuIO+9642XjNlvIRqNQABEoclrbG2yU8xbEkHozKNUWJxZ8BH9BjS0LBGxc4G9FIfgXpPGaSA48O2pjrir4h9mtICZQ2tIxs5UQ2/7ynP5N30lu5B7/so0mqJmBSyzkV08SJDPeva+hg5JUpK5+k6eJoLa1ib+EIgFqRx08yGwF5Lc7AmmzfHrCPzkdIT1PCrVFPwI9/fQSnL7UNY622CSztgg9F1ae4H46FNT7+kvCaqXCNqwu6MmR/gV4ciN9qT/xkrDpuO1GE2o6ohd8JFtklUhWfZMsJSIy0COexsN94+S8xKINBI0RKCvJPBZXTywpH+rU0SB1TcEGlUI4V0qhPPuhnNHMiaFTPmMxELdl3doP6/XGy8F9bGG102zKUX2OyMnZqeAv4JlhF1TViW/P48eGzcjZroDRbFkAEji9MBZEe6ciKcQvPs4LQhDftk4ESoHIeQG69yoCG5nJP5/3bJOz+GuLXwmYeEqEvaxXzifxFejI27Z1wd6R7IKZ8xKLtvJV1/jzY8lVQHSPPslqhSKxaMNkcwZkPGsr/TRm6WTGhPTTS3Dvnhy9szVJKPi3/SWhe7bn0URl7tMHHUkmdISvxE5eydEqxWShhEVuMq86UkZm9mDlgZfVD724Lx7SiaSCr2SOnz5ojy05SkIScCtqMZROtZNuyK692m/M3avPj8FVEguBJ4UGI6E7zro6yCEogkJKLhRL2ZIK4jwGkxLnTOgIs71o4+Vi2mSYNpGNrIEFcTzgjJyXY0sqglOrCwTzGfYpqQgSgkUvps00wWrC9oYgxObbRlsDJyS/a3zN+gUXvPgIEkgFMsESTyRoknvyigeqzH3P42mGz9esrJAkIBhJJrZh8Je85uoqXyZ/NBNL7fFdCcVMm8x0A/hZufUOQVvJjfDWTrzTR/f1o8SiHed0ry8SZJ9Ja9c9SbGVomCtL8nsPsJ3hbL0REdWQHg7V2YVRH7JYL4bgnRUYHfEz1havUkSeEmEM5HTCX4SoRjpGeOunv4YHzzUpzf9YQdsVBvgGTTb11+gu+zgVdAYhKuvWCZSJqpzaL0HDIcyOENf2xhgSqdABkL5rhkNI4AMLT74UxQDQOo9RHEbzwvTPqLpVNlQ9QqMbI3jqsfWJADJBXHSkgpk2wKDAGom2365yZGZKRsXnNm45CIISFLxqf0pS/bseUFFgvKiXrAUYAosVkCSVYFNW2QquPMnmLyV6aNJGxn7Qovsnm2LSsCUWAQufFtdwapP5wUw5/RIbgkWb204V6bvVlfNyvk9/vSB1wz0ZFaOpm5qE6lLTwKugK8f9GWngzy2puiG7iV0wd/EdrYXLwSNjX6IP3RudaEf9Oa+oK4fCG/JC182U4wCbaR//Dzf11+9K5Gg2Ad9O5pok71+oeIgfnQoSdoqm4kSTV3NPilzb96/L47qv7bEonEdY2DOdWgaSHDN6CnZQFCMLE1JFOQZMxtGgiiUIymnlNW5wT381ONUlH8tNFiXoo3rIj2ziQjYUI7ofoHcLFtQYqPsloOzU8fqznFzbvYqSP/SL/3SzU/91E+dvvARQKx4rCS8mBYwzEALasHz2lGGnLNnQURAMcHye4+f/MmfPPE187dy4C+f+tSnbj7+8Y+f2hBA9YfcEl2TLFC/oM9HzOwFNj9O9CNFP1bka3wRv0984hOnF/baEPTWlQodamcmMH2VINynQ8Gd3D/90z99+s2K1RD9Slz9WXoB33MBXzIjPEP6cVz1r6/01DY6ErDFEgld8nIsQeoLPUG8Iu1r1zkZbK21relHnXgrt5r4kR/5kdOfwse7LbBkjD9ecxzENTzoQ3LRniRi/EwQ6ESiFeO0TYfGyZizB/z1S1ITM0v8bEob2jbOtV9/0qXy7qt7XzrC1RJLA+E4MQVpwOBIQLMgzmYmgczCKMkzHECyAApt0Kayal/5rLOxEW6zh2kz7Cjbcs02m6VPm8ueHQVVSUggEwQECwFUObvm9GazApEZrSA6J16r/ygnD7D/GTAlLu8r+Ad+AibebVMVMPB3rG8FExDYW6l4ByFguhaU2oqx+nEU4JQJmJ5PT8l+JDf9CIhktm1khj9XbmRuhl8wBnq4L5JBWyVJqwlbj5Kj8TBuAr5VkaA9VxQBD7pJV6BPEoHJbFtV+oC3fpFXUMdTULdqkHgbVyAXfTa2yLixi9672ZFxn54lEzonI32TxUTFuxR1PWNyISl5xlgbG3K0ApMstZNuQmO0lq/XD8FVEguBU1zHu7B20oBSiGUdhRr4XkKVXAxSztHga4/jIgOonnt4NRvB/z4ybTxvZGsozDLEdtC8Zkcclm0KGOzMJGcGDMdmy7ZKBFPBSADyrMCGBAC2PQO0548o+aCEJagImAKLZwUTgcgKqKDG5sGz+UEJJuIvBX3BSsB0rg9WOwV9wW4GrJmoki2kL0f8BURB0yxbYrH9VUDG38pNsOfn5PYsH0f6H7+o9tyjb1Du3HhIAPpg61HwNxbutwvitzGSgO12/dGPxk89fUO1VbIS1FulzG1C40n3Jd/6gYfn8aYHOi0+OUreZMTLBESiFfP8nTKfKOPX9tecUNAjOTyjjAyem59M061+uYdC5+k0XV4KV1uxQIM0OwQ6EcF6v0FluAbGFyGMWyZuD9qzGVxwrk0Dhtx3ra5Bwc/R9drmxstD9ud4GwHnZJPsh02a4LBL5SUWQaJA6FyAEIQ4vuQi+LsnsBX8nQtqJkvTwdnnSvmT9mwnCUgSi6NgZdZvtSJoCnLJ5xntgnYQX9BeaHZPVsHKbFzi0l+zZTNnQdj2lISFB1nxiICM0D1HZXSBn5l5Kwi6IZcgKKF88pOfPMkuIJKvvqLJV5/iDe6lG2V4SmK2iHqPI/groyN6l1T0SUKTKOmqZ/GB+qVcmTGV0Oncig5ffZEsxSR96PNoEwY2UlLxPBn1xVhZ+SB6MeGw/SWZkxk8byvNtiAZ6RyMuzoSi74hY8a2tCNONlkh0xxnMtQ3dVeC6lTvobhaYkmw2wStMyuUUwajtmw16IzPLIAjKrOnyFANKocw4IyC0SE8DCRjQNrPSKKNjWxhBpF5HZyzK46aTSJJhp26z8ZKMoIYuxTQBFPbHeqZHAlsgsXRaqX2Q0GTbbPj+LJ7KxXBWYASePCz/YL4y+QLs2+Qf0gqZvd4ClL4CmD6a6bsXYpEOJMg6Gt+nXwIPAvq4GXLy6xcQBYMzbDpUtLCnz7a7mmLkZzJGpI/HwcyaL+kIBZI5JKXYK0/+kh27UgoxsDMXiA2jmShK3zjR/b4Sgb40r2VQis6ZWxAQrf9JUbRfSsV/Kb+6xMbwYteyClBuSYDXm0J0jkbkRDx8lyfaEswJhWeEw/pTZL0/KrHxj6dhbWMTTSmj8H/OWqvCbOTs1OzjDIohXIolRGYzVC2MhnarMoLRstqDsaoKZ/he5aCGASl95JM2druxsvDtLXbaCKbFITYmOBhVliCUZ+9cfy2qWyXCB4clsP3a2kz/2aVM/hDbbNVz7Fb9iuIsXOBje23t44HnshKpWDJT/AmM8KzZIJfwdLXWPgKlEiSwZOMJRUBU2AmJ3madQu68RT0ELn5ofJk9uHCT/zET5xm5mboZBE8f/RHf/T0Ypp/ewa0QW461gf6Vj903jEdIXIItAL1pz/96dOqgkx0rR9WAcZAgjdms01tadM5PuKGZyUlyRHfXtabMLhP1xKVlYqkZUeF7PSDBxkRnqg+0Qu78HGEjxgkdbKYFPjf91ZUxsAzxTR60EfyeN5qB5FRPSskkwt2Zqyyq1WG9LbiEgklXC2x1JE6taLyeU/H6lz3KNVAmJFRGMXJxsrN3jiXATJD4RAGlKLXRBLPjY2HIHvMhgqorgtOHF6QFpzbTjKrZIscXXA2OcqGrSgEfMAL5QNIG2yZXbNvwcyMX7Ji9+xfwBGUBWlJxQqDv5ApKqDAnH2TFV+JyipCAhCoPI8XWSUW8rb9BVPGlUBbJZW2o/qNh0QoQEpaEmGTRUExGdNzckegDX2I0lntCfxWXcbAbJ7urSBaJeqXpCLxpvt44aOd2sfTmJIZX/0wBvhKGmTGzxYY/nOikJzJF5ThKUlZydKJ1YfnjKPEgieZJ58SindS5JHoJDb39UXbVitWOK2Y6ke6dITKAh7JuN57KK6WWKZBHAlaB6I6NzsJnuccFE9hjIICOabnzAwZkeWurO+aw1A8o1LHADGic7JsvCw81AY8hwoOqJmpI6cvUNsqcVSH4wsaAluz2oI/Wxd8mnEXjBD7lTwEfAHI58Q+/TULby+eP+BZApDAkhGcZ/doBkv+IlDiJxEKcOrwLzNws+YCpqTiXohvcF0SA/rATwIke+8B+KLgZ5YvqQii9CEQposJZbXl6Jqe6BzpJ3IuAWuL3sUB5VYUEpj2tKUv2ppJxbN07Rx/bekLSFYSicmrVVBjKtHih7fEYnzbeiQnalzxbUwlg1Y+4pYxUI6Xd1iOJgd4kcOzdOk5MU2/EFsjsyRtvCRnybrYmByQPNEs019UWXp+LK6SWBKakAk6hT26DzpIybOzoA5HZCQciWFSoLKc2SAxYkfXjJgBACPK6GdbGy8H9x3vbG+tn80CZzezbzuCnTkXMNif4CMIsUcQKMxEBWnH6fjawa/EUgBCAopgiad9eFsmCG92L0Di19daJl4CEp541Ydkry1BqpUVXt59SDB48ik7A5KK5DJXE2TyPPAnlE7cr0ydEqKATB/OBUK86KEfbgrIygTI+h3P2qsMOS+xdMTXGLQFZiUgCNMF+XtR77ztvNrA3/NNEGqr/trWbLUiadGZ+4I4vUuOEkJfbcV3yqoNR+3QsUkw25BUjC+d08VcveEFZCqxeFaSk1jI5R4bIAudepYNmMj0fDagP2HK6P5qJ9FjcLUVy32FPKpTZ2eHKYrCzG7MzGR2SjRYlM14zbzM6jihGRJD4/hHTrbxctDYvyqOnhMsODS74tyc3SSGDQpoAqlApExdE6ASigmRpNLsH39BBzmfdslmJStBhC1bUdhOci5oCkb8QDCyYhHY+IcADdpG0+4hvnMWjqyA1OVffAsJ+nMLLFlBoJq7ACUVbdIJHeAvIDvHu9WVWb5ASn7vT/EvSSUnPgVjx/pSndotWJtMak+C5PdkE3CtJrTVC23l9QHwxFtZbTjHV3KUBPCUCPA19saU3iUW42oVZDzIg8eUFVxPfuITfq4lBnqWnPCi/+yj5/XflqhxMyGQjNoGoz/P0Ss++sgGPOs+OkK8Ydab5Y/B1RLLORx1lJFkKFBHkUEB9xgfxVFk+5oGgbI5nV81e0H48z//89+ahXGYtsXiBZdS4MbzwbS7aKKgwZYklmaQrVJMbMxqJZxWE+v/TGfn8Z7BjG0LegVrwUQAKUAjQcnsVbAXSPDu1938IB+KR/LWhiO+zcLJipyb8fcprm01s2Z8eo6sgqpj8prs1Wb+JABKfnTRr9ElWUnVL/b9ct9KSKC3vR1/0F4JRjv6ih/ZtK2u9vSVfgVz9+jfhBI596wk1p/bb6WCt7HDV5vJHaUzbRpbKwpbmt5rWXGBfhhPfCUDuyjkIh+iX+2jZHVfUhCLxCkfMhhL/aXrVlMlqHSy6kNfxTK89MN9toAH0md68XwyOEfn0P3b6jwErzWxJPy5TsxBhrWecstbWZ1hIoPBwFsKc/RWKRRrgPDpeJcMG88P2dOrYNoKdM2mOLUZo8Av4AikZuaChVmoYGK2bKYsATgXgDg9WfDJHkEAEkAclQlscwvGUVvusXdBRFDr8/veq8QTH6SsvrtHZisgcgrAjiZlgAdeEqCZL1lhlRWSN3KP/+FFVisgARR/vshnyWpLik7oQ3v0lD4ibeW3UB9qv36p08qL/iUwYyHYtvVI9453rRIL3hJOCYXerRKtQnv3hG+6x9d1X26F5EeeQeQkW+9/rK7YELnISDfO6fwoWeMpabEL+vSsVQmbMlbiYKvhVqw9H4/6LS7O8VzrXQpXTyw6sFLlK9ZOdpzPUbyZleRCqYzU0lSZeyncfdncwM+lIaWm2Ml343kjW7oPpk10nq1wTk4ukAr2gpDVRFsbbNDM0TaJVTX7LGgUhLNBMs0ADYJbL2kFN4HIhMlzbFpgtlLBXzvNcAtmzvEVnCIQUARNPNvaETDJYUtZoLTyIa92yOMeno6gbM6iA950IVlJKmb42tAP/TYbJ6+AbPur1RDZ4qWNOesH9/juDLb1VbCme0ml9xWeJb/gL1jTT+8rej5oD6UrfI0fPhJKK665RYhv751mIiDn5K9+RCZ6ZiP0Ql5jPD/ocDSO8ehIPrqYKzeTA5CY9bV+inXkoVfAY8pFFrzIc85Okv8SeG0rFh3p2PmETq0UegZRnBkQRVIoh6BgMzlJxD0zCfcYA8Nq0DyfQcVv4+Xh3LivdrciRzdjbLvETFRgc+S0Jjjs0XsE1At1AQjvbDAZ2CWbdo/DCxy2jsxqJQEByerFjNvM1LaJxGLLygTKc9pFZMM7vvVFGXklKAG/WXOrKz4k8AtSglzbRuSZQUhZwQrqA30InoJmP/bDn0xt2+EvcfFN+sAPxSvdFviAXvguGbUL7umL9qwmkGRAR5KQtuhdn/h/CR1qE+obKNN2PPVBYtEPOhJXjKmk7t2K1UFjmj7qS+d0oy9WGJITvVvFOdcvshlPOjExxgvSqSOZWqVI0sg5/sZeH/W3F/b6nz4dp2zxQ3NMp8zoUnhtieW+qINrRykCUQJDY/zNtDiDGYQBU8dRHUaFnCubUA8uqcyN54FpE52zF8GPUwqk7Xfb/hGwOTybNCM3oxWIBIz5hY5nOfZMLODcPTwlFYFSsrICwJ8MAnKBTTBxLZCQxYzW88nXOb6CW9t2+ApwtqtaXZERX0RuiUAwLxhPP1GGnMd7JlhBWTKkDzLgJVlZuQmggqkgnT5gBrYJZXxWXUfX2iN3H0oI1HSkf/QsUEtgkq6JpbK1H7XlumSmDxKTxCiZtAVG9+QlO53j2wcH+AA++EXpCKyqJFi8EL3rg7hFVjRXVZBM2Rjd6q9tReOn/9o2kaZbRM8z+YI69RXIWZ87D8le+bz3UFwtsRBudiLh186eQ3V6rmcpj0O1ajHQnIzxUboZgQGwlWBgyZBxIs+vSt/YCNPepn1kzzl9s0g2JrALxoKzFYWkwj6z//kcEnShcs8X/AUfwd9+PBv2PPsWMPtT9RIY2UpuAmOyFihRM2Z8BGBBX8KaKyBbO/01AEFOP4CvzG2ofK/gpQ9rIhSYBUHP4U0XXqD3S3c8k3P6n3P3yIRqt7aqS0cCtYTiF+t+Wa9tCUQ7fsVPT9qiIzyPUHugDxKIwO+vePicm57oVQLxXsifwNcXSdhz9GrMHBtLICO5C/J04YMCW2ASg2eMpZf/JgglKTpvG6vkaYyQ/kl2/mKBrTmrKvJLLBIekvy0zVaiI6iTzlf0XDZ7jsd9cdXEch/hbqt3pARlFGsAmyGW9Q0Mh2LsnJQhUlTPhXicU/LG80X2dpfdRUFdtoQ4PzsTVATBJjhmtFbQgofEwsamncUjKFeGD36CmYmRICSAuieYmZV6P9G2h0CEr/sIZlvaiKdA1LsPgV/QInMrFasJfPmQAI2H50si8awt90qG5JVQbK3hbaVCN1Ym5BXk8bajMGf5MHUC7mmPDztO3UjGfFmCbLtN8JcQPFdftEf3rRLjAc6R+vVJH8hsu5F+JHQrL3ozfra8jClqV4Tu6kc6QfhBiSG+ZJVg6I1seNGNxGs7KzknT/o1YZkTArK51j4+ZCOTc/ZQ+/VXe6jr2ljHFBwnXQJXSSz3FW7t0Prc0XVllGPwOUTJxcAbKLM02Z4xNqNwNGBT2RsvD9nQShPrNcy6bEgAEQQFUcHTjF+w4OgmPGagbFEdxF5X4twIP0FOQBIsBRD2K2EJ/MhKpeBf0BdkBJVmyJPYOz8QKAX+/hgjWfARhK1WyC0w4+seWTxbICoAKec/grzAK/BJWraNmpHzN7Pntr8E0d4x4V1/Q205Qvdme+mFTiQxAVZ/6EmyEmDpHWmLLvDxPMILlKWb7kuMAnefFEvq2jRJxc+49rWVfrWt3qpq8tKOvhg3q0566fcqbIVdzB+dsht68bw2ER6u6d1Kik4lJzK2vUguttAEhlzpNiTL1C2e6iHnoF76ga5n2UNxlcQyMYXU+amAiaPOVLejOg2iMk5lgGRuBsCwKDpj5FicwDMGN0VfQnEbbxeM+Rz3+9jAtFX12Y4AwJYc2V9B2tYGO5QM2KDAkyNHBbYCNuApWLNXq2wBU3BSJuALRnjb8rD9UeDEQxuCU4lFWUGDD1i5z621grGg1Lad4N8ePb7kWX3EOd8hk4AnqeAtafWyXuD3XJ9Dl2h794n3kT7zSTTL6bf2tGUFZ7WCnKcfetEf4yCh00P81sCKSgb4SyyCN/kRvTemkopxLTGWTBw71y+oPTLRsWRiu47eJQT16MJHF3RuIix54aG/7Ak5T079Nnb6azuMrNo1Xr0Ps+JRtup36ha5dk89lI0oR51fEldPLHW4Tp/DufuVd5zKMCPkxJKLxGLAGDalGgiOipxztJR8H9QOXp1HG28XjsZstTd1csaj+sqbqXN6zimQCUJm6AV+QYhdFsAKZohTV66tJkAFaQGTvQpQ+AgevawXRJV5HlbezidfAc57AzPe+Krn/Y/AbzuGzJNvOsnOJ+k/uVqpCMitHvDXJn0I8uSdW4IBf7zyqSPfQtoSaOmZ7+JvBaAvEph7EpY+oAJ120p44B1NXTm6T16JBD+BW588Tx9tPZZ0G894rAF66saqh5y9I1NHfPp/27u/HUtyot3DbO1bQgwDGkBwY/tyQAgOOECIvwfMwAyai9rz1Pf9msBkrlpVvbq7VpVfycpMpx0Oh8Nv2M5V3WQJKmwjINj9eKeuIEdPaAzs/gQWfsEG8tVr7PAd7pNfCu71MXQvv37ALDPr3wIfJLDU0ZkmytPBeV3LhbU8GAiDAgbJysJEsWoEv6bgkAbZJOCkyciwsDrhfCa/gXedAzEhv3fpequ08X5obBpbOPI374wxgpDW8RZUCgAICWEiDOSJfBwlWe0iHMhvtAsmdEm7iI28Vsw+zvqJK4Ljz4gIiazHJiFd6aUd77TFzwUVOwn/EgWZggodrXR9SHdMJcDYvUSQ0tQRsl332jGvBBT6+oAueNEB6dml+IguqCB69khWIIeeZEHtp3/tee/EwYpfX7788ssHspaP+P2LA/6KX5/YR33vIn0gL/vPMc9OyJsN5bEFm/fvitmtCFh9d5pQf/qHZ7Lo2nGdnYZ69HP85WrXwk7s4l1jqP7cAcnrl3auyvIz/aajsTOeyqsrhfroXWPpeY6j5+wRyivNd8/BBwksQLHSJbxPBzKW7SDn4tCCi8HzziQVWDqTbRI2ENWfkHcprXjs/cbLQ+O0jtccx5lM9L5/IA8rSORg1SwhUatHK1uTMln8rABTElCQUMSBmBEmMrLaNR/sghARIuHXZCMI8shVZsqvDTr2U1wy+T5dkaMg1V++d4yCzNI1uUeEA9qgd7sVsq2o6UBWZ/9W5EhQcJwBKt1LMIkMtGGOCtxs0Q8D9EWb3rG1dgTHdkWt3LUR0rv2shMZbML22hC8kDA70z27d6xZcCQvWdphb34hQNHXdxC7KjoL5PpkHAVb+gpSdnS4qv4G8mdQ6VjUwsOz8TNm9COHXuxbn7NnkK+N9J62COX3Dtbn98EHCyxwKyXDNEwOybAmCOdmfIPIMTigiWAC9HHRQHEkW+nVCdM15wF5OUH5UwfwTBanPRrkjU+LxnaObyTTeDVmTcZJJHyFzwgEJruETPicCW+l6zqJlJzqRz6OSRAaOYITYrOq9YsfgUDQggjOKheJJJcs+ua38lqVesfXyUTE/X8tyK9vHnYSfuZqtSsYIjgo4GWTbEH/+iGxAx2RMf2RqbLkIfkCVseB2SKdydaOe/K8n/LJ8p5cc9Uuxa7Iv6uFtPV1HlNN2zRu5DSuIF8iV0A3BgV0u0S21x5bOFqyKNUH7RQE2kmQA/Ulv8ApAqyfFfv5M93pQs/swkb4SP60M5nktyAhk48I3mxNvndOYzr2mzseMurriuwqneHo3WN1rsUHDSy3BCNKoOMM6yqP8Q2cVYYBNZEMBofKSU1ek4IjcbJkrVjbmW2Fta5nA3wmc+PTonEE41Rq3KBxRiIRifcRCFKSEDhiMLkLLFbMcyU6fUZgUZ/fISHn7o5oET+flDxbSSNkBMd/ERIfLgCsPoakStogu1Uzf7dzUdecsGrub1XIpK8+kqUvBZZpl5AN9FtAIVdwlUdfQdBOyNGRthAystR3dUvkRqgwbVRZ/SCbbfxSC1n7x2QRrWBoh8I22tQPfQB1yQBtSJB8/TMGZNM/Owns+mUc7bgEFX1A3vpGfjZOlrbIb+dDHjmOHNOVfdna4sDRVd+x1M3WQG7fb+QVqPAUOeyRT/TNh31nvxsv6SXhLgJLhst4OSPIMzAGk0NYyXA8DsLBrVA4aueeJgdnWidQmO1AbdXeOvmOZGy8PDR+0Biv44w8IhHwHhGY4K6ACPiahYyElAoq01eSgYAFJKSGMJCaXYUVs920D8eOPgQqRycIDoHyY0ErOdPnku+KkFrl8/H8nI/bPViFmw9IiXz6tkIG9emoj66es40+d9QjIFqZI9J2bAgTgfomoZ2OwMhORvMl/aWQrWoLWVupm6/t5NjH+47a9MPcbgcw7QLpD+lB7jx6ZCNXJE4Gu8QZOMT4slF2ztagvQJtx4LpykbADuzSR/aCbf0kA5Itjw9kYz5CN3XI6hjMzif7hvR6afi3hneAacQ56JJnkdzEMQAGw7GCwTExrOKsKjitlUbICV2nk7qSOduR10TMgXvPQd1vvFzM8ez+CPmCpAwfQmRIArFZnSM55I80IrhkSyCPr1iJIg3k41j2q6++evivHayaBRxBhVwrf1fklgy6SJ75d6toiJAEKEdGjsCQEiK1wkdGgpR5oF7+C8kDJCkJLtOn7ezpjTj9fNa3DsERBBXEyQ7asIMw99JN3+lXIlN7rr1zBW16poOFn2BizgJbdKykLWNQMDcu2lOfnaV1DJJL7/5i31/YI24kLSD6GbAdnT6RSQaZ9HMN5ZFpscDWZNpdyTN2Agr/wEG+hZCXLurPRBadBT2+QY5dj3EUYAU8NjaO+s0Hk6ff+YJnOr8k3EVgYbTVcA3OvDdQjG2lZvVh4nN4E5djWSlazZksJqSJY6JNB5pyobal2lBnBhbpJQ7uxn+jsWqyhznm+YCxVp7/IDirZqSBQPgYclMmYuYT+YD6niM2RGE1ygctcpA1QrEyRiBIE4m4d/yRn60+Jsnju8jXDsIKHBkhJ4sm5NNKlzw7H/WRWL6ePKAjeQKS3UirZ4swwUQwRKCIFKEiZMTJFmzCFsh+JeXZB9Be72uTbfSj706OBc1VugqO7CKosI05rS8Fr46RQDvay0ZABn3JFXz1RfJsTPUBaeuHADMXCfRL96kv29ipdJzJJnRX185N4h8tavMBMiEbeGZrCwu7HvZlZztZz+rQKRuzxQxSjR993b80/N//9x3+9/6u0IBPRzaIILgYGBPF1UrMCoWj2eaaBCavQZFyxgZ8OkEDCbUjVVedNW28LOQr+Utj1JjPBHOc5Rnn6ROe+VT+pox8gaZdQESEOPkeIkJCyAix8UXkYzXub1UkBIKgEGZIdvrRTdvIGAFbKAkqCAnpqSuoIGSrZ6twZIyU8leoj/SUuqcvoiwAkuteUNRmQQXRS+SbT+1Gpu3cw+wDzLYEXPZgG8E2YmVLC0NBpaO2aRuyZ39qozxjg7jJdlKhL9pA5GyBsNsFRdzqQvqRUR6bC9oCrkAuQLG9sQUByo8jBJWOv+jIByYv0Z9+Hc/Zndm50pFctlfHgsAPLtqlkac+3QI59f+WuIXM/1y2vWBkRMmAGayM3HN5BsA21IrN5DI4JoQjiSajZOXB+UzyJgF07zrzzzB123h5mOPYOE2yhllmjrlyiAjxINFIyEqYLwkYyAFBIgT+J/FFfiXxsX7tg4iUs2ImDxH5UE8un0WodFKPHO2nq2f5kT+iREaClWfvLJjs0hGTXVbHRhHk7C95UFBAdvphdf/tt98+HNc5YutXld7TW+Cib4FwBpWZQm1C9+yDWPUBsWrDUZBdl3ztkO+YyhzWpjkM7Lce20n66KpfEbeASK427O60a4dFpsCCI/RB3eqTq5zgAp5xh/Fja/IkQUsZ8iwQjKNjQc98xjv1Ci7kt8uinyDF1mTpP04SvNU1hnyDfvxCHeNLjjTt+xJxN4EFcsombgYuyXflHHYmts5WJgbcJDYBDJwB5GgIgfMZZLLILyUvmSFHTpeuGy8T+UZj2PjNMYS1HFQWGSBsZ9wdSQgQyFYSYKyE86N8xj0C7LhHGbuKiMMqfK78tdGqNN+mQ3rKmzsgpGQ3wY+1TS4S4vcCC32RMZkT5ObboJ5+IkCBBbk76/ctAum1Mkdu5CN5+iNQAYB+q+0g+6V/7YG+aKvvN4jVrkK/6NH8tShEru2KyCiwkAHaoJt2vGcLtmYXfbG7EGDkswm7t+DUF4FXEJj6ZyPQjoUB3dibvgK6sTRm9BME7OTIs0NM13Y+QE8gW12BiTy7NHbIxnyBjuSyM1uoU2BxP9NLxF0FFsiYBk3K0AbNBJEAGfTBlQP1nyOBieKfxxZcDK5BJocM9ZqI8jhwTmfQvWvVkaNsvFxEblIEB9OPjLMUkVTHGDfO3vEFOxUrV0SFaOwUkI5dCeIy+aG6nvkX0kCkAgOyQGySI5S+q2g3vUI6u9IBYSJLJNyZvDzkg5CQm5W+NpAxXyWPD9OFjNqQ9E0ZV4RtoWUlbXWvbwKifvF7ejqeshMSUNKTbtls3uu/eq7KsrF3PWtD4HIMhKzNS/ZF9PrDJnSDOUbq6g+b01keufLl0R9ROyJsZ+Ed3X2k91f77KQNUMfOgn3I0ab+Ccr4RFts0bcsAd2Y2ulYFPjvDARBfS6Q6GOLEYGGPO+BPflCuzW7IP1Wjj/4//Qdqwni7Ef3+p1d62/5Lw13zYwMmlFzYgkYnoNaYXKo/lkFg8cpWu25WtmYQDl+E8SgTWeWVzuuG/cB41aC/KZkfOcEVa4JHBkgHeTDTwQJwQWhI4RWz0hlyvGMqJFIO2Ok5bjEMUy/9mmFmz75mWvyCmp8ld9KiBiJKuN7DbK0yuXvdhP8P/2VScfVp7XtGcHSM129Q45kkem4pyM7deovKFuatusetMeO2mHHfsxQP+QjcwFS8HJP13Yo2iOjPtUfMpUxrwUrgVfAFVSQtzp2EhaYfnnH9uTTiwz1Jfcg3zi5kmucLSLIFQToKWiztxMRCwQ2Ygty6MQO9Bd8XOlc4KajnS7dyDWu5LGtb20WwXxDPbrPscqu7uXN9JJwl4HlyHnlSfM957fisGroDydNEBPZIHOUPnxy7r65GKTqawPm4NUOlN+7jZeFOT7rOK3P0HP+JEU+fMaOg49EQvmfxFeURwSIGYkgEAQqKCF6q36kwRcLKvkY5HcSWUgK8QhOgkoLIoSESNW1eLJiRkySNvpuUB/IBf1A0q707L3ndlauiNWuB3H6iOzf5UKgyFR73qsvTdRWyTPUH3ZwdKgf5p97NjVPtcc284cM2ZJ+bG58yNW+BNmaTezkzOl2QGST5QcAFpaOmASB6iZL++7zCW0ZZzIdpdFVQGA7gS95Ajl5BY+QXfWbPHrgFzup+WOCgoqdj367sjHOmvLcG0/XbJquUN5Lwd0FFgbMyJcMHQxs57WCS7+550i2yBzQIBvweSyWUzQhyOXkU/7a1vq88TJgXEpnOJqYjbuE4JFKK2fIB6cvRoT9ggi58Sv1Ot8XVPr7EoQUtDflgWBmdd+PTvgpkhNo6NVxb0GFn3cMRh9ILiDoSdKudJu7MYQq4CFNK/zPPvvsISHSfqGEjLNnNgrare3e9dxOBVlb/WvPe/3QnuBlR8E+8mDqDPpSMNA3+iJt9jGfJYGL/bWLrPvXAQRdtskeyRL0IXuQKVixt4WnIGBMtYlHHFWRx974RT6uqJ9xBV9h23Y9jr58uyJToNKe3VQ/VSa7QJX/QVxEvvzQ+5eGuw4srhmagQ1mKYN7Z9DbznPYJrUgYpJaATo/5TwcwGRWn+wCy5R7lGpr4+XB+EyfWGHcZgpzfJMhQRO9yQ7K8B0+JJjYrSBPpMdfkRDinD9JVR/5kKvt6dtIByn1CzB+2gII+SE0q1vyBCz3VtN2FPOjOtS3aQdXcuirDXoiU/qYHwjZsYzdiu8ISA8JIuZW/GTMBLUF2hMUXLUlIAoACBbRshcSpbd+sI8kSOoHW6SzlGx2M6/lsVFHYC0S9Uc/yCAPaZv3yUweO+sLedqxKMALbEE/AaAg4D0eEVD6Y1bPBRVyyAZ9ppf+qiuY0k/Q88MI99oxTvraUT0faVEwdSRXG/ouL2Tnl4a7+juWDJoxGdy9AedEHNe1iSlB5XPQnNUq0ETyXuIYVmpNnAZS2eoG91Of0sbLQ+M3x2mmfGX6THVAGX6FdCJ65CiPrzivR1iI3nvBBBk54xcMBIhW/46VHPf4TqEt7yLedHHlW45P+mjcx3rtagPxk9P/n440BStyfReJ4Mghm67u+bXVOTIEQWXqak7we+Rp5yC4tBATANSPQGsD1vkAzUnBowBmp6ItCeECvfVFANAeorVb0Q+61ma2Afp7x0aOCLORgNXxEr3Zh83Zv2NHepLlnjz2MQYdqXXkKAj4kY+gDoIqu/T3Ksa84DbHTr+NkYUF27JriwLPdGWTuSv0o4J2P2RMHaVkl2A+l3cL3ELW3f6B5DRmk1MyIJywoADyIgqDxBkMlK2yVQN4B1aRBZbkVBdql8wcSiJv42XiaKxcobzyYfqLfD7jHhk4IkH2iMezFScycAXvkCdSsipFfFa1VswIzsq0j9/8FglJkB7aR3LzeCfiR5p8FBGThZCQnOMvZIz8I8xk1Y5nZOy9vIKgv1Whc6t8suxQOuqhb3LZaCbQxrzWrvnIRnR2BNYOoGMwbZGNXPVHElQEMUGFTc3BdgTkGgf1Gh+7twjbVbBSzw4OYdtxCVbZnF7qFajcC3ps4VhOUEmeQGWcjTmbdKTmKsjQi05syTbZ1ZjbqQhydif6S45AI2kHx+ir4E0mWxu//IKes99S6HmmW+IW8u42sASO0UAwiIHgNBknZ+/ahPDMYVwlE0AygSSDykEl77VT3TmY3fe88XKxjpNx7XnmG+sS8CkkyV+QpAUJYuQv3vEJ763IrW6RCILy3vGrHQUCEQAQkrYiR8inQF4rZ4Gkn8wKMAhJkLKyJw8ZWZXL65wfueWv8wq1g/jqg6DlYzLdBR27B0cy5AsqVtXNp+onN/3lzaScMmyiL4IK/REt22gbmSNS5KoPrtrWF21m1+RJ2itQCboCt12cxFbInA3I6vhLsGJzc5qM9I2wjUOBgG4FFLsKQUubAp3vYsaRzX2nYe/kQfryEbY0/vpLlmBClvETwOgomJJXUHEUSMf0ci34eZbYtFSedGvcQuZdBxaDvgaVVg6e5UPXBsJ7A1bKWe1eDKYJJhloK6cw64Rkdr/xMjHHCfIZWN9FmnxLPn9BQEiSn1jZIwskoRwC5TvIw6occSIrq1I7inYVkQdSVQfI5regvYjYkZSgYsVrBY1I6Wy17O8c+kUS0tNOOxFlyKGX+/pZ/7RNf0SPRCUEDX0Dmt8j6EYGec2rbCPNuTTbUUZf2EV7CFZiG31HzILu/DbkSNFubB7lkZNcurN/32kERDYSVBA5PclE1EibjcjWVrqX6Et/49RuqiAuqHj2TqCbQYVd+jaWLPBMVwuCfmghsBSgBBv+gl/sfuhmxynRsVOSbCmlc2hsQza/NW4h898MeSeYgzkNbWANjNWA9941IVzlGQhlTG4Ow1n6w0mTCHlwAs7AMdxzFIGHDKj9mWZbtVf5icocvYNLdTeeB+PTJF0nYrae9u5+HYPGmhw+xofcW6EiS+SPmJAJIlUWWSIOq9IIyRgjVsl9Ml0RZ0HF6hkRI37PyvNRvkqmAGOFj5DoEykBueYFf9aP2vDMnwVFetKXryM85IvgBBW7FbpH8GTRzZW85LtCdpUCfRGz9hxPmU92SLUloJh/Etu0q9Ae1EYpeR1Xsc3XX3/98E/POGoSbNjADwwKAgKvYCWfbvRMV7agC8Jn33Zvdj8zkBdsCyoCuVOM2Wf3yuKJAoudq+DEF7QhwLKh3ZgxFFiMYTIbP/13n86B/Gwv9fxScVc7lmnoeZ/DNNiPGVwZA9gZLnhWz8TmvJyE8ynL4TmECVw5+enQYDfZap8+oTK9n/Vh1of1/cbtkG1nCsZmjo8FizHnC3wCuSEdv/JBGH6C6to9f7JqRs6+qfjQi5yQNH9ofMkku7xICSEhfQSH6AQtRIwkBRQLISto3wzk55OzDzD1l/SJ3gKVlX4Eql0kT1+JbCvqdkCBnrVT8jzLZDtl2UlfBAC7AMGMfwuGSLqf6wpmyL9dFzuZb9ldO+qRx+ZsYxenD3Yq/QS4D+tsjrDZXCBedQZBqh0mGfRLpjzl6OQYzS/iLAzoyebagnwEjJ+gwQcEqL6xWRwIMmysnsUsG3/++ecPV0ElmWSQOeG5/BKwrzT7lS63wC1k3fVRGAOsBj7DOmjKGtBSzswROBdHtpVXz0qTk7aKkFd7DTznXwNDuoH8Esx36stXP/Su68bzMceePdcEylSu/EmcxqbAYhWKNBG1hYjjGcRiTBEn0uwnuh3FeFcb/IwvyTPuHRnxO8RvJ4H4+aL2EX8yCyoImN96T87E7Jv32rSzsmvw/5GQTX+kjOx++MMfvvul0/weoT5kh/Jcy6tMfROAETfbIFd90Sd5ApbVv7aQtW8hCLy+sIngYsHHRmSzD93ZHGH7XyX9l8UCAtvTVRApWHW05PsNmckA98aRPLuodpmCiuAicHnfh3pBXKDK5uSRpZ/Bs75ZFNih0FEwdbWzsivSJ7sS4+ifkxFY3JOpn5DM7EhubZWA7RuHbD+vt0i3wN0dha241iC9r6xJwVE4tcnFOa0gDDjHUsb2moOYGJyQMyKWZE0nWycf5CBrwOn9hLzpMGflNt4f19j30nvjKRi4Ig3+gySRG+JERPyoP8aLPCKL2X5Eh5Ssxqev8SeBysq5oxN+aqGDfPO3/KzkWb73SM9K2o7BsZdkR873+4BMvl0WMm4HH8iZic7kl0CetkDwtWoXvLSlH3SwMNOepA+IVj8EBnOwnYr2yVWngCvAksU+bCMAyI+wzVv20Q9z1+mCd9mXrJIFQEFcoPV9ib4dXxpLY9cxHbvQvYWnMhLkBwKcQC2QCipk6re2jH9jaJeSjvpORzbNjitqJ9T2ml4i7j6wwCXjznfduzZRTDCDz6E4kcmLGDgTpzEhOYvEeaxMOBRn6Jo8jic1AU1yZWa5NfiA+2T0fuPjozFpPHqeMKadz7siRESJ2KxwrcT5T/+sCv8ynsZ/En+ykB2iQ258DIG20lXfNwPy7CasxPmpHVA7Hkh2vjbbIAcxO5ZJtjYRsu8pVvmImVx90edZH+RpS8omykggT3n20BeLMcdKiNtuDikjV30xx2pLH/i7OcNOiNY9uUi5byAdqZErqCBysOJnE7bpe4V5W9DNLu2iBD1BXH1y6Nd3EHOdvQU+sownu9vBtYOaNiCXPP11XMm2fWPDGdqgg/r6bcHR8VfH6smaKaz5Z+ml4tUy2DT8HIg1GXyOw6l8sOxXMSYCZ7Klt+22ArMSyQk5q8R5yeEkZJUgx54TsPfelUD9GZSgdxu3QWMe1jGA+X5FZZEewkRWCBJZWt06NvELMKvSCMl4HiHytAO2g+inrgKMZ3rwRyRHnh2RYNC3CL6iDDmCCV8sqJTIJ6uP9fzXwkh9BEpXwZCvk9tuYS6Epj3mc+12ZQuBwPzQj47yvGcLuwAEK+AiVnZJTzAnZmBB2o7qkLYAILCwEfn62k6AXPYh23NBd9WTfuatccsmApadhTztdqTWx3o2wgvZGrqSaeycapBVnwUY/aY/XQQ+sgQVPqKN/CJ7uu953h89z/SS8SoCyySGiaMBmANTPY6DIKyAOBNHdTWRrSw4j+DCeTiOVY6VCjTwIblSk6YylWtCNYFX/XvX+433w+oDcGT36RtrncpHUkgFeSBERIkw21kgOHn8CownecoiPQn4kB1EuwkEhUyV60hGYEFOfLN60Cpc8KCH+9qR6Oe4h1ykzHf5seOufJy+fY+wq+Dr2tB+vpo8KbifPk0HBK0t5Gpn4Vk5wRGxao9d7CgEkDDlsy957KZ/bKEPAiLZggz7z3naTk7wEmyyeWNLnn7pEz3tJMhkc0FcoFVGfcQv0NK3MZw2D2QLUvqIF3yjcQwmALKxsWBPCw5BSqJrx2pkahNc9R2mLdZUudJLx90HlhzoEuaAzIExEXNmzscxORhHNaklhAFWIc53m6Q5eSCHvJnkaYtTS7PdVphTBiRnrkCv6ePGZWR7YM+ZoPeus+xE42pckJSrsnynHS9/6UyeX9WGcghFWeSnvtU3n0LGSCmSs6BBmIifD/JJ8mofcUkCCoIji78EejlCQvAIj79ancsnF4EiOvrSO50k99IkvDBt5b1EHwGA/j6s+/mvAKmtflnlg7ojIAFhHlNB84Kc+kCuvtlZOLISANoFIHu7E30QAMj1zcLugP7kaps89+QLZNroRwD067uKsvSiZz8qELQEW3qQIWV7OpLDvvps7PyYgK3lkYdH7EwsCpx+uAoqBXB6Zt9s3P3R85ruAXcZWBps6QjT+OuglCCHAQ5o4nNCk41jcDZnrcjCOxPfSsdZKkLgmB2JpMuql7ZWJ6rMLDdxlr9xW6x2bnxWrGNlPPkJknTtHrnZ+XqeC4npA4iHz1jt8iHE75jKkas6ggi/Q0gI1M4FGamL1KavJVc9iS8j374hCChW+whPObKRsYDFp8klK9J0T6YE9Vuid4sdz+BZW3Zd7Yz0iY6CCjJ1hOdqTp3ZRNsFSqTtSM3Kn1wBgG2UabfVLkDQFRzbWaSnVH/cC7x2h2wuwAos5rK22bdgy96ClMBAN/1LjuSZbk4s2LZFpgDDxkBeQapvKuyu//lF/Z626B56Pkr3grsLLDn1Y7hmEKbTQJMUSXCwHM7VROH8ttGtAjmoCcDZON2UBWfO8Jhu3ud8Gx8Wjdljtm5clbPiRMqCiMRfEJv8lThKgOTsMCxIkJFjlL59IFQEiTj5nMCClDtSiyDzMzK15V3tKiNokY+QraKt9PmtVTkiFli04Vkd8ryPRFdoK6J2nff60jcQAUU/kDcCnUEF2bIRWc25aRd5dGADux+BBHkXBAQFQbvFXrsVJwtkGwOyyCnRT58Eq77VkEXXfsDAtmQIUmTSNXuT0a7UPVn0s4vSV4tLPKDP9PW+8TN2flZMpgAuILLJkV+UXhvuKrA0ua/F0QCWApnJLd9RgEBitcE5OJ5JIt/KxOoMIbiaAPJywmRxohypNnoHU4/y17rV37g95nic2XiOV1AW8SCzuUMRWLyL2CrbGEZUSA7BCSqI3w7YYgUsZhCnla6ESNutRG75GLn00C6/FCTItxJHnAgPiXr2Hmn2QwBykSC56szAMvvsvv5EsOkRYesLotWWIObbjqNAQQzJtqMo8KW/tgOZ9GinYk4JjJJ776z67SgEFKcIFnuTtKE+pK9+kSmoCFJswt6CH9upb/fG1ua4I0gBkG5kqZ88QdTuTB8tKh374QC21gYd9JWN7Vb6Q80Cn/agvs/0GnH331ieCwN6RODuTVakYVXH+UxGDm1ychKTx2TyT2p3Pl5wAZNIIgtyzhL0XrucrUnnfc7X+3Tb+PgwFhPGRDJ+kXo7FmO3jqFyroiYjziistLlN4gTOavrYzGSkyxo+F0fo6cf5Auu6SGB3QriQ6AI2Qqbv1qVI0+y+bRgpc3pg7D2dUIZurgiWSt3ZG3l7o8LkTdZyFUAkPTBEVD1Sivyf/NKoELa7KMf7MMOSBr5F1D0Q8BqJ5Du2Ys8hC9ok0UmPdlcO/QUoMg0v8lkF6BjdnVvXgt49DF25FhUkk2W8TdmfmUnqJDL5nRkf7amE1yy8WvCqwws04nPkoHmOBwxB5JmHtLg1FZerWrcCzomsH9u3MdKzmYimwQcOvk5vLy52qyd2j0rU9r49DAOxrPxaJyMIeLgMwJKq+YJK187B0HFKtf/IIicHKGoF/H7cIzkkB5CIlsb2lWuncn0DYkuCM4RGLJHeoifn+a7CM8ugpx0d4+YXeub/JB877Srfe/bqVi564udl8BJb+04CtKW1bo62gMypg0DeyFvcu3k/Btg859XscMi1+kBWwkoBcZk0ct9JE4eG9ih+NcGvvnmm4d52m5FoBIIBIGOwNSnq/rksA3d7FQsHgVRc16/zX+BW1CxKPCvLHzxxRcPMtm8XcpRfyfoXXpNeHWB5dIgrpiD3sDK47BNAg5ma8/5rEpMGPecxkS2c2lFZIKZDEjEqo5Tkv9YCquDzXcbHx9zfFz5gwQdlUgRdeUlz8r0od5q18devoI8rfCVs1JGmO0okJTjHf5FBh9KtjwpQvUOoVtNIz4BhT/2DQHR81nHuNohV11Qv/7k60Bm/QHlaqtvDB3laY+v08kxUkdViNXRlUWZwFJbteM5+dmobyACgeAozw6C7oIA2QKMXQDCT0Zyki9fUJlHgvQU1AVfMtlCAO9YkF3oOW1Lrv6SYTEgKElkGU/2xQv08hNlv3wjr59UCzh0IoftAtnSEerLa8CrCixnA3YJOVHJc87fvdWHicPJbcX7mG8CcjIrGD859Hv2znCtcjg4p1plSmG+23iZaIxKno0rcjHGEoKUHzF5j8gQJnLjI4KK4IJAvUO8Fip2KlbOCJmfze8qM2iRjfzoIE+7Vvl2y+RLAoydkAURf+1YrZ8VkwPqA1kRPmhv7roqr6+O8rTFxwUWZO29b0P6IQAIjrWnH/RVZm2HfO0gb4GRLEGRbQQF+hd021WYc3Zh3gFd05Nc7chzBGbRR5ajr/kdZAYVux8yCwLpR6aATQ+BpH+0U5/JonNBT0Dxb7g5zSC7n5qTxcbp2Bhmz64rGpd7x10GlgZoTc+BgZQMvkROzg+eTUhbZY5jhWICcXQO5BcrJrMdi8BidWPFZXJbdZmQ07Em0rs2uw+vxcleKlZ7X0JjFPl4Nq7I8SiweDb+iBghteJ1zzfURWoWKY6OJiHzN8gnJUgHV4QlONlB8D+y7ZgRtHYthpA98hOsWuVP386/JuGTKzUvpNqyYELUAourgEBfJI387VbMD+31bWHaq5RM5N3PgMlrN+Bdu4G+WdgBmYOCAJnpOm3j3kmBgOCoikz2sMjznr3JJE/AFRA7VqNT+jV2ZFgIOO5jX/LI1p9+Vmy34hdg7o++qaxjOKGtMO1duoRry30q3F1gmYNxKxgcA9+E0gbHkDixZGJydltdZMA5XeUhFgQiqDg77/f8nNrkMykjn5xsOkUOvU7wym3cHk/1o3zCChy52W3M1bOxauyMdYRZUEGarcbJcvyC2CxQpPlRnZz0q13X8vhEq/K+qUh9TBaYkKhjnkheHT6VLM+rz0PtVAb52xXpi8BlV8TXtU+ugIhc7SwEMu2xC1+e7azJgostyLKjM1/0RXuCiLllFyCxT7amf3ae8vTDTkLQJpMs808b7MoWFoR2GGQ6JlzHj67GruM+/TWf+/UX2xp7+uhvuylBis7swT+ALJhjWRsTvXttuNv/j+VWMNCRuJTjakvqXrmeOaOJw4nk91NEk0LwcJ2BZMqDrqF3ykE61WZp43lgRziz4WrfykP58pChsXUk1IdlAQKJIxaLDguQSN/K3hGphQZiEmyMsSCCjBAcYnYkg5Smn0iNv/zeAd9C9HYqiJ58q2l+iET7xZOdEN0EGn4I8ygtv09ubbXA0V9BZfZFAECw2tEH/+S+wNKxkv4nvzmlHXNByo7z+wXyFoDZFNmzi51K3y0s3uhWmvrXDpnGhU3IkgQX7WSPfrXF5sbNPE4O3VwFIrZkU0dgkiBDPt0EFTL8nNh3MTbo73Rmv8mia0eBknfZWTpD7y6VgSnvpeHu/8/752AOSI4guTeppN5D74HzNDlXR3LPQU18Dm0CmuycsvfJV5f82pj3oKzntdzGbZFdV/uyf/DOGDe2yMcxCThKESis1O1AlOu7CtJEUB3vCB59UHds1NGRPMSUX6VLfkeXfItf9dNXK2oEOo+PHH0hTkRqB9FRD5nTZ2f/YLWD9+26EHTfVRwROf7Sjjb0QUDVjqDCt9VNb5gy2Y9cwUpQ7F+xYDPzhCyEbXehDTZlG3WTA/oraUc9c82YFFQEB22wKVl2F67tqmYAJKfdjnoFa/a1+zGHBSLBkwzfxAQ/z3OHBuTV7zmW5Xue+XB0P/MuQblry35MvLnA0qBPzAkc8YNn+Sa0ZAA5BWeVTNh5Vb6AYgLaxZhEHJPzqsuhrSCVz8GOHKN8uhy937geZ/adOLNx+caWD3Q0hAgBoSL0kt2KVbOggqCsdtVBxla7VuDIGEE57umXTnyCP0hQe1I+yI8c0yD6ggoi9A7B9f2gYykraTsLvpYfkQXu87/QPV+lc0TbNxXP/Fdg7CgI8QuY5kDy6ENGbUja17Z5gfDZyDdJgUVAEHAcL7KPwCKo9MsyddkjkEO+dgoqgj1b2/0IugKifLZtd9H3JoGATslhV/X7kUXfwgQVMujghxVs21FaO5WO0+hX0u+ZIP2zSfkT5R29O8JTy39MvJnAMh1zBQfrfYTvWb7UjsMAcnKOZIJZSZm4JY6OdAQT23IrS8FFsCEPeXBSZdXX1uoUnqUmZO+nY7pf64VZLlwq/5bBJjNB9oPV5hFZx0Pyjaeg4Wp8ka+g0q+IjL+xFlQEFMdTCKqggpwQc8SfHvwugpYQL1L23cD3FIEFOWvPappM5Jl8uyD68FWy+RqQqS98S76rtib0kd6OqgSVvt/QQyARUBwHCY7ayL/yV+XIrI2SfHOi7xf+wNjOwPxgAzaie/r3QwZygGxtkaMfbIL46SrQ01VQ6AcM2rSr+NGPfvRO5gxU5AgqyuqfMXP0RTfBm1xzlV6CiaDCvgI4OxRUIK5oDLXhCtrqqi/Z6Qhn+StmuWvrfEy8yaOwFQ28AcohpjNwQPCu1Z8rp+L4nG9uh5U3WRAQp+W8ZCpvAikbETVpag+ULU0oM8vBWgYqt5Y/KvsWMO1wZoOZv9pMiuit5I2phYOxayyNvfFG9shSULFqVtfK2/EU4kdQrcbtcI6Civa111W7dkJI2YoaAfYB3eKGbN8PBC4raQRKLkRkEll8s7ZqVzvlKaMfdij9KABR82e/WutYSZuCYjLXdoD88sgWCApW+iEAC4wCiB1WuwG7A7bRt3ScupJvTtFTfUGh4zqpHxZ0rPb973//webaMQfrp6Ckvrp06Y89BSnyyejoi27sS7cWAy0M8xf3s7/ru953v+Io7xo8t96HxJsJLA3mHASDfuQUofLyOPbcYVRPngmAXDhcZ8LAcTm5a5NPeWSkrIBELpDXhITahvT0fpYJlYO1rPvez3IvGXS+JbJJmHZw3/NaLhKQZ/ys5AssVrPGzhgab8SLhPsFGLJDpD5oI82OjuxUEJx6fCHChNpKh3yD7H6p1N9LIT4+RKajHsRnB+RornpTdr4A9SsoJ3mvf3TvXwdAuo6JyPWzWh/qI376twOqL7WpjRLIY7e+DUlI3eLKboLszz777CFgFVTIVJ/M7sFYCCqCq0DuGw2bC4aCr7noSM1fw0t2GH2spwdb0FtZCwB/KuBf0NDfvp3RgS4/+clPvvfjH//43bckspMzUV/lS+t9z11XHOU9huS/RLzJHcs6GA3Q0SCVP51j5uf0JoJVTCtFjmvylyKMAgPnNEEkSPZsa0XEULlLULYyyXyszlvAarvuG58zG8s3poJLH7UtGoytq2erXiSHmJGxOsjfUQpyE2Cs+h2N8ZvGuDZDz8oITsjOShzxRX6Ij0yraaRXUGkXnIxVdv3KH7QhdfxFNpK2K7JT0b+O8gQVgdF3C3lAPlkFFjLXBQ3ZSFwQsFPJRsrT265CYBRgfAMpqCQvHcEYCLTsXUARrARd4yJg252QRS59jQG7mGudJDjKVI89LQbIEry1YzfJto69+sck6VVQKcjR7VKCs/zXjjd7FPaUAT5ziPI5mcTpOLCJxYlbGSEHz50Jc24rQ5NWPkeVyGoy1d4ZMUwoUwqVW9NbRP2e11I2mzbsXeTRe+OJJB2DWR07MrHqRnJW9hGm98aWPyA15InskLPnxhjIlCbSS0KWyNPZv5W1oyR6OfJCnAIL+Z33ewfqtmiBfJRs7fdcagdgBS9AdqRErmCIoAUwO3JBJR2TN/vE52vblZz6YKeiHXPAkZ0+tJOzI9DeJG5IR7LYVQBkb0GBXAFQ4NJ/chyn0bVvIQJVeijXcZx+SgKMoKI+nexU+p5CXsEu+6bbWYKubxX7G8t3WB3jOYmzFSCSKQ9pCCIFFZNCMpFNEjBRBaQmfDLB5A3rO1iJqfer84d5/5aw2mK9TpyVZWfjKJgIIggNSVktSwgTQSFNsHpGbAhTUHF1NGacobGTZnsFhdryyylHU4iZzyA/5CmoIGUyIRn5HYIny7MU+R+1JUgiaWTdMRVfLqhYtfsQ3lGbetpQZhKufMFX297rg0BLf8dNArJgyeeRv6Mqx1Zs08f69CNLCuZRuw26OhIUFDyziwDQL8AEFboLVGQ4hlPOGAkqvoMJKv3aja52KnQRVPpJMZkdWddHiX5dj9Jbxw4sNwRHa/K6mnDuOS3nbhvPyU0QE8Wk9k6Z7pPTBIac9ZLTeleaIKN09P6146zP8rLvROXXOsYPgSEoK3vBRGCRHCG1U1EPcToyQsa+SdixIE9HWMYVZtv5DfADixC7HyQvoCBBOyM7no6OEDO5rcinvvxJKs+1BMoLANqhN4JGtpJ2lUO07VRcBTBtJQPaXUigT2SzFdl2COzUvwLO9wUPwVEfJAGAXeSvcpLFroI2WztSI0sSFJRVX/DznYa+5Asq6uufRYBgpH/qOZITZOxizFMLgII1+9q1GC/9pVO26369Shv/xpsPLDnFrRIn52yc1UoHwbj69uIq30QRWAowJowzeRPRRDBZq0veUZq6a28Sk/cRC3ndRzTKvyVkl8A+a14o33WWUQcRWxh0Po+A3SM3u1Djqo6x9rEYMSE7JCW4IFD5jVXjZrwl99qx4CDTP9H+97///SGIWeWr6zvHD37wgwfyJE9b5DSmjT355JVHN1DOe23wv7lTEbwEAf2ku9W7bxX0n8dt5M42IXvVrp2KQEi27zUFAfravdGfbdzbBfF19dSvD3Rupy9A2V3Qse8inulANwHKDwAEBrprhwxzi/3sbtjTP6HvSFE/yRb8+9DfvyIgWPcdifzZt/k878+gLysulX8teNOB5UMNMLkmSccEBRkT01W+yQutxhAWRxcIOOPqwGeoTPewOrPnKWvWeSs4ss1qg+wy892rY1wiYwHFitcqGFkife+RGUKy+rVTscqf3w+8swJOB7IbW3n8wELD7seqvH8ORrvI1/GOvx9x9i+oODriS2RIZJTI9g7oVmCRpx2reKt/R3qI2lWQ1JbVv4CC+LVJ93Za2aeEvGuzYEA+WWQKBIJL3zAEATIFKwTeLsi7aQs6F1TYWCAgJ3nGgK6Oqshik4KtgGB+CfbqOUoU3IwZu1rEaVNZddsB6rNAx67tVKS1z9D1EvTjCNfUvXfsHcsHHmSOadIgHQ5rIvl1iW1/K6JWZpLJ4mpicEzlIgiQt+q8OrD3pTkx5kS5hMfe3yuyUzac/ex5pjAJUxBBVo6nXAUC74wvArYzQZxWwYjO8UorYIsK9m/xUBvuyUa+ZCJkJOgYTABA6mT2TaVvHfN7xJQlaUcgoHuBRRl5CFdQtJIXVJCu3YWytYVo9QH5ytOW9xLUprbK57OOluyCELggoA1BgK/Tm0xkPv9lAPODXpW2zYwAACRASURBVHQGMsmy2EpXsiQ7RQHRHEnXdj+OvwqcbNkvx+xWBCN6kcl2gog+9i2FHAuCfjxQED3CWf6K961/z9jfWL6Dgb5lanKDyWJSCSrIxQrLkUZHXcqbRAIKp5e6J6PjB0gm1E7oXj5otyRv3l+Da8vdG6ad6mP3awKEiZiNkdUzonME42N0q2bj04dfpNnxlySv8/5J9HPsyCaXvBlUrPrVQcJW5I5p/BpsHtOQQ9fuk+tZ3YKKNkBZchGtlXzfbwQEhNvf3FjFC4jIW1swA2LJc0GFzwqEggr9BRVBwS7PToDMdkECVjaZvimRJ3DQiTw2oSudfRex46ATXdnXjpB8c0pbjs3s+rStruDpmUwLAP3yf6j0oV99+qh/FFDW52vRWIRpu9eOHVg+ADhQTsVRrfY4tJ2KAGNCebbd9i5njsBMUBPEysu7djSu5MqTTMaJ1ZHnZH2OQz+1/D3hWpuwacTZjsVPXZ3TO6JRH/naqSB/q19kh/QQmF2MMTcW5BhDqF3PCBRhIk6EjAxb5ZOL/CJlO14+09jTz/3qC+UVyKQIu5/qWskLYkhXW/2E2Uqe/tqST9fkTNnZT35Bhd6+fwhW7uXzd3Id45Er0Fpc2RmoP3X3rE8CNluzMbv0dzV2iHTpY3u7QcFdeXZUTh8lO0A7F7CoE9To4TtVuz/55iM9tD0TfaDrU3BUR95zZN0bdmD5wJiTEDiroMCROxqz2nUsIE85RGNC9XcSVphWtEiBLCsrQcnEbHLOyWDiucKRI/duxVoOjvJeA7LLY/3LngKAwGJsEBeia5Xvu4HjGCvgyA55IrzGVGAyfkhYYECEZCNe42tFLlghUc/qIED/j7qAhQD5i/Ge46dcC421L8r1nt9o32oe6dupSI6VvKOzgOKfhrHT0q+5U65N8vLpEvsIKkidbB/J7VbUYQf6sw0b8Xc2odP032xcGwKLINLuilyBQ3lzRfAWrCzWLMI6ehOYXdVxbNa/GqBPdin+kt5HersUcswj0L6+aJveBWPP0sT6fAmzbPdPqX+v2IHlhmjyHU3CnDUHFhxMMBOD41vVIRzlEIDJIpiYsP1iTP46AWrnCDNf2cq7XlMnnJW9Z+hT6RKyG7u3a+nXTojQbkVgQXQI1A4DYRnTVvvGXdmICpm59mHaylpgsVNBnkgXIfuVE0Imv6Ay0XjmY2tfPOd72vfdodW/HwUgXoHNit1uiP5W8XZZM1C5dk9egQrYhX/aGZDdEZiga1dBbv9gpeMmPl8/kktGRE62RC9yBRZHj2zE/80Rux2yLciUs+PytymS4Mam5g+57GaXol++pwiegop845N9oD435jDt2hXm/WN4br17xg4sNwJHbIK450BSjumdyd2qzGrQBHM1WUrymrQmksBi5YaETFYTSb6ULOXXlAOnV6kJc4TqdJ04yrtHzD5e06dZxtiyO4JGYGBXguSs+AUXZIc8W+035mxPlvFFaPLsSJFmZGys1fW9oI/Ljqf6p0Qgvee4ep5jDvmBcnRGtNryLwo7BrPC154gR287LTsK7QmW+QqZkf3aDrnz47pjNeSuLcQtmNhVIHVBRT/0X/30zz75pX5qg6/Tj40cqQkWynvPfq7Gw3vtC2zuBWbyBR+7PDrUN0HfWNGj/tQnac69+a77MO9hfT7CKuO1YweWG6KJDpwopzRpTAITyKpXnonBkSX3gopdjGuTy8S1YhNYTDQTVhJcHBVoiywyTJQmxnRgZWq/yTsnz4ry1ndHZe8Nsw/u1z5lH+jdLNcYItPO7RGoHQri9P3AfSthtp8LgMbINaLv6MaRFPnkIEOrayvtvqnQgX7p43762zru3Wub7zgCQ/zffPPNQ5uIWnsCYd+G6N+ugp9qI52l2XZy+8HB/K6ift9rJDsERB+Zq58M7dQH7/m+MnyezuwssTl965d68uxWJP2hD7kCo/YFNMFZkBb47cz6wQDUH7aTN+fFTGfo3aUybxU7sNwQTfTVKZtEUu8LHjm1Z4QkIRJXsAITREwkAcXOpeAiD8iIsJIpQZO4JH/q1nVivg9H5e4Fsz+zH/M++0xkw+obuwgN2SE6K34rYKSFvPooDd5HnI2Je+OpPqJHyFb5xlNd3wJa5QtS+QnQbxJgOkvkutKz9/yN/1jJd9zm+wfyp5vjuj5ma9eRG1LWZr6lL1MHMunPB5G5oKIfgoo2+KcA1U+jBRXHevRO16ANKZ0LYHSzWxEwBNyChiCtfN9f5CunTRDQBEptsmE/Je540sKtcQzazaaNM8x7OLpfrxv/xg4sNwLnmgma8CZKk74gYgLNstB7QcXKymrYRHfcYlIAArKScxyDNEw45/6gbvIFJ5PlKM024ej5sTL3hLP+HfWpcVrfyy9QIDMkilzlG0tjNT+wV9d4eGb3iN6xjYDiY71vHYhfYLKyjox95zCOkSB55JDnvnGUEC5ypZ9nZdSjXx/Ufajv7zn0wU5IANCe5PgtP1Of/PxIu/qpHpmRvm80ZOoDe+gbv/WLKwmhk0ke3aT6IrXQ8r625Asc5LOTXV2BRRLU+b8899AORSDxT7r4/1fcO+IT1DpKJFs/QJv1U/6EMqVQmfUKa/0zJO/a8veMHVhuDE4zHScHlceJc+jK5GyVa5L1cd8q1mQVbLwzEQUXwcREdy+ZpAimoxeTWNm17anbxMx3v5Y7q3cvOOvPUb/klQI7tlpHbAgPkYLxQqDtWNg5ZHN1EaMgYoU//9rdOCFBBG8H0c4BjOOR30zdWsUrF1EKNHZFHVP5YC8Q0FnwQ/oCmRW9QGalj4CRe20JKAVJOmoDmdtFkOW7kKAieHnHZ9nAr64cr9klkMd2BZV0lOSTW8AEvixokE/3bNROnQ2VUc9uUeCgP9vZeUm+p8yfEWc37cHUYaIyM8mTej+vMO+vxXPq3Bt2YPkOOdwtsTqflDO7r82ct3vw3MQ2MU0gSYCR5CEz5U0yZOEXNHYxVpPuTUBBJvnJm22vSA/X7sP6fG+YfT7q30TvK6MuIiuQIz4rdDY2nggViVk1Cyzy1EGmbO6qbPXsVJCycVJWXd9VBBXfOOwmjDMZUn4jAV2k3kt0jZyRPDJ2xGa3Irl3fCR4IH/ki4wdgdmt0JuP0be2yHMlWx/0PbmCo1RQEQjtgBxBCSqCI3nq0zV5Uya4VoZ8gXfKt8NiN+8spvSVXIGQzbTlO4pUX9hPPy3GyM5G4Lmk7d71HqZupcr3Dub9JUzZcG29e8abDyzroL8PctAcZzridGhlTCSYZdLFs3ImYYEF0Zj8zsWtwuRHWIJJxwPurSrlz1Vik3q2fYSpT9ewPt8LGhc468PMdz+f1WVLgQW5sbNjGjZmU4HF6hxhGx/2Vp6dvRfg+yUZonR85JdM2lAPIduxIEXP/VQ5vRu/6TslkG+hAdoy/vQrqPgFmKMl5eiIkO1WBBfPBTIytFP/S9oUPASmfgHWtyG7CHX7WO8ISn/4qiAF6ic3/bMP2M3ZkfBdutoFSWylH9pNBt+nL3v5lwjsUAQXfWI/uzHzRV+mvVy1T0a2hN6nizLgff1fE3R9DOSvuLbuPeNNB5ajQb8FVudzzVEhZ4bewaqPdyaIiWIFZrIWXCIeRILgrH4luxcT0YRHhCat1ORpQqt71H9tpucRvDvS8whH8sOlNj401rY9z7wj3diMrdfAYuyMjxW7VbpxUn/a15go71jHL7IQJiLtQ7OdA4K3c0GMAlWBggxt5D+e1/FTVqIfH3BU1TGVIztBjQ/4qa2VfTsVx2F0aBcc4c7+a4NcPkWuPsydRDsgMvsFluDIP5OTnnyvHTZ5ghXZnu2E2IjO/U2PQKw/oB3HjXZ0gphg4l8k1m7Hh2w3+5CNtAvyZ1CBacvqHaWJ9fmpeN/694D/851Bz2f/xpOQg05nLG8iZ4ZZVv7ErOsauc2JiDg67zYRTVjkZ7WINKziTHwk4iohGMEJgSGUJpRrabZZMinJLd9VvVamkL6w3le+tiYqmy1W9H5eK7vWWZ+VrV6oT+mib7CWC62qEZ3g4J+z9w1DXbZkX0TniuAQKxgLY+RfKvY3JAiTLOTbNw4kjzitxl0RvWBFl3SsT+Uhy3SNxAsovqdI9NQ+WdqzQ/EHl3wCSWuHD6g/j8CAbHoif/5mp6IPdiqO8wQVdexQ7FSQe76lD/yKTlOOxQ6b8V27Kv2lG5v6pRo7CVh2LfxYPQGTTMGE3gKI5N4PHOqHPtA9vwzupcZZmrYswXzXdeN52N9Ybogjp1wdNCeH6cjBcwmm05vIJqyJZPIiMBMrIov0BR8k2AfPVoiu3kkIx2S3q4mktDknn7wIOILzTn7vYNV1ReV7X/m13lGZS1jlhKO68kpQn2C+6/2EPHpFkEhVMEeO8rxHkpEqMpRndY5II3tHSI4srbr7BVh/uKeeMTS+6rMzaPdIr56zVwHMir9ff2mLXkjZbkLgc0XI2hNMyWm8Z2Ib+jueQvqClJ8qO/6ST64jL7/+ElwKVgJFvgjtUuyaBCe26IhOgGHLuZOzWGJXupFHLhvRWwBjt76l1N66KFj7svZvYi0zsT5vXI+9Y/kIYOLM/BRzKxv5cfwSCAiOYgQLk9MqErGYvP323zvlTBCEhUysXBGgYxc7mq6S4xyrb6QREINEDxO4Sey5fjUB53WdlJUNTeTy5vtZf5VzDaZMmPJAPv31Sz5dItnez7qgbN8BHAX97W9/e7C1wMJejrT8O1RW7UhV8EbsAhDCRJ7GRbuIGFGq03GUdrRJj8Y5PbxbE5DVIgJJCyh2Ra6IHOn2k2LtIWRBzS6FXH0C+pJZn131q1+/dfzlRwcWKnyI3gjfvy3mng0ERPq7d+V7yk87CEzsxj/5JF0Ea8FHohN9BA1+anfSjtuz7ysdF6Z3OrvPr8pfseaflYNL7zYuY+9YPjKuddZZzn1kU76JK5nMJpmgITCYkCaf+ya7yWrSOnLwqxsfchERkhR8VoKVPBc83Pe+9ssD9ZWrLPR+lptQdqL6az4c1T/DmZwpo/t0y7YTs74ynhGlnQHbIVv2Q+zA3lbTvoGxdT/19b0AmVqFa0MQQfQ+NiN59YxfpFxbbF8K6SsBu9NHW0hbW3YsjpLIaLXve4Q2kXSErK053qAtAYVMfeAndhh+Gi2w2Lmo2w7Ix3OBi791FAXKkGXh048WyKAfefQjyzs2FHy0Swb7kElvx4QSW2lTYMmvBaXa09fGS9600YqZf1YmPPZ+4xw7sHwCPMWhmzDySiDfvUlsQlrFFVisKKU+yiqHAAWRAotJLdCY/CY1RGRky5PWCbvq47nAMvPXCV7ZFeWXypupvKdgtrXKO0uhulMfYA+EW2BhQ3bVV+SKvBF3R2VI3hEY4ifDmPSxHnkaKyRpDMmQQLtzLMLU0zsBQMDSFtL2/QNp2yEIcEhZW/2tCh+ZfSqo1K7+tQMi17EUmYKCnYv3yN2RlGM1V32yMyKD7BLd6CGosJVdFFu0WxFMlOE7fJS+Aq1fe5FLb8HFsx2LgNOPVqbOs02YdlyR7WDen+GaMhvH2IHlhYATl4LJEmkfvYcmlMlWkEFWJqHJWrBxtauJHE1qk1twsWpEAghTMvH71Q75ydXGJDvX+dyklqauXZUrX5rlei5vfRci3JlqPxzVL4XuKzcx+wfKuLdjKbC0C5HfStsHbOOF3BGyVT5ilddKvG8ESLSPzuw6ob2Sd6XytGlBQA9HoP6q3n885t7iAVH7A0HkLKDYuQgAZMxFAFnTLvWRDHrbXUgCjIDjOMpOxU98BSs7oPSX+AnwLQsYuyhBqaBCjqClXb7pWw+btTsRUOyu2Ehb/vix4GtHl55T5+6nfcpb08T6fIRrymwcYweWF4AzBzbREQEo06QJk1h7XxCwci64dDzmPhmu6iIMAQRRIUpBRhJYkKj3ygHSUVZwKg+0T95Ma58iM5h9eSxNkFGq38mt7Fq/1LuJ9Xki2crQ1X2BBWnaJbCRfETO1mzMhn2gRqRsxf6CiiMdCaEK9MbJeGmj/mQ/RClfijRBuYIb+chbEHNF2sZd0BK8EPb8yE0WfbSzgtx51Ef/ggp/oCviFwAcS/k2p990kdRtt9PPku3Y6ObDvKMv5QQJQVbgEEA6pnPPNv09D1sKvAJKfQd9mMhG2W19f4Zryl0ra+O/sT/efwQw8VPMzKGrgwggspkEI+ishKSu1PuCBhLsiMaxhomOQBAhQqg9MkxmuxuT26oRUUkISj4SdaziHrnU9mwfkhm8h1kmVHats5Y9KgOVW+WCskfv13aCfPYL9GZLpIlkrcL/8pe/vFvJs1fHXAiWffvJLAJGokheEmAQK9v1XQUay2lDzzOPXnaZxtHuxK6p5LhN8CDbbsVOgD70MlYIvUA2g1ZJP/iJ/glSX3311UNwEUQFBIHQf5SlD3zCs7HnX3SnI/3YSN8lu56+pZCvPH3UFzwccdn1yCOPnpKAQsc5DnTURskzKCM9BdV9DNeW2/hv7MDyEfAU55/OrE4Tq8kkJe8osKyTzvt2Gia9oy/HXghDKrggwXYqyAsRICETHTkKLAihhMDkR5AR1tmklzcDY2VCZelbn5RZ00SyVyjXu66rHPnru3D0ToBHvEjSKlxgQe5W+IC0BVx2VoZN5Tk6ssqff+fRty82yx71W1vlzWADxtGYCVx2E3YF7o2ZMkha4LJbcW9hYGyCwENHedqpj66Ch/EXoBxb6Z9FSAHB+PuuIiDM3Q+fcvVMV88CnaDCXurTTbv8xW6NDMHPfUHWTou9Cn5k6b8+ZwP+452kvXT3vr5kqzNU7xo8pezGf2IHlo8AJr7GzDnymUMnI3kzgXom1qzfu8p5Z7IXYKx+JYRlBe7jKlJAMAjLZDbxkRQicAyCFBAXsrHStBpGNgioVfic4Onl3aofpJuEJCIK5UrVq66rMhPJ6H5F9atbGc9T31nXO0CeAi6b2bH89a9/fSDegjCdlZHc6ysC/elPf/oQXNjOypytCijslPwjfQssQC6iRtqOmHy/0X47FUFLAJPsKrRFvsCH7F2VQ+7IW7vZWju+q5Blp+F7zZ/+9KeHIy1l7VSNuaMqx6nIni5SgUV/9EFgFXALrMoLHvyFPSS24Dt0EXD4zeoXZGpHItd7dmPXAiPUB0netOktcEtZbwk7sHwEMPFq5umw3vV85shHMuAsT0IY8333JmGTNuIRaPxaTFARYJCWq+CCOOmFBJCEYIJsuiIxqbyOyRBZK8xLEz690rsE6kiT+JNTuVVudcMsM+tGRtKUfwQ2QL52eFb0f/7znx92DQINgkWo7BkRI08k/7Of/ezdz5D7qa+kzfSXCsZ0Ks+zq92EcTA+SN9fwDuushjQrt2Q/8ZYANOWXYtdEXJufJVD4HSjo/ZAe8oJKn0X8bcw//znPx/6ZgzVsbAwtnSizwwqQLakb/LUE0z6GxR+Q8487up4jsw5PhK9SuXTuVR57/PzyiTjDMpei0tyNs6xA8tHABOvZj5y2DMnrn4yLk2cJqPJbcI16UrIz3urvogAEI9Vpt0LAkMyyMuqFcF4B4hA28jAJEYSjnesQDsu8yzQCETIFMnUlnow9T/qz+zrvJYP+uG5+quMS8hO1dOXS0DQbIDM/crpj3/848ORmGekz676ZxWO2O0a/CGkf0IesWY3aOfWGOkD+9CBTuUp59mY9Cutr7/++iGw+HZhzJCzIyoBrJ8xGwPyBMOStsg3FvVVG+R7bxHRL7j6exi7MXJaJCivn9qV1PXeGNNDuX4sIqg4kuvnwgIJ+2i7QDJTeev76S+lnoEOJXna6N0l6Ms1uEbWxn9jB5aPgMdMfOa86pkw1VeusvPe+1KTbN7PMgjGtcDiCvJbidq9IC7HYlayAos8BERexyASIBaEYlXbzkVQQTQIRYp03M9ggzhmOrMF1IdS/YTscZRWVBeBe3+p7doSWNrVWdH//ve/fwgsSN/KnR2tygURhGrnYMeC7OWTnyxltdX4yIt0KyN5NiZ2j46+7JT8tNgzgmfHvn0IYIKKoM7O5BnT+uleMoaCArlSQUJg6VdcFhXGX5/p2lhBOuuPYKJ9/dNmiR/Qo2MvwZY+MMdEH0P5cyx6rjysdaa9jspfwpR1hmtlbfwndmD5CHjMxEfOq46EDKBJI/UclJskVVrlykMygLRMdinykVqROvbxMdcqHaFalUdGAo2Veqt1ZEUOomt1i5Cs0ssTbDpXd+9YRZBRTkqfdcU6Ub/qZ32Gyld3XldU97HAohwoq9/sYQf37bfffu93v/vdAxGzjff61E9mJb/I8j0KuQqys0391F7yIR2Cd8r6IYAdhH9OxW7C9wsB3U7RrkA7jsAKYGxdwE5O7apH3kx2JQKIQCJgSYKn/qZrY0Su58baWGpXPy0oBJUWFK49C0B0kLJz/ZcX5ritCSqf3cqH7mf5a5CsMzxF1sa/sQPLR8AlE585rjomkcDiHuFGuiu8b3UayK289+nQdU5ABCI1qUG5ggySsSp3FXAQj90MkkO0Vu3KAhn0UI8MhCTQWMX289J+VSa4ICgBSEJckjrIiy6TaELkMkkGKqdOfZdAuWRUV58r33WFssrpOyJ2JPXNN99877e//e3D32fIp7udyueff/7wdxkFlIhef5Kj3fScOtaPdFAW6dtJ/Otf/3r4ByDtVrSHsPvDQn9b4l7Q7rhNXagdbRofQZD+JcGknai+2Z3OHRj9CiRkC2aChDErsPlvgOkhyMgz1sqrq+36o316efZOCvUd0lnqOehHYy4lf63zFMy2j/AcmRvf2e07w1627MZ74ZJ5H3PayA9MoCbRBPkzBeWa1BHaKqskX1336tVGdQQtxOBqdYuEfMRGRHYtdjACiffKWxkjKCt85IioEElHJVb3pfIkxFRCYDPIzNVypBXJQNf0n/3INj2DuhJkh/kekqkcQtdPhOzD9q9//euH1T1drNat3H3nQPQCp761IyOXrNosCHtX/+YYuGezvnsUVPxii1xHbAJYf6WO1NlHgGB7wZ++nhs741NgJLfAoiydtJkOgoh2BEXjINl56Gd9arFAF78Y817Aof8KMqd8iU2mzeWF+a4EymTDZKxln4rZ7hGeI3PjO7t9Z9jLlt14Ni6Z9lqHNYlgTpwpt/szed4XFCRoxRhRg3JTfmTjfrYhX3BBYJGY4FEbrgIK8rKjcbWrcaRGHhJATMiqIzIEZXWPIJGXe8EFUbWjieAQmmd6r33ueb2ufZDqI9BJWlEd17ljEVh++ctfPtwjVLsV/8rvL37xi3c/yW3lPtsDNhA0tC0Y6At7RLwgCLCh4y+7lb6rsKHvN/6pev+siqBid8RGfQMS8KWCOlmlfnxgQaCM/vQdhW3Z3HgYB8HRuHju13/GRVv1Rb3Gyn02zG+ya/ny8hNl8sOQXPZSxztXz+C9xHaz7JqeguSc4anyNv4HO7B8INzSYVdZ63Oy5M935ZvETWZ5paPJC2REDqE6QJbVsISYpAKRd767WA0j3v4uBtEhFWkSuvaRcB/4EXXn8vJL3s/gIhUY29m4di8/4kpv7c2+0mP26xL0UR/05R//+MdDYHEkiHAdRfkPtH7+858//AqK/vSAVTYbkeVKN3rSia3ZThIQkL8A5ldg/nZFQGA7gcROpV9b+Uiuv2TaJdJJ3b59RcKSMhYDrt7lD4Ib2wsggonAIulbO0h9ctWv5NHbeKifXfODbFt+41Af5/sV1XFd39f2hLKl52CVN/FcmW8dO7B8AFxj0qc6LJmlWbf7+d6khSZz5NJkhspCJAxThqvykgk+30kIREIU8kG+1T0StipGiK79JBeplazcJfmgHXpEuAUNxNXuZaaZj+DW4OO9+hFU/Yys6p/n7BLWZ/raEdh9Ifxf/epXD31DxEjeL7O++OKLhyCDhJF9MrJNtovUPc937KgdOwsB7Msvv3z4oYBAISCQZ4fQ9xttF8TUZWdlJTsUfS3guuqn9tkle2VH92R1LCnIeJ62zpbTNo1X0I8CS1Be+8rJL9V375PZ/UyXQMY15R5Duqx4X7lvFTuwfEBcMu1THJacmZpIU4b8OWGlOenXsgUF5SPxkCxX9SITeRHiROVKyiBIK29HZZJn5QQd+cizD8YIG3EKMspJiBK0TTfEJCG4diwIb93ptLouyCgXqSVDoieks3Z67loCwYDO9PXx/je/+c27wCKY+JuVzz777GFHoX16alOfpcZGEkj1z1ViL5DHDh25accxmDz1ELv+6Fd2KE9bgrldi/r0Zgu2kdhDOclxo6MuH/wFETKSVyApmBSMyZtjkk/Uv4nZV++Um3afNqmu/GRK5cGUX96HwGwnfMj2XjN2YPmAODPtc5yVrBKQUZrvZpoEsLZZUJEQRyQIUwZUf5JF+aEykvfKIU0r51boIK+dCqL2QdxuBnkKOq6evVc3EpbIDPXLtcAYySJF5OvqOXKMWBGmsvU7O5Uq7+oZ6CEgIm5k/4c//OFBd8TcHwM6ovIhWx4iR6RskR0kQVM/XdlF8p599FG+dgQHf0/iKFE+PegdQbuX9FFbruQkVzCxqynIZgvJbkRwcdzlXfYr6bs2tNkY6wc9XLOTd/lD5cDzTJDc7Cl/+lLykjPlgXJr3odA+oSP0eZrxA4sd4RLTr++83w2SaHys9zM69o99DzzYH0OR+XdF9QiQlek1bOAI7j0w4CuBZsIWpI3iZp8JCVwlDwjNaQq4LST8Q7hRWoR6qwrD+isHbohfB/V7bTIsmvxh4CCSr8Is1tA/PpJNwFTP+oXvQss+l5SXltsUX+nbmTSXUCQtNMurWDjvcBhR6JM/ShweK6sZ/Jnmpjj17Uys/xR3YneV2bKLW9eu78Wq6yNT4sdWDbeYU72eT27v4SVJEqQnEi0QOOKaBGqJJgg5BJiL7BIysivnOdW1Yg0Mg0FDYTqHX20GamrJ8ioU9nq049udHAcJrhoUznBBbkLMHYr7iN0KGCqWx8KItmxq/bXNPVJ/xkkCzLl253Qgz6e9TVZ2aU0xwXocZR6F6oz66+y3Ksz8y5hypnXx3Ck18anxQ4sG++QK8zrUd68wtlkRmTezTSR/Ai24IJ0kXgBpN3IXN0j6zW4uFeGDG3VfnKnHgUxRK9edZX1HpmXPNNPHe1qz/cM5b3TDsJH4jMJBtVNh+Qj9dlGSZ2CCBntLAoqvZ/l1nfu1RV0yKQfuJboIK1oTI5S76G6U856fSqmrPCYrPQJz21747bYgWXjHSZ5rG4xn+f7IzII8iOxMyDa5JUq7z4ylkLlBJiCS7uBgk+oXEGj4KBsR1MdvQkYyqkTAbeyT9bUN73SsXrVQerzvsDR9w7XUgGkVGCQCjACBlnZtGsJHrtXZz6foT5KR88wZXe9JHPFlAVH9R+TdyRj49NjB5aNd8gVpkscucfMOyKDcOldIGsmiDAnzuQgdMFgJkQ/ZbbLKQi477tHux3XAhNojx6l2b57AYLs5AlWtVvdo6AiOBQ4ChhSu43KtOuQ3Ms/s8ER6KG/E+on4xpZZKzX7sMq75LctS7MPHXX+pfkwZk+G58WO7BsvMNjEz+U1yS+NJmvnehkHiUgI3Jf5bVTQOqRfHlrguorIxV0pAIDnAWVIE9ZMtTr2rt2FnOHUUqud+WF+a4064fuj/LqwxFm+bDaZkXvj+SudZ4iY5Wn7rXywpGMjU+PHVg2/gPXuMMsc0QGE0+Z+MpKBQZI/lk7lZt1Z304kzXrdL+WXe+h5+qubRYcSrNuqCzM+2RL19Tt/VG5o7wVR7LKW+vPsuGaNqC663WCrFXeY/JXOdfqs/FhsQPLxn/hqS5xNpnP5Fya/OqUoLJrnSPZyqz1J7wvTVR21p31Kz/rS8rMoFSZSwEF1npSMtWDs7pQnYlZvvtLMmCVcYQpY5Z/TPbErNf9UdtHel/TznP12vhw2IFl44NgulX3R8RxhEtE4V0pKFOC+W7FWdtT7tyFhNmGVACYAaL80hFW+Z6hY6/kn6HytXmEZFySA1PWiuo+JuMaXNL1CNfoviL5t9B34/1x7P0bGzfEJIprJn7lry27YtZf0xmOys60lgk9F0zmu8dQ3VJ5lzDLzXrhsfoTU9bEWf774JJMeTNt3D/2jmXj7rC67C3JKNnrFWrnmvYulSFzla986SmY+oWnyvgUOLLrxuvBDiwbGxewTo9bkuBbJ1f930HldWIHlo2NjY2Nm2J/Y9nY2NjYuCl2YNnY2NjYuCl2YNnY2NjYuCl2YNnY2NjYuCl2YNnY2NjYuCl2YNnY2NjYuCl2YNnY2NjYuCl2YNnY2NjYuCl2YNnY2NjYuCl2YNnY2NjYuCl2YNnY2NjYuCl2YNnY2NjYuCl2YNnY2NjYuCl2YNnY2NjYuCl2YNnY2NjYuCG+973/D17wo4j3tlCtAAAAAElFTkSuQmCC)
physics-General
physics-
Work done in the given P
V diagram in the cyclic process is
![](data:image/png;base64,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)
Work done in the given P
V diagram in the cyclic process is
![](data:image/png;base64,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)
physics-General
physics-
In the following indicators diagram, the net amount of work done will be
![](data:image/png;base64,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)
In the following indicators diagram, the net amount of work done will be
![](data:image/png;base64,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)
physics-General
physics-
In P
V diagramgiven below, the isochoric, isothermal and isobaric path respectively are
![](data:image/png;base64,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)
In P
V diagramgiven below, the isochoric, isothermal and isobaric path respectively are
![](data:image/png;base64,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)
physics-General
Maths-
The number of ways to fill each of the four cells of the table with a distinct natural number such that the sum of the numbers is 10 and the sums of the numbers placed diagonally are equal, is-
![](data:image/png;base64,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)
The number of ways to fill each of the four cells of the table with a distinct natural number such that the sum of the numbers is 10 and the sums of the numbers placed diagonally are equal, is-
![](data:image/png;base64,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)
Maths-General
physics-
ideal gas at 27°C is Compressed adiabatically, to
of its original Volume. If
, then the rise in temperature is
ideal gas at 27°C is Compressed adiabatically, to
of its original Volume. If
, then the rise in temperature is
physics-General
physics-
An ideal gas is taken through the cycle A
B
C
A as shown in the figure, If the net heat supplied to the gas in the cycle is
, the work done by the gas in the process C
A is
![](data:image/png;base64,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)
An ideal gas is taken through the cycle A
B
C
A as shown in the figure, If the net heat supplied to the gas in the cycle is
, the work done by the gas in the process C
A is
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)
physics-General
physics-
Acyclic Process ABCD is Shown in the P
V diagam. which of the following curves represent the same Represent the same Process?
![](data:image/png;base64,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)
Acyclic Process ABCD is Shown in the P
V diagam. which of the following curves represent the same Represent the same Process?
![](data:image/png;base64,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)
physics-General
physics-
An ideal gas is taken through cyclic process as shown in the figure. The net work done by the gas is
![](data:image/png;base64,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)
An ideal gas is taken through cyclic process as shown in the figure. The net work done by the gas is
![](data:image/png;base64,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)
physics-General
physics-
Figure shows four P
V diagrams which of these curves represent. isothermal and adiabatic processes?
![](data:image/png;base64,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)
Figure shows four P
V diagrams which of these curves represent. isothermal and adiabatic processes?
![](data:image/png;base64,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)
physics-General
physics-
A thermodynamic system goes from States
(i)
to 2P,V
(ii)
to P,2 V. Then what is work done in the two Cases.
A thermodynamic system goes from States
(i)
to 2P,V
(ii)
to P,2 V. Then what is work done in the two Cases.
physics-General
physics-
When a System is taken from State I to State falling the path if, it is found that Q=70 cal and w =30 cal, along the path ibf Q=52c al. W atoug the path if is
![](data:image/png;base64,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)
When a System is taken from State I to State falling the path if, it is found that Q=70 cal and w =30 cal, along the path ibf Q=52c al. W atoug the path if is
![](data:image/png;base64,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)
physics-General
Maths-
If
and
, then ![P space open parentheses A with ‾ on top intersection B close parentheses equals](data:image/png;base64,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)
If
and
, then ![P space open parentheses A with ‾ on top intersection B close parentheses equals](data:image/png;base64,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)
Maths-General