An elastic demand curve is (less or more) steep than an inelastic demand curve.
less
Demand slopes...
downward
If marginal cost is greater than average total cost, then...
ATC is increasing
Where does a price ceiling have to be to affect the market?
Below the equilibrium price.
This is when one country can produce more of a good.
What is absolute advantage?
law of demand
4 factors that would shift the supply curve are...
-# producers
-expected future prices
-price of inputs
-technology
-price of substitute outputs
-Taxes and subsidies
What's the difference between long-run and short-run?
long run-no fixed inputs, short run: 1 fixed input
True or false: the burden of the tax affects consumers and producers equally.
False.
This is when one country have a lower opportunity cost to produce a good.
What is comparative advantage?
If your income doubles, and as a result you buy three times as many cream cheese packets, then cream cheese packets are this type of good for you.
A increase in price has this effect on the demand curve.
none!
As a firm continues to hire workers, their marginal product first ______ then ______. This is due to the law of ______ _______
increases then decreases, diminishing returns
If a tax falls on a market where the demand is less elastic than the supply, who will be incur the greater burden of the tax?
Consumers.
A peanuts, B paperclips
How can you tell if a good is a substitute or a complement for another good?
If the cross-price elasticity of demand is negative, they're complements, positive means they're substitutes
Name 4 factors that shift the demand curve.
income, population, price of substitutes & complements, expected future prices, tastes & preferences
This is the condition for efficiency for a firm.
MC=MR
If an import tariff is levied on a good, what will happen to the consumer and producer surpluses in the domestic market for this good?
Consumer surplus decreases, producer increase
Nation A can produce 10 muffins per day or 5 cakes per day. Nation B can produce 5 muffins per day or 20 cakes per day. Who has the comparative advantage in each good?
Nation A should produce muffins and B should produce cakes.
The price of pure-silver banana holders 
rises from $200 to $350. The elasticity of demand for pure silver banana holders is 5. What is the %change in quantity demanded?
273%
A price lower than the equilibrium leads to ...
A price higher than equilibrium leads to ...
shortage, surplus
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LgbfNrb5Lyge5ucg554XJr7dUtoWxITTHR8XiJF1TJ3K+WWVrHn9FkksyC3gT7CG4s+vj63bNYv995n1Wo+OEqIqvPTUjKK6rrabgRpLP2UkvmZL+ndMySQ23pHjMn/JcBVcYoMry5luhwAOoS+DFWEtsZR48mOFh1s8t04dvsrtVVwiZqHyy2H7QhVdAqCDx4Mbgl2WNalWTwTM9vFrjmqM1eT/2YrU5t1fo2qAyCJZyaZTz4ap7nJedSxJbu6sck56IkXVcV/8rmimuqO4J3d90RfrFPeIX00gcQG0MkfchvoA4IfcWbRSI7FiKE21oOtLVi8iZs8cltOb9LcJ07TbcxNWGwTlsWIxadeVbT7K4iWh51bOsqSxWKbsNgsqynrXGLrlCdl6cvtQxX9ymY6am94ux9wIbf12s6U94qz5IKoIKZrAaBDzT+tU+Q2yeVrHb0GL3VbyubOPRPfOjgmTLw4d9TKe4rhNLzCY81Kl/yWD4dE/aNVltzvnNNaTypI1CEHU/b0s/Ql2Qj+6/1Thy51SaFtcp7pucXeZrVnV5ucg574wK/4R79ritORTahHE9rZaCZeEKTa0oqo6uwBOOMDuQ30GiF4uXMsZ/KvrypFr5xWXc2uijqzwIK74FouRlGU5OP5aeYWE7Y/SiiuzH/vumoE13rZvYI2yQ0vcFtsaWHveCcyr5pfnhZ4fIE1e9yuUAFBURT++eYiSwdHF49HXp6K5hUQW9HugBzktl7LbxYo7kr80edKmbjtzSAAmNQsFHo9enTp6LHH37JrvmE3fGuOV1R29GK8KjbQ+4nrr46bdx67fOO2m/Pp/es3ngjIl1AUwY9/eGrjTCsz25mbTru/r8QpiqKQiKNrfvuoXCkEyX/pcnLbnCEcE9bgiT8f/u1xcmtOw+vTfE5vXLVp54HTZ084rZo9znrwiEk7AmBlEO1Jbqj5Z3/l2D875F61tLOhTFIqkN21U94hfX9Ib0X2E5DbQK8hHw6M4U06lYRSyCunVVdzMarx3aVNW13iEIoShmwbwbY/HKn83SP4PhttOFPPJGvcSCUq763gWK314rec/6ThTiN44w7HIhRFIZH7R9s6BrZZorwdkNv6Ysb7AMXpcm/aB6ZrAaBVXGzsYAvLwTwLtgnLehBrxCDWp4U/dOudBCKorKgV0z7lERiCYsptzRFMecJBJNLWl+CoDEEQFMNwgsBQGdruJuf15aWVtd3b5Bx0W46w/u/PbirOQv8b5F4i7mLDVzRsh3Kw7cFoEu3OJcKoQG4DvYZlXJjBs1hyIweRKnObChJ3xJ5ntztM9UgIwfdYbs5beLNY/VxI8OO93R5FqwbRiJqna2wsvnPJxymK4HuusJh1Ia2ZX5SelFrY6aNvkNv64kVVseKM+X/9rwtQ+DcE/UJ9fb21hSXtMQkWexBrnK0dTKAxMqVi4Tct2+79+7ObnW+NQFEUXhKhukOKl77TT5H9CuQ20Ht4md8vo9ls7ugFcyZM3+GbXacaTRMHbrTgTf0trXV4DQnbYcuzPxrXwRMLzVmvnzy8eX7zzOHDFp2PqCUoikI/npnIGTVp8lAzxaNvNjO3uH+sb/9z7u27D6663Gib2+RtFlVHUc25E217CILAcc2U2J03YhhGtHliujtvbNtDkmTvisdxvKfFkyRpHerx1ePfv3p6WWOppF4Xj2Ga98S7WXzv/gHlcnnby3mvv/u9K77X3/22dfb6u9+XH922/4D6/+7Ti3e7ecvSnKuW20xYQ6wGx0RHU8BY1MjEnBf3VJ8bkxq62A+eREWyB6MUoQ0N26GfIvsbyG2gT5CqeK9TW34Yb2NuwmKzhy/Y4R5fS1AE33OFOW++a2HrSRiJPWzPtd0V1v5oDlHlu+e7KQ4juaa84QsO+xVIKYpq8tvEMxu+6GRAUkktvyjWY/csC/ZYR//K9obdbt99MGr4yDOnTtM7L124MHPqNHrPx8RES3Pu5+Li1i9MEMNt7R4+eEB/mdOu3at/WkXveRESMphn0dzcur2xYjAgLPQ1/WUrly//dd8+es/d23dGDhtO78nPy7PkctNS1dZLmzJx0pXLzvSeM6dOzZ8zl94TEx1tyeVWVlSoelAUtbOxefrkCf1l27b8smn9BnpPgL+/tYUlImuNzNXV1YN5Fu8jWj+qepXk/O/4MX9fNu/vz25KMGViuHHd1WHsOPqhPn36ZGnOzc7Kpnc6jBl70/UGvefo4cNLFy2m97yLiLDkcmv5taoesVhsO9j6WUAA/WUb163f/stWes/Tx4+HWA2m56GysjIrLi8uNpb+snlz5pw9rfbdd/798tRJk+k9KckplubcwoJCeufIYcPv3blL79m/d+/K5SvoPaGvXllxeU1NrfduGhsbbSytXr54QX/Zzyt/2rt7D73n4f37w23t6D1FhUWWXG5yUhK9c8bUqb9fvEjvOX/23JyZs+g98XHxllxuWVmZqgfDsKE2Q7w8H9FftnP79nVr1tB7ggKfD+ZZSCSt2z3V8mutLSzfhofTX7bs+6WHDxyk97jfujV25Ch6T052tiWXm5mRQe+caO9w/ZraRIGTx44vmr+A3vMhMtKSy62ubr0ky2QyW2sbPx9f+ss2b9q0xdFR9b8H9u/XCG1sE9ZgnoX306cUMAqNqGxIqKcitP3V99p7fnmXb5G/P6QcbLtrR0q7XHvZOEFuA1qAvNqz/IhfwG8/2XPMRm70qyLEzzbweNMuZLR+6kbCdtnxxh3paLxNAW9Ku7dmlDlv6e0inCIQkaC+mTZil/bbDB57kVtxO8Ht9t0Hh48cq6hUe2D5y5cvGgkDkSGxMTEa4wqJCQn0QEZR1OfiYnq2oyiqubk5MUFtIIokydiYGARR+/vkZGdXVVXRe+rr6tLT0ug9crk8JjpaY1AkJTmloaGB3lNZUZGXm0vvkUqlGmGFoqj4uHixWO0B3sKCwpKSEnqPsEmY9PEjvYcgiJjoaPqAB04QpjdO//H2KfoavLX8Wo2LNIqiMdHRGqNKyUlJ9ExDUVRZWVl+fj69RywWx8fFaxQfFxsrlaqtrpCfn19ernbubmxsTE5OpvfgOB4THa0xHJWRnk4PhRRFVVdXZ33KovcgSDvf/Y+Jic1CtdkYJZ8/FxWqbXEoEokS4tWKV373ZWrf/dycnCr1n8D6+nqNgI5hWNvvflpqan292r2hqsrKnGy1H12ZTBYXG6tRfEJ8vEik9nBPcVFRyefP9J5mofBjYiK9hyCItj+6WZ+yvnz5Qu+pq63NSE+n9yh+dDW/+8nJjY2N9J7y8vL8vDx6j0QiiYuNo9TFxcbR0yRFUQUFBfRgeu/OXSsuTyO32VhZtf1BAoZIgsnHhT9VhLY/+VwJrux6X1GiKqH1DmnBwJ3/DrkN9BZRnxp43+tdCU6p5iVIIn8dyx2yK0yGxBwayxvuFK4aXSNqvVZyefOuF6iHLmFqgLtbSA5tEA6JOzbRbPC24HYWfJM832xjNvmc5twGioLn27ThZmG64hz6bdBtOQF7MQKGNTU12VhZ0UObuanZ5PETmK4LaAGK46rpUF97O3uV5HT5FhKTIY8mKO+QvlivhyL7LchtoLeIqgfLzC2W368mVLkNS/9tusWoA5EI1Ri4eSh70sl4Zfwi6p9vteVMPq65x19z4GZb9oxL6a1RTBi8dZjZ6EPvpbWB+xfMdQqoVn24RzMuzuRxf/SsbucRN8htfSfDsf8KdFOcSR98zur6DQDoWFpq6hBTM5tBLO4glo05d/zYcRqDgsAQ4QTxfUyIaicr14K0rt9DUfLYc8rBNncrUtTFY3DGDXIb6DUs32WBJWfK/sCCuhdOq67mNGY/2jya47AvXEhRlCjm+ESO1fSDwXn1oppUT8exPIuFN3IwiqIoNOX2L6s3XnjbRFFE7fNtw9gjlztHFAoQTFyV8HD7RHPLORdTpRSW67qEZz5pq1dmPUYRktI35763YY90DGh3pUvIbVrxW85HxZnU4uWDTraXAaBvCFFRxL0jm9Zv2nXg8Mlzp06dPnPFJ7EaaTOlAsvM+vIN+8m3ZtdMuREvXrad9gEMDkmS6xLDurlnvArBz5S5shS5Dct60vUbjBrkNtAH0mzvvd+NYJtamHMtLawsTa0mr7uV0vKwkDDFbcM4HtvElMNimVtP3+tbqBxsk73eY8PirfCsIyiKwqvenv9xFJdtwjI3NWWbcEYtOva8QPHUC1oauH/uEA7blGvD47BZFhPXuMTVdTifFHJb3wnliGrbq4CKAqbLAUZJnOu9a4b16NXXYmpann8lBPHn5wwZPnZHoPq6XeJDx5Ubye9w0n+hQBf2pEaqQptTWmR33kISGPJ0pvIO6bNluq6w/4PcBvqIEFfnxl39ad4en4+F9Zqz/5Ha/IT3EZHJxYLOtpmj0LrC5Kh37xNzyps0F+YVVWTGRoS/jUkrFcL6bXpwKCNGcUodEfaY6VqA8cErArc5sHlzzsSpb81B1DxcYbPYrZT2S07KEIHV0IZvOOHfsA+uG9DPMxmNwy2nl6+8ndcnhnXzXViSi/IO6S1zogm2UYbcBrQBiTy392ERg4+yQ27TllqZRLVFIOw0D7SLqHy6YYgp1+FwdJsl7pGoo2su0ncFpZCA54rBtvcjxx3Yt1+PZQKdOPEpThXavo8J6eaTGISgSHaDrbxDmuqu6yINAuQ2YAwgt2nRtuQIxbl1yjs/pmsBxgSJPzaBa8Jd5l7Szmc8WW1to9pTEMKlKxW5Tep6S18VAl05m52gCm3zop53c8Y6SRKI3yJFaEN855EkPOBIUZDbgHGA3KZFpWLhn3yuKM6wifUDet4W0CZJ+P4Rpmzejx7d2I4dLy1ThLaGQVyiBq5Hhu1SbpIqtM2OfIa22dKjI1j6feUd0htmRH1e128YGCC3AWMAuU27fk4IVZxkF0YP3MUtgXahiSenmLF4i262N9qmSfLb74rc1rxmk+5LAzp0JS9FFdqmv/eX4Z0+60xDCitkbjxFbpMnXNZpkYYFchswBpDbtCu7qf7rliUxu9zmGYDuEPltsDIxm3RMcxHHtkgcFwwfp8ht6Ovwrl4O+i/XgjRVaJvyzk/aZuPaTqBBK5V3SB9PJfF2llsfsCC3AWMAuU3rFkYHKc62PyeEMl0LMAaSwE3WJuYr71V1eZcUDY9QhDbB0DEkhlVVVr5+BT+Ehse9KOPrltA2IcJHtfFxd+A5vi1bWg0iarq1MO/AAbkNGAPIbVqXWF+t2jqwVCzs+g0AdApNPjvNjLvBp+3PkrSsoJw+CNf88wZFbpOcvUhR1PPAQNjeyuDcL85ShbZx4U9F8h4MmJGSWtlta+Ud0uhTuivSQEFuA8YAcpsuTHnnpzjtbkuOYLoWYPiQxDOTzCcfjdPYe7gp6tiSXS/ELf+LV1Q2fGuuyG14aRlFUSRJoijcJjMkniXZf2gJbaPfPBHKu7w3rgZ9sV55h9TDgZS3s1f1AAe5DRgDyG26EF5dqjjz/qPfNb5MwnQ5wNAR/Nf7pw5d6pLSpLpVKsz03GJvs9qzdfu61hkJK9cwUybom6eleX9smZA+PMyrCe1ZaMNyfFrukH6LV8ToqEiDBrkNGAPIbToyIuyx4vx7KANOoKDv8Po0n9MbV23aeeD02RNOq2aPsx48YtKOgJaVQUi5XGA3WjkjIfQNs7WCXvArz1etImT3+pEA7dk5mWyulLlZKu+QRh7RUZGGDnIbMAaQ23QkoKJAcQr+lwDXnt7sAKBDuKS+vLSyVoSqT1JAgl8qZySMsCe7vcoX6CcCKwr/7HNVccawDvWoQ3p2i5MkSfTZMuUd0kcTSQzO5+2D3AaMAeQ2HSFJ0uLlA8WJ+FhmLNPlACPXukfC5WuqThRFa/m1DFYFusOvPF8V2ixfPuzFkxVY2l3lHVJXE6I6VRdFGgfIbcAYQG7THa+SHMW5+G9+LtVScddvAKBX8KJi5R4JJjyiukbV7+PtPclhPIOFgS55leSonmnjvrjfixMFIT9NTT8AACAASURBVCiU3eQo75DGX9RFkUYDchswBpDbdIckSbvXjxRn5E0fYRFUoCvi42eUMxLWb6b3NzU1JcTHM1UV6NL94izV7FGrVw97EdpIAkN85irvkD6dReI9WOltAILcBowB5DadetMysfSPPldyhQ1MlwOMEClDBIOHKXKbPDKK6XJAd7kVti6uOyTUs7ZXE8+xxCst+5CyYR/SLkFuA8YAcpuuTX/vrzg1L4iCHUuB9iG+AYrQ1mg/hSRJpssB3XItP1W1jdXwMK8GpDdnYIKfIbthqshtWMotrRdpfCC3AWMAuU3X0gR81a2Q6NpKpssBxqbpuyXKGQk33JmuBXTLxdykr2iL6/Z0nTYFEpMhXlOUd0j9l5Bkl7ugAchtwChAbtODVfGhinP0mPAnTNcCjAqWla2ckWBmRTTAjXgDcDorQRXaHN56N/dkGys6efQp5R1SNx4hLNNukcYKchswBpDb9KBMLPyL7zXFmdq/vIDpcoDxEP96RJHbRNt2t/3TiLdvN63foP+qQEeOZMaoQtuUd37inmwYT0dUxsuuD1LeIc16rN0ijRjkNmAMILfpx960D4qTtfmL+xgBdzSAFpAiUQN3iHJGQmJS2xfkZGc7/35Z/4WBdu1rOQl85e08MzJAimG9Ow6JipCHYxWhDQ3+WbtFGjfIbcAYQG7Tj0ZU9m/PbihO2a4FaUyXA/oRgh/v9fuZX9csnDtr9g+bDhz7dZfjypUbnZxfFXSxaL7Mw0sR2pqmztZPqaDXdqS8U4W27z4EIngvQxtFUfK3e5V3SO/YkGKIHD0AuQ0YA8htevN7brLirP2fgbd6/VALMFJY5sUZPLPJZxIRiqKQ8hcHJnN59r9GNHX2nqZpcxW5TXbfU09lgp4jSdIxKVwV2hZHB8uJ3m9Ehn8Ob908viBYi3UOBJDbgDGA3KY3CI6ZBN9RnLuPws5XgI6oe7qaZz5y/zvlEBvB9/jRgjV875sOZxrKk1KUMxLMbcjmZn0VCnoGI4jVCa9VoW153Iu+PCZBShtkd4cq75C+/kWLdQ4QkNuAMYDcpk+PaDtffZGKmC4H9BuSN3uHm9k5BraMrxG1nj9ZsoZ1kttEO5wUuU2876CeigQ9JMOx+VHPVaHt54RQom8L7KGvHJWDbfdHkLJGbdU5cEBuA8YAcps+kSQ5tGXnq40f3zBdDugv0KTTU824Pz2sVg7F4EX3lltbTDgU2cF9UkLQ2MC2UuQ2LDOro8MWFhQ+8oBbqMwQypGJET6q0LbpY3gfQxue96z1Dmnpey2VObBAbgPGAHKbnoXTdr7KEdYzXQ7oD/Ai14U89ozfMzCKwoXF0fe3zxg/18k7p8N5CVK3u8oZCXMXdXLcsNDXC+fN10HBoAt8mUT1Ce0rb+eDGdF9PCApqpa5D1ZuHv/ugFaKHIAgtwFjALlN/2a8D1CczedHPWe6FtAPELVPf7bg8CatP3jy8JYlUyevOOGd0dTxQ1AkSTaOn6bIbchTXz0WCrqlVCw0f3Ff8Tv+tbfz5bzkvh8Tfb5SuTWChwMp781OpoCC3AaMA+Q2/UsX1Kp2voqqrWC6HMA0cehuOzPbDX6K0VdJ9t3Vo+w3PynqaKEIeXSsIrQJrIaS0i7WCgF6ltVU979B7qox9QefO7yL3X1YpkfLHdJBxJePfT/ggAW5DRgDyG2M+DkhVLU7IdO1AIah8Scmm5mvuFvRMsQmCd5sbT50V5i4/dc3b9yqnJFw9JTeigTdEV/3RbVM4199rz2vLOz7MYnGEtktc+Ud0pizfT/gQAa5DRgDyG2MKBML/9qy85VveT7T5QAG4fnX5vHYsy5nqsbX6p+u4rI5Kx/x27lXStTwG0x4ityGF2ghFgBtCasu+Zufi+KX+p/9XSP5WhhKJwkc8VugvEP6ZBqJw7qPfQK5DegSIarOT0vJKKrr6jYI0lj6KSXzM1/SZiVHQlSdn56cUVzb2SEgtzFFtenN/wa5wzK8AxdR82glz3zE/nctv4IE33/zEFPupFNJ7f1QSK+6KkKbcMmKLo8tEony8+FTgT74lOX9g+9V1cLaqQLtJAEs6bryDukNM6IuWyvHHMggtwFdkeY+cZpuY27CYpuwLEYsPvWqot0nXdDysHNLR1myWGwTFptlNWWdS2wdoTrE010z7ExZbBMWmzNi6YnQyg4eloHcxpQmFPnv526KE/3W5AimywEMEYXssDG1WHpHeZdUWuDjOI5rNvoX/4q2a+qTBNE4arxyRsLzkC6P7ePtPcHeXuslAw23CtNVT6yaBN8paBZo5bBEXbbshply8/gkF60cc4CD3AZ0Q/Lx/DRziwnbHyUUV+a/d101gmu97F5Bm9iFF7gttrSwd7wTmVfNL08LPL7Amj1uV6iAoChKknRmugVn4k6PhM8V+ZEuP48ys/nxTmG7yQ1yG4N8yvIU5/o/eDvH131huhygZ3hV1P3zm2fasljmw5ccuOh88ejOVdMdpi7ZfjW0uN1BcvTNW+WMBNtRJNr1GK1UKi0qLNJ63YDudFaCar0Pq1cPKyXaWU+bxFHkyTTlHVK/BWQftsYCKpDbgE4IQ7aNYNsfjlQ+k0zwfTbacKaeSdY4SROV91ZwrNZ6qR6BkYY7jeCNOxyLUFRTyA47zoSDrYfwXWfDm9TmEBRFQW5j2ncfAhVnfJtQj77sWggMEYEhKEYQOI6hCCKTSmVo51sgNa9ar8htkrMX9VQi6BhJkrtS36tC2+g3TxoQrZ1I5TFnlHdIb3GJxhJtHXaAg9wGdAGJO2LPs9sdpvq4TfA9lpvzFt4sVr+mE/x4b7dH0ap7KUTN0zU2Ft+55OMUEnt0Anuo02vaIR6usGAvvFXUTiyA3MasMrFQ9Szz2ewEpssB/RdeXtHwrXnDN5yGb83xsnKmyxnoZDi2JCZYFdpmvA8QY3JtHRwv+6DaGgHL9NDWYQHkNqAL4sCNFrypv6W1jo0hYTtsefZH4zrYqLA56/WThzfPb545fNii8xG1BEWJn20czJ52IZV2iNCdw9gOx2PbOQTkNsY55yWrFg4obIY9B4GanOzszRs3jho2fPIQW5dvTWu+YTf/tJbpoga6OkQ6NvypKrT9EPsCxbU2WE5K6mT3hik3jw9aRfZtdyxAB7kN6ADB91xhzpvvWth6EkBiD9tzbXeFtZ+siCrfPd9NcRjJNeUNX3DYr0BKEXyPHy3YC24U0A4Rc3i8md2eUMht/RFOECPCHisuAFPf+TFdDuhH4mJjrS0s2SYsRbMaxFo2iCV+Gcp0XQNaYXMj58U9VWjbkxrZx41H6UiSRIOUWyPI7g0npbAVnjZBbgO6IH62gcebdiGjdRIBErbLjjfuSEfjbQp4U9q9NaPMeUtvF+HigI1W7OmX0mmHeL17ONv+WAfjbVeuuUrUV10nSRJBNF8sa5Pt2vbgOC6Xa94s6M4bURTF23xg7c4bERmi8XmUIIjeFY9hGIZpTt7oZvEEoflgEiLrugbVa9IE/D/5XPnK2/mrJ5fv5af1oga5XN674hEE0SieJMnuFK/F775cLtfWd7/XP7oYhvX6R7eP330VgiBQ2mwDkiTHjBylCm2KNtjENNDfn+qekKDgBd/N6+aLQXfE1lX9/dlN1XSi6wWav619hKW4qbZGwMv7uqsp0AC5DegCEnNoLG+4U7jqJE/Ueq3k8uZdL1C/rglTA9zdQnJo1wIk7thEs8HbgqVI9CEH9oh9b1RXBaLO8ydL9nzXgvafbxs5bMTpU2oLr184/9uMqVPpPYkJCTw253NxsaqHIIihNkMe3r9Pf9nuHTt/XvkTvSckKNjSnNvc3Kzqqa+rs+LyQl+9or9sxQ/L9u/dq1aYu/vIocPoPfl5eRYc89SUVHrn5PETnH+/TO85deLkvDlz6D3RUVE8NqeyonUZTBRFbQdbP338mP6yXxw3b1y3nt7j7+tnxeXRr69fvnyx5HLfRagt27F4wcKjhw/Te1xdXBzGjKX3fMrM5LE5WZ/UNr0ZN2r0jeuuiv/em/bhK2/nv//wncmEcXVIa4x+Gx5uwTGv5deqesRisY2lVYCf2sjc+jVrt235hd7z+JGXtYUlPVKUlZVZmnNjY2LoL5s7a/YZ9e/+5UuXpkycRO9JTk7msTkFBQX0zhF2Q+/evkPv2bvHaeXy5fSeVy9fWppzGxtbb/42NjYO5lmEBAfTX/bTih+ddu2m99y/e2+ozRB6T2FBoQXHPOmj2iY/0yZPuXThAr3n3Jkzs2fMpPfExcby2JzS0lJVD4ZhttY2jzw86S/bsXXb2tWr6T2Bz55ZcrkSSetekHw+34rLexMWRn/Z0sVLDv2qts/3rRs3x4wYSe/JzsrmsTkZ6en0zvHj7F2uXqX3HD9ylL4NfNanLCsuTyO3sU1YPy5bRnVPaWnp40de3Xwx6JJfeb5quez/4+cSVKnlubpETbrshqlya4TY89o9OKAgtwEdaQzcPJQ96WS88spN1D/fasuZfDxe47N5c+BmW/aMS+mtn86FwVuHmY0+9B6hGgN/seFMOd56iKDNdrzxJxLaG7G7fffB0aMnqr6oLUJRU1OTn5dH70EQJDFB86n5lOQUsVhtL57S0lL6BZKiKJFIlJKcQu8hSTIxIQFVX8UgPz+/pqaG3iMQCD59+kTvwTAsIT5eY2wjMyOjqamJ3vPly5dC9XXkERnyMTFRo/jkpCSp+ihjyefPFeVqS5w3NzenparFRJIkE+LjNQZmcnNy6LmKoqj6urqcbLVFMuVyeUJ8vMbgUHpaWrNQqPhvCSY3Dbn7p1sn/nz96E/xraFWKpUmJyVpFP8xMVFjtKaosKiqspLeI2wSagQFgiAS4uM1Rrays7Lr69XuxdTya/Nyc+k9KIomJiRoFJ+SnCISqS15UF5eXlJSQu8Ri8XJyZqbaicmJGgMiRUUFFRXV9N7GhsbP2Vm0ntwHG/73f+UmUkPhRRFVVdXa6w02/53PzmZHsgoiiopKSkrK6P3iEQijQ8Jih9dje9+Xm4un6922q+vr9cI6O3+6GakpwubhPSeqqoq+rIdqSmptoOt2+a2RfMXUEDvfs9N/rrl3uh/Bbp9rK/u+j09QaIixNNBufCH73yS6Gh/WtB7kNuAbohijk/kWE0/GJxXL6pJ9XQcy7NYeCMHoyiKQlNu/7J644W3TRRF1D7fNow9crlzRKEAwcRVCQ+3TzS3nHMxVUpRlCj2yCQed8bh53n1oppUD0cHtuWS6zmwfls/9/pLieqhmTfVpV2/ARg1RIbYWFpphDYrLu/WjRtMlzaw4ASxNTlC9btp8fLBZ1FT12/rITRsh/IOqbsVIYT5wjoBuQ3oijDFbcM4HtvElMNimVtP3+tbqBydkL3eY8PirfCsIyiKwqvenv9xFJdtwjI3NWWbcEYtOva8oGUIoSn19lp7KxMWh2XKNrWZtcevsIPH4yC39Ss/xr1UXBvMQu5J2zyvBgaae3fuDuZZqEKbOct07MhRGgPMQKckmHxe1HNVaJsQ4SNAtX+2xHP9VAt/4AVBWj8+UIDcBnQJqc1PeB8RmVws6PTijdYVJke9e5+YU97UZlVdpDYvIfJtZHJRZ4eA3Nav1Mok//bshuIKsT89iulyAPM8dzsNH8SyHMTimbDWrFqlcUMZ6FSNTDzyzWNVaFsR91KL632oEI2fZW485WNtb520fnygArkNGAPIbf3N/eIsxUXiTz5X0gW1Xb8BGLWm75bUfcPO/4Zdd9W1p+/NSE+/fOmSLqoaCHKFDazgu6rQdjAjWhdLqZE4injPVj7W9mgSKW93hzOgHZDbgDGA3NYPTX7nq7hUjHzzWItLQwGDg33KUmxs1WBmRQh6vFt5dFSU44aNuijM6L2rKf/XgBuqT1C3izK7fk+vyKNPKe+Q3mATddldvwH0AeQ2YAwgt/VDBc0C1XIDV/NTun4DMFLi/YcbvuG8+cZsj8NEpmsZQFwL0pTrKXo7/5P/9dAvJTr6Qnjpu9b9rNLvd/0G0DeQ24AxgNzWP53OSlBdNkrE8Bz6QESKRA3cIQ3fcD58wz64fgPT5QwIcgJ3TApX3Rv9n+fuqQJdXdNJMV921065n1UI7F2mD5DbgDGA3NY/yQl88CsPxcVjTPgTrM2K/MDoyTy8FDdJm6bN6frVoM/qEOmECB9VaBv15nGVVNT123qFJEk0cIVysO3+CFLa45vgoBcgtwFjALmt3/pYX/1nn6swt3RgIkmycdJMRW6TPXzEdDnGL6Oxlj4L4af4VzJchwvxYMk3WvezqojT3RcCdJDbgDGA3NafXcpNUlxFvvZ2fq2zh2xAP4S++6AIbQJLO1J9V5Luq6+ri4+L125hRimgouBvfi6qXUcv5Hzs+j19QFSnylxZyoU/4i/q9GsBOshtwBhAbuvPSJKc8+GZ4nLyn4G3qqW9vH4Dg9O8co0it0lOnu31Qfx9/SbaO2ixKuNDkuSJT3GqDaz+2d/1ZdVn3X5FtBl5OE658IffQpLQ/oJwoCOQ24AxgNzWz9XKJP/z3F1xUZn6zg+WBRkI8IJC5fIfg7h4eUVlRcWLkJBeHAfDsIaGBq2XZzQkmPz7mBDVvVHzF/dzhTr/50Jf/9Kyn9VgUljR9RuA9kBuA8YAclv/966m/A8tl5Yz2QlMlwN0TvzrEUVua96whaKokODgSQ7jmS7K2JSJhXavH6lC2/T3/rrYwEoDlu3dup9V4UtdfzmgAXIbMAaQ2wzC0cxYxdXljz5XYmormS4H6BAhaGzgWCtymzw+kaIokiRxHWyvNJBF11b+Z+AtVWjbmfIe1/2UbUJQKLvFVT7W9u5XXX850BbkNmAMILcZBJwgVCsUfBt0Ww8DA4ApUtdbyuU/Zs1nuhbjdKco8x98lTO1/8H36r3iT3r4oiSOIE9nKh9rezyVxOBXmAGQ24AxgNxmKCokzf/+7KbiYrMgKojpcoBOkBgmGOGgyG2I37O+Ho0kpVLY77KVDMc2fHyjGmb7r0C32Loq/Xxp+YdjyjukNzlEfZ5+vijQALkNGAPIbQYkuLJIdclxyU9luhygfcjzEOXyH0PHkCjax6P5+fhOmzxFK4UZgWJR47AwL9Vv0NDXj8olzfr50vjn8Nb9rDI99PNFQVuQ25hHIEJ+WX5mUmJyZkE5X6TDRRKNF+Q2w7Iz5b3iqvMX32u624EHMKXpuyWK3CZ1dlF1IghSXV3di6PV8mvDXodprzoDFlRZ9P+17BOvWFZXgsn186VJUbXszhDlflYvYb8yJkFuYw4uyA66dnDNd/aWZmwTVkvj2Dks3HTQ9WVOIzzB232Q2wwLiuPDW8YMuC/ui+R9HZIB/QeWkqpc/sPMiqivV/X7+fhOsLdnsDCDhhPE/vQo1Qptf/G9dqswXW9fncTliN8i5WDbg1GkrFFvXxq0BbmNEUh5xLWt04fwLMcs+Hn3mWt3H/sEvXr1Isjvqdf9m5cPb/t57tghbJtZjlfflSNMl2oYILcZnMLmxv/rf11xEVoVH8p0OUBrRFt2KHKbaI/aZMNmoTA5KYmpqgxatVQ8kbblKCv4bnJDjT4LkEcdV4Y2VxOiChbxYRjkNv0TRZ+ZPXr0IqerwVn1Hd0Uxeo/BV/bsXDc8O+cP8JQRNcgtxmix6W5qkvRw89ZTJcDtID48qXBhKfIbVhOLtPlGINIfsV/P3dT/aZ89yFQzxOx8fyg1sfaUtz0+aVBuyC36Z+k4GNyVfd+76QVSWllcL+0a5DbDNTaxNeKq9Hf/Fw+NdYxXQ7oK8nZi4rQJly6kulaDB5Jkr/lfPyjzxXVqofnshNJ/e41QjTkq1ZrQ19t0ueXBh2B3NYvoE01n7PSi+pxRIrofNlEYwS5zUBJMLnly4eKy9Kg4DuwdalBI6VSgfVwRW5Dw95q67BxsbG/7tunraMZikZUNj/qOX2xj3c15XqugURFyKNJytXaHk0gUT1NXAWdg9zGLEKQ7HVi9RQ7MxabZbs7tOnVjnFT11yJ5kN46xnIbYYrq6nun/1dFRenEWGP9TY/DmidzPOxIrQ1Okwhtbdwf2pK6tHDh7V1NIOQKuCbhdxThbbxb32qpCL9l4G+clTeIb3FhdXa+g/IbUzCCu6utOGMXnTQ3dd9u/2w3aGSqigXRwee3YoHn+HuaE9AbjNoYdUlf2q5GTQ/6jnsOm+ISJJsnDRTkdtk9x62fUHE27drf/5Z/4UZnNtFmX/1vaYKbXvTPmC6372qLSzVvXUT0vzn+i8AdARyG4OwzIszLR0ORTZRFJp6furw3aEIRVGS2ONTuPNcCyC49QDkNkN3uyhTdaHakfKO6XJAj6HvPijX2rW0I8Xt3O/Oz8+/duWK/gszIAJUtjQ2RPWL8C8BroEVhYxUQlQlyFxZyk1IPxxlpAbQEchtDELe7xtptcanmVLLbZTY39HS/ngsrADSA5DbjMCv6VGqK9Y12EfB0DSvXKPIbeITZ5muxSBF8iu+Dbqt+hWwe/2oSMTMMmmkuEZ2b5jysTa/hSQOjy70L5DbGIQXusy3HLPndR1Bz22i2GNTuPNhvK1HILcZAZIkf4h9obho/cHbOaiyiOmKQHfhhUXKtXYHcfHyCqbLMTByAj+YEf2HlsT2lbfzlqS3MpyZrXNIAkP8FyvvkN61I0W92eIC6BTkNibh5U822LGHzzv44KXX3vG2G9yjw73O/TyWO3Ltk1KIbT0Buc04yHBsXPhT1cogel5cFLQHkUi7DhDiA0cVua15wxatV1BRXhESHKz1w/YTBc2CkW8eqxLb35/dZPYTizzqpGqJXbwilsFKQEcgtzGLECTd37dgpIVqnyuW1ZR1V2E+aU9BbjMadYiU3TKT7r+fu5WJhUxXNIDhVeHHF6xwzu48uBGNTQ0ca0Vuk8cnar2K4OdBUyZO0vph+4O7xZ/+5ueiCm0z3gcwuxQOXhjSusRu8g0GKwGdgNzWDxCSmtykyFeBz19GphTWwXNtvQC5zZjkNwv+7Zly82zrUI8mFH4nmIBXvj4ww9qEt967qfMXSm+4KUJb06z5nbysoKDgwb17vSiEJEmCiQmVOiVAZd/HtE5B+IvvNee8ZD2vqauBEBTK3HjKJXZfrGewEtA5yG3Mk9bVNRMURRGCrDBvL/+ITD7sbNVTkNuMTFRtxV9alkKY9t5fTsBzA/pF8N9fO33rxDJL0y7mSJEY1jjSQZHbEL9nnbzybXj4koULtV2oQXpXU/4NbQqC1auH6YJaZksiUTHiNVk5F8FzPCyx259BbmMUUfPmxPwRluv8hBSS5ryAx2KbsNhmI1ffzYbo1iOQ24zP49Lcr1subOsSw5guZyAh6uNcT97+WJd6fhqXvfROeWehGQl6oVz+Y+gYEoXzVhfkBP5rehR9CsLW5AgpxswUBDo0dEvLErvmRB1sLNuvQW5jkiBo60ju1B23YyoxScS+0byxu19W1KXfWD5s6JagemO7L6BTkNuM0umsBNXl7Wx2AtPlDBBI/pNTVyJqCUocstmaY7M9VNrZq5vmfa/IbVJnF31VaKjymwXDw7xUP9L/EXgrpKqY6aIoiqKwtDutS+zmdTZoCvoDyG0MQmIPj7Na+aiOoCgk7oQ9Z+KROISiqCbvdRYTTyXAJ9cegNxmrFQbz3/t7fyoJIfpcoweUR/lfPx+tpSiKLzoxnwOb8alzI4Hg7DUNOXyH2ZWRH29jmpCEOTLly86Orh+kCTpkp9Kn4IwM5LhKQgqRFVi6xK77w8xXQ7oGuQ2BiFxRxxsNwWKKArL/H0O227XSzFFUZTgyVqLyWeTILf1AOQ2YyUn8Knv/BSXuj/6XIHoplNo4dNjJ4OrFPdFZREHRphZrn4i6Pj1ol92KnKbaM+vuqvKx9t7ksN43R1f1wqaBQ5vvelTEK7mpzA7BUGFFPNl94YrH2vznUficN0xAJDbGETUB24eabvscui7x9sm8KzW+dQSFNGUeuV728Hr/eA+aU9AbjNiTShiE+qhWo/3fnEW0xUZJ6Ix5vziacsdnfY5Oe1zctq76bsRLDP7A5EdzUogvlQ3mPAUuQ3L6fqJqObm5pzs7F4U1iwUpiSn9OKNjMMJ4mJu0j/6tW42ahPqkdHI8BQEFZLAkIAlyjukd2xJkWEPag4ckNsYhRb6bp1kZcJis6znn49rJoRBm224LKvvzsWLmC7NsEBuM251iNT2tafqhql7UQbTFRkdrDTg2DH/4tbhFuT9gXGmnEUuhR3NSpCcu6QIbcKlK7vzFfx8fB3GjtNGrYYhq6luFG1B3T/7XD2WGYvi/WhmtDzmdOsSu+XRTJcDugtyG+NwUUVuVmEtQlEUhWSH3AuIq+j0OWDQDshtRq8Bkame6f7a2/l6QRrTFRkTcerNQ9fj1dZpa3y62tLEcnNA+x8hSalMYD1ckdvQsLfd+RqIDCn5/FkLxfZ7GEGczkr4B9+rqtA2LMyr/wyzKeCFL1uX2E26znQ5oAcgt/UHSH1RamxY6NvY9BIBPF7QG5DbBoImFBn95onqWng5L5npiowDXvH8wG63bPX7oVj25dk80/En49s/I8kePVGEtkaHKaTRLYrbF2kCvt3rR/Sn2c5mJ2D97J+IEBTJ3Cxalthd108etgPdBLmNYcL0x4eXjrFU7XPFs//pmH+uhOmytIUQVeenpWQU1XUxhIg3V+amJqcV1oh7dxcBctsAIZQj9rRHvM/naH9XpYFGmHBh0fjdYZrDapLQHXYc9pLbZe38RpIk2ThppiK3ye491EuZBgDF8SOZMX/yuaL6+RwT/iRHqKtptr1GoiLEa4pyLoKHA4nAVnIGBnIbk/AK383D2bYzt13ziUj+lJP1MfzpJccZlhyHnS/r+tfHs96Q5j5xmm5jbsJim7AsRiw+9aqi3fUE0NIXZ3+cYGuqSK6Wk9dc+VCj/MtLX24fympJtCYstonpqL3h7T4lo6TEBwAAIABJREFUDblt4BDJ0YkRPqpL48mseKYrMlhETfTNPYuGmbHZ41Ye+P1pkkDxi4fkvXQ9vmmOjSmbZTN/22+esZr7JaPvo5Rr7VrakWKdL2YR/ubNmlU/6/qr9FFiffXgVx6qH8t/9Lt2OS+Z6H/jWCRJoMGrlXdIb3KIut7MFAHMgtzGILzAZb7lhIORjfSzIlH7cpe9xYqHlQYe3CQfz08zt5iw/VFCcWX+e9dVI7jWy+4VtEluWL7bYive6A23IrKr+OVpgScX27BHbfStxCmKwj/fXGTp4Oji8cjLU9G8AmIr2h2Qg9w2oEgwuWpxkK+8nY9kxjBdkYEiMARBMBzHMRRBENWvFo4iMgTFcEKjv0XzT2sVuU184qweqszPy3N16b+L+spwbF/ahz/ShtkmRPgUNjcyXVf75NGnaEvsBjJdDugNyG0MQt7vG2W7OVjzFmKT9zre5DMfDftBN2HIthFs+8ORys/iBN9now1n6plkjb8VluM8j229wbu2JaWiqWencrk/P6klKAqJ3D/a1jGwO1NrIbcNNDIcmxkZoLpS7k+PYroi44cgSFjoa5/rrh+/YTd8w2kYxMXLK7r/9pCg4DkzZ+muPEYEVRaZhtxV/Rz+k/9114K0fvu4GJbtrQpt8rgLTJcDeglyG4OwnMuzLaedS1EPbqLow1O4399p77ESw4HEHbHn2e0OU/3VCL7HcnPewpvF6n8tNPHKzwu2ebUuNYDlOc/lcZbdryQogu+5wmLWhbRmflF6UmohX9LJvwjktgEIwbHvPgSqLpm7Ut8zXZExi46KGmI1eIjV4MFmbKtBrB8HserWburRESorKp4+eaKj8vSvSNQ4l/bj95W38/T3/qXi/vusGFGVILthppyL8HJDvw2XoEuQ25iEF95dac0Zs/yMT0x+TZOoqSon0uvYUjv2iHXelQYd2yhx4EYL3tTf0mirQYXtsOXZH43raBFPiqIoCqt6fWASx3LulWyMotCPZyZyRk2aPNSMxTZhsVk2M7e4f+xgOWLIbQOTnMAXRQepLpy/JL+Fq5EulJSUWFtY0p40ZVkOYm1Z+gPTdTFDimFHM2P/4tu6mu6/P7t5t/gT03V1hhCWy+7YKuciPJ1Jyo1m7ttABLmNWXjNO+cNkwZzVCdEU5uZjjfiDH1WAsH3XGHOm+9KW7ITiT1sz7XdFdZRsiKE+YEnfxjO4Y5Y4ZYqpiiKavLbxDMbvuhkQFJJLb8o1mP3LAv2WEf/dhPt7bsPrly9LpaonYwIgpBKNe9Ci9s8Rt22Ry6XI4hmwOzOGxEEwTDNZ/gkEs1TZNs3SqVSjcCB47isTQztZvEoqnmTvVvFyxBcfVFQkiS7U7xEImlbPCLrzT8giqJyubxHb8QI4ofYF18/uvjVk8tfeTt/HxMixuSK4rvz3W/7F8QwrNff/Z4WryCVSgn1dSIIguj1d7+Xxcs6+9E9evgI14xNz21sE5Yll1fL719rkunB88pCVnDrjdE/eDtvTnrbgPTrT4wkKkIeT1XeIb07lGyuYroi0CeQ2/oBrDY36oXfw3uevq/i8gWGPdCmJH62gcebdiGj9UKAhO2y44070u54m6Qg6MzysZam1jMcr74ra3kFgYgE9c20Ebu032bw2Ivcitv5F7p998HIocNPnThB7zx/9ty0yVPoPQnx8eamZsVFRaoegiBsrW3u371Hf9nO7dt/WvEjvSco8LkFx7y5uVnVU19XZ8nlvnr5kv6yZd8v3bvHid7jfuvWcFs7ek9ebi7XjK2xb89Ee4fLly7Re04eOz531mx6z4fISK4Zu7Ki9YkiFEVtLK0eP/Kiv2zzpk3r16yl9/h6+1iac+lB6suXLxYc84i3asulLpw3//BBtV2lXa5eHTdqNL0nMyPD3NTs0ye1oYUxI0ZqPDZ+6NcDixcspPeEv3nDNWPTL/NisXgwz8Lf14/+srWrV//iuJne88jDczDPgh5rSktLeWxOTHTr8u44QVg7jPv3HxcoLqW2rz1LxE2XLlyYPH4C/VDJSUnmpmYFBQX0zmFDbG+7u9N7nHbtXvHDMnrPi5AQHpvT1NS6LK1AILDkckOCgukvW7l8+e4dO+k9d2/fsbW2ofcUFBRwzdgfE9WWL5kycdKF87/Re86cOjVr2nR6T2xMjLmpWWlpqaoHw7AhVoM9Hqotw7Ftyy8aUy8D/P0tOOb0eMrn8y3NuWGvw+gv+37RogP79tN7blx3HTV8hOK/Fy9YqBHa2CYsO2sbjb+IjuTn5Wn8hjKisLlxduQz+o3R0W+eJDfUMF1XF0iSQEPWKEPbDTZRbZA7hgE6yG0MImpTw0LC0g19cK09SMyhsbzhTuGqT6FErddKLm/e9QLN0EU0xl5YZMMeOsfpQVx153MxJM8325hNPqc5t4GiKOr23QfHT5yqrlE7h9bV1hYVFtF7UBRtu9FhRnq6xsBMZUVFhfoD1xKJJDNDc2+llOQUjfGV4qKiulq1EYimpqa8XLWtG3EcT05O1higys7KbhaqPRnD5/M/FxfTexAESU1J1aghPS1NY2SrrKysqkrt87RYLNZIWiRJJicna4yuFRQU1NerrTUlEAjy8/PpPRiGtS3+06dPIpHa7JEvX77QEwZFUYgMSU/T3OEgNSVVY3CopKSkurqa3tPc3JydpbZUAUEQycnJGgNUubm5myODVRfUvz+7GZSbUVhQSH+NXC5v+93PzMjQGHKrqqwsLy+n90il0oz0dI03tv3ufy4u1hh/EjYJc3Nyuiw+Jztb2KT23a/l19I/XVAUhaJou999jWG5ivKKqspKeo9YLP6UmUnvIUkyJTlFY3StsKCwvq6O3tPY2Jifl6f47+1bt7bNbYN5FiUlJZTuvQkLW7p4iR6+UEekGHY4I4Z+Y/Tvz27eLf5kEDfl5TFnaBNIA5guB2gB5DYGoYnHHTg2214Z45MGjYGbh7InnYxX5iGi/vlWW87k4/Gaw23CiANjOQ6OPkWa9xmI2sD9C+Y6BVSrrnBoxsWZPO6PntXt5Fx4vg1QFHWv+JNqc6E/+VyBvbC0JSU5ZTDPgh7auGbshfPm9+gg6Wlpv507r6MKdedZRaFJ8B36jdFfkt8KUMM41eA5vq0TSGMN7x8ftAtyG5OwAi/HMSPWPiwwwg1JRTHHJ3Ksph8MzqsX1aR6Oo7lWSy8kYNRFEWhKbd/Wb3xwtsmiqj3WW/LnrTT3f9ZQEBrC3yfL6SwXNclPPNJW70y6zGKkJS+Ofe9DXukY0BNe8OTkNuAQlxd1X8/d1NdZTd8fNOvdvI2XLcct1gOYnEHsdgmLBtLq3Gjx9TU9OwWYVxs3BZHRx2VpwsFzYJZtLVmFPsfpPT7G6MqxJePrRNIX6w3iNFB0B2Q25gk+fjg8IZZtiY8+7krN21y3OLY0rbdTOh03qVBEKa4bRjHY5uYclgsc+vpe30LlX8n2es9NizeCs86Aok/6mDe5v4Lm73wZiFOUWhp4P65QzhsU64Nj8NmWUxc49LRjA3IbUClUiIa+eax6lo7LvxpjUzna/obNxLHG8dNTv2GffJb030LFj3zD2g7+8GY8GWSrckRf/Zp3Rj+PwJv3S/OMqDoQworWieQPplOovArYDwgtzFJ9PrE0u/mLWjbFp95ZxwJBKnNT3gfEZlcLGh3j6uuEaKKzNiI8LcxaaVCWL8NdJMMx1bFh6ouut8E3U5qqO76baADyLMg5cZW1iPINjNwjYlIjh7LjP0n/+uqH54/+lzZmhzRaCA3RhVIVIw8mdYygdSObK7s+j3AcEBuA8YAchto63Jesmr3ob/6XvMqyen6PaANkiSbps1R5LYPe/ZpzJnVg2ahUGNuii7ICdwlP/U/A2/Rb4xOjPBJExjY1ZAkCfTFutYJpF+SmK4IaBnkNmAMILeBdr2pLv3XgBuqy/DetA/9cKvvfg5981YR2hp4thmxcUcOHer6PVrl4+09wd5ed8cnSfJxaa5ZyD16YhsS6vnqy2fdfVHdkceea51AmuvX9RuAoYHcBowB5DbQkSJRo9Wrh6rr8czIgH6+Smp/I5z/vSK3SU73aUJiXW0tfdW97kNkiO4WHAmrLhn6+hE9sZkE3/EsyTbQfI/n+rVOII05y3Q5QCcgtwFjALkNdKJZji6Iat0O678C3Z5VFHb9NkBR8rgE5WCbmRVR06frwrOAgPHjdDhs1lPJDTXT3vvTE9vfn928kpeC4L18GJdxxJdk2Q22cgJpyFqSNMKlQQEFuY1RRrzurr5BbgOdI0nyaGbs17SL9LLYF3WIEa7Ao13CH9cocpv41yN9PBSO4/Q9JxhU2Nz4Q+wL+g/D//FzOZwRI5Qb8CRZsrlSdteuZQLpNJhAasQgtzHImNfd1TPIbaA7XlZ9/p/n7qqr9X8G3vIvL+j6bQMVlvFJOdg2iIuXljFdjhbkNwvWJYbRF/j4k8+VzUlvq6WGnXJIuQR5MkN5h/SOLSms6Po9wGBBbmOSMa+7q1+Q20A3NaKyNQmv6XfHlsaG1Mrgw1M7mjduVeQ20bbdip7KiorAZ8+Yrap3UgX8pbEhf6B937/ydv4+JqSgWcB0aX1FkiT6Yn3LBFIzokofm8YCBkFuY5Jxr7urT5DbQI+8+vL5m6Db9FVVfcrymC6qf8ELixq+NVfkNixH+Y8T+urVJIfxeq4kKPD5d7Nn9/rtUbUVGvvBf+XtPOWdX2K9kSzpJ4/7TTUXAcvxYbocoHOQ25hk/Ovu6gvkNtBTTSiyLjFMY/SFDwNvLUS79ytCW/OaTfT+Xu8ZQBCESCTqxRsryit8vXsTR15WfXZ4662R2OZ+CIytq+rF0fonLPspbQLpaabLAfoAuQ0YA8htoHdefyn5ljbw9vdnN5+U5jJdFPPwyqoGloVysC0lVSvH9Pf1mzJholYO1TmCJL3L8uzUV/f4o8+V5XEvMhpr9VCA3uCfw2WuJsoJpMGrYQLpAAG5rV9Am2o+Z6UX1eOIFIHfvF6A3AZ6TShHNn0Mp1/jF0UHGfqD6n0kPnpSEdqE3/+orWPW19e/DQ/X1tHaheL4naJM8xf36d/Nf/C9uvHjm8LmRp1+af0jqlNlt8yVE0i958AE0oEDchuzCEGy14nVU+zMWGyW7e7Qplc7xk1dcyWaD+GtZyC3gT4Kry41Cb6jutj/zc/lUEZMEzoQnzMl6usbOIMVuU0eGcV0Od0iQGWX85L/N8idntj+5ueyJzWyUtKbm7P9HCEolt0ZogxtHg6kpI7pioD+QG5jElZwd6UNZ/Sig+6+7tvth+0OlVRFuTg68OxWPPjcySbqoA3IbaDvRHJ0c9Jb+rJe/xpw47ecj1LMUBdi7R3Jb78rQlvT7AUaf4QgSGVF/1pjIqH+y5qE1//od+0r9W/csczYeiNdn48U1yAPx6pW/SAaS5iuCOgV5DYGYZkXZ1o6HIpsoig09fzU4btDEYqiJLHHp3DnuRZAcOsByG1AW97zyzUejfr/n7vfLEyXEwPiV5JsbhZY2ilyG/oyVONPA/z97UeP0XNJqSmpv53T3GJL/P/Ye++4prrv3/N753fLzJ2ZO7/Xfd2Z+5p5PT4EEqrygIoFwYa9g48FexcrqNhREUTxERWVIlVQVJpU6dKkd5BepUsgEAIhyTk5bf5ITE4CKiDkBNjv1/lDF2fvvUhC8snae62FCD0bv8i1qBI9WU41hVwhrGAnFQYOD0KB68Si7aUGxiyj2iOAogG6jUKgtCsLdA4HDxIyuo0Y+mChbWSbPRM3aMYN0G2ACQTH8aDWWrljUmoffQOaq6do28rRw3d9KRJt/cvXDk8d5XK5JROUpjB6crKzz50+I/lvRT/rbFHKf/vgKqfY5iW+9WmqmLpdqkYDjsJwhLlYtLnS0JY0qj0CUADQbRSCNrzYqr34UgILI+s2bvYdE42tIN42JoBuA0w4CIZ5NZaTy7z9K+ipbvzrqI5Gql2bLHC+gK23UKTboOAPEzt5dlbWJasL4x4Oocjb5urhdT3+t9DnR/ITCqZLMbafgOM4nHBWUvUDrQ6h2iMANQDdRiVo2/vj+vT5W274xb69vFTvuGfmp7cPDhpqLDjyvgXItrEAdBtgkhCgyJPaov8R7k7WCoafAtO626h2beIR+AWIg20Ll+JC4cRO/qWs7O7tO+MY2MTtv1L6We4p+FfQU61Yv2d1xf3wTPmrF2baS+vrFrpQ7Q6AMoBuoxaMXfjqyrYFWio0uuii6ZgcfabAfFKIx58O2wpAtwEmlUEhbFuR839+cCHrhjVpH2I7v06bnVMcQfoXLRPpNoHva6rdIboFPPeGsuUpwf9BVq79p+Bnu7JjpqVu/glIiae0vm76LardAVAJ0G1KAMZj1hSmx0VExqYXN7DGf64N668IuXfhzGWbO/efPL5/6+o9n9CQsPT2H0bu0M5Pttv2PK2SE24YtzHV+9apwycvXbG552DvYHf/eVB+F4SiShwCBLoNoABYEP9SSfr/GiKTuqgS7W1fmdvJn/LFJqDQcJFoY/+1EOdT9qfUC/G9GstXpYb+W7CzXIBNJdr7flUeUzDjCpWhdZES0QbHWYD6ujMcoNuUAIzf21pVmJ1TVNXSO/53S6jafZexuXv19/c0boXHPl3GlqfVI8fT0I6E62vnqGgeC+KQzUPVQZdW6S7Z/zyb+X0cxs512DRXb8mFcM4I8ygHQLcBFEY7b/B4QZKcqvi3YOdtGVFTN/yG43j/yvUi3cZ/4f6j21KSk/fu3j0ZDvTDgldNlevSw/7jMLn2n30cVrg9jOlsmqKP7W+CtmUK3NTEpdrC/sZRkLI20wG6jVpQZobL2bV/aXzfJ9XUW3PM/kPNOL6694ZazNE9G03+JorUPjPd59k2QpgM6057fu/l3d3aqjKJq2hbhOVihs46hxxZhYYx/fdp/+2lxGfugG4DKJgmbv/Vsoz/O+Ll8JjQvcq8b1Mt/AbHJYpEW5+WPjYw+KPbmhobXV+8mMB1B4VwQHP15s8R/znkmdwj+b8EPV2WEuxWX/bq/bvlRsYTuOgUAuupFHhoiUXbu1U4pLxfngEKA+g2KoFrvPbq0udvveoekpidl5f1KdLf0WK9Lt3QIqxzjIFwpOLxBjWNfa+7yOPQlugPWcM+P7DeHFc7rwJWieNqDfpOb4muwzqCjugx1Jbezhg2BMqwPfCoVIkrIgHdBqAEGEWDW2tNUkPlzmD9x2Bn08youG9TJvzG2WQm0m28B06TtERbW1tEeLjo370Q/31LjWlmlNym87+Cnv6HoKdLPgU+qyuWbD2jKDrAGZgkr5QZbKBN4DtPvEPqtxDnTv+cWcBoALqNQuBiBxOtZbezZWQS1pt8dYXGds/mMQa32BGndWnqiy1CG38ur6C69/bOKT0YMfTx1ByG7vn47xXFoRzblWo07R1eI60Msbr7lflIBdBtAGqpH2RfKf08YvjNtiKnsK9reC005UGYkSUOttF1sJ7J6pgUHhllaGx8pfTz3IQAOZkruhYmvXtcU9TG+2G0b0aB8/uggGVi0eY1B+uro9ojgLIAdBuFQFk3l+gcDpIPfA+EntBaZpc31ugWXPf6sKEaTdP4bHAd7wf3YL0ZT21fVfEJgkAb3bYyNNc6lYuPsfGSLy9gqGjt9+9QZn32I4BuAygDMIoGtdauTA0Zrkv+n4iX+3Pj3rXUKGHzpYFd+0W6beim7cTOjOF4fm/X/aq8lakh/2VYaE1SL/dhdcFXLtgBlIIL+VDIFrFoc2dgnflUewRQIoBuoxCMHWe1ZPG56C5ygAvriT635K8TH8ZTCgRqjrq6QZtG/8v0waeO4ekIcEPgHbvoTtFqgpTrBmrah96zxT/Lv7ecTqebeYw1zqccAN0GUCrqB9mXRyo5Jjq2tSjp/d2KnPzeLmXYRUVKSsXBNhVNtL1jQuasHehzrS81y4z69zC3EbXafwx2NkoOul+VVz/InpAVpxM4hsDRh74nkP6JNsp3GwPMcIBuoxKkM+flcSPdRTuvOvmGRsXFRbz1sDtqoq217oJnWFhYeFhYeHh0/kh5BT8GYxe4HjBQo9MNTwc3k6Ub1p/luH21uYX1FWvrK9bWl09uNqCpGV1PF2clcENPatDUjW1zp2auEtBtACUERtHQtrqDefH/M8JjRPnyP8Ld9+XGBTRX9wh+FCOfdAaPWoh0G9fS+pc319fXe3l4DLezIH5SV8ujmsK9ObGzZDtMkK/Zca+titM+djYNjqV/KIZhg4MzaPNUmHxZWl+3/A3V7gCUDqDbqIQTeEhbUnF35EvnTOSYd1X4tW+OGajSdU9G9H4P2iEtYXfufGiSvldCadeXqDLMXjSIVSEv4pQWTcvcd6z5EEoC0G0AZQbH8eI+pkNVnlFy0PCyZKIgnF7CmwO58U41hQnfmhVWDQ4prxQH2/5goHX1v7w/PTVtp9l2HMfrB9khbXU3v2Rt/Bz+/0V6/kio/Svo6R9RXofzEgKaq7v446y7FhIUbLJ8xfjGTjmEuU7S+rq5j6h2B6CMAN1GJRif09P9c3o4v5QiUPZzpyTZt3m04cVWTbV1T8SH14ZK3G+65MocH+kPPKSton0q7Ps4uMhxJV37SMjwb7X81oY2OR+QxrcWG/Y9K/kuA6HG2Efndm5Yv870xO3ALxwKpB/QbYCpAhsWBLfWHslP+H9/Knf+e7jb8pTgc0UpXo3luaxv3LEEqEbP4P6jItE2ePLcj+7BcbxbwCvo7fJqLD9TlLzkU+D/Ids3Yvj172FupplRrvWltQN9knkgAdTe1j4OJ3tZrNSUlPH8elMNpNhDKtqSfx3+BMxMgG6b+nBCThiej5NRZRjT31x7nmU8hyAItD3y+kWPKtn9T6TqyQZN1aV2uZIPA6jAfqXW0js5ctE9TsZd04uxMt+ToYoXZn+pqC6/LdpTxdiJV5aqzdt9xzf49eMTxgz9A28VX+gN6DbAlAPH8VJ294Oq/GUpwcOLzQ6vjqH60WdrRuS1sozHNUV+Xys/djblsDrrB9l9kGB8yarCgiJxsO1PjaGa2obB/vTu9nctNY9qCi+UpO3M/rjkU6BKtPfwymrDr/8a+mJR0nuLwk8vG8oKertQbIQvb6HBIUuXGP32wzZtQcpeSZsiRB/EsenQgRAwGQDdNuVBWzx20jU2OeRKCxwN5D/atHCfbwNCEAN5/5gtvZgov+vCi7fUZ9D/9mqVKiysO/H6inm7n5VI42Wc8gALY739AUzSmzC3wHHLkr2HNmiIdRva6v23+rxTUWyMIAiCn2+3Sm25Q4GiS70B3QaY0gwK4cyeDveGstOFyUbJQf9XmOsvpRL5+rdg5/8R7q4V62eUHLQtI+pYfuKV0s+XSz9bFaedLUo5WfDpaH7igdz4PTmxO7I+mmZGbfocsS49LHPVapFu896+dUzL/Svo6f+M8FiXHnatLCOwpbZmoG80CRZcLrestFQBD+ZUBKl4KxVt4TtxBLyVAX4I0G1THrQzOyLoves1i1NWd564eXk8vXf12Im7YXU8jJnpfslsnhqdvmTf9ceBhSJlRUC1sa62JzfqqtJpulvPPXyTLc1cRVmlIXYnDh27cNPugd2Fg5sX6v6lv/LCB2llEKw//baJsWVUfeBBTbFuGwg7qaF18sP3cB+UfduQYerSKNGDPd09sTExk3R1tIu3Xbx8/E6fPpubm0t+ZMpKS0ODQ8iWvr4+D3d3Hk96BhzH8df+/vX1Mid7MjMyEuJkcrg62tu9PDzILVphGPb29OrskMm/i4uNzc7KIlvqamvfvJZp0T04OOjh7t7f3082BgcFlX/5QrYUFRaGh4WRLayeHg93dwFJm2IY5v/q1demJvJt6alpn5KSyJaWlhYvT09ySAYSQF6enkwmk3zbx6joPNkHsKqy6v3bt2TLAGfAw91drgjq+7dvqyqryJa83NyPUdFkC5PJ9Hz5Eoalgh5BkFc+vi0tLeTbPiUlpaemkS1fm5p8vX3IFj6f7/nyJaunh2wMDwsrKioiW8q/fAkOCiJb2Gy2h7s7lyvzJebN69d1tbVkS3ZWVlxsLNnS2dHh+fIlgkjjHzAM+3h5S15+IhLi4jMzMsiW+vp6fz8/soXL5Xq+fNnX10c2hgaHyAmakuISr7cBMZ1NjtX5e3Ni58S//i++D/791N7/8OYfqXh6/+S/nT/4n17ckqo373v/9fbZUQqvlXYXRKKN+afGn253f37zfw93041/vTs7xrE6P/5b87hPqgFGBK0OkYg2KNQMF1KWpAKYEgDdNo3AIHZHe8+QRFtgCARBCIqiCAxBkMSMwpAAghEUk7NLQXms9pb2Hi4su9mBdcdbLTW5nNiLcYK+6za0xX07fcltSbMstMl9K2PprRzJtmxVZdXZU6cn6crPyxOt4uXjt3b1Gn8/f7K//n5+58+cJVuqKqu2bd7S1SVTdnyn2fbEhESy5fGjR3a2d8mWzIyMnWbbyYJvgDOwbfOWosJC8m3Xrlxxd3UjWyLCww/u20+2tLa2btu0uamxkWw8cujQh5BQssXL09P6wkWypay01Gzrtl6WtCwqgiDbt5mmpaSSb3vg4OB4/wHZkpqSsuvvHWTN1Nvbu23zli9lZeTbLlpa+Xh5ky0hQcHHDh8hWxobGrdt3tLa2ko27t+zNyoikmxxfeFy4+o1sqWwoGD7NlMOR7qdDwkgs63bsjIzybfdvX3nidNjsiUhLt585y6MtO/GZDK3bdpcXSWjFM+eOi2nj9++CThtYUG21NbUbNu8pbOzk2zc9feO+Lg4suXp4yd3bt0iW3Kys/82NSULPi6Xa7plq+TlJ+LmtetyPaA+RkXvM99DtrS3tW/btFnue8KJo8eCAgPJllc+vlbnz5MtpWVl6zZu9CjOdqjKu1iSfiA3fkPaB82VS+kPrkmCc/+7zRmVObNHqds+GS4R6Tanndv+FfRK9XacAAAgAElEQVT0P4c8o0X7GCUH7cqOuViS/rim6H1Lzefu9kZuP58kWAcHBuS+YAB+E7QuUuDyp1i0BW/G4RmUOQsYH0C3AUYJ2h5ywnilzWcOQRBS3YbUOG+hL3co/K4JsA6fvxmLrqQpuJwI2CcFzGQQDGMKhir7WUmtDeHtDV6N5Y9qCp1qCp/VFbvWl3o2fvFtqnjTXPW+pSa0rS6ivSH73RuRaGPRdcprK3sEvFGekAsPC1uycNFk/zpyZGZkXLS0UvCiigFtjBO40sSiLXA9aD8KGA1At1EPn8UaxAiCwNiViUFvP6SUdytjI1BB0uV5mmss/nF5/tzl+ePTKxhzza49d4+t+ea/j65/+dN3nYZUPlnDWOtYquAjtUC3AQCjBMcwzqoN4m6k9xzHNBaGYbmtbQXwpazM/q6dghdVAOjXJIGbqrRnPB+UIAaMCqDbKAVjJt3daqB9NHSAgEqfbtOk0VVodLUFh3yqlE66wUV+Vy5ctLS6aGl10fLszoVquiYHLlx5VczNtV1C3+BUKRJqWPfbgxo6p8IV3QQa6DYAYJRAYZHiNFJNPYytOK2QlJgot2s8k0Fb0gVudLFoC1iB8yarLSxg+gF0G5Wwo84u0Fhl6ZXVgfBSrizSNLwY284qczOfN/d0VK8yF8CV7pMSBFR830TT4GRwA0QgPSk2JlrzreL7fzXBRAN0GwAwGnAE6TcyEQfbHj9T5NKNDY1ypz9nLGh7lsCdIRZtb4xxbtevxwAA3wG6jUKgbJslOvsCWBhBQDl3jRjLRcf5OUFHtZbbj7mvvCIh6zaC4BS67jHQUNHU01ajz9lkl8hUvOQEug0AQBCkt7f35/cI3gWJRBt7znx8JjWPUh6wznzBSw2xaPM3xAc7fz0GACABdBuFQDm3jPVORnAJAil/vJGuf0FU35b9/ojWyvuFyqzbhsPrqsrLyi5to6JZAgF0GwBAEFERkYYLFv7kBhyC+hcYi3Qb381zfKuMr8YvQATWVSLw0BJX/Xi1ABto/fUYAEAWoNsoBOuNOLVAb/eT+NR355Zp6hwN7sEIjFPivENv9rFQpd4nVTqAbgMABgcGMj5//skNAu9X4mDb3MU4f8yNjwmC+BgdvcbEZLwOjpOWlpaI8HAFLzoZYN3lAs/ZYtHmOx/r/0q1R4ApCdBtlAI3hJxdoaNCo9PmbHXMGcQGok7patB0Nj/IVVBb6ekC0G0AwM/BeTy23kKRbhO8ejO+Sb59+xYSFDyxjv0SSsTihIOxqgXeumLR5q2H9dX/egwAMBJAt1EI1lOS+DGxuKWtprKhR3TGv+qjb1hO+3i+CM9sgG4DAH4O/4W7SLT1L1qGwxQcw6itqfHy8FD8usoA1lcv8NYTizavORirmmqPAFMYoNsoBM63NWbonosDTU1+G6DbAICfgHEG2DpzRboNCgr99YBJIC0l1XznLkqWphas/6vAd75YtHnqYN3lVHsEmNoA3UYlSP1bi8UGR/zrQYDtNwG6DQD4Cbx/noiDbcvW4OgIve0AkwQ20Cp4tUAs2jy0sK4Sqj0CTHmAbqMSXoGfzfH1eiqaRpv2nTxpcdri+3XOPU/BjaKmOEC3AQA52dnHjxwdbsdYvX0af4mDbVExindsxoIPdkL+hmLR9lID68yn2iPAdADoNirhJtzduXnLtuHXdodUoEDGAtBtAEBdXZ2Dvf1w+5Ctg0i0cdZs/s0qHmWlpYpvOSUQCNrb2hW86O+DcVqkos2dgbZnUe0RYJoAdBtgOgB0GwAwIti3b31qOiLdBicl/+ZshQUFZ0+dnhDHRk9wUNByI2MFL/qbYH11glcGYtHmRkdb0qn2CDB9ALpN+UCqo16ElA5R7caUAug2AGBEhq7aiINtW3ZQ68kAZ6D8y5dxDORyueMbSBVY9xdpyQ93BtqSSrVHgGkF0G3UgnHqUt4/c7h767bt9+uO9a4l6tvcGsDZ4TEAdBsAMBy0uaVPRVOk24RZOdQ68yEk1NhwCbU+KACsM0/gof09EUEb68ij2iPAdAPoNipBm98enaumpWswT0OVrqFnZLRkgZYanb7I3DayCaHauSkF0G0AwHC45y+JRNvArv1U+0JAEDQVj6mNCbQlXdIwXuCtizHLqPYIMA0Buo1CkLrnm7VN7uZwCLj88Zb552K5BDFU/eaYyU7nErBNOiaAbgMAWltbA15LGyEgtfV9s9RFug0pBuUnJh20IVbgpiZtY9VbS7VHgOkJ0G0UAqVeWbjI+hNEEAQv+uxfG56UIwRBoPUuZnrHQ3tAf9IxAHQbAJCakkLuBzV4/LRItA0ePjlRS7B6etJSwGmtEUCrQwSuKiLRBvkbYpxmqj0CTFuAbqMQuPTBav1jIb0EQcDFjqt0T33gEARB8GMs9VY6FFDQiGbqAnQbAEAGKSsXiba+PxhI1YR1VYqOjDJebDhRs42SxPiEfeZ7FLzomEC++InDbC6zoIDlOPcb1R4BpjNAt1EJP8fWRH3R3ttvi3v7Iy109Xc55zU35PhaLNXY6loP8hLGANBtAACZgb2HRaKNe9pyAqfFMGxwcHDcw8dXPa6hvsHz5ctxLzrZIIUvpKItcB3O76XaI8A0B+g2SsH6izzPbTMyfVICDxU579BVpavQ6CqMJac+dEwP2YZxu+pKi780skbRyQvqKM8p7xjWJwKDWI3lJVXtnJ8FIIFuAwAkCHPzxcG2PzXQpq9UuyMmKiJy3arVVHsxwQizH0hFW6gpDnGo9ggw/QG6TXnAhlpzo968Dkn40j0tkkn5Ne+t1+iqq9DoKjQtg+32ce0//bXY0afnapv7dpLO9aEdKU7mi7RVaHQVGp02Z91Z32LOyMf+gG4DACQMmO0WB9usr1Pti5TOzs6wUGpa2k8GOI4L025KRBscsQcX8qh2CjAjALpN8WBdqd4PHRwe/ORyDC2f6tKNV+C4Wl1r2fmAvKaOujTXAwYac3b71o/wW6Gc9qqCpPf2uxep0rTIug3rDjs5T3PRcd/sFharrSTs5hZthsmtrBEzbYFuAwD4fH5DfQP8KUUcbFPVRts7qHZqeoJjCJxoKRVtMcdwFLSUBigIoNsUD1LhtF5TFEP60aV+InwUG4vKzMDHcwZ0I5t0scrCuoNP6DJWORQN2+zEmP57tL7/4jK6jR9rqctY+6Dk+xBupMVszTX/fBlJ0QLdBgBERUQunDe/33iVSLcN3bo74UugKMrhzPStQByF4JhjUtGWeB7Hpvr3bMBUAug2wGQA5dwy0tS/mChRn1j3a3N1TVP3puHn9jAUgWFY0OBuypDRbVDmLUP63COBnaIh/JJ/1jBm7wtgjrRTCnQbAAAJoBI7cQt59ux5WF/fhC8RHha2zMhowqf9OdVVVcqTl4AL+XDkXoloE6bdGF+yBQAwboBuA0wGQxEntDRXPSyVhtegREs9TaPbOT/aTECbPcxkdRuBtifY75irs3Sn5Z3bV0+u19deuP9l0cCIo718/J48fT7I5cpMiaJcWQtBEMOjBQOcAbl3XgiC+Hz5gOfwgcMtfD4fhmVCijiOD3DkfR4+cHBwEEVlJC2CIEND8nvCIzovZ4EEkGCYfh2N8zweTygUki0Yhg0OjML5gQEMk1HTQqGQx5M/6zMaHwQCASSQf4mMZuDQ0BCCyMQ8UBQdnvk4ovNyzz4Mw+N+9iFIxvlRPvtcLnf4sz+Oly7G6mVr64t0m8DHj5gE2Gy24uu3pSQn7zM3V/CiI4JDA1ComVS0Zd2n2iPATAToNsUzA863Yd1v9qhrbnUlNVmFsm2MNPQuJP4oIjaCboO+RtiYzmPozDPZtm3Tyr/UtRaaO6UwR0y09fLxM5g77+4dW7LxgYODyfIVZEtOdg5dhdbU2Cj1FMN0tXV8vLzJt1mePSf3ORERHq6hRifrgF4WS5POiPn4kXzbzu1/W1+4SLa8dHOfq/sX2VJdVcWgqRYVFZGNS5cYOf3zD9lie+v2hrXryJb01DQGTbWjXdopCIZhHQ1Ncol8giAsjp84cugQ2RIUGKjFUCfroc7OTg01+qekJPJt2zZtvnlN5hj7s6fOiw0WkC1lpaV0FVpFRQXZuHC+wYtnz8iW61eumm7ZSrYkxicwaKo93T0SC5fL1VbXCAkKJt92+MDBUydlisS+9vfX1tAg68Lm5mZ1VbWMz5/Jt61fvcZO9tn/x/HhciNjsqUgP5+uQqurqyMb9eboysVyLlpa7d6xk2z5GBWtrqpGlk1sNluLoR4VEUm+bc+u3Vbnz5MtXp6eerPnkC11dXUMmmp+nkzPypVLlznef0C22N+1W7tqFdmSmZFBV6G1tLRILAiCzNHS9n/1SmIZunJDJNr6V6zDEaV7BykuKr5nZ0e1F+MHH2JCgeslog0peE61R4AZCtBtimcmnG8bCj+uqbmafBYNSrygr7nk1ujjbWj9y52adOOzoV/5BEEQGKfUzfwvjbnnPrJHGO3l42dnf7+HxSIb2Ww2+XOOIAgEQeQ0B0EQNdXVcjEeJpPZ1dVFtkACqKZavnhpRUWFXJiktbW1T3ZzanBwsLGhkWzBMKyivFxuqob6BrnoWm9vb1tbG9kiFAorKyrlBlZXVclF+Do7O7u7Zf5++Xx+Xa18y52K8nK5IFlzc7NcRGeAM/C1qemXztfV1ckFqFg9PZ0dMifiYRiuqqySG1hZUSkX4etob2f19JAtPB6vvr6ebMFxvKK8XC5I9rWpSS402N/f39zcTLagKDr82a+tqZF79ru7u799k6mbCkEjP/tyEb62trbeXpnaXVwut6G+4ZfONzY0ykXX+vr6WltbyRYEQUZ89iURPqSiUtLVSpieQSgf+Xl5lufOUe3FOMFY1QK/hVLRVvbq12MAgMkB6DbAZABl3TTUnG/9SRJdw3re7tPQ3OLyw3LCw3QbJ+iIttqqhyVSUcKLPT9PbbFNxgjSD5xvA8xwBrabi7taHTpBtS/TDbQlTeChJRZtrjSkOvjXYwCASQPoNmUA6m0syU6MT84ua2ZPk/ZW/RGn5tJX2OWKwzBYb+RZPcZK29wf5soP022DYSd0VRffSJEekxqMsNCjr3pYPMJDBHQbYCYDRcX0/cGI/ENtg4oq+rWZanemFUj5a0njUYGnDtqmjLFMwIwC6DaKGSh7Z7NzsbZkh1TTaP+dDzXToHwjN8t2OUNnzY3o2l4us+SNhaGmlqlbNUIQBAEXe505dOKfZJk9uWG6DesOPzNP7a8NN8K+MHko0l8TcWON1pytz6tGUrZAtwFmLDhf0L9wad8fjIo/6O47J/f8fk529rnTZyZ1ieFwOJwvZWUKXpQgCBzHhBl20nYI/oZYr/x5AwBA8QDdRiVoe8ip+XS9deeeB6cUVVRXFnwKdLJYq80wtopljdwXYCoxUOxxfIkmXUWVQaOpz1lzOaRBHGwTJFzSpWnueSPzO46Ql4Cx8zwtN87TVKGpq6rRVegGW20i60cO2AHdBpix8J88F9f+0F+E/0bz0NFQWVFpf1fRuQUhQcGKLz6CC/nkIm1Q8Gac1/PrYQDA5AN0G4Wg9S+2ai+7kd5P1i9YT+wFI609/h1TX7gRBAH11OWlpaQXNbHHm92GDXVW5qanZH1pYkE/fkiAbgPMTNDOb32MOSLdBr1X6nNX3d3d46shAkEQOY1aAeBDTCh4k7SybuwJHAHvLQBlAeg2CoHSrizUOxU9rFRU0FHNlQ4F0+Sgm2KYWroNKXgmTLuJo+ApBvwu3DNWItHGWb8Vx5T6y15kRITiw2bjAGPVCPwWkYq0OYDKugClAug2CkGqn2zQXv2gWFa4cTNtTDR2eLf+KPESMAJTSLehLekClz8FLrOgkK0499uvBwAAP0CYXyhuRfoHQ5hfSLU7vwDDsOGlpJUNtCVd4KEtTR2teEu1RwCAPEC3UQna4LNvDmOxuUNwVh2Tw+V0Vqe/vbNTn25wNKgDyLaxMIV0mzDthuSrvMBbD23LpNojwJQEx3HOhm0i0cY9bUkQRG1NzRMnJ6r9msIg5W8ErjTx36aHNtqaTrVHAMAIAN1GLSgz9enxFbMZknxSVd11Fm450yArQbFMId1GEARS6i39eHBVQQpdwEYMYKxAgSHiYBtjNtr5jSCIvNzcfeZ7JnXR1tZWuRYXigGb5C1gHMeEmfbSL1R+i0DqKEBpAbpNCUB6ajJiQv1934TE5dSxQaBtHEwt3UYQBNaZL/CdLz34HHMUF/RT7RRgyoBzuWz9RSLdxnuiuIZLifEJq1asVNhyIsLDwtavXjN58+NCPhx7nJQ6ugkfAp+AAOUF6DbAdGDK6TaCIPChbijsb5mv+N+Kfj0MACAInsNDcSvSBcY4f2q87FEUlWukNko6OzvDw8Im3B8R+FC3bOrocVw4tZsMAqY9QLcpHqTy8UZtVTX1n1yaJyPAW8dYmIq6jSAIHENkdmdcaUiRG9gzBfwc9GtLn6q2uPZH5Eeq3RktH0JCVxgvpdoLGbDeWpnU0Ux7HAdnVADKDtBtigdjFYR6e3h4eXh4ebjfP7RES8tw+4mrDk7Ozg9vW+8z0WMs3Hc/sRlsl46FKarbRKBNiQKvOdJv/FH7cH7vr4cBZiqDh0+KRNuA2W6qfRkDbDY7PU2JTvqjjfEyqaPlb6j2CAAYFUC3UQkv7/4Gg92uxRzSVzx+zUvzuYuvJA9Q59YUZErrNoIg8MFOKNRMGnjznY+251DtFEAZEaZniNMRZqkj5ZXkH3E4nPy8PKocm0LIx7k9tNEWJRKUAMDPAbqNQuA822WzD75ny5n7g45qLbPLA0VZx8BU122E6LMk21H6WeLypzDvCdi1AZDBEaR/5Xpx7Y/LN+R++jEqeuF8g0l1QCAQtLS0TOoSk43cuVLotRHGqqHaKQBgDADdRiFQ7m1j7Q1Pq2RbQEFfnDZrbHpWM97GUDOSaaDbRKCt6QIffemeafhOnNtFtVMAZUHg6y8OtmnpYyz5zXQEQZhM5qQ6EBYaarRo8aQuMZyiwsKJaoqKdeQJfOfJ5HFD40mVAAAoBOg2KuFl261R11lr6ZNa2cHhDfV3NeRHPDlurPGXmXstkG1jYdroNoIg8CEmHL5bpjZvSxrVTgGoB2Oz2bPniXQb/6U3JT7weLyK8nIFL5qXm3vR0ur350GKX4K6iYBpANBt1MKvDrBcr6tGl9bdnb1yv2NiG1BtY2M66TaCIHAcQ/KdBa4qpCaJ93EMvCpmNEM37ohrfxivwuGpd44iMyPj/JmzlCyNw4PkCm0CH320PYsSTwCA3wfoNupB2XU5cR8CfHzfhcblNgyARNJxMM10mwisI1fwykB6ECdkC9b/lWqnANSAVNf2/akh0m1wUjLV7oyHyorK+/fuKX5djFUDvVkq/TsKNQVnDwBTGqDbFE9/msejwLxO6Ff3YQMNyV52vrm/vBEwPXUbQRA4vw+OOiCNE7xUR8pfU+0UgAIGdu0XibbBfYd/chsEgbcLGdCaD4KX6tK4dcZdHBVS7RQA8FsA3aZ4oMYIm+3zdJaYWbvFlDF5wxMGYXZ9xrt7x9f/Ncfk2LPMLpBR+Gumq24jCALHcaTYQ+CmJj1MHX0Q9OGZUUBRMeJ0BBVNtL7hR7d9jI5eusRIkY4pMzgKCVOvk4p9aKINU6ZGMQDwE4Buowaku+Dtrf0rtWl0uu7S9X/vO3D01GnLi+csju3dsclwjoYK3WDjuedxDUO/uQzE48+MM1HTWLeJwFhV0LtVpGQFXbQxjmqnAIoAY/ez9RaKdNvQnZ/tM/ayWNGRUZPqzKekpJ1m2yd1ieF0dXWlpaSOaQg+0E7uXgW9NcHYP9S7AMDUAug2KkFYVZ/eOt+y2LN9vcmKhQuNlq7aYrb//B23sKzGwd+OsqGdSXZbdz+rQgiCgBsSvRysDpqZbjfdc/bWY6+EBpGcw7oy3zy5a7nHbPs2031n7f0zOgiCIDBuU4rPnZNHTlldvW3n4GBv5+gcVNAFoajyHr2b9rqNEMUPMu0FLn9KA29JF3B4kGq/AJML1+qytBUpl0utM83NzZ4vXyp40fCwsDE1yEJbUmUakCScxYW8yXMPAFAwQLdNT9COeJs12nSNIyGS4kRIlfMGuvoyuwL5RDS42GGN8dE3taKOqEPVwVar9BYecMlifg/VYeyc+1t19Y0tw5W20tFM0G0i0PYcckdFgf9irAOUyJ+2SLsj/MGAU9Kodue3aG5uDg0OGcdADMN4vFEJLxzHhLlO0r8ONzXki984VgQAlBmg26YhWHeqyz13+90a6ka3cyTHlKFMm8Wqmts9W2WjZnDDa8uT7uWid0W0PfKsoabG+gfZsm22MOZrc52dHi1KG3CbObqNIAgcGoCTrGQ6K2Tdw9GpVxgC8HNwHq9/8XJxd4SzF6h253eJi41dt2r15M2Pc7vgiD3Sv4tXC7Cu4slbDgCgCqDbphtYb7b7Xc9CVsk/q+iaO7zaJFKL++GkBm3OyQiZM3Oc3KdnbROZok1ZrDPw6DwafYVNxrDNGCjz1sHHJcqrDGaUbhOBNsQIvHWlJ3jerwHteqYZQ3fvi0Qbe44B1ivfHQFABq0NF3jOlu6NRu7F+X1UOwUATApAt00voLpA+6dp3RgxFH12turc83H87z9BG92201WX3ZIG4AikNey6tV/Vd4Mg124pna6x07t5hLAa1NPTr8SJrTNQtxGizgpR+0m7QnSk8AUozzs9QErK+mapi3Qb9CFiNEOKi4qvWFtPtmPKBs5nw3EWMuHnXCfQ2BcwjQG6bRqB9WY+ue1fyScIAm1wNaMzNjh9kXyGQzm3l9EYpi6N30XZQNEL64cpPZK3N96ny4tptNl7/Dun4DvezNRtIpDy1+QKVdD7tVj3F6qdAvwWuFDIWb1xNAXbyJR/+WJ94eKkOlZbU+P64sWkLjEcBEH6+/tH/BH69RO53yj02hj7VqBg9wAABQN0m1IAc5hfK8sae1GID41XNcGNgbfuRXWIZBmUcnWxqsaR92zJj4ciTs5R0TgeIjq4hrZH2toE1JFqdMIFdis0VBg73EeKtik9M1m3EQSBsZug4M3SkIOrijDrHo7M0EdjGsB/5ipOR1DXRds7qHZHSsbnz3t371bwoiFBwSbLlssZcZgrTL5MCrPNEqZeB3mjgJkA0G3UgrGL3t49ZKKvRqPT9C7Gc+Isl6w67JzZPVbxhvVn3d+5ateZS9ZXrK2vWFuf2jSXobrYJl0izNAWj+2atEU30iCCwDi5z689zmTLLMINO6ZJV11qlzMl663PcN1GEASOoUiJp0zg7bUx2p5NtV+AMYM2NPap6Yh0m8DHj2p3Jgw+n9/c3DyOgX19fZkZGWQL1pEH+S8hpSAYoC1pE+IkAKD8AN1GJUi9zz5dxiKzG54hnueN5l2M53VmvLAw1tTf4/d1LFEvpOWD3e3Qr9K0ASj92iJ1+jbXeskscN6dpepqG59VI1BtwPVrQU3yOQa8yJPadIa531TcJQW67TsYp0Umpc5lljD5Mg4pbf0WgDw4jg+Y7RaJNs6WHTg2Jf8eRyQ0OOT32zmMUMUw/gwuGHkXFQCYlgDdRiFI+aN12sY30zkEAZc4rpp/MR4iCIKXbWuisYUkuX7FUInHzed5Mh/N/UGHNOhaJ8KleaG8aAsdOuPAu5r4+5fdiweGTULARQ4mGupHQ4f/iN/a0CYOwqHdhYEOZ/ZuXLfJ9ODl54nN4qwHtDXSwerM2fPi69xlnyIFp54C3UYGqQ4m1x0V+M4HzRWmCgL/APEOKU0Lqa2n2p2JhMfjVVZU/s4MWHe5TNcQrzlo/eT2hwAAlBCg2ygESruyQOdw8CAho9uIoQ8W2ka22aPbr0Tbo69ZeVXJ3oxUOW9gqBvb5knUE9rqtZ1B19l4yMox+QebsFC+/SrGsrvZfFkzJ/O2qXXMEEEQhKDUeZOO/qZLru/CPnje2m2gseJKUi9GEASUYKm3YPOpq1euXLty5dqVq7fflALdRi04r0c2yW4WHHsCdDVVcrBv3/o09US6jff42ViHM5nMmI/TswUnjiFIwTOBm6r09Rx1AB9iUu0XAEABQLdRCNrwYqv24ksJLIys27jZd0w0to4u3jaQ/8+2lRcS5Mut8eIu6MmW2IVLHE3U1BeeDG78saDCuhOvrFyw41kJRyLsBipeWyyfc+AtEyMIAsq4aay5w0uct4Cxgo7oaR8NZRME2ua1ffaxYCo344BuGxG0KUHwykCq3jxnI1WBVDsF+CGDh0+KW1qtWIfDY/7ukxAXb7hg4WQ4JoHD4RQXKbqYrXzajYcmUvFWwT4AAMoD0G1Ugra9P65Pn7/lhl/s28tL9Y57Zn56++CgocaCI+9/2ZoAY2Z4XNy2QJWmabjHxul9kTjLAKqLfWF3cr0+jcbQ3WTp+DpHFF0TpFxfbe5e8qvmhiirLMju1P7jl67ZOdpePLxhkZ7O3FWWH0Rn3obSnp66HFDzvbLI0Mdz+up733RjBJRps8TEPrW+8FNMfFppx5BMPK+rq6ustHTsj83YALrtR+DQgDDlKjnwBoWaYT2/tV0FmAygqBjxDuksdWHheLQRjuPw2NXemAgPC1uycNGkLkEGx3Gk7NWny2pn1ooPtEEftmOcFoU5AAAoIUC3UQvGLnx1ZdsCLRUaXXTRdEyOPhtVPimGQAIIQVEUgSEBJJF5KAxBEIygmIwdYzO7x5AoivJY7S3tLC78Iz+gtiS7TbPn7vVvRgmC/e4QQ0N3ts6CpSZLdRmaC/e65klPyeXl5i6YN9/L0xPH8dE7MFaAbvs5aHsO9GapTG3StJvgNLfygLH72XoLRbptyMaWand+iFAo7OxQUF0SrKcCCtkqcJlVZDPLYcefAjc6UuwOCuoCAEC3KQEYj1lTmB4XERmbXtzAUvY6HEhP4eur2/QYBmYOnzoQgiDQtki74xdfZrMwgiCG6gKOGmgY3dYWZp8AACAASURBVM4hHZPraG/fYWZ29PDhvr7J6jwDdNsvwRGBMOehwE1Nqt68dZHyN+CDUBngWl0W75AuMMa5v4qLT00S4uJ3/b1jNHfiEEeYdpOcNAq9XwvauAEAIoBuo5qhxuRXT7xTmBhBEHB52FOPj+Vspa18C7fE2JnOm71w5+2AItYPvISyby+lr31SIdNtCUGQRw8fGi1anJuTOxmOAd02SjB2Exx1QGbbNHA9KDFPLXBquniH9A8GnJxKtTuTxdemJm9Pr5/fg+M4UhUs8NYjd28T5j3GUeVtjgwAKBig26gE60+3X6PFUF9g8bYNJQgCynJYqa1OX3QqsFkZe0wO5d5fM2fJAZc8FjlCgzGzAtwD83u/26DMm0Z0U4+R2i5kfP682GDBs6fOKDrB0hTotjGBfk2CXhvLZJsmWoJsU0rA2Gz23MUi0cY9e+F3phIKhd3dU/hJxHoqoVBTmZdl1H6sv5lqvwAA5QLoNgpB615s1dI196wkbYsgXel3N83RPRnOUrbdK6w76Kj+wjPvS6qqq75f1c29MNEffXa+xmbH9C6IIAhulc8+fW0z98YfCLOe7p4De/ft2bW7q6trAp0Dum2s4CiEFDwn91cQeGghxR44KqTatZkF1+K8SLSx5xli7N86cRgVEbnYYMFEOfYjJvxLFyHaGE23EbiqSF+N/ovRxvgJXwgAmAYA3UYhUOqVBdoH3vXKmdmBR7SW2+cp274AlHnDUF2SPyG66H97taAE2pV4a7M+jaY9z9BQR0N/47Xo5p8d0sMwzM3FdZGBQWpKykQ5B3Tb+MAHO+H40zLbpgEr0NZ0qv2aKUBhkdId0tTPvznb4OBgTnbOhDj2I6Ijo0yWr5jACXEcR6qDBT76MhujuY/I3XWbv34NCQqewEUBgCkN0G0UglQ6bdBe87BUrmhu3fNtGhueVijjTumPwYY6qvKy8mq6hkb5ZbyosNDYcMn9e/eEwgkI8ADd9jug7dkyZehdZsHRBzFWFdV+TXOwb9/YOnPFOaTXblHtzqhgMpkR4eETNRvGqoJCzWQ3Rvdh/V/lbouNidm4bv1ELQoATHWAbqMSpOqFmabG8mPPYkvaOQIUHmLWpPhar9bR3fKsYkLCbRCPr8Tyr7+/3+L4CdMtW1tbW39zKqDbfhMcQ5BSH4Gnjuyht/PYwO8+NYARwXF8YPcBcQ6psQnO41Ht0aRTXVXl+sJF9G8cGhB+vi2zMeq3CHRjAwBGA9Bt1AJ9jbi1c4EGafNRVW/1heD6CVBtaGeS3dbdz6oQgiDghkQvB6uDZqbbTfecvfXYK6FBJOewrsw3T+5a7jHbvs1031l7/4wOgiAIjNuU4nPn5JFTVldv2zk42Ns5OgcVdEGTca6FIAj/V68WzJ33m/15gG6bEHAeS5h8WebT1E1VmG6D83qodm26IfD1F++Q/qkhLCqh2h1F8Dk9/cDefTiOo9UhAp+5pNeYmjDnIS7k/3oKAAAAdJsygA215Ea/933x5OkL35D4UuZERNrQjnibNdp0jSMhku5TSJXzBrr6MrsC+fnhYoc1xkff1IreNoeqg61W6S084JLF/B6qw9g597fq6htbhk9SK6uKigqT5StuXrsuGK/wArptAsH66uCYY+TAm+ClhjD3EQ4PUu3aNAFtaOxjzBb3IX34mGp3FAfami7TscplFhy5D2M3Ue0XADCVALptGoJ1p7rcc7ffraFudDtHcngOyrRZLNu0lCAIgoAbXluedC8X7dKg7ZFnDTU11j/IHpCdkfnaXGenxy+bb40fLpd70dJq/Zq19fX14xgOdNuEg30rgsL+llFv3n8hJZ44quyVoZUcHEE4G01Foo2zbis+Eec7RWRlZh7af2CiZptYsM48+ZeT30K0IYZqvwCAqQfQbYoH60r1fvjAN6sbg0qC/nFweDD8cgwtH++5NKw32/2uZyGr5J9VdM0dXm0SqcX9cFKDNudkxBD5bk7u07O2iUxRzRGsM/DoPBp9hU3GsHrtUOatg49LJj3FNTQ4ZMHcecFBQWMdCHTbJIG2pELv18p+3C5CqoJxTGmLQys7vMfPxDukajpI7Xi+pfyIxobGRw8fTuCEwykuKr5tYzOmIRizFI7cK/MScmcIsx1x4WiP9PF4vOav8skKAMCMBeg2xYNUOK3XpG92qUP6Aw9pyVXWEF3qJ8LHd9gDqgu0f5rWjRFD0Wdnq849HyeZBm10205XXXZLGoAjkNaw69Z+Vd8Ngly7pXS6xk7vkUrmQj09/QqpKNdQ37Bh7Tqr8+e5Y+n2A3Tb5IHjOFobAb02kikX8tYEbYgBPbLGClJS1qeiKdJtfE9fqt0ZM0VFRRctrUZ5M8aqhmOOyig2NzVh2k2cO7bajcFBQcuNjMfuLAAwPQG6jUKwnpLEj4llE1ZhF+vNfHLbv5JPEATa4GpGZ2xw+iIJ20E5t5fRGKYukoK4A0UvrB+m9EgW5326vJhGm73Hv5Pqz2JIAN26edNk2fKK8vJRDgG6bbLBUSHyxU/mOLnLLChgOVIVBEr1jhJsYLDfcIVItA3s2IvjONUeTRYYu0GuLqDAVaUn8nxxxnhK6Q4NDVVXgao0AIAYoNsoBM63NWbonoubmAoAcGPgrXtRHSJZBqVcXayqceQ9W/LjoYiTc1Q0joeIDq6h7ZG2NgF1pJNKcIHdCg0Vxg73kaJtVBAXG7tg3nw/31HFJIBuUwy4kIcUPBN4aMt8JL9agJR6j37ba8YibY2gMxdt76DanUkBG2iFky7IpCS7/AknnMX6v4aFhhobLqHaQQBgygN0G5Ug9W8tFhsc8a//7Qx4rD/r/s5Vu85csr5ibX3F2vrUprkM1cU26RJhhrZ4bNekLbqRBhEExsl9fu1xJlsmrsYNO6ZJV11ql6NEp87b2trMtm47cfRYf/8v+v8A3aZIcD5bmPtI4DlbNmtBF8l3xgW/1alpGiMIeC9tjRCXQLU7Ew/O7RKmXhe4qcqki8Yex3prRTcIhcJv375R6yQAMA0Auo1KeAV+NsfX66loGm3ad/KkxWmL79c597yxyCek5YPd7dCv0rQBKP3aInX6Ntd6SewMzruzVF1t47NqBKoNuH4tqEk+x4AXeVKbzjD3o3yXVBahUOjocN/YcElhQcFPbgO6TfHgMBcpdhf4zpNRbx6awkz7sR5gmvYg1bV9dB1xa4SbtpO0SvPXr6OMT08s+FC3MMNW4M6Q7XxwAOv+onhnAIBpD9BtVMJNuLtz85Ztw6/tDqmjVyBDJR43n+fJlFbrDzqkQdc6ES492c+LttChMw68q4m/f9m9eGDYJARc5GCioX40dPiP+K0NbXIqEml8c2qT+bNSifgTNMY9OmO+Yc1G02N3A8sGJlr7paemLTIwcH3xAsNGnhroNqrAUQipCJDLWhC4qQlTrmL9zVR7pxTgfH7/inXiwh9rNuPQZIW009PSJ7sfFJPJTEpMlPwXY5bBiecFbmoyii18F/atcFLdAABmMkC3TXHQ9uhrVl5Vci1Oq5w3MNSNbaW96dFWr+0Mus7GQ1aOyd0jSx8o334VY9ndbLk9W07mbVPrGJniIVC5yw4dGsPoTq5oWYyddMVIY+5OO5+gAKdjK+i6hwMmvtIbk8ncZ26+f8/enu4RavcD3UYtOIaidZHQ+zVyR9Hh+NNYRy7V3lEM99I18Q6pui7aOLVrzH6MjjY2XIJjCFoXBYVslXm6XWZBodvQtswJXzQuNnbn9r8nfFoAYIoCdNuUZiD/n20rLyTIF8zgxV3Qky2xC5c4mqipLzwZ3PjjGmxYd+KVlQt2PCvhSITdQMVri+VzDrxlkqQet+DhRqP9+zdof9dtaKvXLobe2UjReTl+gd1KjWX2hd/X6e/vn6hcMAzDXjx7tthgwef0dLkfAd2mJKDNyXKdwkVFQ5CyVzg0Qph32gOFRUqOtUGhE9aRnSowXu9g5mPBKwP5p/jD32hz8i+HI8h46lJ+bWp65TP1aqYAAJME0G3UMFQf7Xh080qDuYYrzM4/SWwae2ICxszwuLhtgSpN03CPjdP7InGWAVQX+8Lu5Hp9Go2hu8nS8XWOKLomSLm+2ty95FcV0VBWWZDdqf3HL12zc7S9eHjDIj2duassP0jPvGH96TYmy89F1787qPNdtw2GHdfRPB72faMWyrYxpm91axBrxqKiohXGS1cYL71/715RYeGPNjpHT35envFiw4cPHMmfAUC3KRVYZx4cdUDuo13wUl2YfHlGnXlCvzb3afwlEm1cq8tUu/NbYKwqYbK13CE2gRtd+OkS1lMxmhnCw8LWmJhMtp8AwLQH6DYq6E+5YaRG11y0Zffe3WsMtFUYq26msceqZzAEEkAIiqIIDAkgSWQNhSEIghEUk7FjbGb3GE7VoDxWe0s7iwvLOoV1x11YsexyEgvjBEp0G9riZqppaCPJQ0Wb3MzoRrbZMsvVVFc/d3betH7DIgMDm+s30tPSYXj83Rf6+vqOHT7yt6lpR3u7yAJ0mxKC9dYK024KPLTkYzPBm5CqwGnfRxyHIM66rSLR1r9sDc6bknVScAxFG+OhsB3yKtx3PlLwDOexRj8Vk8mMioicPFcBgBkC0G2KB2O9P6ijttI2m0MQBIH1pl9brq55MLBHuRI5h4O2hZ5abHI7nUMQBEm3IbVPN2ousy/6LsOwDu9ddIPrqSPLxNbWVh8v711/75ir+5fV+fOxMTFDQ0Mj3vlzcBz39faJjRH3NwS6TWnB4SGkIgAKXCf/we85W/j5DtY3kY2elIqhW3fFO6R0HaSqWgEr8ni8muoJWwiHOEixB+RvKC+7Q7agtRGg2DIAQBVAtykepOrJBi3Dm5KAFJR505i+/mnleDuSKgjo06X5OiannJ4/d3n+/InFSk3d7Tec3ePq4B5/c0096+TvkgmpcFpPX/VP6S9+HVZPT+C7d0cOHtSbPef4kaMhQcF9fX3jds7Lx2/zxs0Bb96QjSFBwdYXLpItdXV1e3bt7u6WvrwxDDt6+HDyp0/k29xd3Rwd7pMt+Xl5+8zNIYFUjA4ODOzfs7e4qJh8m/1dOy9PT7IlPi7uxNFjZEtHe/ueXbu/NsmcT7c8dy48LIxsefsm4MbVa2RLVWXVnl27yY+SUCg8cvCg3Gm/Z0+dnzg5kS3ZWVn7zPeQt5XZbPY+8z1y7Shu3bzp7+dHtkRHRp2xOEW2tLS07Nm1u62tjWw8bWHxMTqabPHz9b1z6xbZ8qWsbI/Zpt7Is/IbbS6zoLAdaHXINDv9BoVFSI61CfwDFLNoVETkwvkGvzkJjgrR5mQ48bzgpYbslqgqnHAWbi/s7e2dEG8BAMD4ALpN8SCVTuu0V96XdGmHSx6sUV/75IuS6za4yPfKJUuri5ZWFy2tzpstUtc2OWR51b8IhnNuL1Vb96RC5D/WHbBfW/tEBOcX00kYHByMjow6d/qM3hzdPbt2+/n6dnaMuZS8l4/fsaPHs7KyyMac7Jy3b2Q+MplM5tPHT+Q6n7q+eFFbU0O2JMYnfIySESJNjY2uL14IhdIYAwRBTx8/aW9rJ98WGhySniajor6UlckpOQ6H88TpsZxI9fX2KSkuIVsyMzKCAgPJls7OzmdPnXmy223PnZ0b6hvIlpiPH+NiY8mWuro6NxdXFJXm+PL5/KePn8gVQQ189y5b9gEsKiqSqwfW29v79PETDkfm2fV8+VJOAqalpIaFhpItbW1tz52dIQGEC/qREk8oYJl8+M2NDsccQ+uipkHfBaSyqo8xW3yszeK8wtaFIKi+fpzxSxzHsY5cYep1gbeu/FPjrSfMfSSqyRf24cPSJUYT6vWvqayodH3houBFAQClBeg2xTNFdZsMpH1SgoCKHU0Yi04GNQoIpDv5ton6Qsu4cVTNhwRQSnLytStXFsydt3XjJtcXL+rq6kY5VrRPys2KQvJiwDXlLrn0BTj+NNoYjyNTctcbY/dLmpByTNbj4zoGoEiw7i/CTPvhKaICl1lQ4DqkOhhHpWFmDoeTlTnxlT5+Tnpq2uEDBxW8KACgtADdpnimnW4jiIFCl/0GdLqGrq4qTW+jbRLzt87qoSial5trf9fO2HCJyfIVDx84lpaU/LwJN9BtU/qCgjYOFw0CD204yQptTp5CR6lwDBvYe1jchFRbH236SrVHPwRjNwjzHkNvlo7wyPsvFmY/wFgTfCavsKBAbvccAACMA6DbFA9S6bROg6ahp6urL7pmazBU1LRnf/+vrq6+geXHKZdsx+uqzsvMKW2b2GYJFRUVT5wer1+9xnDBwju3bmVlZo5YAgrotil9EQSB9TcjBc+h96tHkBFec4TJl9G2DBwdfw6yYuA5OkmbkCb9up6Z4sEHO5HilyOkibjMEvjoC9NvYd8Kf/4dadwUFRZevnhpMmYGAGYUQLcpHrT9o+OFs+csf3JZeRUoUXt3paD561fPly//NjWd95ee9YWLifEJfL5U2wLdNqUv8hON9dUJc51GOADnMkvwUgOOPoiU+ihnFioclyARbTwnZ6rdkYKjQqwjT5jrNLzDgcBllsBTR/jpEtqajmMT3uUEAABMPEC3AaYYTCbz7ZuAg/v2683RTYxPEBm9fPzuO/7TlRRMVgMD6WHN0a/lJEJ1qLecpSnSbygjgmxhJQd3xr8jW6Cc6NoPPnID68J8BNkySrEz/l3PpyCyhZcZ0RjpN9wHYe5HsqXl4xtOehjZ0p/2oTXmDdkizP043PmGiFe8TBnne5KCuhLeky2C7Ki6MHnnaz/4QDnRZEtH3Nve5BCyhZsR3jSS83KW5mj/wc/hZAs7NbQ9NkDO+ZoP8gPrw335WVFk3dbLYvWyxCXBsJ4KYdZ9ru/iajt5qVFpO4vnu0CYbI3WR+F8NkEQnZ2dgwMyGak8Hk8u75UgiOEnJltaWgSy5WM4HA6TySRbMAyTS/4gCKKpsZEc+kUbGus0dJv+oPf9wRg8cAzHMIIgYBhu/iq/VVpfXy8X0Ors6JDLlRkaGpLUJvyJ883NzRCp22liQuL61WtE/8ZxHGNVIyWecNQB+cxQ0eXOgONPoY3x5ONrAABA+QG6DTBVGeAMDHDEH9VePn7z9PRtTx0mywK7U4dXLV5Itnz2ekxXodWH+0oscE60DkPd+/Yl8m2nd5nu3biWbAl+eEtTTa0/NVRi6Up4z6CpfnS2J99mtmr5pQO7yJbnV87N09EhW8qDPOgqtII3L8hGQ329R1YnyZabx/ZtWLqEbElyc2TQVFs+SsUcLytSU03tjf018m1HTTcdMd1Itry5d02LziBr09aYN3QVWqKrI/m2jcuMbhzdR7Y4XbAw1NcjWwrfuNBVaF8CX5KN82fPfn7lLNlifWC3qclysuXjs3vqNNVvJEHZn/ZBQ1UtyNGGrNv279l72sKC/Cy/8vHV0dCA0m2hN8YiwVFrP4uuQkuxlkiQP6HgTasW69tZnyKfhHvg4LDCeCl5qtycXLoKTS7jco6WtpeHB9liefac+c5dZEtEeLiGGp2cRctmsxk01ejIKNF/cS63f/lasz9pZ2ap9huZYN9fli/d3PXm6JKnqq2poavQCvLzycalS4wePnAkW2xv3V63ajXZkp6WzqCptrS0SCwIgmira5BLt3R2dr72eI5UBcEJZwU+c0fQai6zBK40OOoAWvMBh3/VPWUkMjMyLI6fGMfA34HNZssV3AEAJgSIx59K58q/A3QbYDLBuF11pcVfGlmjOK4HdZTnlHcM++6Pcbvqyoq+NPX8bAovH79Hj53Z6TJRH15mhFwACcmL+SYbixIpMLno10B6WH/aB7lwUdewgcOn6ksJkQvdCbKjepKCfjmwJylILnQ3lBHRlzIe5/vTPgzIhu7gnGhmYuAvp+pNDpEL3fGzouTChyMO7E4KhGVDd9yMcDZJ4/5ooMQieR4HBwfJ298EQWAYJo3ADbQiFQFw7In2J9pycqTr0azBZ7MEHppw9EEk/yn69RPE7ujvl09r7unukbP0slhyvdd4PJ5c9AvHcVaP/EDJVDiODx471fcHo/UPeid9NlJdK7kHRdHh1c6G+9DX1yd3ahOCILliKyMOZPX04DiOQxy0MU6YdnPkJANRZugbY2HaDbQhFheMI9VbSm1NjeP9B78zwzgIDQ5ZZqTo4iPKBdqe7Gp3y/LQTrPtO/eetXV0tLM+fcrytltc45SvmkMZaGfSXbNdztUIQRBwY6LHA8v9O7aZ/m1+2tbJI7FeXNaqK/O1s+25/Wam27eZW9q/yuxACYLAuI2p3rdOHT556YrNPQd7B7v7z4PyuyDFHTMAug0wWfBr3luv0VVXodFVaFoG2+3j2n/6zYYdfXqutrlvJ/kzlF8TeGGtviqNrkKjMwx23o3v+MEU4HzblL7G+tLCMRT7VoTkP4VCTQWutB+JFcErAzjmKFLwDG1OGVNHpjHBe/hY2jk+IvrXA34bbKANbUpA8p3h2OPQa6Mf/vreenDCGaQqEB+Q33KlhK6urqTExHEMhGFYbud6ZoKUO22gq624nQMRBIFxa/yPLlTTO/S6iZJjiUj9RxenV5ldP01DQ+pjnjv5Z/z8JkpAO+NurNei6RwOlnw9QqqeblZTM7mbL5/9BBc/WL3kxOsa0RfKoeqgS6t0l+x/ns38/mmEsXMdNs3VW6Ig34FuA0wWvALH1epay84H5DV11KW5HjDQmLPbt34E2YVy2qsKkt7b716kStOS0W28Qoc1WozlVq/zvrbXpb84uFBNd693w4jKDei2KX39zgsNhwbQxnhh2o2fKRjR5bcQjjmGFDxHW9Jx/sQU/Sf3ReDZ3f/1gLGDIwKMWYZUBQrTb0Ef/hZ46vzsd3ypDkftQ4o9sJ7KSUoLHTdREZHLjYyp9mLqgvUGHZmjanD10/eANJR710hNc61TBRVbfVC8pb7KKqfyn64tSLigS1v7z89vUjxYd8rz+252e9XVlt2SNNYmoMybxjTGTs9WWR0MN74+d8r9iyiuibZFWC5m6KxzyJGNhmNM/33afyvAdRFAtwEmhYGP5wzoRjbp4qKjWHfwCV3GKoeiYYUcMKb/Hi0VGl0UliPrNs5HS33GshvSKUKO6mquGGEKAui2KX5N1KsO47SgtWHCDFso1Gzkw/gy9eG0oPdr4JijwgxbpNQHbUrEWDU4PIYyucLC4j41HZFok+Qi/A44PISxG9H2bLQ2DCl0gRPOQG9XClxVfvGLuKlCIVuEuY/Q9hxlLpWCYRi5UxxgjAwlWM5Vn3MyQrLRDZc8XEVXX2KTTcmDyutpbmxn/2LpUd2kWLDebDd7z4Le4ofr1Bi7PdskKo374biOivapCJl3AE7uE8s7ieKCpFhH0BE9htrS2xnDzoZCGbYHHk26798Bug0wGUA5t4w09S8mSo4qYd2vzdU1Td1HiOljKALDsKDB3ZRB1m1Q9u1l9LnWCaQp/Pdo0U1fNo6wLQB025S+Jv4FSBA4jmG9tWhNqPDzbSh02/C+qD/eXtSFgjfB8aeEWQ5I+Wu0LgptTsE68zBWFcZpwfm9ogRMtPMbW2+huC/Cqg04d1TH/HEUxgc7sa5itDEOKXslzHaEk6zgCHMoYIXAQ/7Q3o89/AuOMBdm2qM1oRirSpKNUVVZpfjDZwAFAeXcNaJrm/tJ3iHRxpc7NWi6B95O6DYk2podGpLWyO3MDXp61+bmfe/ExiEC661MCHh695atS+SXXtH7L9qWGxYY84WNSYYMMfNDnO/aXL/7PDC3U5SijbbnhgbGlolvCgtKb+R25gU6212/6egpmrcq8bWz3c27rhGSeTsLIoLjSnslv2VnXnhI3Bc2NuoZfv4o1r13eJLagxFDUaf1aH9ZxUk+X9AmV1NNmtEdkgpGWj/YXPKt/p5uDuXYrlSjae/wah5hIYjV/VsnR8cE0G2AyWAo4oSW5qqHpdIv/1CipZ6m0e2cH331Qps9zGR021D4idn01f+UkKaIt5pHN7Yd6dull4+f05NnbNnz+PysKFZysJxEGJ5e0JMUNPxYvVxewogDhx/270/7wM2QyY2Ac6KH5yUMn4qVHMyXFZ28rMjheQnDB3YnBcrlJQx+DpcrKTKiq8OnYqeGyiVVQDnRw/MSRngAP8knVfAyI4bnJYz4AIqcl75uhobkGrDiOD78aP/wLIEBzgAMy4SaEAQh5yXgGIqxarqyfYTpNlDIVoGHlkgDfftn1tBzGVXEcZ7FeiwvldofyoW41MruanPWz+77g9GnqSl4tQOOOcoO3s0J2g6FmkJBG6H3q6GA5fxXiztd5gm8dQUeWgI3tZGncpnFdJo1+EzGMvhsFtOJlDAbsAKOP9P16SHakirqEyqit7eXnFRRkJ9/cN8+7jAFKUns+MkDODg4KBcMQ1FUrosuQRAlxcXvAt6SLf39/cOTKiSJ3j9Zsbe3V24nl8fjjfDss1gEQZBbA4/g/MAAuR4KQRAIgrDZ7F/6wGazyX17CYKABJBcQZmRnWex5JwfGhqSS6kZ5UuXw+HIvXSFQuHQsPZoSI3zVjpjm3ON+LEeqvLZp89gmNhmjLoV9Kjgx5yerbnu0JElusab///27vuvaa2PA/g/cu/TQtLBKEMZMlREUUQUueoVxYWKII7rnjhwe72CInIV9SqIgiiC4ABxoLJkiyKrqCwpq1AKJaVN8/xQKKGFgkhbUr/v1/nFNM05TU7th5PkxGvZLEumwRTfwK2u5jbzlnh52LIRI4/QYowYdJ5U/hafdQ4cR/dlKxZOM6cbOm5JasQHnScVJQeYIa4+qx0s7OZ7/+liZWjosPbQtlkWdq5/es+bYkIz9rwg3276fht0zsBPB/Zi52TWnPOlklFvYXh469uQwP9KRQRBSLmXPFjIHNJjirDsQAcUWXC5qr8/CPLCdpx+3az4fnW/2GWN0tgrbtXr/HI9yG1AA/CmqGUM1oKwqoH/ErHM3bSQKwAAIABJREFUgw5M822pwz1zUjm34U2Ry9mIx+VK0iYyDk41tNjxbOjcZm1m/shlVtf+7V2HdstjQdBGH2dba3JQeHvtPEKjVwyeB8SEwYgI3E5eLeDPhcvdXMhL4s4GMugGSvOAMA0MkwbPA/LHLKftK5aQl4Tu2WxpbEReIp8H5H3koHlA7C0tzg6eB+TguhVzHQfNA5IWfgah0ZXmAWEjaGTQHvJq6zzd13gMmgfk9vF9LENDpXlAGHSDlLBT5NXmTXPY57OcvOSf7X5TzM3IS/JvhyE0evHdcPLCyaYmF3YFkJfsWrXUw3kaecnjC8dRlXlAWIaGMYPnAVm53Nt/wwbykb1544YRk0lOJ1+/fEHpBm/fvCGv5uLsHHT4CHnJ6RMnla6mysnORmh0xSxoMhEf5xWbsVn/Bq7ufX1A/GgFdnt6Tzi6ec7/ltgPOjV5f+P/GHQaKUj9XnPqd4RGO/vn/zq96F17/ydfuNietnnO/8hvDFvxPw46aFMlh39HaLR3ewaltKkc2onF/+u59HtPOIpFOmIPFh1aPd3Fzlzy6S7OK5Y/p/VNejpCoyvPA8Jk3vrvP/Jn9Pf1XeW9grzkXmws0xAh5yEej8cwMEx5+oy8mof7/D27dpGXXAwJsbacRF7ysaQEodGVZlextbIK/uc8ecn+PXvnu7mRlzxPTUVo9O/fvyuW9PT0sFFGzJ075NV8Vq3yXbuOvCQqMpKNMuJiY2fPnClfUltbi9INXr98RV7N1WX2oYMHyUv+PnPGcYodeUl+Xh5Co5d9HvTwLgsO5/KlMPKSHX9tW+zpSV6SnJSE0g3ICUzQIWAhaPyDB+TVli9dunljAHnJtasRJiw2Od5xq7gIjZ6VmUlezXna9BPHjpGXHA8KUnkeK95wc5kRDZ39142HCff+Cw5c68SZNMs3OLVmdOfFxY0fMzPevVMpmR8blDYgerzRBKFxvCPKRARB9OSemGGIILOOvm3FCQJvuu/PQaYFZmMquW3gLYSo+KwrC1lyoxZXzm00uoXXtXIRQRBY3jFnBg2dc0i+3eZ4XzOmw6FsbKTcNpotDLsPuLGBQcn18h8U7NVuawZzdcxAtu9K3GCEMNc+kId2aV3S4f13KkibE78/Ph1BEM8rQ422aRnkNqAJXQ/Xs1izzpKeuYqlbrNg2Qf+wHhbvK8x4nKumLSJlO2TkUHj2AoR12+ePXKs7wpx1FgxgKQ0da04K0l12tiK/tlfyeNASoND3RmJ5LQnL5/vX1MaqKt9fFtpkEyQHv/l0S2lN5bGRSgtqU68qTRQ1/oiTmnqWiwrSXXq2vIHynP/fk+52/R80Oha97uESpXGl8ZFqM792z54kKxDZeLi4eb+VRqoa06LrX8aTV7Sk/lIdeLisgfX5HP/Ko4jj8dTGibBerCvX78qHe6K8nKlJbW1tUpDFJ2dnQ319eQlOI6rTl1bzeWSRztkMllLbRnv43Np+UNJ7sXeV3vFzwK6Hnp/vuyG3XXBbtn3XDMThdJ6Lv1+c53ysNzXU+RBst97Lv3OD/694rjytWglp82wWDfx47W9r/dLci9KSu99yYzrqismz9Ah6BA0NDSQ2ymVSpVmniMIglvFJQ9EEQTR0tysNLomFou/VFcr78CKCtW5f0ecuFgmk6nu+a9fvyoN1LW3tzc2NpKXSKXSqsqq3t5ectuqKquUBuqampqURviwHuzrly+NjY3JSQM36laUlys1vq62TmmUUSgUKk1cLJPJVI/+l+pqpYG6tra2pqZBP38SiYRbxVV6Y2VlpdL0MY2NjUrzzvT09Iym69bU1CiNMnYKBCoDdYLkjRyG2YaYiuqyguz0tNc5n+o6f2DYpzXO19LcxFSlWG64qzT+J3q80QS12Zve9wc2P2YFgzU/rO/iFEl56DzUfNNjkUpuI72FwF7umYI4ny4UK+c2uu3+1317m39nJXtgcEtSccGdZbr5iWik3DaaLQwJb888sWjOEv9dO3fu3rlz944NHhYGDNv9bxQHX/otwhNFbfamYwSBd+Rc3B38jj9oBwvvb2DSGY5H1EVDbYHcBjQByzhgx5q8M00xuoY3R3szWfMvVQ73t4pKbsPeHXBErHY/V3xL8JaoFUbIgrChNhFx/ea/waFKuQ0KVcp4dj0NE12+2vYbyrewFmen44IavOUz3vBe+u2V9Mtz6bd0aV0m/j0P5xXjLWU4n4sLamTCRpmoTSbulEmxiXaDp5bdvxcH95OOkTg7aCpi5HVzhEvZJEJ+B/ZzZ/FEjzeasOZdqOhL1PyYlQyWd3Tf5WZSbvgC1DxgiNxGeov80mTn0wUquQ1xDy3v3+7dVWxkxZ2W/u2GebBMN42c20azhaH2y7cHR47GVZOuuUk/YGPIWnBp4IyQODvI0ZDpFlImwSqi9hyI5SoPZHYn+LOVZjzQGchtQCPaE/wtEaeg7L6vEd6auMkcnaHmbxWV3Ea0JwRwUOcjA5t45G/Bmno0Z6hNQG6jdBnXrqdBWNITxawfXbsP6Lo5FNPR0aF0ihCMkpQbvghBXMkXDCsRc5NP7Dx47sa9uLvXTu3cumXfrcKx3VksD2Gh/X8djz63Kd6iLrcp/uoedW4TPdnEIee2kbegoqsgPPBi9qDLANtjfBh0U9/4gUHa7kcbjejsFdHlT4/vuVzQqboVcf7pGYiRT5zqS6Kaqtrhrv/RDMhtQDOEGUemo8Yu+5PKW4W8wig/OxZ74eXPEoIgCHFBRMBq37MvBn2RVHMbIcwMdGIxZx9MLG8V8goj/RwRo0WXPg83fxvkNuoWjfbE8dKb/rbNwEjexwRLvGWDT1BOBHw+P+PdO123Aoy/9vu+ZnSzrY+HeziCpPySp9vR931/0krrYnzmHyNPH4u33FnBQPqnWyIVxopIpd963ee2AzbowLRq4sIzMw2ZP5HbpLWPDmy98nnwX/uST8HuiKHT4WzFPpLWXF2C0M3cVu44ldY09IgalntsBnvq4SylKjreHl24/ckPTB80DiC3AU0RFFxZb89CaAYonc4wddkVV9X33elJ2cGhs5ZFtZC/HkPkNoLoKIzwcTCm0VG6AWLAcd1xv2qY8TrIbZQumuqC40dSUNjG4PTN+uHsireP70184yM5KcnWykqjVYhEItWLvYCGidL32DIQzyvDPhmBH70MnRdcrni5K+N+8qDL56XtNWWfS0tVSlkNX+kPYV3nNmnV5QUow3Hbo+ouUUvZk2MeVgx07ONtHTnnFkzb+Uz5Duvup1snD55iV1xwysXA0H5DbPXww5R4U+o+p0lLLxR2DEwyWnLbz9F8xW2edk+eQm4DmoQ1V+S8fpmeX638v8OPbKI8J/1Fej5X3SYgt1G6jLVvaImkvJJvOlneu9qnTMcbeb29vYs9PVVvFNCtIR+HOr7iHzywt7HVaBWq3ufkKN0u+uuQVCZfOOQ719QAMbBatPXwPzEFypOUEARBiHOPOCIcr4iSn39aqa5zG0EIsoO9JqHy4UCbP45H7HU2Gktuw3lvw3ctmMygoY5e+8/fzeu7ywArfxp61H8OB6UZWLhtPhuZJR9dw17ucfW6XDTSJIzSlqK4IN/V67YdCDoVtG2Vuw3HzGLGtgfanhkEchvQB5DbKF103X1GIH79tg01afsN5ZvbSL98JQgCx/HDgYFKt1v+CkQikdJUGlqQl5urNEfJL0QqxnowiVQqlYixHkwkHnrIDe/I/3fZZNR8aUhGs+6nqfhpeDevoqCwnNf9M3kIl2BY/57DBh76LhX3YJhYIsUHLcf5vKYfuEZN2t1S962uWSjWzU0KkNuAPoDcRumi6+4zst73ee02UyUfP+m6IRSW/jrdb72vrluhv7DqpN3ORoYOGwdNOwb0EOQ2oA8gt1G66Lr7jMoEvBGBWj6Xlv595oyuW6F/xGLFFSR4y5vDs5jonze+6cGgGxgW5DagDyC3UbrouvsMQdaDCf22SD6V6rohP0AmkynN4Ar0nrTq6umbtQOn6/jRK5AZp8c4CQigBshtQB9AbqN00XX3USaTSDrX+rX9hvKNLHpzcnXdnNFKfpTkaGev61YArRLnHHaec6ao/3p8UW7QnNmnCrU7nRjQMshtQB9AbqN00XX3GUTW29u5PkAxv25PxI0hVwsPu9zRMbFmA2lra3v29KlGq0h9luLhPl+jVahqaGhITUnVcqVUIfn0MOTorl2HLkXGxsVcD96/7UQyFy5v03OQ24A+gNxG6aLr7jNA1tvbuc5fEdq6T58bcjWxWOxoZ5+fn6/l5ulcTU3Nf9eHDrKak/Dw4Yyp07RcKeVIhO0CODv6a4DcBvQB5DZKF113nz4ysbjTZ8NAaDt5Vtct0itfqqvv3I4ewxtlMpnS098B+JVBbgP6AHIbpYuuu08f4ZYdA6Ht1NAjbWDMUp+luM+dq+tWAEB5kNuAPoDcRumi6+7TR1JY3Ma2aPsN7T57XtdtAQCAoUFuA/oAchuli667zwBJQaHo4mVdt2KM8nJzt23dqutWAAA0C3Ib0AeQ2yhddNhzZD3Y2J6C8OnjJxzXzVNuhvPp46d9u/dotIrST6XB/2h7MLK3t7eluVnLlQIwYUFuA/oAchuli666jayzU7DEu41p1vs+74feiGGYEYOZmZGhoYZNWJkZGatXrNRypfdiY+F+UgAUILcBfQC5jdJFJ30G5zV1uLj39RmmGf79+w+9/ePHj2IxzLvwA7q6uqoqq8bwxvb29uys7HFvDwAUBbkN6APIbZQu2u8w0uov7VOmK+4eFYVHaL8Nv5r79+LgcQ4A/DzIbUAfQG6jdNFyb5EUFvE51n29hcbCHiRouQG/JpFIVFFerutWAEB5kNuAPoDcRumiza7S+zajDTXt6yoMjvjVG23WrlHfv39PePhQ160AAGgW5DagDyC3Ubpos6tIv3zlm9m0/YbyzWwkRR+0WbWmpaakOk6x02gVfD4/9/17jVYBAFAPchvQB5DbKF203FskRR86ZrlJv3wd8xbkzyf9WFIybm0aJ5qemiTh4UN7G1uNVqHq1cuX/r6+Wq4UgAkLchvQB5DbKF003T1kPZj4xatBS2Syn9zm5UthzU2/3KRiEomkqUnbvw6ln0rPn4PHjgHQB3Ib0AeQ2yhdNNo3pA3fO+Z6tP3O0KdL2ajo6ZMnngs8dN0KACgPchvQB5DbKF001zF63+fxzW3kHYNvbIm3tGquLqBeTU3NrZs3dd0KACgPchvQB5DbKF001Ct6ou600dl9vYLO7om6o6GKJgixWNxQX6/rVgAANAtyG9AHkNsoXca9P8h6e7v2HFRMq8s3t+nNyR33WiaaRwmJU6ysNV0LhmGargIAoAbkNqAPILdRuox7f+g6elIR2jrmevzoM6xGJJPJDgcG8ni88d3sT+rq6srP+7EHrf6oxIQE7T8qlFvFvRsdreVKAZiwILcBfQC5jdJl3PsD3trabjO17TdUuGWnrGf8x4d6e3uXeP7x6eOncd/yBNfS3JyclKTlSlOePvNwn6/lSgGYsCC3AX0AuY3SZVz6gKwHk5Ee9C4p+dQTcWNctgzGxcePH0POB+u6FQBQHuQ2oA8gt1G6/HwHkJRVdMyc23X05M9vCmjIu7dv165Zo+tWAEB5kNuAPoDcRunyk0e/57+oNsRYfvTFr9+OS48CAICJCXIb0AeQ2yhdxnzc8dbWztW+ilsQ2lBTLD5xHPsVtbxJT1/251JdtwIAoFmQ24A+gNxG6TK2g47FxfNNrQbuG52zQMqtHt9+pcbrl6/EpMvpJoIv1dWavoAsLzd33+49Gq1ClVAorKqs0nKlAExYkNuAPoDcRukyhiPem5UzMMz2G9oddFKmxRSFYZgJi52ZkaG1GieIosLCPbt2abnSe7Gx0xwctFwpABMW5DagDyC3UbqM7aB3rvVr+w1tnzK998278e1Oo9HY2IjjuPbrpa62trb3OTljeKNIJKqsrBz39gBAUZDbgD6A3EbpMsqj3JtXIPnwUfFP/Pv37lPnZCKRZvoUGGfxDx442tnruhUAUB7kNqAPILdRuox4fHFeU9fu/W2/oR0z58p6e7XQo8C4k0gkLc3Num4FAJQHuQ3oA8htlC5qjqyss7P77Pk21FRxKZvo8hWt9StqqeZyr/77r65bAQDQLMhtQJNwYWNFUcEHbssI57JwYWNFcf6H6uYxnvOC3EbpMuQxlYnFPddv8jnW5PsPOn02SBvG+WGjY4Np4PFZP+ntmzce89w1WsX379+fPB7/55IBAEYPchvQFFHZ3Z0uHAaNjtDobKs/jj2tkwyzXsy22RYGdIRGR1CrJUef1fevJ3qyxZJOR2iKYmCzK23IX0vIbZQuQ/aL7pN/kxNbx5wFOrn/YEjy+0k1/RD3CehxcrL2r1FLTkryXOCh5UoBmLAgtwHN6M49PYvBnrbldk51fcXrsJVWTNOlNypVk1t33gkXNjr9r8icL3UV6aGrbAw5y69VSQiCIKRfwj2NHP1CI29HR8lLdHxmnXSo2iC3UboM2YPwRp789Gi7nRP28JFMJhvP/vnT4h88EHQIdN0KbZPJZL0/cX3h2AYpv379ejsyasyVAqBnILcBjRAkb7ZCHA6md8n/iTfd8+WgM0/kK0+x1ZG81QKdtn9gvbi1HJaTfD0sfY+tuV+CcBTVQW6jdCEIQiYUiq7e6HB2xQWdisMqCo/ouX5TmxOzAc2Jf/BgptMMXbcCAMqD3AY0AcsKdGBZbE9VXK6GN0V6MVgLw6sHD5dhmYemIZY7U0jr3VrGRhb+y5USeFPUMrbr2aLOJm5xXmFVU/eQI21ykNsoXbpPnOEbWfTfdnBVAx0S6F5zU/PTJ0903QoAKA9yG9CErgRfNmvmmaKBgRIsdas5y+FQ1uDzJF0PfU2QWWcLSes9+2sS4ngkEyPEuSemozZOMywN6QiNjtA5czZezW0deqbTiOs3Q06dVcpt3RmJTc9jlCJC/dNopSXfU+5iWUnkJYL0+LaXcSO+sf5pdG92MnlJ28s4QXo8eQmWlfQ95e6Im2p6HtOdkTgoyrxLaE6LHU3jxYMb35Ee3/7qPnlJb3bykI1XWtL6Iq7zzUPykp7MR42jaDwvNUaU8Yi8RPj2YcuLeyO+seHZHXFWEpaV9Pk3ZOA6NtcFmumT+k8oFH78+HHk9QAAVAa5DWgA3hS1jMFaEFY1MESGZR50YJpvS+0ZvF7kcjbicbmStF7GwamGFjueYUTH/Q0sw8meQfF5X5ubuJmR213ZiJ3fg/qhht0irt90MDNXym1B/mucba3JQeFNxD8IjV7x8IZiiTgryRhlRARuJ6+28c+Fy91cyEvunQlk0A3Ieagx5S6DbpAUcoy8mufM6dtXLCEvubh7s6WxEXlJSewVhEZ/HxlKXmhnYX72rw3kJQfWec91tCcveX75NEKjf0uOGsh2GYlsQyQyaA95tbUL563xcCMviTq+l2Vo2PU2QbGk5nEUSjdICTtFXs1tmsM+n+XkJee2+U0xNyMvyYu6hNDoxXfDyQsnm5hc2BVAXrJz5VIP52nkJckXjiM0OjnCtr9+wDQwjDl98Pnl02b/o7f8hrQ7zcHu3pNhE+4+Tap4lJBoM9lKo1X09vY2NcGvAwC6BLkNaELXw/Us1qyzHwbuQ8BSt1mw7AOVx9vifY0Rl3PFpPVStk9GHA5nYgSOCfmtnaSRuKIzs1mI55XqIYJbxPWbfwcd78ttTDP5QqFQyOPxyKvJZLIv1cqPHv/27ZtEMuiGCT6f39bWRl4ikUi+ffum9MYv1dVKF8s3NTV1dnaSl/T09DTU1yu9sZrLVVpSX1endMl2p0DQ3DRoklIcx79++UIQBN7SKgq5xJ9k1/YbWnbgkFTat0MkJZ+E2/fwHj/lD258b29vTU3NiG1obGzs6uoiLxGJRA0NDSO+sba2VukJ64IOgdIMq1Kp9EtePhafqFgiE4uLjS1afkO+/4akuLiJ015OtDsP1JBKpX7rfVW7hG6JxWJ5D9Gc+AcPHKfYabQKVSUfPgT/c17LlQIwYUFuA5qAZRywY03emaYYXcObo72ZrPmXKpWub3t3wBGx2v1cEVnwlqgVRsiCsMohwll3oj/HcMYplXsbCKXr2/pzm36T9fZi8Yl440Aw7ToUJN8DfI61cNM27EEC3tKqwxYSBCGTSHqzcrpPnetwcZe3TVo1EPu6z1/sDjop+VymwxaOjVQq3bwxgFulHGH1XqdAkJOdreVK375547t2nZYrBWDCgtwGNKI9wd8ScQrK7rvhAG9N3GSOzjiSrXwOrD0hgIM6HxlY75G/BWvq0RwMb07Y4zFvZ3yj4oI28Ye/57CYy6Mah7jE7RfMbUpkEgnf3IY84ZnicrHevALtt0f8NLVzfUAb20KpPd2nz2m/MWAiyMnO3rd7j65bAQDlQW4DmiHMODIdNXbZn1TeKuQVRvnZsdgLL3+WEARBiAsiAlb7nn3RQRAEIcwMdGIxZx9MLG8V8goj/RwRo0WXPksIQlIWtojFcNoUXdIqIfDub89PLeYg1n7xvKHuTIDcRhCEpLik68gJ+flTcpFWVinW6f47uCfiRm9Orkw4mvlVRkUmlUrKK7H7D3tzcgcqCjqpHCINjARLV4qTn45XvYBaCgsK9+/Zq+tWAEB5kNuApggKrqy3ZyE0A5ROZ5i67Iqr6hts60nZwaGzlkW1yBNYR2GEj4MxjY7SDRADjuuO+/3rib8l7JlnhiIGTA4LRejs6WtCs1qGvZ8UcpucTCaTfCoVhf0rWLy8jc5ut5028JJY3GZgpAhSfNPJHa4LOtcHdB87NbBOb6+0skpa34Dz22VisUwkwvl8/Pt3/HujYh1p9Zfuv4OFf+0SLF7ebj9DsU3h9oHRlN437+QL2+2cuvYfFj9/Ievu1s4eAAAAPQa5DWgS1lyR8/plen41f+hnXA2sV56T/iI9n6u8Hi6sK8l8mfYio+ibYLTzt/3auY1MJhRKSj8r/in58FH1RGrbbyjfwlaxjvTrtyHX6XD/Q7FO79uModeZ5TZQNYb1XL8p5SrfBaKqIL/gz0WLcXzoRA5GL+XpM5jYFgC9B7kN6APIbaOBN7f03Lot3LG3Y5ZbG2JMymSLFOtISj+PmMmk1V+Uk5+VY+daP9Glf8fQqvq6umNHg8bh42lXbEyM0u23OtfY2Bhz545Gq0h/ne6zapVGq1DV2tqq/ZshAJiwILcBfQC57UfJZDKc19SbX4glJImfPVcsl3wua58+u93akW8yqc3AqA015ZtO5ls5CJauHHhvD9Z9LqTnzr3e9LfSKq5MJBqqBn2GYZgFh5Od9cuFiYqKivPntH1nyYO4+9McHLRcKQATFuQ2oA8gtwEtE8NTU39QQ3392J5z1dvb29rSMu7tAYCiILcBfQC5DYAJLvlRkpPjVF23AgDKg9wG9AHkNgAmOJlMpvRgEgDAGEBuA/oAcht1NTQ0XAkP13Ur9MHHkhIq3uEBAPghkNuAPoDcRl35eXkzpk6j3Dwgqo+d1bn8/Hy/9b4araKay71186ZGq1Alk8l6enpGXg+AXwPkNqAPILcBbcIwzIjBzMrM0nVDtO3lixcL3OZpudIHcfdnzXDWcqUATFiQ24A+gNwGtCzj3TvRrzcBys8Qi8U8Hm8Mb2xqakp5+mzc2wMARUFuA/oAchsAE9z9e3EwDRsAPw9yG9AHkNsAmOA6BYLc9+913QoAKA9yG9AHkNuoC+vBPn38pOtW6IPW1tb0V6913QoAgGZBbgP6AHIbdb188YJjZEy5+0knoMfJybZWVhqtoqurq7ysTKNVAADUg9wG9AHkNuqSSCRlnz/ruhU/pre312Oee0V5ua4bMgiO44IOgUariH/wwN7GVqNVqMrKzNq/Z6+WKwVgwoLcBvQB5DagTTKZ7MSxY/V1dbpuiLZhPVhVZZWWKy3ILzi4/4CWKwVgwoLcBvQB5DYAJrhXL1/6rF6t61YAQHmQ24A+gNwGwARXUV4ecj5Y160AgPIgtwF9ALkNAC1c3wYA0DnIbUAfQG6jrsyMjGkODnA/6c9LSnzkYDtF160AAGgW5DagDyC3UVdra2vE1au6bsUPuxAcwufzdd2KQdrb29OeP9doFU+fPHGb46rRKlTV19U9efxYy5UCMGFBbgP6AHIb0CaxWOw83amwoFDXDdG2+rq625FRWq70UUKi87TpWq4UgAkLchvQB5DbAJjgqiqrbt28OYY3ymQyqVQ63s0BgKogtwF9ALkNgAku7flzzwUeum4FAJQHuQ3oA8htAAAAfgWQ24A+gNxGXdVcbtDhI7puhT54n5MT4Oev61YAADQLchvQB5DbqOvTx0/L/lxKuXlAiouKJtpFV59LSw8dPKjRKj5+/Hj29BmNVqEKw7DGxkYtVwrAhAW5DegDyG1AmzAMM2IwMzMydN0QbcvOyl7vs1bLld6LjXVynKrlSgGYsCC3AX0AuQ1oWXlZWW9vr65bQSVCobC8rGwMbxR0CPLz8sa9PQBQFOQ2oA8gtwEwwd2/F+doZ6/rVgBAeZDbgD6A3AbABIf1YNVcrq5bAQDlQW4D+gByG3V1dnamv3qt61bog/q6uvv34nTdCgCAZkFuA/oAcht1pb96bWZsQrn7SSegtOfPpzk4aLSK1tbWX/BuDAAmFMhtQB9AbqMumUzW0tys61b8GAzDbK2sPhQX67oh2paYkOBgO0XLlb5IS/NZvVrLlQIwYUFuA/oAchvQsmtXI1pb
.1 and roughly .2
What is the producer surplus, consumer surplus, tax revenue, and deadweight loss after the tax is imposed?
DWL=6, Consumer=16, Producer=8, Govt=24
Nation A can produce 100 units of commodity X or 10 units of commodity Y. Nation B can produce 20 units of commodity X or 5 of Y. What is an exchange rate that both would accept?
4x<=y<=10x or y/10 <=x<=y/4