How to Calculate Diamond Ratio: Complete Guide for 2025
Author: Alex K., CMO at Labrilliante Updated: 2025-09-18 Reading Time: 8 minutes
Master diamond proportions using digital calipers with 0.01mm precision. Perfect ratios boost market value by 15-20% across all shapes. Professional measurement techniques prevent costly valuation errors while protecting investment returns through accurate documentation.

Diamond proportions determine everything from brilliance to market value, yet most buyers never verify these critical measurements. Learning how to calculate diamond ratio empowers you with professional-grade assessment skills that protect major purchases. You'll discover precision measurement techniques, optimal ratios for every shape, and common errors that cost thousands. Whether you're investing in engagement rings or building portfolios, these insights reveal the mathematical foundation behind diamond beauty and worth.
Why Manual Measurements May Not Be Worth Your Time
Many industry veterans argue that manual diamond ratio calculations are becoming obsolete in an automated world. Advanced optical systems and AI-powered analysis now deliver instant, comprehensive proportion reports with sub-millimeter accuracy—technology that makes DIY measurements seem primitive. Professional gemological laboratories invest millions in equipment that captures dozens of parameters simultaneously, while consumer-grade calipers only scratch the surface.
The counterargument has merit for high-value stones where precision matters most. Why risk measurement errors on a $50,000 diamond when certified reports cost under $200? However, this perspective overlooks practical reality. Most diamond purchases happen outside laboratory settings, and waiting weeks for certification isn't always feasible. Manual measurement skills provide immediate verification during negotiations, protect against seller misrepresentations, and develop deeper understanding of diamond quality—knowledge that proves invaluable across countless transactions.
Master Digital Caliper Diamond Measurement Techniques
Digital calipers deliver 0.01mm precision for accurate diamond ratio calculations. The length-to-width ratio determines both visual appeal and market value across all shapes.
Professional measurement demands calibrated digital calipers with fine-tip jaws designed for gemstones. Standard engineering calipers can scratch surfaces, while vernier calipers lack digital convenience. At Labrilliante, we use Swiss-made calipers calibrated weekly—the same specs we recommend to our 500+ B2B clients.
Caliper Type | Precision Level | Price Range | Lab-Grown Diamond Suitability | Key Features | Recommended Use |
---|---|---|---|---|---|
Swiss-Made Digital Calipers | 0.01mm | $180 - $320 | Excellent | Fine-tip gemstone jaws, temperature compensation | Professional labs, B2B operations |
Professional Digital Calipers | 0.02mm | $85 - $150 | Very Good | Carbide tips, zero-drift protection | Independent appraisers, jewelry stores |
Standard Digital Calipers | 0.05mm | $25 - $60 | Good | Basic digital display, hardened jaws | Educational use, preliminary measurements |
Engineering Digital Calipers | 0.01mm | $45 - $95 | Poor | Sharp edges, standard tips | Not recommended - can scratch diamond surfaces |
Vernier Calipers | 0.02mm | $15 - $35 | Fair | Manual reading, no battery drift | Backup tool only - lacks digital convenience |
Industrial Diamond Gauges | 0.005mm | $800 - $2,400 | Excellent | Automated measurement, optical systems | High-volume CVD/HPHT production facilities |

Professional Diamond Measuring Tools Setup
Temperature control prevents thermal expansion during measurement. This matters especially for lab-grown diamonds fresh from CVD or HPHT chambers. Proper lighting eliminates shadows that obscure girdle boundaries.
Industrial gauges offer specialized capabilities but cost significantly more than quality digital calipers. The trade-off? Speed versus understanding. Automated tools increase throughput while manual calculations develop deeper proportion knowledge.
Millimeter Precision Measurement Steps
Start by identifying the longest dimension for length measurement. Position the diamond table-down on a clean surface. Caliper jaws must contact girdle's widest points without pressure that shifts stone position.
Width requires rotating to find the narrowest dimension perpendicular to length. Take three separate readings for reliability. Our laboratory captures crown angles within 0.1-degree accuracy using optical systems.
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HDRn7grQ7ch/5K24+Vcf+7KDp+zyIU/AlnDdR/c6/Ec83ErkLh2IwVtwqKpt/kYJ5XSaXUwcRk556t+a7TgYf+RFn/8AVW/zV8g+EcY9lI4V4eluzbx8V3cjGd2afRnUcc9RXrwj2UQcUcNwXY3h9M+VzmmP4cOAwfPUF33a6M9ndZ6Twn/XU9kwI4ApP+0efzCCr4d7IIbBxBR3U3p9R8LJrEQg0ajjbfUVR9sPCUtHWt4st+oNkc1tVpO8cg2a8eQOAPcDzX2NeFbRU9yoZ6GrjElPURmORh6tP8+vuEFXwff4+JeGKO5tI7x7NE7f4ZG7O/r9VcySRwxPlmeI442lz3u5NaBkn7L5D2e1VRwXx7XcHXGTENS/ELjsDIBljh/lt298K97YeJDbLBHZKV5+Luezw3m2EHf/AEjt7AoOM4Zth7Qe0ysu8jHi3xVBqXk+Wf3bPrgfQFfdVznAXDTeGOFKakewNqph31Sf8dw5fQYH0K6NATIAyTgDcnyUrCWPvoZIs6dbHNz5ZBGfzQfDLtxBxD2m8Vm02WWSCga491GHljQwc5JCOf8ALIAV+ewumNL4uIJTVEbu+GBZn/SyuS4LvJ7OuN6mC9QPYzS6lqdLcuj3BDgOo2B9QV99oq2kuNGyroaiOpp5BlssTtTT/wAeSD4jaOJ772ZcSSWO8SOq6BpGuMOLgGncPjJ5bdP5r7hTzxVdNFUwPEkMzA9jx+JpGQVX3PhexXqrjqrnaqermjGlr5GnOPI4O491hxPdP7nOFayvp42tdTQ4ha0YDTyG3og4btI7RqqhrTw5w48mtzoqKiMZcxx/wbP8bzPTkN8qntPYzd7pEK2+3QUkso1d3pM0n+cSQAfTJWPYzZGXS+Vt9rW986kx3bn75lfkl3vj9V9rQfD71wFxL2fxG92G8STwQ+KV0IMb2DzczcOb58/ULvOzzj+PjClfTVTGQ3SmbqkYzZsrOWto6b8x0yuykjZLE+KVjZI5Glr2OGQ4EYIP0XI8P9mdm4b4gN4oamr1gODIXOGhgPTbcj3QdeqLjW9t4f4RuFw1ASCIxwg9ZH+EfbJP0V6vlPaTWniPjazcHU+XxxzNkqgP4nb4/wA1mT/nFBy/Z9V1vCHG1JFcYXwQ3KNrDr2Dg/BY774H1K+/FfN+2q0mTh6hu9O3RJbZ9Gpuxax+MfZzR912PCl5bxBwxQXJpBfLCBLjo8bOH3CC4b8w918N4Zh1ducolc5xjrKhzSTno7H6r7kNivjFkj09v1U0bgVM5/1CUH2ZERB8z7cjjhq2jzrDn/QKoeFOyOj4h4ao7tNeJoX1LXO7tkDXBuHEcyfRdL22NB4QpCfw1g/2VudnV/sdHwFa4Km9UEMsbHh8ctSxjmkvccEE5QUv/MVb/wD+/VP/AO2b/wDEu44T4Yh4Ssv7LgqZKlnfOl1yNDTkgbYHss38X8Mx/NxDbRjyqWn9CrSCeKpgjqKeVksMrQ5kjDlrgeRBQZopUICIiAiIgIiICIiAiIgIiICIiAiIglQilBCIpQQpREBERB8Z7di79q2cZ8Pwz8DyOv8A8F9Q4SIPB1lIII+Ahxj/ACQuL7aeH5rhY6W8UzC91vc5swA5Ru/F9CPzW72RcSw3bhZlqkkHxlsBYWnm6InLXD2zpP080HV8SXd9h4drrqyD4h9LFrbFv4jkDfG+N8r5Ye3W4Y2sFJ9Znr7N7Lne0CohpuAry6ZzGh9MY26sDLnEAAeqDV7P+NJeNKCsqJqKKlfTStZiN5cHAjOd/ZbfHwDuAr2D/wCiO/ULjuwtkgs92eQO7NQwN9w05/ULr+0F+jgG9n/8qR93NCDn+xVobwbOQN3Vjif9ED+S+h+3NfPOxY54NmHlVuH5Lr+J7t+wuGbhdA5rX00DnR6uRfyaPuQg+Ux1NHfu3CoqrpW08dHbpnaDK8NYRFsxoJ/xt/uvqs3EXDronNqL1bjFIC14NUw5BGCOfkvkXZ/2b0nF1onu91q6mMOqHRsbEQNeAC5xJB6n9V2LOxXhVvzy3F//ALZo/wD4oOZ7J7jHZ+Nrlw62pZNTVWoQSNdlr3RklpHuzP5L7OviHGnCsXZxe7Pf7IZnUzZgS2V4cWyNOcZwNnNz9ivtVNUw1lLDVU7g+GeNskbh1a4ZH5FB6KVClB8v7dNP7CtX8XxL/tpXc8JQCl4QtEDTkMo4/wBM/wA18/7dpMUVojzzfI7HsB/VfROGj/5LWrfP95xZP+aEFkvkvbvIO6sceBnM7v8AYH8l9Zc5rWue5wa1oJc5xwAPMnoF8O4lqz2ldpdLbbY8y0FPiFsgHh0A5kk9j09gg+zWiN0VjoI3jDmUkTXD1DGr5TA5v/8AUTNtkGpcPY90vsRADcN2AGB7L4nTHP8Ayhnb/wD3i8f6hQfbRyXzLtrvnw9mo7FC/EtdJ3soz/g2nwg+7t/81fTQM4Hmvgs0H/Of2rTw98+Oiy5okZglsMYwCM+Z/wBpB9csNXY7Lw9b7ay828tpadkZcKlgDnY8R59SSV827SK+jtXHlq4otNZT1LxoMwgma/dm2+D1bt9Fff8AMdw91ulz/wDd/wDwqr4m7G7bbeHa2vtddXTVNLGZRHNoLXtG7hsAc4yfog+s09RDV00VTTvD4ZmCSNw6tIyPyK5PtX27OLntnLof+8atHsdvn7T4Q+Akfma2yd3gnfu3btP6j6Lf7VpBH2c3PP43RNHv3g/og1OyiCGr7NIqaoZrhllnjkaerScEfYqr7LZpbDxFfeDKp5JppTPAT1AwHH6tLHfRXPZEAOzujx1mmJ/0lRdo8kvCPG9n4zpYO9a9pgqGA6dZaMYJ9WH/AFUHj2oVkvEnF9o4Lo3EhsjX1GOj3f8Awsyf85dB2p08VJ2ZT01OwMhhfTxxtHRocAFzXZTDPxHxneOLq1mCC4M6gSSHkPZox9Qup7XHBvZ3WAnBM8IHr40G/wBnDcdntmx1gJ/13L5z24hzeJrXI5uYvgsAeZEjs/qF9C7MpO87O7QfKN7ftI5UXbRYX3HhunusLC6S2vPeAc+6fgE/RwH3QfQaSaKooqeaHHdSQsczH8JaCPyXquL7LOJIL5wjT0ZkArLawQSx530D5He2NvcLtEEPcGMc8nAa0k+wC+F9iYceNalzchnwUmR/nNwvpvaHxHDw5wlVyGQCqq2OgpmZ3c5wwXezQSffC5jsTsD6S0Vd8nZpdWuEUGRzjafEfq7b/NQXva1/5ubh/wBpD/3gWXZQAOzm246um/7wry7XpAzs8q2n/CTQt/1s/wAl6dkxz2c27P8AHMP/AHhQc12ucNy0FXT8Z2kmKoikYKks5hwxok/IA/RbvGPENPxR2MT3WHDXSPhbLGP8HKHjU3+Y9CF9Cr6KnudvqKCrZrp6mMxyN8wR09eq/ON6ZdeDpLvwnUHXTVD2O35OAOWSN9x/xsg+ydk7NHZ1bt86nyu/94Vtdo7A/gS55/DESPsV5dlrdHZ1ah5iQ/eRy9e0iRsfAdy1HGqPSPcgoKfsWGOB5PWuk/2Wrv18/wCxZ4PBEjOorZD/AKrV9A6oOH7YX6ez6cZ+ephH5k/yUdjwkHZ/AX/KamYs9sj+eVzvbPxDDWmj4XoHd/UtnEs7I99L8aWM/wArxE49l9G4Xs/7A4Zt9rIAfTwAS4/6w7v/ANYlBaoiIPlfbrA82y0VGfA2aRhHqQCP0K7Ds7Id2fWUt5fD4+upy0+1OySXrgep7hhfNRPFUxoG5Dchw/0ST9FTdi3EEVZw9NY5JB8RQyGSNhO7onHJx7Ozn/KCD6SiKk4u4lh4T4flussbZnNe1kUJfp71xPIH0GT9EF2vlHbuB8FZXY37yYZ+jF13A3GzuM6WeY2p9F3Jxq7zWx3scBcZ28SHTY4uh793+wEH1WhGLdSgb4gZ/she68KFwNupTnP7iP8A2QvfIQAMkDzXxK2VtNxd20SXOrqYY6GikMkRmka1pZF4YwCT1dg/dfUuM70LBwlcbgHaZGwlkP8A2jvC37Zz9F8q4H7Kqfibh6O711wnpxNI4RxxMBy1pxnJ9c/ZB9erK+yVtFPSVN0oTDPE6OTNVH8rhg9fVfMuxm6/A3m6cNSTMka4mWFzTlrnMOl2D6twf81Ww7DeH8b3W5Z9BH/RcpxFw63ss4tst2t9RPUUjnaiZQNWWnD2nG2C135oPui+C9okFdP2tujteoVr3w9wWHBD8DBB9wvutNVQVtLHU00gfDK0OY4dQV8auLwf+UDTjJdpromn08I/qgwrYu16ipH1EtTcnRxgud3bwSAOuAMqp4MoIOPuJ9HE17qJJw0d1HK8udNjm0E8seQX6EG24K+L9rXCf7EuEHFNoaadk0wEwjGO6m5teMcs4+49UH2KlpYKGkhpKWJsUELAyNjeTQF8+7cRng2jPlcG/wDdvXY8L3tnEXDVDdW41VEQ7wDpINnD7g/dcV25TBvClvh6vrtQ9mxu/wDiCDruCB/5FWj/ANWb/NXiouB//qRZz50rT+qvUHG9rX/m6r/+1g/2wnZMc8A0o8pH/wAl5dsDnN7P5w3k6phDvbJK9eyfH9wdLj+N38kHZIiIPmHbRYSaGj4mpMsqaN7YZXt2OgnLHe4dt9QuY4Fprh2gce/ti8ymoZRNbLK4jAJGzGgdN9/oV9S7RWtd2f3gO5dxn6hwI/RUHYpTQx8GT1DGjvZqx4kd1Ia1uB+Z+6D6HzUKVCCUReVVM6mo552QunfFE57YmnBeQCdI9TjCCg4s4HtHFsBNVE2KsDQ1lUxvjAHIHzC+dv7NeN+FJXVfDN078cy2nl7t7vdjtnfmu14I7R6XjKuqaL4E0U8MfeMa6bX3jc4PQbjIXZoPk/CPavXNuzbLxbD3UrpO7FSY+7dG7liRvlnr0XVdqjHu7PrgG82lhPtq3XF9utNRMq7TVMDBWyskbLjm5g06SfqXD6L6TLbjfuDG2+rdpfV0EbXvf0eYxufqg4vsMljPDlziGO8ZWNc72LNv0K+mr4N2b3d/BXHFTZ7wfho6g/DTatmxyA+Bx9M5GfJ2V955HB5oCLznqIaWnkqKiRsUMLS+R7jgNaNySuD4H7Sqriy9TUElpEcTcubPE8kNbnYOB/VB3s00dPDJPM4NiiaXvJ6NAyV8Y7Nrlbq3jW8cTXm5U1NK7UYRUShhJkduRnyaMfVd32oXc2rgmrDXYkqh3LfPfn/x6FcbwX2S2q9cMUl0us9YyaqBe2OJzWgMyQ3mDzAz9UHdcQ3vhS7WCtt1RfrcY6mFzMidrtLubTt5EA/Rcd2H3oOguFilf443CphGeh8LwPrpP1KuR2LcJ43fcT69+3/4Vx9XaouzDtPtc0EspttQAdchBIY7LHgnbODv9kH25fIbYGx/8oOq07Bz5T9TGvrw5geq+MWeoM/b3M/GMVErPs0hB9oUJkeYTI80HAdtDNXBDHfw1bD+RC5rhDsmtPEPC1Fdqi5VkUtS1xcyNrNLcOI6+y6Xtnla3gtsZO76lmPorLssP/zdWwZ5d5/tlBQO7DLJ+G8V4PqxhXf2a2R2WzUdrhkfLHSRCNr37F2Op+63SVHNBKhSoQEREBERAREQEREBERAREQEREBFCIJRSoQSihSgIiICIiCJI2SxPilY2SN7S17HDIcDsQR5L4vdOzPiXh7iZ9fwlI4QNOumkEwa9mebDnY+W+xC+0og+S/3c9pdrb3Fdwt3727d58HJv9WHB+irLjYO0btEAqLlTNo6eAEwwTfuGE/4rTuT6n7r7cCW/KSPYp1yg4nsw4Zu/C9mq6S7RRRukn1xhkgecYwc4Vnx/R19w4JuNFbKZ1TUztYxsbSAS3WC47+gXRIg4TsltN1sdiraK7W+WkeanvIy/HiBbg8j5j81r9qdFxVfYobNZrQ+egOmWWdsjRrfv4cEjAHNfQ0QU3B9mdw/wnbrXI0NlhizMAcjvHEudv7lXShEHP8dcPv4m4SrLdA1pqfDLT6jjxtPLPqCR9Vq9nNDfbVww22X2mEL6SQsp3d4HF0Z36eRJx6ey6pEBSoRB877VeDr1xVNa3WmFkrYGyNkDpAzTkgg79NiqeK3dsVFBHTU8zDFC0MYGyQEYHIbr64iD49Lwl2o8Tg0l8ufwtIT42y1DdJH+RHz+q7vgrgag4Mo5Gwympq58d9UuZpyB+Fo6D9V0yIJXySj4S4lZ2vm/yWl7KH9oPk74yMI7s5Grnnkcr60iCj4xkvLeF6qKw0j6mvnHcsDCAY2uBDn7kchsPUrj+yPg668PVVyrbxb3UsskbIodbgTjOXcifJq+mIglMA7OAc07EHkR1ChEHzLgzg7iDhPjusnipGfsaqMkWe+aSGasxnHmMD7ldP2jWeuvvBNZQW6Hvqkvje2MEAuDXZIGeq6ZSg47sutVysvB4orpSOpZm1L3tY4gktIG+3LcFW/FvDUHFfD09qmkETnEPhl057t45HHlgkH0KukQU3CnDVLwnYYrXTPMhBL5ZSMGR55nHQbAD0CqO1CzXW/cIihtFKamb4pj3sDw06QHcskZ3IXYIg5zgC019j4LobdcohFUw6y5geHYBcSNxtnddBLFHPC+GaNskcjSx7HDIc0jBBHkQs0QfF7z2b8TcK3/APavBjppockxiJ472IHmxzT8zfvnqFYf3Y9qkdP3T+FC6U7CX4B+ffAOF9XwmEHxq2dnXFPF95bdOM55oIM7skcO9e3+FrRswfb2X2KnghpaaKmp4mxQwsDI2NGA1o2ACzRByPadY7rxBwoKG0U4qJviGvfHrDSWgHlnY74Xt2b2i4WPgymt9zpfhqmOWRxYXhxw45B2JC6lQglcD2q8GVfE9upKq00rZ7hSvLHNDg1z4j0Gdjh2/wBSu9UoOb7PbZW2bgmgoLjTup6mEya43EEjLyRy9CtTtNtF4vnCjaCzUxqJn1LTIwPa3wAO/iI64XXog+I2Hh/tY4cpH0tqo308D36ywyU7hq5Z3J8lYy0PbLdWmlqJzSRvGHPbNDEPuzdfXNkQcFwR2XU3DdW263SobX3NpyzSD3cJ8xndzvU8vzXfJlEBEUIBAc0tcAQdiD1XyTiLsqvFBezeODqkRHVrbCJe6fE7qGk7Eei+uIg+Qsu3bJFH3LrdLI4bd46liJ+42K8P+b/jvjOvin4rrRSwxbASva5zR10Rs2GfM4X2TA8lKDRstno7Da4rdQx6IYx5buPmVwva1wjfuJ5rZJaKNtSymjka8CVrXAuIPJxG2AvpCIPjccXbTHEyONtQ1jGhrRqp9gOSy7vtrJALqkZ666dfYdk28kHyTjym44v9rt1odYJ5O6jY+oqInNcJpdO/LYDJ+6+k8M242jhi2250fdvp6ZjHt22fjLuXqSrNEBcd2o2Cp4h4UbTUFFJVVkVQ2SJseMgYIdz8wfyC7FEHI9m1Hfbdws2332jdTSU7iINbgSYzyBA5Y/TC5er4K4jl7X23+Kh/+T/2hHMZjKwYYMZOM55A9F9WRAVPxbZ/29wrcbY1gfJPCe6BIH7wHLTn3AVwoQcF2V2fiXh2hq7Xe7f3FMX99A/vmOIcdnDDSdtgVHa5w/d+ILTborTQPq3QzvfIGEZaC0AbE79fsu+RBU8J0dTbuErVRVkZiqIKVrJWEglrh02VuoRByPafZrnfeEDRWqldUz/ExvdG1wB0gOyRnnuQsuzO13SzcHR0V2pHUs7J3lsbiCdBxgnHLqusRBKKFKDnuPKKvuXBlwobbSmpqZ2tY2MEA4yMndVXZVZ7vYeGqigu9E6kk+KMkYc4EuaWgHkT1C7ZQgIiICkHByOihEHyPibszvts4idf+DZNzIZWwseGSQuPMNzs5u528tsLOPiztYDBTnhkvl5d66gcD78w1fWUwg+UWvszvvEN9bfON6trjlrjTNcHOeByYdPhY30Hr7r6v+XsiION457OaLjAtrIZm0VyYA3vtGWytHIOA6jofouRZTdrXCjW0dLrudJGNMZY1tQ0DpjPiH1X2BMA9EHxar4d7UONHNgu7n0lGSCWzvbDGP8AMbufsvo/BnBtHwba3U0Enf1MxDp6gtxrPQAdAPJdFj0RB8q7QeGONuLL06Knoom2yJ/7jNQwA7Y1HfPn919Ot9I2gtlLRMaGtp4WRAD/ABWgfyXuiCVwvanwhX8VW2gNrhZLVUszshzw3wOAzufUD7ruUQVPCcV2puHaGC+sY2thaI36Hh+Wt2aSR1wN18kuHBPH9JxfVXm00LmSyVEkkU8NRFsHE+Z8j5L7ioQfHhT9tQG0lWf/AG9P/VWnDVP2q/3R0Rvc07bc2TNR3ksLmluOWGnK+m4UoOA7VOFb7xRTW+K0RMmZA57pWOlaw5OMc+fVcnbuF+1iz0TKK3yy09PHksjZWRYGTk43819rRB8aNq7ZNWfiaz/97F/8S+i8FxcSQWLRxRL3taJTpJc1xDOgJbsV0GEQEUIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIilARQiCUREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEUIglFCICIiApUIglQiICIiAiIgIiICIiAiIgIiICIiAoUoghERBKIiApUIglQiIClQpQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERBCIiCUUKUEIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIChEQSihEEoiICIiAiIgIiICIiApUIglFClAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQQpREBERAREQEREEIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiKEEqERAREQSiKUEKVClBCKUQQiIgIiICIiCUUKUBFClARQpQEREBFClAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAUKVCAiIgIiICIiAiIgIiICIiAiIgIilBCIiAiIgIiICIiAiIgIiIIREQEREBERBBdhTq817zU/dwOcOYVdE+SRhL+YOEG3qCZ9FhGC5uSML0c06Ns7dUGOrdTlazqkMaTINOFmyYvZqa3Y8kHsi82yH8TSF6ICIiAiIgIiICIiApUIglEWJeAUGSjUB1Xm4ucdIOMrB8rIXsa927uWeqD3yCoLgFqvrhG9mWl2sbYSpd4dQJAHNBt5CZWvA/W0HO2MrbbGHtyNjhBiiwc7RtzA5qI5Wyg4cCRzQeiLEEcsrJAREQEREBERAREQERRlBKJt5rVkrYWzshc4anHACDayinwmIuHRaVRNOZGtj8Izuc9EG094YMkqGyahkLTD3ifEhyNOViKruqiKMD+0J2VgsAc9FKBrnuwMLxqu+gDS3dQeyLXZUa2jIw7yXq1+TgoM0REBERAREQEREBERARFGUEqMhYO1O2YW59Vi2icQXPkc55322AQemcIH56Kokrp6ev7lzTpIzhXEUYdGHOJ3GUAlSDlatZ3jYdUTsEkD6KYHudpBPLmg2VK046s/FaC3Lc4yCtlxJOGgoMkXkHkfMcb8l6oCIiCFKKEEoiICIoQSiIgIsHEn2WDXPwXEbdEHssDI0HBKU0MkpOt/h5YwvOaNsOrI3BwCg9iQEJwMrIt1U+fQLWrXFkbQ08hzQe+dkWjDVOkeyN2MudgLefGY9xyQFK1JbhFC4CSVkeohrdZxqPovV0rwM6fzQeqLCOQPGVmgIiICIiAiIgIiICIiApJwsS7os2wySHbAA80GDnYGVAeMbrWujpoKN5YcPac59FT090qpKyOleD43ateNtPUIOiBBUBwzzXhHNG6URtJJxkrcfStIByQgw58kwuN4kdUO4jpqKGeRrDG8yhjiNsbLoLJbKmhs8bKmplmfkkGQ5OOgP0QWSLzijeQXtzz5FZ6h9kEoiICIoQEREBERAREQWOA9mDyIWiYQ1r2gbrdizo3WErQPH5bqjUa06B6KQ8jYrz77U9w8kjlAnYCg06p4dcoKYs2eC5x9sK1ZTgkOG2OSS0sbpWy48Q6r3jyOaDUrnxwQ7nc8h5qlN3ENc2llaQXAEEcvZWVbA6srGDOI2bn1Xnc4KGnpC9zGayPnPPZB7se17cg5WS0LdPHJAwscDrGR6hb4KgIiICIiAiIglQixc4DmQEEvOGkrzYzUwucd1Qvv8slxkbDTyviiDsaR8xC2KK6tudRJFTSYkiHiYeaC7YzWQBuV53Gg72Njm7FjspRFweC/Y5wrRzQ5pBGVRUxUbYmx4GcDG62mwgtI05Xo/wNwdllHIMBBqNpTqx05YW3FDpBCgSN1rYByEGjPRxx5lGQfxb81VUr2h0kgG7naufToruudppnbZzthc++QRAbDJcDhBYCCVp1l+B5L1a4cs5VRXXKeSB7WbENPL2Wtw9csWyL4uQulc7Q0uO7t8ZUHRhFi1wIWSAiIgIiICIhQF4STsD+6By/GcKZ52wxOeQ44HIDcrkq+7XOnnZWCGGnpRMxn7x/ifnO3vsg7OmjBw53NUfElJLFURVNOwuJ28PMFXFDVMnia5pBDhkLbfCJBv0Ko1LVFI+hxMMPPNe0tE3Tq32W1CwMaQFm4DScoKRsJdPn0WXwWmfvtO4GAt2VrIIy4nGFFLOKmmcWkEA4yg8KOoLw9x/iIC9mvL8ahnJXlTswJCRjxleheAC4dAgwkmgjcdZAVVFdqaouckMcgyzDTnzO+Fz90ulQ+ufAwOc4j7L0orCTK2V00rnhwfpB0guxzPmg7CN5OWu5heiqKatlic2OpeHHOMg8lbA5CglERAREQEREBEUEgIDiA0kqsrLnLC5rYqd7wTv4Ty91uvlJfg4AHIHqvFsglkwDsDyQcdNfbhYrl3tZFM6F9W7vPRjgMH6L6LRTR1FO2RhBaRsfNaN2tsNyo8loLmjB9QsbBG6mg+GJyGbD2VHpdKNsskbw3xNPNTlzIQ0c8KwqNIj1O6LQdO0AAdQgw7vMLQ7osGh2nU0c16d6NIad8rbETSBkIK6kpXCcudyyrLSM6W75R0GGEjmog8DS48wgrL1VQWyjnqp36Y4mF7seQCrqG8VFUaapgj7yhqIA8Oxu0rV4pszuKKuK3STPZShwkn0nGoDk36rpIYqOipoqWNrY2RsDWNHIABBkx4kaHN5FZLUpaiNznta8ODTjZbagIoUoIRFKAiIgLxllDXtbnc9FmSScBYsp8PMp3cfxHoEGWYwQ0nmlQ5kcHh59AuY4lvMlkvFI58bjSTt0ulB+V2VeRStrqVskTsg8/Qqi1pRrgY8fVa9ezMcjh5ZXvRu0s0nZKpgeCPMINWlmbJQ6huV4TEy8+YHJY2+llpjIHnIcchbTREZXA8xsgraClkZchLJ8sbMD1JVvJIC0nooMYDT5la07+78LjgYQcZxIya8cQUlDTB37mVsjnDkF3MDcZi0ZOF4263xNlNVp8ThzVgHMj1P+iCteZYJTqZt5r3ZI17QQvaZzHQullIDAMrnKS/MqrqaGBusEFxIHyjzyoOgUKAcEB3MjKyQQiIgIiICKUJxzQQTgLyLi7Pp0R5dJ8ji1RT1lJIZY4Zo5ZYj+8a05LUGL2OMDn/iA8I9VsWupM0QD/nA3WcEsVQwtA3HMLOKjELy4dfJUedzpDPEdIOTkFVtNZJdcUkmxYCNuivTKA3luvA1ZYdOn3yg04qB0U75CCNsArKeSaMtackDrhelVdI4Y9RAx6r0bUR1ADsDcIKWltwqbo6tk3I8/yVvcKhsNE5jBlxGGr0jjYHeEYBO+FhUwtdGXHn0Qa1PUOipQ1xzjn7rXfT1lSx08Eugk7Ndyws3gNxEzcDmrOBwZStIbvjZqDUjEoiBkAJA3wsmvDhkKtrrlPQO7yqfGxrzhjBzW+0hzGSNPMAqD1UIiAiIgIiICKEQbNPUudHl7S046rJ8zJIneIYWn3sjvAxufM42C85KepYwhrdQI6nCo1RVQtqC0OyViHl1S1wcQFhFb2UbnHQHSSnOVtU1M6ubrY4MIxkIi3gcHNGTle3TCrGR1MD8EjC9nVmk6XbFRWdSBGwkcyuTvlU2RwpNZkklONI8l0cz3uZgOyXcsqogsAFa6olOuQ9eYCqItcLabDnu2a3GOiswXTsLoXg43CPt0TI9Tn7jzVdFUTOuTaeF+mNvNw5KKs4ZdYw7Zw5hey1HzQ98QCQRsT5rZYTjdBkoUoghERBDiQNtyvH4WaVpJcB5AhJJtL9tsL0FS5kPebO9CUGi5zqV2JYgT/k9F8+kp6zg/jKS5xOc+310hkzz0E/8AG67mrvVLVVAha4tcNi14x+awdbop6Z8Ew7yN/QjkqLKlroqokjAd1AV012WA+i4W02+porsWCMyiAARnOzm+vtyXXiSQ40j6IM6rA8Z3AVYLkyQu7rxBpIPuFvzRzviIwM4XPOgqbbL8RLktySQOSDaprhJV1E7S0jS7AOMbKzoa5z5TDJ0OAfNaLTGWxuhbqfPk7L0fRTtPeF5DumBsEFlXbwkLmWRvqbllnhiiGCT1Pkrf4hz2aJDk8iVpu/duMbObvL8yg5Piu9mmf8DSML5Zzjwjc+i3KOlkNHRSzyBhp8PeB6dF71VriZO6ePElTIdLpHHZjfJq1LvUtgZHRkktx/ZsPif6enug6MX+gdN3YBH+MOSs43tkYHNOQeRXKQwCnoWvfTNEnPSzcNHv1KvrZUiWLb5em2FBvoiICIiAodvspJwFpVNxp6V2ZJQ0j0yg3TIIqfS7H1XP3qggvludb5/B4g5jhyDhyK9a+opr7SGmZO6BxOdQO4XmQaZjYiS/A+bPzKis4dmrbXIbdcHZcw/u3nqF3UTi+IO9FytdSOuFNG+EeNhBY/y8wV0FK50dM2LVlwbglBtsnaHYXtqDgtGKF7Rk7lJJ5oxtHqPkEGVzaHU4HQ7bLUpGmlpA0ciTgKZ65sdIZZgcNyNPmVq0dVU3KMPiptLGnGXOwEG8NhufXC9pnRxU55AkLxEMrn5kAGOgXlUSePDhy5AoNCmseusfVyhoLjtjoPJWMopKOB3enBPQcykMvhGHfL0XP3iolfUnJIA3LvIf1QYVFzpKarbHCwlucuP+N0HqV0FDN39KJeQJwvm8MNxrbm+oMfd07MtiyOQ9PU+a7S21r6KkEM8IEY+XSd0F6Ci1KSthqcuila9ucHB5HyW2oCIiAilEGLnBoyVi4axgO0k8ljNgjSd1ovqyx74pgY/4HkYB9jyQe08cbmZJJLdiFpCQMkPdvBWcchzole4uOwJ6rXdSCSpb3ZcMHOAVRdUEznNDs89iCvdjRFUFzRs5atJ3bTpBwtwB0mdAzjqg17jVH+zBO46LQhMhjGoHlzKsvgRqMjxk+6yBLYydABA8kFdG+VsTXaCSccla9+0YBOVT1lbM2tjpo2EnTqPlhezWzPaJIxrB3B5ILQz8w3ktWurI6SHL3AZOAPMrzjbM4+I4WFTSCpqWvlALI/lHqg8IGyd4+fHhxt6lVtzdGyMfEF0s5OsQtdgnHLURyHoty810lPSuZStD5Q3wN9Vx9FBV0zJaq5VRlkedT8nr5eyDoLXLPBRHvg3v5DkMYMBo9V0MD3OiaXc8clxtrdUXGTvi/uaf8D3HGr2810lLqbK3XLpGcN1u3efZQWalADjdEBERAUOcAi0rk2plpnxUZaJnDALjgBB7x1ERk7sOBd5BekkjhqDiNJG3ouYpbObeXg17u8k3ILyfsCqq6S8Q2yV09LVCrpPxRt3c0+x3QddV0EFbRup6tjZo38wenqqu2skslXDSMe6SFxLWl3l0B9QseHr8btCQ9oZMwbt6H2/oryGOOq+Zo1NOceqo3w8N3ASSXbC1pJnsjDGjL84CxipKp+XvcPTdBjUVwpg4lpIA5qvZe6Z3705yXhm3QlWb6IzeBzgfMYWv+yaWmqdXcg5wSOmRyOEGx8SQAPNYzwGqwDyyFq1tZBT1DYh4pnHDGfzUwVEzYu7e06+ZKCzZMxgEY+UDCSjvC0DZq1Yw58WnGHHqV4OfVsgmZNsMEMLeZCDneKuLqajnFE0GbIOGN5OPr6fqqzhGjrpJZ7lNkOnBDc+v8lhDw+810tXdXBkWsljSfE/y9gvaqvs0VTHRU8WlucRsb19SAg7iOXSGB5BIC9w4HkqKkrJNABcJHgb+i36atDpmQvBbI8Zx5BQWChMqUEKURAXnJuCF6E4C1hPGJPFIGHOAT5oJqYXmHLXhgA3yuFiFRab265Ql3dSOxKw7jHmPRdfJ8bTvf3spmhdyIG4XJ0ddLT3Z9DVQiWlqCTE4DOk9QqO5o6mKXTNERpcMq0bI1zdWRhcvQU8dKDIzWyI8mnp/uW+Znys7mMOw4YyOqDd7+N07g05AK066piY4ueft0WzDQMghwM6jzyV4xW1r5XmUamc8INCqgfU02twDIGtJc53kvClubnNAjhdpd8pG+y8uKK6WmoKimiGx0NY0ep5K4sVFB+zGN0DOPzRGzDUNa1urOcbr3fI2Rgwdlg6hA3bsse60IqG07cl3Qcz5rTuN5itlO+aX5uTG/wARW0+YAFoK5u929l2Y6GVzo2Hm9p8WPIIOTfc6jia/MJLnRMdyZ1x/L1Xbw3EMjOXNIb4TvywqCaS22Ck+Gpw2AY8Ujjuf5k+izonxXCnzTU8rWfxybAqDsIJWyMBBByF6qgo/iaZ2twc2LOM4zqV1DMJmagMIPVERARFCCUREGpw/fqO5RljCGStO7Oqu3PYBu4L5xWN+Ar47pRjwPOHhvQ+asaK8VNRVTMMmQwhwb5DA/wB6osL/AHeOirIBjI57e697LVd3LKx3LvDj2J2/VcnxDK6asic4bB+B7K2qqg0UL5mDLnuYWj3ARHaPkjaAXOaAeWVo3KMCIPYMgncBU8FU6OmEtbJg568z6D1XlPxNTtjfIHFzW+HwjYHyz1KK3aisFLPCx5ADyARnkt2ao0xnScYGy51lDPcQauV2WsGsNG6tYw6VjGiMudgc0GrUuq6sHu3d0wf4SQ7fQdfqtSIi3wSSCSaokPNwHP0AV+y0OlfrneA3ozOy2xFR0zQXObtyyQg5yjM82l08Lo2PHJwOR9Vc07i6Pc5wsq2oZUQPigOS5pGR0WnbWSxF0TyS1jRgu5lQWCIiAsXHbdZLym2G3MoKyuro4gY5Xtj/AMY9VoVV2t0Q7s1zY5ZBgagS0rpqeGlkiEUrYy4fMCAVrV3DFDVRlojbg/hI2VFJT08VRDpkYx4dyeD+hVe+7TW6rNrmm1PxmLJwXBXtLw5DbARGJGtP4dZc37FVFy4fkqao1NO5muM5Zr6emUGdDX1NU/Bk7qZjsNLtg7zC6mjqsP0v2K46os17kb3tfBTxxRjLZGOyWnzPmt6lrppaZgZpdLG3S7B2djqEHZumawZccBVFzrqOR9RSyOBMcQc4eWeSpqm6yTWmQOyyRo0ndcTHc6h98r6iRztMgEAyeYaMhB2XCF0ZUOwX57ppYc/h3XagtkZkYIK+RcF95JWVbASMuyfuvp7JvhaNupwbgb56KDUuULmFz4RuNytSjkfOxzi3xN2II3WvdeJIKPHjOpxwG/icfIBeHD1fPX1dXORu/GI28mY2xn/jdUYXBgpA+pEp14w3O+D6DzXOx0EUdQay4l80hGWwA6if8o8vpyXdVVqp6oh0rQ52MtbqXjDwvG6TXO5mjo0boOCfxPeJaoRU9GWU5OMRtL3/AH5LrLPcKljxT1MbhnxAuG66L9hUQaGnAaOg2WpW0lLRvi7hzQ7VyJzt1Qb0bw9gcOqyXjTHwYXuoCIhQYuxpyVUS0tPC57yJHiRxcc7gegCtpHhrd1nTmmlbpeAT0yEHHXCSxNizLriP/WNy0tPuvGguglBaycXJsfylo0Tj3adne439F2VdY6KvY5skTHA7HHNc/ScCUNLdY6iGN8Ijfq0td4Xe4VFjSzQGmMzXFuRgsILSPcHktukkbHGxpxqJySl3o26e8YweEbgdVQR3mCZxptTo6iNudLuo9EHaxkOYCFDtABccbLn6C+d2A1/iB2z5FalTf5XTObsAHacZUGtxNdaeip21Msg7uOoGWA7nYnH5LoeHZ4nWin0kAvbr++6+F8Q3GesnuTHvJjp8Fo83Zx/VfQuE76183wv4IIm+LzVH0V0eeRVfWhrHgFbDa5gpe9PIBc1dL5GzMj39flB3OP0Hmg231LaaqDHEBrhu4laXEuiKkjmY7VvkRg41noCfJVVPK+/TCSIh4bnAbyx5+qtJLQ17BTVU4a8+JviIRHLxPq21IqbtXEu5xUVNyHv/UrdcLlcxogY2GMdHO1E+6vouF7ZEe8llLm8yA7A+p5r3NxsNE0QxTRjH4YWl5/JFaljpIKE/DszA0uLgwg41HyXRRO1N35rka50tzrWGhEzW6mjW+ItwMhdRSDQ3RkkjbJ6qDZwilQgIUWEzg2M5cBnllAIDgQN/Zc5eL3UWSKR01BJURfhLBn7hW8rq2izMygkqGOA3gcHEfQrzj4itNXJ8PVB8EvVszCw/mqONpePLPVPbFNTy0rHbF3zMB9uYXR257mSmWKVtRTOGWPac/msb7wRab0zvaeURTYy17Mb+62eGOHmcO2dtG6YTzPcXyEcs9MeSD2qHvyS2Mh2OhWxQXqB0Hc5BlbsR5rbFMySAu8RA5Y5hfP7q+os10FS+QS0Uz8CRox3bvIjofyQfTGPZLEH5wCFhKI2tzkZK4+lv0lTTlgeGvZ5dR5q0+NkNoNQTlzWv39QCg1624MgmuE2QTFGGhXdqq4qmkhDdstGB9F84DpZKasLnFxlEbc+f/GV19gkMcPxMjtEMewJ8giOjliYG6uWFS1d1jZVso2uGuTz6LGvvrHtLm+CL+J3MrmBeYK+4OitkTTO/wAJqXbkeyiupibFGxznAPfzLnfyXHXyWprqkw0FE6qkDiA3T+7afN3muxZao2xsFTI5z3Dck8ysprFSVJDJTIYusTXlrT7gYyqOf4fsNQC2ruUxmqv8U+Fno0dF0f7Ne7eOLH+M7mt2nipaKMRwxsiY0YDWjCma5RRDAy4+ig1xUPE3cvYAQNyOq9lod66apbJpwFvDkgIpRBiRsquslqY5SylaC52BlxKspHhmAeq06wPbIJYyfCNw3fKDZ+AiqqZkdXA2RwHzEKiu3DTYwDTMc+MHJYXZx7dQrilu8zSRNFrA/E3Y/Zb8dZTzdCD7Kji7Nb6+WomfVsjc1rcxSN2kBzsHEc1YXOSvt9Ix7GiSQuAc5mRj1XRyGmp2Oflrc7nHVRSwNkp3Nk3MgJcT6oKuGuIo43PcHyuHiLeQ9Fb0tVE+EYeCcZx1XJ3OCSzzOEpIp5TjV0B6FajaieMkskOpm+M8wg7czxCQEO+ZU94vMFM5rS4anvDWj67rRqK6T4mhw7wSEE+ucKhuZc/iKGFx2ZrcfTGUGza3y3PjSSRz8gDceQyu4qKJurWD9FxnBAYZ664v/E8Bvsu3+OidFqB5+aDUjc0HTv8AVV1fd4bVUMbcJGtjldpicep8lty1dOzVI57WgfM4nACqblFRcQ0kLu6Mojly3AxkIK/iRk9XIyemY12kZw7kB5rmW1VBbpzUVEz6qoI3bHtn3PQLu5aSWaRsVLGAGjdz/lH06rwbwTSS1PxNVM6aTOdDQGNQc3Q3i9XaQC30cdJAP8L3er6DPMrtrbbJNHeTTvkkx4nOxnK9W01FTaRLURxhnJjTnC2xUQmLXDIDH55QYBzQ7QHZI5r0CqLI99SaupfnDqh4aD0A2CtwoJTCKScBBr1M8VO3VM/S33XMXm+U1VaKiKhpJ3yBwyQ3IGDudt11jDDI/TUNaWnlkcl5yWS3PmE7T3T29WOwg+fWbtBDKgUlZHpiBwHg6sD16q+u1z4eiov2oyugGnHyHxEnkMLfu/B9vubXPjjpzN/HgA/ktKxcC0FBWGsrKKGWeN37lx3DfXGeaosqKWoht8dTOdYlaHBmMHdebb9HTVobMzRrPhI+X2V2/VUuZG06Ws3I/i9FzV9tckOp4ic+DckAZLPX1CDom1zJG68jGNt14Vt7p6KidKdzywOpXz74+roZvBLrpnciDlWtLVMuMT6WYguPiHqEGF4uArJ45Wjwd5GSD55V3wzcnm0ROccudk/6xVBUU4jimbp/shrGfQf717cMzD9iQMDsyE6QPUn/AHoO/gmE0If6LUnqoxIWZ35ALVrLlBbKcRukA0N8XouNqL/U8QVpt9oaWMJxNU9QPIeSg6aSrEExZpdJ3h8LhyWnVCURSSxPdI7B0MaOZVtQWinjoI4JQXljcBzjuvKnLZWyQ4ax0biwnqqODltVXLX67hE+eZxy2Bn8z0H2W9NDxDI0Rw93TMGwDegXY01tijl1vleceRwCt8zQQDwxtyOSDWtZqGW6NtREXytbvtzKzY5742vlgELzuWA5wgu0neZLBo8mgleM1yZPUNjYDk887YUGwpUDcKUBQpUIJRQiDiq2OrssjTXM1UedLqhoyG+XeN6f5XJbjKB0l6pauhOGd03vANw9uf035rq6ptDcoj3c0bn4LWuY4H6HzHoVzFtiqeE3TunZmje7+zjBc2I+bfIH+H7KoxqaKOSonpqhwHcyNaHe4yFjc5GQ0MU8x1Rte1sYHN5HRZzNdeK91RTTsEEh0ytIwXcixw/1gVFwrqGac2J1JJ3dIR+/bgjV/CPug1p4nyxMnucxY2Ucojh7x/1cfk3+J/XopjtlTd6iIR0ojp4RpjjYMMjHl6+p5ldBbrTbaaU1tU4yTEDDp3ZDQPJal07R+GrZO2jbWxSzE4DITnT745Iq1re7tFin7tuSyI8/xHCorbfWTUUDgRrwGOztuvOvu0l2gc6HBjewgBpyMFUFupGiqdTTteWHxDHQoO8a5tQ3eUkjoCdlDYHOcAI9Tc7nCwt1yigpY45IgHNGC7HNbUt4pdOXE8uiDGsrY7XSOneMsYMuxzXlS1AqT3zd2uGQVXVN3gri6mbA4tkGnLsforKhp200DYm8mgBQbiIiAtG5ymCIS/haQXY8lvLXq2tfE5r2hzcbg+SDDu2TtFRTTNLZBqB6L3pppWeBwOfQ5BVULpb4IhD3gY1owAGkqvdxlbaeq+HM7WnOPES0qjrpJsx4eqyna2SaZjwMA5Czp7tFUxnu5WyEc8HOF5xNc2ZrgPnQW08Jli8OHAjDmnk4eS+f3uCq4WqBWURc+ic7cOGe6PVp9PVd2LhFCQyU4HmoqoKW408kT2tkjlbpc075CDjaStt97g1wPDZXgd7D1HqPMKlrKEw1FQA3Pw2dW3MBux/Rb9HwRPbeKBU2/MUMZyWucTrB8vqra+sh/fyvZ3VRVQiHlzcDz+2yIqez2l0QVFxnOGPOQTtsvfiDigiYQ07XTTSHTDDGMlxWNBc2WkwWeugAbNGA1wOweGAkfmPutiss1dAykpbFT95NV5dUV7xtEPJFUMForZLiYHSie6TbTPYdTaRp5tb/AI+OZ6LvoaSm4cshaxuGsZknq4gLXpxZOBrWZa+sijc45fNK4B0h/wCOiirvVJdIHCCWOSNw2IdsUGjZ6+pulBFM2TJc3OrG/srqF79GXVThj8ON1zPDTzQXQ0Erw2Nzy6NufPouompYjUHJ0h3XPJQatVXGNhLXPPuMlV9DQ1VbVySieXUcH97y+nkrd8MEA1Fzn48t1TXniWWghc6koJH4HN5IH5KjoIxh2OoGCvdaNFC9kcMsjSySWNrpGashpIycLeUBQ7lspTCDWMojjdrOSTssYGSuOrw491rVkcUj3mWQNa31wVoNDg0vo7gWjykZnCo6aKo7t2hxH0K9XTgDnuuVF1jpRrlnMhbs50cJOPsspr9G+jEtPO15cerSPyQdBE8yVEkUuMOGWrk+L+HameI1FAC2oiOuNzebT/MHqF0NO18tLHO537wNycLOO8U0v7qc6HjbV0QfM7JxPHU1DqKvHwtYw4fGeRP8TfT0XSSU+qVkrdxJj7rHjDg2j4jjfUUrBT3GHxMkZtrWlwxcq+2d3bb/AEobvmOodsHY8/IoPntzY51VfhoIBkAbtzwV3vC9rfSU1NE5n98Sta6TPPzx9FfWKwW9lXUS1MEc53cxzhkb7qwrIyX1NXRsb8R3BbA04DXO5Df/AI5KCg4r4op7TigY7XI1oLmg7+y4OKW5cSVxOk931Y3ljoFfxdnl0uF1c+cTaCcy1EvOV3Uj08l39rsFusNGImhjXefUqit4RtgoJNT2nWW4ccclV3qsnl4mFNBM4SRFwdt06LrX1DYQXQsLlwN8juVJxGa6nhMr6iJwYwDcu6BQX0dsdWaRVSOlDcYaeX2VtFb5GtAihYxvnhclw3fLvbywX+0VcT3u0h4adO52yu2n4gZFHiOHLseFuvGfyVHrBQRwgyCNxkxjUcpGBG7AGMrm3cbV0dwbT1NrkjiP+EZIH49xhXkT31QZOx37s7gKCwyiDkiAsZQDEcjI8lko1Nz4uXVBXtvL6WTuHuY3HLUOYWUly+Iae9bSyR9Q9uV4VtAK2X5QB54C15qCSnH7uBj8bYMios6VlFpzCxsIPMMd4VBqGRTyNa/LcbLQhfJow6JrduTcLXkdLGJXyNxpaSADnOyC/ttzpXtbAZQJfIrwv/DsF5ppG6W6ntw4HYPH9fVUUUo+CbUTwsj21BxOCAop+0O30xEUryQDgnBQcTc7feeEXulfG+aiid4Zebos9Hjq0+a6rhjie3Xe1ywTv+He/LdLuQcRg4PkrG4cUcPX+jfSd6HOe0gHkQOv/guabw/Tx2V9PapWufTP1CVrfF6hx6EIjer4Y4rp8LT5kjGjLhyJAAVjfLjFa7fTwac6hqYzq71PotN1U+KzmW2Rx1VXHhr9gQzJ5/qtivordc546m9VvcEtAAiePCB09EHJzGuvc2iWV7ITtoYMud6ADn+i63h7heSkLJpYzBG05bGd3fVb1BdOFrMzu7f+8fyMpGSf84/yVqKz46LVC9had/Cc/mitTiW5xUFFBMXgESAFaTb8KlgfTySFv+K1UvGFvqKkRt1OwTgbr3oqCvpoWxUbWOAAwXHCgmq4oq4gWmKR+Pwlu5+y2rRc6usP76gljaeRK96NlRTl5ucQDjuNDvDhetTdqQU5ELxqHJsfMnyQW7WxNYMHovSN2QuKs8d/qeInSVLe4o9PyOcHEj+q7WKPQwBBmiIg8ZY3SnGNgqavrJKKqbCWOfnq3JIV844BKqJqkwl9V8PMQdvCBk4QV8t5iZ80bj5nGCt633COpjMkDiQNiD0Xn+2WzNwbfI4eT2grVF6liq/hKexyxRuPilyA1Uet6r5Y4Y208RlkllazJ+VmepXUxEQwNL+jd1x8DJ5qzvZn4aD4YseqzufEVU+J4hpJ5GMfh3d4OQg6WvZT3KhfDI0Oa4Y3XJUtpdHO+nfOGmL+zDuYB6H/ABT+SxtfGMZrWQOgmAedw8YLV78VltZGySkb/f8ATtL2sDi17mZ3x5oNa9QVUdPTsjYdUZ5+WDkFaN9jdHca6tDgWYfGzB3BJx/NWRqKuopHUssze5jjyKjGC8Eb7fkVzVytt1qaYy0Epn0uD5W8s+WPNEX3CMZFrkkc/TE122epXtV3f4fPdDvJScBueS8bD3zrVUUpYDUBmI2AHGvPPKsLdwdUQRh8sutxOXfxf7kFbBTVFd+/uEhDI9xE0bDyGOp9F1NmpXQtBczAI5HfC3qW2QxQsaYmta3cN9fMnzWFdWR08ZbGdx5Iqs/aIjuk0DjgA7AJUVURBy9wB8guRqbk9l67xzwM8yV11t7qupWS5a5h8kGlJ8KWF4BcOuG5W9RRMq6TFOHiM8xjGVvijpGNI0tAPmcL0p2w040Rubp8tSDXpYRSxCFrdIHRbTflBWNQ5mppBGSfNZDYBQSodyRCg0JZmAuEh0hqppuILI5zoRWl0g2OjorqopG1Otj8YdsQeqoZuH6OEODaSmBHItjAQZQTwOkEkFxe9rTu1xx910FHXGoi0E4IHNcRNQwwMx3MwbnxObyVo24iktuqGXDWDAyMlUdPBI6OUyF2x6Kya9srOhB6Lj6fiOiZRwyVdWyNz2g4cF4Vl9ikBdQ1kZPT94G5KguLlwvC8yzU0YIk3dFy38wqOnsxo6hri8se3OgEbgrypOKL3C53xdbTsjztqAdge4W5X3aUvhnMz5WY1Na2PJd65VG3LSQXaOWnkjx32kSOBwcN3I+60Kalp7TXmRpY5rGl0TQdtuq9JIIbxE2tpKqWMOdh7XNIIPUKompmwGehkrRC9rgQ/mACeR+iIwlorlxBVvja5xEhzJIPw+gXYWDhilsNGA1oD8fb+pWpBfbJZYGw0zu+cOZbvn6rxPFrbrUfCwSxxE7AF4yir2Wq0B2ncAbBc4a7FzBd4e+OfsrWOjrGNIl8YI2c3dVs1PGLtBFIQ0gF2T0UFjUNkqGAjcDfwrKnj1s0SPLN/qvCpuUNqpnamSPGNi1vP2Vcy9TTOaYqKZod+J0Z/og6dkcLWYa/UvN8ETpWyAbjcFUNTXVTmGNmHl4wMZBBW5w82q/ZkcVY0tkYSDq67oLcclKjkpQFClQgIiIOAo+Fr224sIq6QN1DLg4hwHsAF39NaNEZjnlMzCMHVuT6+ioZb9Yo6+GCW5mapJ2hjeNvU4XWwSMkia5jsgjZVFRVWmkp4mx0+WuBBwDk8+qrn2+KkdK4yMjdK8vMjjzGV0ckGqXWRt6KrvdFNLbqyWnnET2xExFwyA71HUeiiufvEFya2Ke3uhr4JDpe3Xy/qqOv4TNeAau0SA/xMaCB+S6ayUjKQBl5FJFI4bSU7iIpQd8t/oVvVfC8FWfiKCvkjPm1we0/zVR81jtNx4dmL6OoqY4M5MUkZ0qztV5FZdmlzste3xFgGrK6yeKutzHDvHztd+EyY+2ypKeqt1xncRb42VEZwcgagfcYRVo+m1P1trX90fwCLcH3yj6eBjXPM9RgdDj/AHLFtDVU8RlpHvcefdzDUPvzWo3iAh7qe422SLfAe3dpQa8layjkL6eFtS5pyWPOmT3A5FdVZ6x1fSNqHU7odX4Xc1TxU1DVua+KPWPJdHRxiOmY0N04HJQe4UoiAvKZjZY3Rk41DC9VrVDn+IRN1OxsM4/NBWSW6mpxqlla1o6uJAVXNw3brhKJO/Y45yC2Vw3+quP2bcqk6XCFrOrvm/ULdpOHmQnVLMXE+gGFRVUdhjoSAyo0tJy55dv9VX8Q8R11JP8ACWuNkrnYDXlp3XU1It1CzE0oBPIOOcqiF0o553NpI2ucR8waM+iDkZZeLpJcaqcPO+kNc7P2VhQzcb0wBjtkUg89DmrrYrHWVgEslxexrhuxm36Lfh4fgjaA+WR/uSf1RGpZay61VLm40fw07cggHIKp+KZ2OcHMgkdNHGeezR7rqKh4pIh3bmFoIDsncBeNc5rIGzGEyN1AOAG5BRXF0NvqK60w3UTB1Y50hYHgERk4Di0dTgLB1JxBFCx9I66ukOWyHvHYcPMDcArrLlZSKXv7c9rHAahG/djvQ+WVyVt4jNvlkp6lxoajvMyUNRu0erXdM/ZEVtTYDLNrrLLM6V23f1QmkePrjAXM8QcP8RW2R1RQ1TzTjfuS92W+2QNl9rMVRU0zZ6KqDw4ZDS7ZVk0dxzh88zQOYIDm/oivmHDNZc3XCmNY9xewhwJOrB8l9Nq6yCYRzSyacDcb81qU0NvfUtlxG52d3NZoKsJLe6YiSmdn/FkyR+SI0m1VGJN54ifNxK9YqumMpa+qikYfwAhetRapgwudSsd6NblU83DfxjwJqcwNzkOZnIKK7CCVk8YdGctXsF5UtLHSU7I43FzQBuTuvZQFKhEFJfLMLg5haxxcDvpdjZalFw+62h37p7w7fGvJV3U1LoQSBk9AdlWNk4gmm8EMEcWeerWcIKu6WyV0gf8AFy08ecmPvCtAPZTyADXoJxiQ4zv6rtWwXJoBLWyE89gMLXrrXDM5tTXwxufHu13kqKS9cfWqwUppXNkdO5nQbN+q43+7uuqCfgLa+cDm7Sf1V/NaaW+15ZVW4uLSd4nEg+WTt+q6Gh4ddTUgZb7RSUhOxe/Dz+eUHF0PGvFJLdPDs8uORY4ZC7FtJNxXa2tr6KoopHtOXEBrmn1HJb7bRe44mt/aQ26MZgflhWkLqmnh0yvZNI0fK1uCSgoeHbVcLLAKOpnZUMGod56dNvZeEdc6KFjYqRz+7eSzU7rkq6bJcJInyVkbaN2DgFwcPfZa1JTR0tEPi54pNbi4CM+E5Pmg8amunEDXOdK+Vw2bGDjPpjoubrpOIpJ9dPTujA5GR4H6ldb3lJcnvt9XFo7sYYTyI/RV1bwVEWl9NM7HlsURz77rxLRxDvIaeUgZ8DSSB9NlpUPHgnuEIrIog9pLWkAnBXQUlpFK/uWV88Tz0eMfz3VTV8MUFJW/EThkjmv1BxjAwfPbCC4fxdC8BrqqMNaflfEdvuEmvtrujGxzSU7iOrZNDgq+Ojonx5dIdT9w7TsfusX8NQ1rCInQOf0Lmoq6obNFJI2bAqNBywuPIfzXSRx91GBpDfQBcvYbdXWON7Je6LSRpMZJz6LqfixOANOn6qCUUIglatWT3Z0nB88LZWtVB34Qgr4XOa8tJJeeZcS0FTUOqGsy1sP3JKrLldLlHI6KChDg041PBI/JVZqby9wc/MY9BpVHRQuExPxMgiA/6sbpJX08VY6EQmWLuXEyOONJx1K42vvMrKhsL7syNo2LQdTnH2C6q2Uzami1VGwfHuXNwSMdQgq33qquLO7pKQStGx0MJH0Ws3hatr5A91oeH5/HIGj7ELtRVx22ga5kzO6AyO7YAMemFRHiivrZXR2+kfKQcancvyQcvdeHa/huVl0MUemM7xBwcPyCujaLhcLdFcBWw0z5Gd4YIs4bq5B2Sl7t90r7VUfGt/DqGh2zT0C8eHnG28INhuVFmVz3OD5s5c0nYINLh5slHVXCkqpJXuLAQYI8tC8KySCrhMsorKN8Z0uDoO8Dh/Fnorui7iovDJLW4thMY/tNy3bdp8wtqlq6GC5Opax7zSyaiGTDLYj1weYRHKw0dxr4SLbcZ6hjdixsIdj6asrdoKq/2s6Zmytib8xETmEfqF1c3B1mqZW1dvqxTzc2yROG/wBl6sttVC3TWRU9bGP8IGgOx64QfOb12g1MVUIpIRURB2Q8bEe67a23qj/ZMFTMXtEgGB5LxvHB1lqz8VHRxB22QBjKzmtstPb2RQU2oMb4RlRV5FUxuYDFJG4O6OIP6LWqaeUv7yBlOHDmcZXPM4euFQwygRsd0a15Y4fyQW7iehZmOucW8+7lAJx7oOjoamNkrRNIxspONPmrondcLS3AOqqaOqp421b3kODRyx1BC7aN2po9kGalQmUGvXxzSUzo4H6HuGNX8Kq3VE9noWRSPbOWjm4Ekq2rHvZSvdGMvA2CxhtkU9G34h2p5GSSUFDHeKyo8Rp444/M7FbcNZHnxYcfLmrD9nWuEFr5AAOgdj9EYbfT5FFCwv8APmqNO422luj4I5HSREnJMTyw/cKjvVJPETQWuN9TGPC90sn/AASrS4TmOTv9Tu8HLCso7xTRwMEUDppnDdrW439SUHFDhS+VEQbBb6WBw/wjnkn9Vf2m23m008stfUQueW6dTwPCPQ+S8LvxxPbqlsEdJHLUSHAZrOB7rWpK/wDaFa+KpukU1TUAYbT/ACxeYOemERQyX8yX1tvpw+OAvw+pMRDT5gAqwIusFRPQ0FS1kIOoB7QS4bbk9NzyVtUWqzzVdOyWiE7HnwTGQ6j9VtVdjZZqKokt8PdtJzocdWr2yiotsjKelY9rgyVrcuLo3Yceu+SsX8aVkUTjHQtmDDj927VlelLJQC3tlqaZlPM9uzgXaXLUq7ZEXGWiqRHrGSA3LXe7Sg0p+0S5RjMtmqQzzbGSpp+PLTU7VTnUzjz7wYwvA2W9OndopoY2Yz30EuAf83JWvNarzJENdPTVDB8xEmHH+Sg2A2zVlwdO6tidCRqDgQWq0/umorTGIYYWPYBsWjAAXPwcPsL5QIMuwMsLMY+y3q2yUdS2NlXUMh0AAt0eI+iDOXjqirj3NQDDnkWdPqVtWS2RyaqqhqqiWN+ciSQk581z944as+lpjle1rh+A5/JWHC1ZQ2kinpaiWXPzNcx3NUdjTwGNzcknA5ncrdXjC9sjQ4A7jOD0XsoCnkCUWLhkEINZ0ckzi5rsN6BaXwVXG5xe5uknOGjV+qsYZY4HFsh67LaFVSvHzA4QUxpxXRvpxTyMaR87jjPnsEbY4Wy4cA3yAV0KqnafCWrQra8A+AtLugVHOX63UdOPiJ4ZZXE6Y4oYhISPXPJVFLwM27H4oW0xNPSUBp+wC66wVsc7ak1MjXysmLcny6BWFTd44P3UA1P8ugQfP67s+pooyGxvix8z2tcAPuV1tnM9LRMp4I4pWxxhrW43PrutmovkULGtlYJJnfKzmSfZbVrqHVDXPkLGEOw5o5goKG51dVFC8Pjmp5hnEMRGZCeRC5zhu1w1UlVNTRXGrmjkInNfITpPPA/qu3v73CNssAb3oOwxkkclXQxx28uk792uaP8AehuRy8/VQc/dLWypkxBKKCZm726yAT+irZqC7wsbI19PUhp+Z0QJ+67umqKbIZJDDNDIN3YGoj+a3e7ELP8A5OkAZ/1Thlqor7DxHLJbR8bTO71uxLB4fdV95vEbrnFNG0tzgAnBBC6GIQuz8RExjnc8RgA/UKir4WzXEspjH3LTj5Bz67oLSK6U77c6pdE2csGQGMyVTVHGUcLdPwNS0u6d05q2pKSqiaIYZ3xhwyXc8Lzljrms+eKpA5tc3SVBojiW3SEGRhhdz/eNLCuit1ZDXQNmglbIzzacqu7uKpow2an0O/h8llZqZtJUujjdqY4E48igvkQIgIiICIiDk7BwRZOG2CRkQqasbvnlGcey6qkrqSry2KYeF2gaTzI5rmeIK/TDFQsk0Ond43Z5BaVtroqjiTu6J2mCjYIgBy1EH+io7ivqm0VNLIHbtZq0g74HNeNWJZv3cLmmOQAlvXAIJH1C47iauqoCanWQ55az6ZO32W3ZrmWhpc8/M7mfZEa1U6RsjnwOE1vMha+NzcPhcOY9FlUW6pijFbaaiQHmQw6SR6gbFaPEUs1quhudMC+GfaohztIPMeTvIr24f4opnVTKSZ7e5m3jfjG/8j0I/kgurfUV1YxrK5shIIIc4c1yVqoqn9v3W5awGy1JETPIZX0yofHHASHAuA6ey5KnpYxB3ocGEu1OxzUV0YkMUA8Orbl5qtqpKCo8FQ0wk8tYOPuF4xXuIHu8PkI2GobFaktzqJZ9M1DiP8OCqIpaX9nXWN0Lmvp3Elz9ecfZdXDNDKwGGRrx6FcrIGYEgjkhPQjr9QrqzU3w9MXH5pDqPqoLXKLEKUGS1atz2MDo8B2RuVsLCVutuMZQYuuFTHA0MjaXY5uPJUdZfamJ57yoLnfwxjAC9K28Opah1MKaeR46sZkfdVNY+5TSgwWqFjiN5qqQD/VGSg1pKqasrO9eHPA/i3AC3rVpqK3vGMY1rQWgtXhTWeoleZa+q713/Vwt0sCsY4W0gaQWtY3oEF5BVS07BHEwO9zyWvdrtLSwMaMyTSnTHG041H+QHUrWZUTzaREQ1jskv8gBklcVdaq51VyFTBK8d48xRYOzQNz/ACyfNB1YbPWA0vftaI/HPPjYHo0DyH5q/hcxtnLnyO0jcvfsSB1wuQsU0k8hiB100Yy5x/wj/wCi1+NK6oZDSQNkc1kswDmg7ENGf1VHWuuIltJMEzI5c7a9x7FcTU2pnEl2NZcS0yU7i0xxnSWg9MdR1CsKN+qhDM4cXEhaFNI6C4OOdM7AXMzylZ+Jp9RzHplBbW601tlm7mGpfLbpN4znDoj5H0VsRXtyJXCRh6nmV6WyojrKXW3ABwHNyrC4BsdESwYO2FB87vdc601n7kF5Jy5uNgFc2LiaEsaHPMTzza/l7hYw2KO4TzTyyuEhccA8lhcbFVfDsZBQwSOY7IeDpcPqEHUxcQUshLXEEDm5jgce69DV007HObKCPJcnFbh8Q2WSmkgmA0lzTs73HJXlC+gkJ7tjDI35hggoNijqGSTyMjOQFvgrVp4mRlz2tALjutgFBkpysUKCvrQGzeIFzTj2Wx+0qaINBexueWdlX1jnyyPABy04G6rpLPVVkjJQW0wZydkkn6IOoFxY4aWvaSteecSsJc3IHMu6fRVga6g2a58zzze/Zo+iiSuBjLC4OcTvhB7W7u218hDSGuGQcYC3Ku+tpv3cEer/ABiqWm+IdVHvDpaQQ1bL6RwYMN1uOzQep/ogqL9xtX0jo6ajYHVEp5kfKPbzV7wzUVTqYPq3F5+aSU9XHoPQLhhD8Ze5nMdrDX6DJ+uP+OS7Zla2GGKkgA7uNuNupVFxc4oqyIM74N8LtvMYXK0MTKShlpXyCSNsmuIu6A74/VU3F96q7YWTxPJLGnDSdiNtlhw5PUXyySx5AmhALXfREbd7bXPrS+1VOualGt1PnJcw+XnhWdgvlRV0ereN4OHMcuavTqq21tNcYciYMBcB1I2P5K+tlfRXWh/aFNpE5OmUN2+pHmirtkPxcgke3xDoVT3Wjkq6vuIXN1AZw7kcLoaN+KU6hh7RnPmOi0KWNs1a6peMDkMqDh6iK+0Fd4bXJHFyBYNbD6r0p7zUU9a176ctmGxDAQT9Cu1mrqptxEME7WNIyGOHRWVTQw3OmDaiNridw7AyPYoKalDq+Bk0chaTuRy/JWlMSZCCN+vutVw/ZjDG9jXMZ+I7HC3qQtfEJGjGpBshSoRBK8Z4+8YQF7LFBQ1cklqo3Ma2aolGXAYOD5bri6qLiC+yOkudQLdRD8A5kew3P1X0upgjdhz259Fh8DS1UBjfSNezqCMIPkvf2i1VTWWuirbhU5wNLdOT9Mn819Gs8NbWcN1ENdSGilqInNDS4FwBC3RaY6duKanhpmjzGAvCqZWCB4hqozqaQS0ZwPRUc9w9QQ11Eah7zNSsd3UDMnThu3LqrC73V1op292GQs5AAc/otbhWphpaaa1CRpfG8hoIxg/+KoeIhU3G4aIy57mu0RNHpzd91BnPxRVVUg+JkGG76fwsH8yrO6XhlTwkyaaF2l0g0NzuG+aomcD3GeqpmTHTTNOud+rd3k0LoeIKOKOwzRuGGMaMAbY8kHnZHRmgqKuBpaQ46PfA2+my5evv74ro+eqa1oc4BzsYAHQkeXTPQ+hXXWOlMfD9BABh7i5zvU5P+5VXEXDjJNRa3RKzofxDyVRvUNC2ui126r0OO74JObD6eitqS2XyLwPqGvZ77r5/ZL4eHbhFDVtdJSgYaRzaPIe3l0X16y3WhudIZKapZKAM7HcfRRVNPM6jLY5TlzjhR+2gZ4wyTw53GOS9qqmNXVyODc74HotWe0mKPvWjxjyQdFA34iIHS3f0Whd6eobA7uonnbbA1D/ctegv0dJHipJAz0GQVcxXSnqGamv2Pnsg40Qzuq6R8tE+NzZC0uJ6HquybyVdM/4qsa2D5Q7xnyCsRyQZZU5WKIEuO7ORlaDzMQG6nbdOS33fKcrWNTCx/iBLh0QaU1v1s71zn5A5Z2WFHTmE68ux1zsFYvuI7sltO93kAFoRd/UTmWpeGNz4Y29FRE0TJ5WiQ4aStircaKkdHCzXM4YGOimrhLmAxMcXdNuSpr5cKqIwwUTddVI4ZzuB7qD55XVU37WqIGh3flxbI8/hHkF2HB/ComlEsziG48bR5eR/oveh4QYxkks82urmdqknIzj0AXQVNQyzUDKKhAErhgdcep9VUYcS1tBa46djmYAOxaOWMDHsvBt9fK1hc1s0T/CQ/oubvjJ6y52aklf3pnqH5BP4WgZ/NW9PSRBsccRzEXnBRXrd6ttFRfA+F0ErP3TnfMx3ln7LC0vdPTMfMNL2+Ekcj6EKb9QOfTtfpJLRh38iq7h66EV7qCZmHacsP8YHQ+o6eiDrmUbWxukhdjPXmqeptcc2f2g1lRk+EBuMeq6G1uhqIJe7e1wa7ScHkqi6PfBUeAZAUE0UBiZqBLsciSth9PT1W8sDNeNidlrEOqIAGRuGRkgbLRlnq4ZNOc9MO2KDYrLLT1LNL2yDHItKqf2XPSzsdHMTGw5AJIwuntVQQ0tlb9QtuqbTTxODmgn2QadqqO/jcSckbEqxVbaGBtO57QBqeeSsQglQTsigoKy4a2uLmAkuGMea1GxTuY3W0B3kN8KznfC6oZC92HO5eqsGUrI4chqCliY9vzEBejaSOXLi4jHVZ1Lo2lxDh7BVsl3dA5zRpPugrrVFLBeblSNJ28bSRz3/AN6u4aINjMrnfLuXFcxS8S0r+J2kyZdpMcjgPDv6q14kukwhFqtPiqZgNcp+WMf1Qcq+/T0d6r54YzO8PEUb/wCHzA/46LqeHaiobII6iMM1kyOA6eZK0KDh4CgYyBuqWJ2ovd+IrfpIZ6b4iWbIfp2VGzW3SmbfqcTT6S5jg1reoHNJpRPdqaBkeqKrgkD3fwkNy0rnLvTtkutu1HEjYHZPuSf5q/pnmKpgLRktiCDnWzutVxNPVPeyJ2RHJz0P6A+i6mwXA1rC1wxKzZ4HJVPE1PTSRvlcNbJW4eG88eY9Qd15cE3mCCoNLVmMyPGlkucasdP5/koOsucncQ5I5jZVdNE6naHY7zqc81a3gtmZEGHVk52UU1G58W+wI6oNdte1w0vYR5KDJHK4Rh2HHkeSxrnxU0fdFheSdsdFX0875JtIaWnOwd1VFs2ixG4FpBHJ3msqaIMqBhgDsbkdVsFh7gBxc04815UjHNBc5xJPmoNtFAUoChSoQEREHDXShdXXpsOSGDTl/wDCOqt7XYqSkqnOo4QzWQ5xznJGw/JeMffPpRO/I1DctbkkK7o7pQ08LInO0uA31NIKIouMqYC24xuHM/VaVvoZZqVkZBbqGc++FZ8VTsq42xxAvDi0ktGcYOQsrBXCohja+ncx4aARjyRWrPbK2naYJ4+/gcOeM4C567cDVDITW2qUu/EYX7H3B819JkuFPo092XEeYwFyfFN4uNG+GSmja+nYC6WIDBLfRBo2O/OqIvha0uhqIxhzXH5lewOp5YtTHgAD6Fc7co4Lk2Kqp3DMkeqM4wT6fyWraalkERoKgOge8HQ8nbPkg602+EkSNGHZzsdit0Ni0N1tacfkvm77ld6GpfBJVSENOGu6j+oV9w9Lcbk6U1MmWho0yMGD9UHQOaySYxsOpnVudwriLDWBrRgAKkt1OWVsuJHSNDRhxV1GMNAQezSs1gFIQZKCigoNaUB0hDXYeRtutCohcCcNBk98rbrj3TDM1uotB2C5510rZzrDGNjIzlzgCEG66R0H9rIMnyXhJPqYQ0nTy3C052T1UGGPOo8izr9V6UlOLXDqqpu9mxszoz+pQZXS5utluc+PW5ojcxwaMu36gLXsxpbpDDFBG9mmMtaHDBbk5cT6lbtLHBM0yVDcEdXnOArOkMdPmSnDcdNuaDZpbbHRQBjGYHXbmuQ4+YX1VtYzlqc79F2ouQx+9icM+W65viVjK2rontG0bnHfy2Qelotrp6Vuo+M7geS8rrYnyeIB0cgOprhzB8wrKirmwT6i0BpxhbtXe2SsMcEAkkxz6BB81fU32w3HOJNOnxt05Y9ucj2x+S7Si4pp7jb2iocGHVoHmSvKairLnmOWcF53DGNw1v8AMrSoIZ6SeSOogYCwbN09R1QdRSQimj1SgB53z5rciradpDJHNH1XK3m+zSUrInQaGg7StO318lRGoqhEZYppJGg5O+vCD6NcBTOpy/WG+RBVFR0hdXCaNuho+Y55qjtl2qq17YnvZLT6g14DTqB9R0XX00bImAMaAEGy1ZhYBZhBkEKjKZQaEpEVWctyDg4W02WNzdXXHIrCogEuDyIVVcGTxTN0SkMa0kgc0HvW/vXAA8ufQKvqLhbrU0y1k8cfXSTu76c1U119nicYo5BkDxFn4fr5qtprMbuTVVMLnRk7F5IL/r5eqC1sHE7r1xIWfDkUbWnEpGAD0C2rnPcLnep4qaqfS0NO0MOgeKQnmF4W+hbRysbHCxgbs1jRhrVbVEI+B/dREZdzYNyfNBFvtFP3TI4Y9AYNv5k+pW+y1PieXaVUU017oXggRSMB+RwwSPdXcd8IY0zwmMnYg+aDgeOIHOur4JPlEWw+mV6cEsdS0UkrNw5zWn081t8atirKyOoZI1rnt07nnssuC3w0tPJTzEafmzz6oNm+QfFRCF4HM927+S4aSGss9eXU7nREnUAD1X1K41dFNGGRU5kcTgZGMKtn4birP7XY9MHkg2bPc6uazxSXCAtJH4RjZW876KejaNQa3bxcsKur6Cd9C2mp3Yaxo26kBctW8R1tvi+HFKSWEhxPUeyDrKiNlLE1kOmRoOQTvj2WdNc6yKMtjpxIANm5XDw3iOtjDon9y7+EvwD7FbdPcqrU2LFUHO2D+7Lxn3CC8qautukgYKFsZedLi5+wb1V/TRMp4GRMGGtGAFVWeIsB16i5o2Lhj3VsCg9gVOV5tWaCcplQoJQaFxqaiklE4AfBjBZjJB81SzcXVW7KSB2n+IjAXRVbO8p3txnIXLVMcbmmLu8jOMAboPCpraucNkqapsjuZiYSdPv0CsaeWrfDpdhgcOTeY9ytWitzdYL2NayLxAdAfNb9JVR1Li2m/sWuw+Q/iPogq7bYzSXSaqGT3rtWc5wVaSUMVBIZWRjW8bnmVvVl7t1pa2khEclXIMiMblo83KKaWCvOHPDpAPEg14JnuaMOb91lX2ptztktMXhpeAc+xz/JbjrfTlwBbgZ55WhWU8hhl7p74iAdDozvkIPGogkpbFN8OcTQMOj6nmrGmp4uJLFR17mhsk0LS/HR+MH8wqCnvlZPXNjdSStyC1xcBgq3ZU19JSxwUjGxx75PINz6IOX4h4KqCDI2WLUN2gjGpTwtYq+hjdI2fuGZ/eRvZnA8x5Lqg4d4HVUpeXHDXHkSvC50MkzdVNMWP65Ozh5FBv2evonufHFMJy3YuO2VNZLG9pdE86eRb5FV1HZIKPMznu7x430nYFUt3q6ygn7yCR2M7hw2P9UGzK6mbUPZUNJB5OHQrMwzOYDT1Wx899lWU91p69/98R91OeQz4Xex6eyvrVRPDe9mDmnONBOcILC00xpaYAuL3O3LjzKsgV4M2C9ggyUqEQCqu4NdFmRgGeWT0VmV4zRtlYWO5FBz3xtQ1+DM9xO2loW7FVw0sTTNqfM/5Y28yvCsoJdTo4Hvbkc27Fc/WMMMzqWN7g0D99Lq8T/TPQe3NB0Y4ojfIaWMsdITpIjOQz3d5+y1WxSMuTanADQNJDv1C8bBZYQ9tU5gZG3+yjxsPVbt+qQYmxUoDpycNceTfX1QW0EOpjXF+5OQF51FA6STvAMkdVr2+KeOBnfSuc7HNb5qu6jIzqPTCCoqKajfeqaoHi+Ga6EEchkbn6klbraMCmpRE3DGZWhXRztYfhGxxnGSSM5K9aGqrKSnjbM4SaWjUT5oOhqKRk9OMtG4wuKvFmlpaiKqomZlY/UMforya/vZpYAXF3INC8/i5ZZo2uhc1smQTnkgoqSS6W7iGZltw2kqsSSBzflculbTCrJk7waW7Fp3JPVU0l7gp76yiMbtMjQ0PI2DvLK9o6GSir6iqEzyJ9wM7DZBk+rqIqgtaBpB2wflWdRWySxeJmcdcLQkpDUymSGRwl9DzWxHTS92Q9hd5lpQeNLXujqyGkxgDqeasfjauqkdCaRrGchLq+b1AWrFDC1xIJedQBGOvqrqCEAB7t3e3JB600TYIGRN5NC9wsAskEooRBW3e3msha6OQxzRnUxwVd/dRcGyinnpmNa0f2gcd10DxkEKmuFvY894dx1HJBW3CtrKxumlOC7mIx/Na0VqDWYrXjVj+zYcucsZrpKypNPTxiNg2accyks5pm636ifxOA3KDOi4cL3iaSGGnijdkBu59PqrSlpqaBroy8mTkTzJUWaolrYjPIMMb4I29BjmVtTPFN4XYy52Ag2aWeOEhoGn32W5KKaSme6UtGoYHqtGSFjoGjIIcMqqutJLLb3CnnLS3xMcd9JQaVypHyXaidjnCAD9cK8pIGxXJrn8mjSuUkuN7Frg8VPNIHnEjmkYAKvbRcKu40miqiYydvMs5FBcXCko5mOwG78xhcRVcH1ElQ+akewQ46nGN+hXUu7qOZr5gZQDuCdvsrNr6aoYXxDS0D5RyQc3TVE9obDHO58rGgBzndVYXXiJlDbDUwHXjADQM/8AgqHRPd4KqjmOmoif4emRnYqrgkr2xO1xmVkLzHLGPmYR+oQW37cgu4b+9Eb/ACKsYYp9AefFjk4LlZbTFJE2ojdiJ/J8fNvuFa0L7jb2hhrO+bjwagN/qg6uOqD2NbvqPNbzBhoCqbUyWWNtRUfO7fHQFWwQZhSsQpQEUqEBERBWUz2loAA0DbGFusjiLC57GuA8wtK0QCajDgcgHST5nqt1kOzw08kHjVMomsErowQBhaVPWxRTtMWGAnYBbFTSvqYHRh2Nxutf9k6O6dpyQfNBszTOdKXlmc+QVBezNNcYIY4iCG5zjn5/RXNNcIxLLTuIc5pxutySeNrWzBjS47ZIyg+fS00lB39C12kNPfU/+L5t+62RHFdKITNA70DD2HmCtnimEvrKepjwCzYkfoVVRxyx1AMT9AIznofQoJgdGZxTVTDqZ8rxzwuptcQZJHHEXAMBLumpc02GSsq2QBuZHfKRggea7O2UIo4AzJc8/M53MlBuRRMjB0tDc7nC9gFi0LMBBmFKgBSgKCVKgoPOVgkYWnkVyUlnkjr9Mry5mfDnkN+q65y1p4hIEFa9oo4cxASSnkfL1VVOSxpndu5xyMnJJ81ZTvAkEDchziRnC96iyskjjfjDGD6lBT09I64QM7yVzIS7U5jdtYHIEqzke6GM8g0clvUUFO+Isa0eHn6LwqzHLrgGNLevmg8oZ3TnwDlzVXW1DXVu5wY2nfy3VnZ4RDMYjJkZJ3WreLZCRUSU2TUOGWtDuaCxordHNCyRu5O5U1MbKaoYCQM8l68M1bf2e2GfDZ2x4c3PJat3o6j4eSduXFjsj2QQ2pdTVIcBjJwHBYVteXVYbLBpcRucfMFz8N5DX6pNXdHIw7ounbS/GwRyOIezAOppQUTXNYX01R4oHHDXHoqW4WeoopxPBJMxrT4ZIjuPT1+q6+amoHS9338cjxs5uoE/UKrv5+HpooaWQiaZwayPn9UFjw66Gpp/iRGBIdnuxjX6q8aFoWmkFJRMZ1IBd7qwag9GrILELJBKhSoQQVV3WilqoXMik0E89vm9FaFeUgJacc0Hz+3WGX9qvp5WuMcbiXZ5kf711FRG5sL2RFocxvLoFjW1UdDUteJGtfPsQeapaq9n4h1HS/vHyP8AHIeSDbZIWBrnE5O3n7q9t9bD8ONZ8QGA3yCpIYZBE+eQa3EYjb0aFofEVDarui3SCdIx1J2QdZJPHK5zoyCGNzjzK8mMFTnvW5x0PRZ22i+cuHh5D1WnBNm81ETSdMeB7oPKottPWeCSIODc4DgvCkpBRvdHGxrWb40jC6eaKJhGB0wqo0Ykne+J27Hbj3QV1O6V8zjg+fsrCATd212oA+q2oaVjGOJ+bBKpbvdhbA0uwGOdoG/XyQdD8dC+m1k93NEPlPIrib546t07Ggh27duh6L2p5ZrqJqUy6JGeONwOMjyK8a2Hu6Nomnia9pI364Qc9JQs71z2ksyMlobsR7f0XccPNBt0cmQ5kjQW46ea5ikhqqioYBE2Vh+V0b8gruLdRiioY4dsjc45ZPNBtxDC9QsGhegCDMLMLALMICgqUKDA8lV1MMdOXyaee+Vala9RTQ1DdMrA4DllBRVAM1M5jSQx/PHMjyVVV10lshMdHHrqHDAaN2x+W3Uq1raORlcI4Q2OHQXE9SfRaxidGWQsgOXnOrGfuUFNw1Z6yW5vqKkPJOXySP5lXVtutLTV7opBgl3ieeXst2orG0tvfAzDS8bvHNy4+O3zXC7Y1aYWOGSOZKDtr7dooTTRwuOp5BIH8PmrOjhbU0Wp3h2yAfJc62CCtuspeSWwsbGN+QaN1b09U6W1ySgFoOWt9kCviZBTMnhY3IlbqIHMHZTVksaQFz1BeZ4altPWN7xhlaMjp4tl2lXRxuaCwZ9EFTbqlok+GnYHNJ1ZI5LcrKWDWJGnwehWkY/74zpxkEeoVdb7hM28T0cx1MDdTQfdBsVhljP7px9idlT10k08RbLTl7fILqJnU8LXSzkCJoyTjkFVNvdonqH0tNOx+W6sYII8+aDn7bQQy1TdQe1ofjS4Lt42gNaG8gNlUW6Avre8bgxt31Y6q8aEGbQswsWhZgIMkUKUEFebl6FYkIPCTIBcNiqKuoG1lRE4tBYHjX7BdA9uRhVlVGabLwSWk5QYudoOn8ui5y61z6eq0sGueXn5MZ/JX8lVBHTvqpHjS1pcVztFC64XIzVOkana5B5Y5NHsg6ChmqJ6Jr3v8ZGM45K4gt+iLU6XIaMklVrYQyJzm7NY0uIXnZbm66slD/DFqwTn5kHrXS6mOERGojIC9KB7qqkGpgcQCDjrhadUxsdb3wzpczDfut2wysbFKGk6WAnf1QTC2KKUOIGQt9lTE7OQA3lhUswc97iMhw6KuFXUtuHdOLgwHJ90F7U01JIxrnQtOl2cndeVRLmicwuycao3eRUUswkldTncSNy0rwqaSpgh2Be5h+UdQgoaG8OnqDKx3dyxuxLH/NdlTyski1NwC4dFw9VYzLco6+geG5P71h299l1tuefh25ZpcBhB7Npv37pMNGeZA5rcbssGr0CDMLJYBZoCgqVBQQVq1sLpqdzWHDltELAoOZjtcf7UdPUjGkZaCdiVtwU7J6nu3xjQeZVpPTslyS3fzVKKmelrjD3T9h4XEbINi6yRWGnZHFgAYAaOi8JJHzQNmPMjOPJV9f3lfcAJGue2Fw/znKyZA+KlDpTh0zicfwtCCrrb66jnihJLi8cvIcl6PrJGUri1xdlpx6qtjp3XK7umDCY8hrdugXSx2t0sfeMx3TNvfCCjkD325jW7uY0Zx67lW1oa+Lm06y3GFlS0nw8D5NnF529FIrJBK6RsW2dyEHjOZWSObKCDnK2LQ+QNmi0nkC3817V7CaTvnN3c0nbzWhYb1FBUuZUNBEgwM9COiDCrmpqS5Q1Ry18g0SBTW0rIroK2Bw01DQ2dmdnY5O9wre52qmrYXVMOHaxnZVEIa9jYZTgx7ZI6dEGl3sYfIANLM4cSMZI6q0s8THgy92HNxhjsdFq3Gmee7jgYJBJtv0V9S07YKdkbQAGjGyD2jGML2asGtwvQBBkFKgKUEqFKIIREQaduYy2W6OBpL2tZu7nk8yVlRB8jpXnO+4C14qiIULB3gIA0nCsaORgZrBy3AwVRV3OplpAXAHuwRqW7SVtNK3u3uwQcAjovG6xR1UUkb3FrHbgt8wqOiD2jvC9xkcBkAdRtlQbFVbDT3dtQx2qKUnPoV7XSdsFMzQ8BwIyP5qCKmfTrBaAeZ55SW0wVGe+Gok5KDBhoqynInIy4aT7+ip32qZkrootUrWnYDbn6roorbBG0NDcgdCttsTRjYbeQwgqrNaBRs7ySNrZXdAc4Vw1qlrF6BqAAsgEAWSAFKIggqCssKMIMCsCF6EKCEFFfKKofCZ6PPfRkOaB1wq88Z1Eb2sfbKh2NjkYC6otXlLTxyjEjA73CDmG3+eeodHBSmJz98AE4VmymFSwtkc5jvTYrdit9PTuLoow0nmvUxN1asboKV1NPS1IjgJLnnAJP6rYuzGU8rXDd4j2IVmGN7wOLRkdVr11G2pBOd8EIOcsReKsVJkJ6EFdm2WOpgc3o4clzj6NtC0OijecZ2a3OUZVVxrKf9wYoyd3E7+xQVtxsT4qyVweCxjtbWkfMD0UChu0LAyhq5mwOH9kDu0HyK6mqpY6nTrJJB5hZRwtjaGtHJBzNBw3URAFxDSG48R5nzOFcUFjpaOUz90107hu/c49BnkFZhqzDUENb6LMBSGqcIJCyUKUBQslCDErEhZlYlBX1Nup5qllS6JpkZyKrq6xw1dQ2Vre538RZsr5wXmWoNYyxQxSNbGA0N0sGOXRUE9KIpIzH4pWkczzK6R8bXDcLVfRgOaW9DnPUlBcU7hHTN1Y8I3K5aKZgvUxZjxEZPmVb1EkrqV7GHBxgKkZSOFbG8kgl2fqg6J82fmIVbDUd3VS4O7gvScHXyyDutAxmOtDznduMILWGs7x4a8Aeqq7lb6WqqJqeqiEkLwHsB/C4ciF7uy8Du9vPC8aehqH10krpXGN2MAnONkFe606nNkgkdC9h2zyWw6yNrYGslpozINtZGwC6BsTNIBaDjqvQNCCutlmpbZEGQMwfVWIasg1SGoIaF6NCgBZgIJAUoApQFClEGJWDgvRYkINd8bXHLmg4WvPD3jNOSB6LdIXmWoKp9ubI/wAbdQx1XjJQxUVQZYd3vwNPkrnCwfCx5BLdxyKCroLc90pEbwNZy8q6rI44YI4Bjz2WpTwup5HOa7OeXosa7vptm8zyPkgqHW8G4PfGPAXAZXRCtbE5jHkly1KOJ0e0m+NwvSWIyP1Zwg3MRSuL9iRuqGqotNzhqWtAdhwODuQVZs1scfXmpdGJJGvI3aEHjgzxAOGR5HyUMtVCHBwpIg4cjpW41oHRZhqDCOJsYw1oC9GhZAKQEABZIApQEREEKCFkoQebgvN7A4EEZBXuQsCEFHUWKGoqC97iG4+QcifNalJw86GudKJHiMnZq6UhRjCDyfRj4Z7GnIcMHKpaekjtsMVHDnJcc5O+5V/kqulpiawSk7t3CCyMcT4RGWjDRgZXLCSot1xfG3Jjm8P5q+Pe6C7nvlac0QkYHtGXA5wUG3QzRyyNbI0azvuploQ+qd4R4jklaNOx3eNkzy5K1ZOc6igpqqGtoahz4C043bkclYR3ellDDLIxkhHiaT16rOYmokBDSABuT1XmbfA86nRtJHUhBVwxCa51EtPnQ85BPLKuKam7lpycuJySvaOJrBhoAXoAgALMBAFkAgBZIFKCEUogxKxIWZUYQeZC8ZIWSfM0HC2SFgWoK58Ap3vmbCZCQcAHHNV9yqZpXRxiEgObpx5BXxbla8lMyRwc4A4QatG2CkpDGyHEjhgHHJWUrhTWktjx4WjkvFzMj25LyfC+UaHPIZ1b5oOdfU1Bf3bSe7L9JVxTFog0BvixzWy+hhx+7YG75WUdM2MOxzKDbjjbU0XdPAJBXO3nh+OnqO+gBDSNQ/xXeavYtTORISpijqmaJhqAQaVJcPh2Na9vgzuvCsY2pr+8pWEtxgkDZWLaSJrQ0NwByXq1gaMAYQaFHQOY8PmOS35QOisAFkAsg1AAWQQBSAgBSilAREQEREFbJSMkBBHPyWD6apbTiGnma1vXUM5W9pTSg0BSTGARvmGxzkBY09uZTya2vyeuy3y1NKDE4KaVkGqQ1BACzAUhqyAQAFkApAUoIwpRSghFKIIRSiCMLEhZqMIMNKxLV64UYQeJCgtXrpUFqDywoIXrpUaUHjhMA8wvXQoLUGGFICy0oEEgLMBQ0LMBAAU4U4RBGFKKcIIRSoQRhRhZKMIMCFiWr1wo0oPEtWBYtjSoLEGqY15fDM1B3ULcLFgWIPExgjC8J6COoxrc7ZbmlRhBrwUcUDcNB+q9w0DkFkAsg1BAasw1SGrMBBiGqQFlhSAggBThThSghSiIChSiCFiVlhMIMCFgQvUhYkIPEhY4XuWrHSg8sLHC9tKxLUGACnCy0qdKDz0rINWYasg1BAassKQFlhBiApwpwpQEREBFKhARSoQYkKCFmowg8yFBC9CFGlB5kLAsB5he2lNCDyxtheRp4yScc1sligsQazYGNOw5LIMaF66U0IMcKQFmGLINQYhqyDVOFICCAFkmFKAiYRARFKCFClEEELEhZqMIPMhYFq9iFBag8S1Rhe2lYlqDyTCzLU0oMMKcLLSp0oIAUgLIBSAggBThThThBGFKlEBERARSiCEREGAw5oc0gtIyCDkELSqL3Z6SZ8FTdaGCWP52SVLGub7gnZU/A/DF54XopaG43aKvpcD4djWuzF5jJ6HyXJy8OWjiDtpvVHc6XvYBSNl0NeWePTHvke5Qd8OJuHScft62ZPQVkf8AVbFxudutMDJ7hWwUkT3aWvmeGhxxnA+i57/mp4KDg4Wp+Qc/9KkI/VU/ba1reD6EAY01wA9B3bkH0KMskY2SNwex4Dmuacgg8iFnpXnQxMhoKaONuGMgja0eQDQvfCDEBThZIghSiICIiAiKUEKURBCKUQQVX0l9tNfXSUNJcqaaqizrhZIC9uOe3orFfJeJoP7k+2O13uP93S3Rw70jYaj4JB+Yd9UH1nC0Kq9WqjuMVuqbhTw1k4Bjge/DnZ5YHqrHBzp65wvmfD0EPFfa1eb89olpbTiCmJGQXjwg/k4/UIO4oL7aLpVS0tBcqapnhz3kcb8ubg4O3urDSvmV3pIOEu2O03OCJkFFeGmKXSMNEjvC723LHfVfTzpY0mQhrW7uJ6AcygrH320MvH7HdcacXDb+9y7x7jP3xvhbdRNBSU76mpmjghjGXySODWtHqSvmXZ5SM4m47vnF00WqGOdzaUu6Ocdj7hg/NZ9rMk9z4h4e4aE7o6areHSBvVzn6AT54Gce6DvLff7LdpTDbrrR1coGe7imBdj25qwwuGvnZPZ/2UTw7HJQ3Sm8VPP37hrcOjvLPmMYXR8LC+tscUXEQYa+IljpGPDu8aOTiR1/ogtwei9AuefxLSRcZx8N4eamWHvc48IGCcZ88BdAEGSIpQQiKUEIpUICKVCBhMKVIQRhQW+izwvl+XcG9srI9cgtt+ZsHvJDXuPTPk8fZyD6YWZWBaAQCQCeW/Ne+NuW/kvlcVKzjXtlq5nPkNvsbWt8DsBz2HAH1fq+gQfTNBPIZUGJ2MlpA88Lgu0673R10s/C1sq/gv2q799OMg4L9IGRuBzJxz2WnXdnF54YpTdeFr/XT11MNT6eQZE4HMADn/kkHKD6T3ayETsZwceeFR2G53TiHhh8lRSyWe5ujdH+8iOGPxs8NPTrhfJ+N7FxFw9V2sXTieouDq2U40ySAR6S3cZP+N5IPuoassLCGLuWNjLi7QA3UeZwvVBjhSpRBClEQQilEEIpRBCIiBhRhSiDHCaVkpQY6N+SxDWlzmhzS5vzNBBLfcdFxfHN0udVxFZ+EbXWvt5uYL6irZs8MBPhaenyn8lVXrsz/YFsdd+E6y6OvNK4PBD9bpxncYA575653QfStHoqy48R2K0v7uvu9FTyZwY3zt1A+oG4+q9eHqu5VljpKm70YpK57MzQ4xg+3TPPHRfL+0js+sXD3DdReKL4o1UlU0fvZtTQHZJwMDy6koPrcT454mSxPD43tDmuachwPULMBVfCw08LWof/AJSP/ZVthBGEwpRAREQEREBERAREQEREEYTCyQIIwpDVkAuf47utXZeC7nX0LiypjiAjeObNTg3UPUAoLKru9poZhBWXSippT/g5qljHfYnK2tIcAWkEOAIIOchcLw52b8LV/DFFUV1GayprYGyzVT5n6y5wySCDjb+S3OzWivtopq6zXeCcU1FVYoJpiDrjydh6bA/5yDpKOuoriJjRVUNQIJDFIYnh2h45tPqpqq2ioWa6ysp6Zo6zStZ+pXK9mEbWUnEOloB/bc4z7YwqLtC7OrRT2e88SiqrpKwYlaySUFjS54BHLON9t0H0yGWGpgZPTysmikGWSRuDmuHoQs8LnuzyEQ9n9laOtPr+7nFdGgjCYUqEBEUoIRFKAiIgIiICYRSgjCYUogx0rXraumt9K+qrKiOngjxqkkdpa3JwN/dbS5DtVGezu5DzfAP/AHrUHUNLXtDmuDmkZBB2IWtPc7ZS1Ipai5UcNQeUMlQxr/8ARJysJoqtlgfDbnsZVim0QPecNa/TgE+y46z9ldtNhfBfYWVNzn1Okq2yuc4OPIg53x7boO/04TC5Pswrqqu4KhFXK6WSlmkp2vdzLWkY+2cfRdcggBThSiCEUogKFKICIiAiIgIiIK+0362X2CWW21TZ+5folbjDo3eRH0K+YXC03W99st6gtF4dap44GuM7dWS0MYC3b3/JdtwHwjNwraqr4yeOatrpe+n7seBmxw0HrzO/qufssjG9uvEQJ3NNgfQRoN2l4N42gqoZJePZZomSNc+MsedTQdxv6LV7bduD6Mc/7/H+w5fRQ4FfO+23P9x9Jt/9vb9PA5B9BpP+hU//AGLP9kL1XD0favwg2ip2SXGRr2xMa4GnfsQ0A9F0Vg4mtPE1PNPaakzMheGPJYWkEjPIoLZERAREQEREBSoRBKIiAiIglcb2p2I3nguolibmotzvioiOeBs8f6O/+auxRzWuaWvaHMcCHNPIg8x9kHJQcWtl7LjxIHjvmUJDt+UwGj/awV4dk9odbOCIJ5W/vrg81LyeZB2b+Qz9V8yrorpR3et7OKQZpKm6tc3Y6tO2n6Yw76L79BBFSU8VNA0NihYI4wOjWjA/IIOQ7VbO+6cGS1FOD8TbZBVRkcwBs78jn6KOIOKQ/slkvrHYlraJjBg8pH+B32OpdlJHHNG6KZodHI0se09WkYI+xXwJsV4q7vF2ZucPg6e6ucHEHUGDPX+HGXe5QfU+zS0Gz8CW+N7dMtSDUybfx8v9UBcX2sQ1c3HnD8dBOYKqSJrYZckaH96cHI9V9djjZFEyKMaWMaGsHkAMD8l8m7V6ptt464cuM0chgp2te8tGchspJA9cILGrp+0HgilkuQu8XEVBC3XUw1GdbB+IgnfHqD9F13CvE9DxZaBcaJj48O0SxPxmN3lkcx6rluI+1PhypsFVSWqSavrK2F0EcAgc3BeMeLI6Z5DOVbdmnDFRwxwv3NaNNXVSd/Kz/q9gA33xz90FNI0Ht+iOOVtyPfuSvooC+dSH/wCf+If/AONx/wC5K+jhAUoiAiIgIiICIiAiIgyC4XtdtMlZwpHdKZp+KtM7Z2uaNww7O+x0n6LuQokjjmjdFM0PjkaWPaRkFpGCPsgqP7pITwYeJW7s+B+Kx/jaeX+lsuY7HLXLT8MVF1qcme6VBk1OG5a3bP1JcVxtdeJ7fw3X9m4EjqxtzFPA8cnQF+rc++PuvtNroY7XaqW3xDDKaFsQ+g/qg+Xdq1TU2/jzhuvpIRUTxsBihdnD3CU4G3nlWkPHnEtje2TjLht9LQyOwKukaXCMn+IZP8j7qt7WZo4ONOFpZJGxsjcHve44DQJhufsV13F/FHDkPC9yE90o52VNPJHHFFM2R0hcDpwAfPG55IOjoa6kuVFFWUVQyop5RqZIw5BH/HRfMu2xv73hx3/5iUfnGrXsZpKul4LdJUhzY6ipdJA138GACR6Eqs7bHBo4dJPKplP/AHaD6g75z7ohOXE+qICIiAiIgIiICIiAiIgIiICnChTnZBzPGXB44lipqqkqnUN2oDqpKlp2BznS70z16KnouP7lZauO3cdWp1A97tLLjC3MEh8zjYe4+wW/xHxxJw7xha7TVU0EdurmAvrJXOBYckH0wNvusu0istg4AuIq54HNniAphrDtcmRpLfP3HTKDq2ua5rXscHNcAWuByCD1C4Ttl/8AqEf/AFyL9HK57PXTO4AsxqNWv4fbVz06jp/LCoO2uUM4KgjzgyVrAB54a4oOs4ZaW8MWxp/9Ej/2QrVV9gaW8P25p6UsX+yFYIJUKVCAiIgIiICIiAiIgKVClAUqFIQZBeNZSU9dSTUlXC2aCdhZJG7k5p5heoKqOLZbrDwrcZbI4i4Rxa4i1ocdiC7APM6c4QcvUcPcVcGQGbhK4uuNthy51prBrc1vMiN3M+wwfddHwrxXR8WWY3GkjfBJE4sngecuieBnGeo8iqfhrtJsNZw7T1V2u9PS10TMVMUh0v1DmQ3rnnsq/src641nEl6iiMFBcK7NPGRjq4k/Yj65QbXZS7Va74fO8zH8grHtMOOzu8f9mz/vGqu7LMNo+IIx+G8zbfQKz7SCP+b285IGYW/7bUHrwESeArJn/wBEb+pXQFc32duLuz+zZ5inI/1nLo0BQpUICIiCUREBERAREQEREEooUhBK5HtU/wDNzdD5Og/75i65ch2qEDs5umT+KD/vWIOjozmki/yB+i53jJnGb6d7eGjRCAwOEmv+3Lt/kzty5LbuNZWQcG1NbaiHVcdJ3kPh15IAPLrtlVFi7TLFJw1DXXa70za5keZ4GsLXlw6NbhBu9mz7dJwTRi3Ne1rMtmbJ8wl/Fn6rqlxXZVTTQcKPmmifF8VVPmYxwwdJ5LtUBERAREQEREBERAREQEREEla4oKNtY+tbSwipeNLphGA9w8iea2EQQGgKJIo5WFksbJGHm17Q4fYrJEGobVbTzt1Ef/8Amj/ovaCmgpmlsEMULSc6Y2Bg+wXqiAiIgIiICIiApUIglERAREQEREHkaSmNSKo08PxAbpE3djXjy1YzheqIgLwbQUba11a2kgFU5ul04jHeEeRdzXuiAsJI2SjTIxrx5OaCPzWaINOK0W2Co+Jht1JFMP8ACMgY133AW2ApRBoOsludeReTSM+PbH3Qn/Fp5YW9yUogIiICIiAiIgIiICIiAiIgp38J2KXiJvED7e03FuD32o4JxgEt5Zx1VyCoRBW3nh20cQQtiu1vhqg0ENc4EOZnycNwqOg7LeD7fVCoZa3TvactbUzOkaP83YH65XXIggANaGtADQMAAYACqOIeFbRxQ2mbdqd03wri6PTIW4zjI25g4CuEQQAGgAbADAUoiAiIgIiICIiAiIgIiICIiAiIgrr1YbXxDRfB3WjjqYgct1bOYfNrhuCuapOyPhGlq2zmlqZw05EU0+pn1AAyu2RBDGNjY2NjQxjRhrWjAA8gtK7Wa33ykbS3KljqYmvD2teOTh1C3kQYRRMhiZFGNLGNDWjyAWahEBERAREQEREBERAREQEREBSoUoCZRQgp6zhPh24VRqquyUU07jl0johlx8zjmrSCGKmhbDBGyKNgw1jGhoaPQBZlYl48wg8qajpaN0zqanjhM7zJL3bQNbjzcfVTWUlPcKSSkq4WTwSt0vjeMhwXoHA8iskHnTU8NJTsp6eNsUUYwxjRgNHovVEQEREBERAREQEREBERAREQFKhEE5Wnc7ZR3ehkoq+nZUU8mNUb+RwchbaINeGmipoWwwsDI2ABrRyAC0DwxY3VnxhtNIajOe8MLc5+ytkQYta1gw0AD0WSIgIiICIiAiIgIiICIiAiIglERAREQEREBERAREQEREBERBKKFKAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIoQSoREBERAREQEREBERAREQFKhEBCpWJQU/E92qbPZpqujo31c7RhkTOp9fRfJ6Or7QuJ66d0Vay3iLciZwjaPQZBJX257A8YIBHqtcUEAcSImgnngc0HzrgTiriRt5ktHEFPJOwbNqmsGGkeZGxB8wvp43AK8Y6WGM5bG0HzAXsEBSiICIiAiIgIiICIiAiIgIiICIoQSoRSghERAREQEREBERAREQEREBERAREQSiIgIiICIiAiIgIiZQFKjPqiCVClEEIilAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEUKUBERAREQEREBERAREQEREBERAREQEREBERARQpQFCIgIiIJRQpQQilEEIpWLnY5DJQSiw1SOGzPqUDjyJ3QeiKAQgIJQEU7KEBERAREQQilQgKUUIJREQEREBFKIIRMpnZARQHZTrzQSiIgKFKIIUooQSoREBERAREQEREBERAREQEREBERAREQSiIgIiICIiAiLB0gbzQZrBx6LXfVYdtnCjvy8CQxYAOxIQbBaefksTMWRlxaTgrzjrCTybgZG/NYTTO7l2nHjIGEG3G/WzUNgvOWpbCxznc2+QXlC99PCWkavVHNFRGNfPkqM4ajvnZHLC9XOdkAN3WszRBkNGwCkVrHQukZz6ZQehn0nS5zdXks+9aQNwtYMgu7GRvY5kjDnWw4IVPxKx9mo2FspIkmA1EnPn/JQdMiqrXdo62nbpDi9rQXZGOas2O1BBkiIgIiICIiAiIgJyUE4GVqT1LgS1oQbJkHQEqC92nUOSrKateyZ/iLmjntstxtc2phcY2kHluPzQesdRkkOXoZGjJ3WnE4ana26TgY9Vk7WJAc5bywgz714cScAdAsmz5aSeeV7fDmdrcDSFo1LXUsb2lpOk5BCo2zLgDPVQZ2jBWtTtfIxhJyTnmq+suUz7p8HG1jY2AHUPmcfJBcieNztOoZ8l6g5WjLQVb42OiA1Y5k8l5Uk1bBM6KtDdP4XNUFmoUNe1/I5UoJRQpQQiIgKVCIJRFi5waMkoMkytSor46dgLt3OOlrRzcfJeYr2BjdT2F7jjDTkA+WUG454Gw5lO7kcC4uDfRajg58zXh+BhWcL2lmCg0hOdRaeYXk+sdDIA5uQ48/Jbk1O1ri47A8iq+phdLIxrNwDklUboky0OA2PVC8hmrmFDIXCDSDthe7AxsbYueQg8Gy5AOOazDj1GF41ksdNLHGD4nHYegXg+ofKRuQM+FQb6LU757Nw0uAG5XrFUsl2B38ig9UREBERAREQEREBEWLnEbDmgyysS4DbqsQ8McA4gOcsp9DY+8zy3QRKdLC4A7DOy1qKqNSXA7Fo3C3YB31Pq5g5C1KOnbBWSajguwFRsgljgHdeSrK+olp6hpY4Yd0IVrVNJLdP4VS3SjqHuieB4dRBz6oMqCs+Jq30zHkyRgah0BO/6Kxc10fzfNjzXPcJNl/bN2nlbhjJ9LPXYLqWw988Fx2QaoEhYXF2AFk1xw06s/VbdTAx0JZyHMlV7pGRQl/Uc1BtoqUV8sBMkofucNwDpH1VvFKJWg8kGaIiAiKEBERBKIiAoJA5lQ52lpPktCSokbE2V2SXHYY5IN0y74aCV5tqRq8QIWhT3PRcnQOcCw4wD0K9LqxxptcDvCd8hBYmQEEtGQFiyTvWZASmcP2eHDGdIz6rypSW6h6qj2aSRywvOISPmJLvCOi8pK0RO0kZwcFTSVIkq5I2/hAyEGzIxw3bz8lAeMYccFbIc0Z1Y381RXmumjdEyki1Pmfpz0aPNQWutpOAQVK0ZaSZtMJWF5PkBuveFzgB3gcxxHJyDYRQCCMhSghFKhAREQEREBERAREQEREBERAREQEUIglSihBKIoQFKhSg8qiQsZhvzHYLUe4xSx63F2DuFusjbNL4nbcsLWq6SaCZpa4vYehVFjM2J0Ac1gwR5dFqSTRhugjGBn3W7Tlr4gwjG3IrQuVHiF2nYjkUHOV9ZLTXGJ7MmKR2+OhW3TVwkq5YTyaQVXVMrpaSURRmWSMZ0gb5CpbZc7i24VEzqQxu0gBsgO+yI7w18Ije08w/SFrQXCOYHQcHUQAfRUM90LYzOKd0hDA8hpxvjluuaHElW24teyifFGXci0nn68kV9GmlIdz5brWaXMjiiHzSOAx+a9IqVzrfFUGTJcAXN8vRZ0dOaitjcdwx35Ii3oKUQxl4HPquU4lrm11bHT6O8bG7LWY3J5Z/Vdfcp209E5rdsjAx5LkrXQSiskq6oZklfkDyHQfQIrWuMVTbLSwRSd29ztcj8bA+S3LNxJTTvbC+R3eaRtpOCV73ijfcpBTRB2BscDkttnD8TKVumFrHxt2OPJBZtdqaCOSyVdaa9tXCWkFr2HBB8wrBQSiIgIiICgkAZKlata9zad+lhc7HIIMJa1haQxwJHQL3t8Mr3ulewAfh65C5m5fHU1gqKmlpZJZ2ESAMGSW9cBdDw3eGXagjkbscbtIwQqPK/gR2updAzTI1hOBtuqfhu5Nq7SJnu3ZlrgeYXWV1OHDvAM7YcOhC4eeh/ZV4LKfIpqnOWfwlBbunc7vSx2oAghbFJUfEzObq3ZsQuPrBXcPU9RM+bvIZnbHG7T0W9whOJQZpJi/4g6znofJB0dXf4LfXMge47tLispbpTXGNr6d4ka/bZVV8oY3kPLDI1jScgbhVNs4otVHC2lZITIzd/hOQg7FzxFTYYNxstK2Wlzrm+umPhBOlv6Lxprq2ujD2N8D3bHzV3BIZI2xtGEFiwgsz0VJXytZK6V+ORAJ6K1nkEEGPTdcVcqiorq1gYwiEOxn0QXFDO6Cn/eyiTckO9FaNcHMDgcg8iqS7Vgt9sDwxrW4DWtXtYrnDXwkRZ0tOMFQWyIiAiIgIiIJXg6Rpk0gZI6rJ7tzk4AVRLdIKaq7qVwBc7SD6+SDbmoIq6UF7jgeRxj6qru1MLXLSNhAbA15c7PI7bbrpaWOGeHMZHmta7W1lytslLINyNj5FUeVNLHXUrJYDsenkeoWxIHwS5HIhctw3LVW2pnoKkl/dvwHHyxtldRJUufvpAwgzq58wMHPK8IHMZGTrGCN8lYTyNZEHSPbh3LfkqyhraSqkmpXVETnYOlusZP0RF6yXDGjOdS1mPe6Yuadgea0nzPooXvcwuYxuG481nRTE0zNXN3NFaVdVCa+hoyZGs0AeWVcRROe9oIADRsvKOhp4C+pLWmaQ/Oea3aVzdR3QbcNPE2LBaMrRmp42yucx2hrTuVvyzCKEu+y5a8w1F5Y2jp6gsY1+X6dtXugvIZWyN2eHY2yCvRc9PI6yGnZEwuiaA1+N8lXsMrZow9hyCFB6IiICIiAiLFxw0lAc8NG5WhPNPUYbTjRh3zEc161E0UEPxFQf3Y5k8grCgmZUU+WhuOmEHO1slQ2GVwOJNJ0lZWWrdeLG2WN2TpII6gqzu1C4sc+IAk9PVcpwGZqO4XOlOoNjm2B8juqOqttU5lHpcCHN2cDzBWIqBrEjzyU1ksQLnNc1rnnB91XTtAZl8mlmc5zsg6WN7JDrYctIUTBsrdOM4VBT3aOPSyN2cDzVhR1rpy5xYQPXqg0e+FJLNHG0AvduQOZKvKN2YwXdAqi4Fj3gjY89lt0s5ewgfKNkHvWzeHI5Bc7maoqiN9GvAHqr6oI7vfrzVe4tc391GWlvL+qDZnjjkj7s4LWDB9Vo2+tp2TmnEwLvLPIKvv15jsdpfNLJuBtnm4rmOD611ZWT1VTkOLMgH3UH07I6ItChqXzBzsbDbAW8DkcsIJUKVCAilQgleT5cODWjJKieTS3AK1W3Khp4XzOlzhpJdgoM6m4Q0Yc6d2GtGTgZP2Wo+4Cdg7pmWE5BI5L3sbqS5UomnhaZHjPjGchelVbo6cDuG4HQKjg7tI+h4nlqcODJqdrgc7Eh2/13XXW6tjrKQuacxuw4/XmtS425slOZnxiTQCS3qB1VdwvKKa1VGkOe2M7dTjOwQdzBSRMptERJaB5oGMY0HHNVdmuT6ml710TogejlNxuzaR7A5uWuHQ7oPR8UbHSOcM5OQsoYYqeRsrB4pOf2XnLVQTQF7Xbac48loUl3hMkUcjgD03QW1SZcamjbqsWQd7I15bs3kF6OnEmw5FbdIwHpyQbTWAMDfIKvucjI4suG/THNb88rYIjI44AVE+oNdVnqwfKP5qD1hl0tZqdsRn2WyHBwyFU3epittK2SaqZBqdpD39T5KaG708ndxh7nl/hD9OA4oLZQoa4PbkKUBERAREQEREBERAREQEREBEUIJRQiCUREBERAWvVVBibhrc+eOi2CcBc/dru2glD3xgROOHPdnA+yC6opmF5jkdgHk5WbIgG6SdQ6ZXFy3hstOKmg7qdo5uifkj6K54dvRuNPI1+z43YxyI+iouzGGkELzqWd9C5mcEjYr1MzAwkkbLV7x00mmPr1Qc9TUzrdcGidjdEriD5cl7zR0s1ZG2mpwZpQBrHQeavamgjnpy1wGtoJY7yK4+z1jRV1lNIS18BYzB6A5wc+6Dof7noiTrII8g1ejbPGwbNG3LZbVBXtqmaSCJG7O91sVEgihc49AoKqqi7qEtc4aQNz5BeNv8DTJGC7yVBeb86orBb4PFlwMhHXyb+i621U3wtAO8+eTc+myol5ZUM8WxXj8C3vGnO+VL2uY8noFlDOe8b1CDdhp2wt2A1HmVWXWtfHG6OEZcRguzsFs1tWY2aWuOT1CqZ395GBI3Yb6Tv90GFodFDSRwhuC0Y1Hcn6q0jk15G+3mtaJ3eQ+FowF60rtQcfVQbKIiAiIUBV4m724SU5IAx4c9VvOdgbqrqZO6nEob7nGUF1SQdywNONgsIrTT0tZJVU7Ax0xzIByJ81XUl1c8gay4Z5YxhW0dY0nBP3VHu/LmaVUXG2d5URzMI8PNpHNWBqxr0jl5r1LHOYSeeNkHPX22UdVQltRTmeIAl7Q7YeS9OHrFaYbbBNQxYa5uoblaldJLba94mJNNVN0jPJrgV48M3YUNwrLNLkCMmWA+bXb4+/6oOjmooyPEwHKobha6JgNRURRvYzc6mgkD3V+6tY5monovnPFd8c6N9P3hbGX5kOfwjogvqe7UNQ1vw8AgaCAGHbA9Auitz2jxDJ8lwPBsUnEMolezJjxpJb4YmefqT0XcVANE8Nb8nT2QbtWe+bhvVaQpKdjtThkhekNS2Ru3Nas3eOlI3x1KCr4hdPcozb6KNoa7+1nP4R5BbdgoILdQ/DxvL3A5c89Ss3OpqdoYTt5A4H1WxDCJWgxuDA7owINxjgeW6yWpC18FWYXEuAbnJW4oIUoiAoKladfUSU7A5jMjqeSDZMbJG6C0HK1LhwtS3Ck0ZcyTIe14O7XDktKkqqSoqGtlkLJs5DHOx9vNXtJcqeQmJszXFvruEGtQwS0LA082jDgtyZ+PG0e4WUhzJgjZHNHdkclRVVEMYlfOIwZHYHLn5ZXk3vJ5hC5oY0N3dnmVcMpw8B5GAOXqqO/U0lOaa4RvkAhqGd81v4mZ3P2QbFPT01VM5jf8HjGeq2obFSQvMscEbXu5uAwVQQSz26tcHFzu7OAf42dD9v0V5+2Hfs0zNZlzTpKCa+NlNTOc85AGcFUtJLJXxMmgjcI3E49QtDiziENozBG/L5BpJ8sr34UlMncvGceGFjc7NAG5QWMzpXODHnGnkAVv0TAzB8/NZ1lu1TiRm3VYgmPAdlBNwEr4nBpwSMD0Wla6V0GtzyQCdvZbkrnyOZg7D81sxtY4EoObuk8ba1rHMLowdz5E8lbUQZHCAz5Vp3OaggcYy5skjnDLc8l7wzMMLdOWnHylQWAOQpWEZyweyyQSihEErye4HIPJehWjIJZHEQ7aTuUFjTQxzwOZI0OY7YgrGjoP2dI7unudE4/K4/L6Kkp7lUQTvhqAGOadiDzHsrqCrL4tZIOFRszMJyTyWlDQxwyPlDQHv+ZwG58lYtkZJDrBC1pHk7N59MIKOaCGor3xOlLdGCGg4ytymp4qiYwuOWjk1ZXC3d7CJA0tkB+ZvMBVVLcPgq4zSOzG0+JxGNuqDoY7PSxDaBn1GVq1stPRO0tAZhpJwMbBetfe4qaj76Id5kZBbv9Vw8nEj699a2VhaY4CN+pJ/og6unFNcadktOcyObqOfr/RR3k0PgMZByqfgqs0UjJHgncjb/AI9V2rmRzRB8jQNs79EFO1zpjpI91sxQtYCXfZerWxn+zAx6Kvr7kI6htDD4pXbux0CDheMLTLeLhECXhoduOfXkAt+lo4KQRMjjDSMNyOv1XSPtcbWmQuLpCPEc746geSqWQsbVd/MSGtOWhB1cMEcNM3u9gd1AeCPJVguU8kZ7qPLR1PRVN04wpbNLBDWkCSoOGY/ooOrReFLJ31OyQHIe0EFeyAh5KVBQVlfUPjkETcZcNvX0W9SwtmhEVTC05G7XYKrbjIHzFojLnsxjBwV5ftGaIA+PP+N0QdFHb4I2NbE0NDeQCSt8JY8Kvtl0dLs8/VWz8SN3VHNXmaaghdLHHqbg6vTbmqXh2tkpKWoPwxMErsxP6b9F20tBHVxujmaHMcMY81UXy3GisU0VMGtjDPDt8pQeNttdW+Fr5asP1OLiGDbHkvet4bprgWuqQ86OQDsZVHwVfi4i11WY6in+XJ2e0rvmua9mQgozQQU8OhkWGgYIVLHS09ZVPqnR6YoGgN2xsNv1V/fLhFSRFowXdfRUtg010b43O2laNvTUSguKGEGDvWZ08hk81u0tTl3dtb7lezoO6gayIAAbADovDHcZyOaDZmjZOQ1+7R0Krqru6Wb92wb+XRbHxDdWNXi8lg+MSyZcfCoOdr+Gm8Q3mC43NxdRUg/c02fC538TvQeSr+IKmU1MENtgkJifsIxsupuFT3UJa1vhH5rmHS3KSoa4FsTdW0Y+Y+6DobNHPFb42zkmTm7PRWC0aWtLv3cjQHgb6TkfdbrXBwyEEoiICIiAiIgIiICKEQSihSghERAREQSiIgIiIId8pWgWtGprm6s9HDIWpxbVT01ke6nGZNTeuNs8z6dV7U1KylgYIS55IGXl5OT57oNKPhqzxVclRFSNgkk+YMyGn6Be0dqZbZvjafUMbHS7mPIhbzo6nTqDSfooaJpQWzQaW/xA81QfVSVETS0Dccgd/st6jqmxNYx/3VBU2l0pfUU/x8D2cpIZsj/RIIXKVvFV4tcvdVEjKtrfxvhdG76nGEH1zU0s1Z2XBcSkcO339siIvoqlnd1LR0aevuDgj6rz4e4zprkzuppS1w5sBz+i6KWClu1umpnPZU0zmHkQXNzzGPZQelomp3sdVRSiQTYdkHblhOJrj8FZ5Zy4NDR9z0H3XM8E26us8VVQVDi+OF4MTj1Ycj+QVhxHQ1V5o6aKF2mNk4dIOpxyQU/B1rlqqs1czTgP1yOPV3QfRfRy3W3GdlzlpIoKGQzfu4mvIBeQM46n33Kqbz2lWijcaWmqhVVB2EVMO8OfXTyQdTUPDHkBwPmtVkb3ylocA3Oy4KbiDiuaMzwcP1QaeT5dLfyyT+SveH6m5VVGKi4uJnDsd0xpAA9+qC+r6iKih1zEu3wMcyVTujuVyzj+86fphuXn+iu4qiCVw7yAyyN+XwZwpFDXVLi5zhEzo3qqKinonUGnuHSvOfFrk3cruLQSXDw6uYUNseDqLtTvMko6ingcDqy1QbCKBspQEKlQdhlB4yuOdIWlNE78L8H1W4xssrNTIyQeq8ZqKrdu2En11AINPDmNwWeI8itKovMlLUNpnU7g9/yknIKtX0NcW47gAeZcFrTWBz6hlW5+mRvQHZUbVnqY3F0JeC+EZc0891dxVLJBzwVxFzZWU00ktEGTSSDcNkDXbe/NUUfG1wtM/dXW3zRN/jG/5f0yg+l3i2R3a2y0zsBzm+B38LuhXzagmkZxPRd+3TMS6nmaeYe04I/Q/VdbZeMaOujaS/LTyc3cH09D6Kiv0dvr7sLlYqmKoqIqgfExNdpIdyzv1GAg6uTu4KKaR58LGkr45cGzXe5ClY7Jkdkj+S+k8UVU8HD9RlhDizJDdz0z+qq+A+FnaX3quiI1HMTXdR/RB0nDFvFioY6JgGrGqV/VzirO4vhfD+8c1p6ZKq6+7Mo3GKMd/Wyb90zcj7Lgb9W32KtNdNf6eh0cqXQZj9Wtzj7oO+oNXePa4YHMFLi2pqow2mIDuRJOAFxHDvE9dUTxhsMtXk+Kbuixh9h0XcW41khdI9mgOPI80Fcyz1RkHeuGhu7nuOB9B1VvT1EMADGT6yPJvJZVlDVyg/jB+iwobK9rsuaGNJ3xsg2PhxJVidr8kjdbK17lF+z6F08W5j3IJzkLOnl76Bj+WpoOFB6oiICnI0lrgC08wVC1qmfSMNGo5xjOEFXc6CjqNOKOPWw5a7HJUsnDrXvEsE0tHMDnXGdj7hdO4GQZcSD5FeL3QMZ+8mA+io2KGslipmR1BdIWjAkAyHLabUtqJw38LB9yq4UzZ4HSUFQGSDcHOQT6hcxc+I+JbbVuJtML2g+IxZId6jqPsg+lNeHN2WtU0wqY3RuwWOBBHmFxFr7QqaqcIZWPp5usMvhd9M810FNfaeY6o5c45tOxHuFAkicKF9JUNzUUYGHkf2kfR38j6qtEjoaWeNu4e0OGPNWlyuHe0hqKeMOki8LwTjwO2O/5/RUdprYqxtWWRuApPC/V0OdvyVRyN7jlNYGvG75MNX0LhOh7mjgeR+HUPr/uVbDZLZdayGafwENdpcH/ADF3JXz6ujsVADVTsijjaGguO7sDoguZS1rCXEYVNWVtO5rmslYXdNJyV864i7TxUzmmooZpWcgxjTl305rn2cXcQU9ayM2gUjHEY78Oa4/Tn+Sivr1KZCRrdsdwouM07W93DJ3YPM9VoU1wmdS98AGv0AjLHbfQrQnt1VdSTUVdRKx/+DjGgfXG/wCao8hXW6jqHj4hkk/UA5I91d0scNRB4Jv74IyIScErXtfCdPbYsU1K1j3blxGSrOK2GF3ePJ1g5BB5IPS21BqaRrnROiIyNLvRba8mzCSQD8XM7L1UBERBBWoa7Dntg0OcPwu6r3mccaQQM9T0VFX3GGiOiCkqZ5HH+0bHsg26h0dU9vxlEYnt+WRvRetLMY2iIeNg6qnrrxX01G2anpHzux4onYz7YysrHfJathjfbJaaV2T4oi0N+6o6ClBaXujJ0uPy+S24KiEOw/mqt9wFDCXSA5x0Gd1xF14vuIqJBBTVMDQf7UwkhB9XIa9mW4OQuUqqRsc80co/dz5DCfPyXG27jWrbOxxu7nuB3jcBpP0G4XetrKHiCy5e5rn7EtieCWnzQVdDCfhzRSnxR+EeRb0XN1tDIx9WzSQ6RmkfddFT1rBXClqjiaAf2gGO8b6jzC3JoqGn7ysqxqB0tYDt13P5hBoWLRS29gA3Dz4eqtH3poY6WqlDGN5B2w+nmqa51lDQxNqzOA+XOIx5lU1HDX3yp1viIwfCDuyJo6nzd6IOrPELpIu7oI++nfs0acAep9FFspJoJnVdRh0jju4n5vVRS0UtJTBkMWI/xE7vlPqeg9ArakowITLVHMjumdgPJBp3CeR5ayBudXNx5BakdrMjw6SVz3HoB/JXMFVShpyWmMbYHJeVRdKakbhj4WE8gSg96e3P7jScN91w3FnCUUl2oKt0mMThr3l3Jvl9Vb3Li18UfdtrWRk83RszgLUpuHK+9TNqqy5yT0rnB7WvyOSDqqMjuQ0HOkAD2WyvGnp2UzNDM4HmvZQFDgSNualQ52kZzgoKW9iteNUEbGhvJzhusaF00sH99RNOR82FpXjiCajjcWQOriXHSIgSG+642p4p4hmk8E3d+UT4dA9vNB9Ejo2h/wC5cWeY6K0gmnYBDIQ8cgQV82tfGV3hq20tRRMkcfmkjflrB5kHGFbXDiW5WZ8dTHSyV0Urxp7tp8OfzVH0RrtwB0WEgbUOML26mFu64s8Z1TYWSS0FRAXf9ZC4AfXC8W8by6yzU1pcMbgsI9d0GnxPZH2O5xV9JuwOy30/xV1NPexUWuOqg8Re3dvUHqCuNk4m4gjldFcKSmvlsf4Xd1gTMHntsSPLAVjaJIjTTPpJyIXkEFw3B6ZHQ42PsiNGrra2WKqbVn945x0keWwVpwpTz09V8VIcRtYWsZnfp/RU3FEFdTPBY1znSYd4RyAV5bK9z+H3VFQwQy6i0gbEgYAwg7EXCH4dsjnAaguSvXH1qo5TCHSTyN/wcLdRKq71X1E1EWMnbSQEaXzyHZo8mjqVR0kUNvaH22ikeSd6qpAa5/sXZP2b9VFdPZr3XXuR1Q6ikomA4a2Q51DzyuikncGkB2CBuVx8V5vB0Rmkjja482uycfVddSwPloGjSTI8ZOrdByV84qqYXfD0MUlVOdtMLNZ+/IKifZeNL8wGaohtkTvwmTL8euNgvojLE1jsFpbk5OnbK2BQsh8PdbfcoKjhCjisNCaKtqHVEpdlp+bK6NuNy0YB81VSwtjkB04xyVrG4OYCPJBKIiAiIghSoUoChSoQEREEqERAREQEREBSiICIiCq4gpZaqhDImB3iGoHyWvS1EtPE3ZrS0Ywcqzr6h0MA075cMj0WmZ6eQj+8Xh38RIwg3Ka6zTHSGgjrthe9TK/Rq0bY5rUh7uNrnjw+nmtOrqJSx5idvjbJVGYgqamZ81PO8PjaQxodtkjqFWQ2K61rpHVU8rJepcMtctjhisnNbIypxqO/NdY+rp4W5kkA9OqD59U8GRTO/v8At7HYP9tAzS8euy2bTZa60XTMF1mnpw3AZMzU/wBiTvjHqV2M1yYIy5rdPkXdfouduVzqBK2aninrnxOBfFCATGPUdERfUtPHHHnA1OHi88eSxiqIH99FCcPjIy0jqoheGUbJIXajI3U0O9d1Fsj70yPfG8v1EOc4Y39PRRVbxFwlS8TR07quN0rYTq7kyO0E+eAQFlScMxWyDuqGip6cAbCNgH6BWddXNtDfipg4UzP7R2CdA88BadJx5wtXSd3Be6Uv/hc4tP5oNUWmo73NQzV6nfP3XtUUxpKN0oZh43A8lbi8WyQEsr6d+P4ZAVU195palro4XB7RzIOxQaFrvRdKSAMAZPRXLOIYXyd0HsD/ACOVzfDkDTdJiWFzS7z5dV1M0NIxweI2tPUgAoPdtY5zc95EF4T1RLCXvZ9Csg+mljw0Nd7AKpr6Vsb2y4w3UP1QWzDloWSxaRpBHJZIJWJ5FSoKDSoq+SmfNE6LwNdluD0W6LtHtkfZeEtFC+QP1EOeMEDfKx+EghJ0wlx83IN1tyidvjl5haza101SdT2NhOwbjcrDBEZ8LW/RVksgjq4iTgNeDgDmgzv9F8RCwUtv70jmHN3+hVJE6nbG6nuMctMOWJmamFfQDNF3Ikc4BuM7rUmr7W8d3NLG7PRwyqOCh4VFNKL1ZXxziB4dJSxv8Ereu3QgbhW8Ztlc2CaihbTzOm7yWMN1ahydt9lN3tVPLUx1NqlgpuetwmMZd7Ac1ha4q2Crhqfhmu1eAOjYcY6koNyvmkboaaMGNwe1zQ0743/PCq3VXElysklHFTijONpDlmkZ3x7dAOa7KpZMGfunZcduXJU81ZW2apDrj3dRSvxpc3ct+ig5VzYrfTCme6olBH71tOe77z1e7dxW9bXRSw6aK2U9O3qWgvcfqQupZe7BURmQVNNgjfIGVq1HFHC9A3atpmudsGsG5VFPVRVFFTGSPOTv4wMAq3s10FbE1rYw17eeFTXO6092gAp34bnO45hYcOSOhuM7WOyxob9+qg7SSaWNuXRlwHkvCO4NkBGCwjzC9W1BezBGfzWnPJFESXNLfpzVHlWl1TG6Iu1NPMDqvelYWRgHyWvHXMlmDWsDc9VtQHUCeYzhQeqIiDCQ6Wk+Sr7M4XCrqXybwsdpjz1xz/NblW176WRsbg15GGl3IFV9LQS0tEyIPaS0bkHmepQdE2CBowGtWDoKN53ZET9FSxvnGO8iLQObnyY/JZftCjgkDXzRhx5YOUF0IYImHu42j2VHcLbWyS9/SeBzj4iJXDb25LefWgx6GHOfJbjaiNg8RAHmUHGXDhqStjIr6CirWHmJYdDx7PZ19wufuPDElviFTZ7zLR6f/stZIHj2aTv9MhfUvjqQnT3rM+Spb3d+GBGYK+opnF34SMqjkLjSXmgtL5jXRaXxaZI4ZdQ1Hk4Z3HqN1S2KvlZbRBL4alsup0rOcm2+sdRglX95gOiCWgdHFSdO8aXA+QA5laVTb/22+nnDW0lHSk5kgjPeTPx18giLKifT0z45IJHSzAYaZDhn+5eP7Dfe7nVVd8+KnYxwbDDA9scWPNz+g9ArTheqp2wy0U1MJKmDckDIweXPmfZXMXEEEU3dMosknPhcBuiqChZHZi74KkhY0cmUUJx/nSuA/JT8Gb1IyWrp25YdTA0nwnzyeZXSyXxr2Evt0rscwSMrUN+trSA2OWNx/CY+qg82VvwdS2nmPiLfC47k4WxFxHSh2h50v8sKlujxVVtNIzkHnf0UvtVBr1VErtTuWnKDp4b1TPdpDt/Yr3fWU8jCNbeS5RltbFIHU1XKzHUO1fkofDdhIf77+KjP4QNLkFzRStlnm08mHAW6qXh9k7HVbpYHxNc9uA/23wrpBKhMog1qh0bCXSODWgZJJWDLhRNgMkT4ZcHfByQsLkDhpAB3wQVr0kVOzUX0rHEnkTsPog34aqnuGzYIZB5lp/ovcW7xh4iDR5NcV5Mq5YmBsMMLWjo0YUyXCQsOrw+26o9TQscRG8A53IzleVXbYnj9zRxOlH4nsDgF4PrhFh/eDJ5DO636WqfPGHB7cY3UHHXG03eq1Nnstuq4/wCGSmbn6EYK5U8O11muIrYLRV0r2nU10DnPYPQtPRfV5awiTDJI9uayjusRwx28jthgbFUfK77eK3vqe4yRiB/daCNJG+fI9VnRVN0uVuZLPM6WmBDZHSc3t56fXB6rruIuEKC7SQ1N0e6Tu5R4I8jYn3WP7CttwqZKirNRC9ru6p4nksjDByAHLCI0oLRDM10nwsj9vAW6CQPqdltwV1usU3w5qQyTSP73duCT5nzXrcw+20+fgIySQ1pp+Zz1Oei5a42p9XE6avpnx1BOznN0j7hB2kdwrJma2Qamk/hHJTNVVboHNMenPouMsXFNxsczKarppqmjzgSMAeW/1XWf3b8PSRgTVjInOONErHMdn2IUVUwU9SyT4bU57fmC9aim7vxysc4ej8EKyE9O8ienLZG+YKxnrKeRhBiDj5YzhBWU0lofIDPJCCPwvnGfsuspa6klg0xSxuONtLgf0XEy0lpqpXa6djT1O7VlHS01uJqKMyYbuWAAg/VB2sLg4c8r0VTY6+W4smmdGGR5AZ5nzKtkBadXIGva12cO2W2tG5MLgwtOCDtlBiyy2pkLW4c1vQNPJe/7CoHxhgc9zTzDsOH5rxZQ1FQQX1DWtaejcLaYIYXhpnLj5BB4R8KWqKGSJkAY2Q5eWeElbcdLRxztYImuLQGtBGcALYkmDYjhVsFYP2o3PLkg97hRGZhNHWPpJW8sDLD7hU0VBUyl1PdKOhrYXDd0cYB+wXWnu+uF4P8Ags5d3YPmg+VcS8CUrad9RaZ6iiqActhkkyx3oDsR+at7LR1VoslMaxrTVFp74h+ouBOxI/LKu7/dLZRYzKagkgdznI+h6Lxjt4FPJOyJ0bpR+7J8Yx5EeSqNIXyExFvcSVEgefDkAeTRla1dSx3KanZNVZnb4mU1MMM553d/wStKnbLW0rnCi7mRsjmYY06RjqvOmEtJcopauoEcjRpdpGMg+mEF0+wwV1IZrdWCeuZnIdv3Z8gOi1aHge8ySCaurAT/AA6dR+p2C6ekrLVRt+IpB3hx4gOazdxQ+Q6KW3ySO6EuwEVXU3BpjqWy1NW4tByW+at6mtFK/RTgDAXk2vqpRrqYe7I5hu+FquLZqp2c6SoN6KslfCXHn5rUqbtKcjQ5xHkMqwpo4XUxi8vzWDaeHWS5owEFbS1FdUu8VO5rB1PNb9I8+KN2cjzXualjBohYzA57rUh/6UTjBI3QbqKFKAihSgKERAREQEREBERAREQEREEoiICIiDxmi7zqvNtNG9wb3haV7yHS0nyVLcjraXRSOY8jmDhBZSRsbIIeZXlU28lpLevTK5qC4mhc7vqpzyTnxcwn91Mb5NHdzPycANGUFrFRGiqDUulaBjGzuS57iC9T6iyluEFMxpw+QfvJSfJjP5nCsLrK91GxlNOQ8nMgzqLR9FUWymo6jD8mrqXnZxGAPp/VUedqsFxvhbLPUVFHTn5ZHyGSqmHmPwxN9t/VdfTcPGhh7ikjZR0jWnPiJfIepceZPurS1UJghaX/ADndxWdXgzappNMUYL3EnYAKDmBUXIydxMXQNjkAZ4CSGdXeW/JdfQ1TGUBne4FoGXOA5KrpK9tVO1z2YZUY2PPGNlsXGgdVUbrdG90dPOx0R0bFuoc8qj1rqxlRpp48YnGGSEZjPofIr59feCKF9bmopBBM52WTwjDifp836+i7HhJ5FlijmOXwudDIHdHNJH8laVjWyxGKeISwuGDkZUHzyy8IxfFuNRXgx7NAJ5H1JwR7ELp3cPU1FC/4MB7341EOBwprLGyeF0UrI6uAjDe8H7yP2d1HuuSfS3OyXHVbJZYtJwWuZhjv5IOwtFDUUL3udFk5JyNkrLpWteR8LhvoclalJfbhDFiWBsRO5GnK8qmvqZh3oc1w9sBBk+5StkDvg3td5gYXrJWz1dKIywhz3AAEcvVe9seblGWOaA4eRVlDb3xO1Pa3A5eaDYhaWxNaTkgblZrEKUEqDv1REGt3zopgM5A3UVFRNpzHEXE+ZwsXEl7nCVowflI3UyyxCPMpAx1JQeUT6x7TqYzH+UtH4eV1WHT4dvs0LaZcqaHccvVVl14wNG+P4W3vqx+JzThjfc8yg0+Ia+8ST/BUIdFG0DVK52Bk9B1K4+qtkgnzcrzVVFQT4aSlOpx+g2HuT9F2FT3l4Y2okgZD1yzLQM88nmVecO2igoYRLBC0yO3MhG5Qcvw/whdZqqOvq9Vvp4gdEb5DJO/bqTs0ewC7KlbWMYXGugia3chzNR/8FsV9aKSnLiASTgAr5t+0am4XuqmdI50DyYmMzsRnCo+iVFRcHP1UbophH4nMIxr+vQrzmtcPEMEVc2ZzC5unQfwjqPQrfhja+36oBhzowBj0Gy4xlxqrNdnOyY4aqUkHOzHn8JHQEqDG/cGUjHh7aQseeUlO8sef5O9ufutK38LxumaTOJ2Z2ErXE+xxyP0XbtqG3MN14Ibs+JwXjVWqJ4JacjGCCd8eWf6qivFHZcCm7+Cnkc3OGygj7c1naLNBS/EVBrInBzsNIcOSoK7hqtgrfi6LDg05bpdhzfTKyo4546MxzzShxPjc4fqUHRx1A750UVQxxHk4ZWnXx1r3h7ZXYac4PVc9Jw0zJqKGucHE5Oly3LbW1lDMKStf3pJ8L3HBI/moLOmkq+80kgsd59FfUoLYRvndVrKhuoNjGx5nGytIQWsAz7oPZFGUQeNS/TEStN7y4EsJ1Y5hbk7S+NwHktMVsNBE1sjHSyE4AA/VBVTUNZUu1PlkePbkvOOlijka2aI8/mzuPurKrq5pm5dK1oP4WhaJk28UefdyCwL2QnU2UuAxsVhUUlfVT621LAwjIa5zsfYc1hSQR11O6FrWsLti7VkhVctVd5q90VCHw00be6158TumfRByNVeLxebhLQ0XeFrNjHTsx/pHp7ZVlauEKz4pj6qninqcaw2TEjIvpyJ98roqPh/4RhY57IYPmcG7lx6kle7KionlbSW9pgpwcuf+J4VRv1stLT2l0T2w/EMhJc4DZm3T/cq60d/Rn4SmlAwwPc1zNRJO5zlVtYxtw4sZQnw0tGwMJzjW7m7P12+i9uGbrT3niW5x0hLm0jSxzuhJdj+RQb0FNXw1UNbJVsqPiQXR6IWxhvpgc/qsbtYoL/kSsfS1Dd21NMdD2n9HD0Kp71FPBO6iZNNC9r8wOa84zknB+p/NdBw3czdKHXP4Z4zokBGASEVy89RxNw1D3jiLxSREh8jG4e0f4wHIq64Z4ws3Ef7lzo4arO0b8eL2V1WW0SP+Ip5TTz4+cbh3oR1C+e8Q2GVl5bXC3R08hcD39P8AI4+o6ZUHc3GgaZGaGkNOc6RlalbTiSHumzYkbycW8loUd3d8QyNlZpPLSTnCtZLmYn93WMjfqGxLcFBzcclxp3OHeMmYD4XAkEe6u6I1lTGzEkbnnm0EggKG2i31U/xEEkkMh/gdt9lu01PPQSB8zXuA2EnQhBbUzZGQMbK7U8Dcr1WLXBzQR1WSAiIg8Klmpnsq+CCoMpEIaRzLjsrOYZjOPJa9NIGRajs3rnbJQefe1MJ0iWLP+RlZGWWQaZtz5DqqWtvTRWkRPbgHA07q5pcytZglxO5KDxmtkRjMsjMOA55wqmn75kTo5Jpc6sBrXYz5LorlLT0MLZK6cRwk4wTuSuavNfJTu00EIfK9vhc78I80FdceK4bbVPpYWCSSP+0e84ZH6krC2V9wuNUy5V8zqeiacw07R+9qD0JH4W+Q5la9u4QdUvZNXMd3DXa+7/FM7+Jx8vRXpjdHUNdHCA47An8I8/Uqo6E0sFwmbVzVBi7vxubq+XHmVrOukd8JZTRHuYnlrJXfKSOuFSXF8lRNBbomlrHNc54Bx4Bu7P5K14ami/ZEsDx1cPuivervJt05pZo4nNA+fJHvt5LZjNDcodIcI3EbsdyK5G/Pljminn3DMNLjyI9fLPn5hekdS6ggMsQNTRsPi0/PF/UILQcLRUlU6SJ5Yx/NnNh/otW48J2+4xH4uEa2/KRuPcFb1JPM9zXQ1DpoJGh0ZJyMLeqZXCANd4QNyVBzFrs8ttzG2ofK0nYeS2aqRrM6vAQOa2INU8znnIZ+EL1q6aRsOp1OZhzGnDkHNSVHeOxqBHoVc2Zkczu7Z8zfnBGCVrVHwpZiqpWD+F+nH59Fv8Ow95+/hDmxglu5zlB0FFTNpYC1owHOJwvdRlSgLXqQ0hpcMgFbCwkALcHkg03CslP7gtDPM80DHwjVLrlf5A4C9qKRuqRuCS08jyUzVJJ0luPPyQebHzTc2kei1pKdzKjvA1wc05UTV/czsDXFzeoby+qm4cSOgoy+jp2TP5DJ5INC93ynt8RfWVjYz/CXb/ZcdJx9W1khisFrfVkf4Z+RGPryVhBw7QXirNwrSLjUzHLonNwxp8vZXFVYWUtG6a4VTIKaMbQxDQxvkPX2VHMW6e+Vd5hkuddFNK/w/D08TdEbfMk/qutpaC7OuLI2XD4ygLdQIdy6YB6hVsMlvio5pzSPho2jd7m4dN6DyCy4IvklZO+CCnZDSxkkMH4Gj5WohVw93xPJHLUOhhBbHG1khADiM5IHMZVjxDZpJ6WlmidLO+Boc9sR3Prjr7Kmt1PFW8YV8Mjy4wNMheXZ3Ow/n9leVFyFnomVLn64dABxuQPMDrhBTz2+gvMff8P3h9PXgYfDN4SfocKndc+L7HMWVNG2qDf+rOl+PQHn9F09VbaK7wQ1sBaKpoDhIw/N9fJWduq4qyIUNxjEhGw1t3afdFU3CvaNarrUm33BzqSpPhAnZpyfJdHXUhgmi7sEiTIVXV8J0PxxqnMZIAPDrYNbf84c/qrCKrc57YpXZZGMA9QFB6hksBGkED1C0Kyor3SOFNLASOQJLT+a162411LWPjpqlskenOmQZ/NalNVvlLnStIf+LTyQak9fxVSzAvo2TR6tzG7JA+i6q2PknzNKzSQMYVRDBNJVs7kODCCXOJ2Hkuhp4u6iDQc+qD2RQpQEREBERAREQEREBERAREQEREBEUIJREQec7dULm+YVDI4ysdFu0g8hzXQkZBBVbcKdkMXew5Eh2wOqDnam2ULnOLmnV1wVjJb7RbqQ1M4kc7GzGuOXKwqoHwsa1tOXzOPhZ0B8ytu18MU5mFTc5Pi6k8oz/Zs9AOv1VGpw9KJaM1QoWUrS7S0DfU3zyea33QCOpDmtaAd/CAriSClJLBGHaRjPQfRaTpYYQS8BrM/iUGxSTbgZyVU36Y1UsdEwkCocO8x0jG5/IH7qxpX00kh7qUNdjOnPNULaCufe7hWTzudE+NsbAR8mBjb7oN2kBkrafbG+sj3KvK+oFJSmod8sTg93sDv+SrqSGOjY2Rz9TsDGfJbFXMa6glELDktLcHqgp6WoY6suclI8GGWobIMHOdTRk/dW5+Mhicc6m42JC5ezcMVNDXGeKscyMDDmO5H0XUi6SMD6Z9LrIGM6sBBWST1ro3YBcTyA2C0HzuY3xM145ggnWVt3LiO3Utplhk/dVQG4wcNGeeeq8LfeqJ5he50MzX7tljOQfsg1HF4hcYGyiMbmF4Icz2z0VeyumiOtjmyRk4y0/wDH5rtrgKeqpSYXYcRgHG4XIG1VEMrnNDAX8y3qgvrFDLLmphLQfUc1eiWZ7cS4B9FUcOSCCJ0UoIdn+HCuJX6pNiMY6IIUqAiCVBUqCgr7hE4va5jsHljzVPU3KOkHcyaZZR1PhaPdW92hkmpsxyvjc05Dm4yuZkspqZu9l11QBBAJwHH19EHi+pqK1zXGdsbHfLpbjI9M/qrClhpC8UcOKmZwy5urOn1K8f2JUV9YIJKgMaf7Tux8o8sq4goqS06aekY2JnXfd3qT1QactvcyQ92Hd3kZb0KtKaqEZ0YIIGwXtNoa0HGXHcN81q0dzpKqukpJIpI5ohuSzZBWX+vkdSTd00lzGkN9XE4H54VfbbW2CRkGkEx6W59QN/zJV/c6eNjfAzvHOdlm22rosKen+G0sHMb5PMk9UHQRPbTUwaBsAqW9UUdZH8RHG2QtOJIzsHt/qrkhk1MA4jOFT1vd0TtUdU3W7Yx/NkINajjqIwRG4ukiGWOP+EZ0z6/zBW2+earjZHh0bzu/HQLlKLjE2q5R0VaMuMzo2ktIcAT5eS7RlVBVwd7TAjOCTjBcg8e7e3TAwHRzJ6rxltlUx5qIZQ+PHijk5/Q/1WdwjlmAlgkdG/AJx5hKa7z0+GVsQx1cP1QVk1G1x7yNohn8xsT6EdV4SkuLYqmNrTnwuIyCfRXl8t0FfRuMDQWvG5afzCq7LRSwPbDLM6WOPJy/cnyBQWcMUj3M1gNjjHhA5k+qsWcsLxbzXs1BmpWKlBBVVcX/AAzw8AEEHmMq1Kr7tTunpDo+ZpBwOqDnJKqqmeYY4S/z0jAHuVjK34dmal8YxzYN1YzmVtI4QsLHE7uxyVdHQh+7nE5PPm4+3kgsrVXCaJzI29yOQ1DH2VlHExxDGPBPp1VTPaK+Sj0U7o6fOzQ4Eu9SVX8KfHOq6yKWWSaKnk0Mm0Ya4jmQg6WogkIDQDucH1W73MVDSOlfgEN3SKqbs2TDyOR6leFzrKaojFPuZHfh9EHI0cBulfUPOWd6/Zw9Cr6wWaCwTdzTxhjHjJI5n3KiggpqSV0peGs6eispK+mmGIXh7gOaDWvVrhuTXljtMo8TD6qutUjo3lxbu92JG+TvP6q8glZsZWkLQfRd5VSOhJa2XIIGx+iDfrHMgYHPdhoGVQ/Ey3CR37sxwD5dX4vVbvwFV8M01ErpQzGdXPASao7um0siJaNzgcwgoK3haF8nxlDO+CcblhOprj/JUFwttzqKgPdUSRztHhBPhKuq+4V1seJoXGWjfuHBurR6Ec8LYorsKmPXNG0NP4h0+hQatlrLlHogrqZzXjYSDDmn6jku3bWMFGGSeI8tlRMjJIfHgjmF6sqqqtkEBjDGscNT8c0F1TnEQXsF5RjS0AdF6AoMlCIggrXmjAjOWgj1C2VLWd5t1QUQsVPkzvAbtkjkF4ycW0NqaYmNMrwMNDQtDjG6V1FVNoYBpD26i/0XOUVqqbkHOaMtJ8Urjt90HQw1A4iqRV10THRMOGgnOCr5lNTyw6xFgsGxcqKkt89DG2Cjh1ho/tZNgfZbEMtfBXmGZ7e5wC8jfSfL3QXlPJFOz924EcvZeU9M6SpbpGdI291qO7qOpc+keDndwaeasaSpL4HlrT3gGAUHNSOLuIrhO0kxU0BYD05b/mArSwUhNqY7O7znK86mie2kq2Nb4pGYOeuTletol+DtsNI54MkY5+aCwqrZT18DoJmA5GDnqCuKbBUcF8RxCse6W3VGY3EnILCNiR5g4XaNmkLgQ1x+irr3Zo7u1rqgNzHv4jyCDK2XC21dAKiiw3unEOjxjSqua9yTVoppdo3O+f8Aksblc7ZZqL4YMZAw7ZZtrcq2mhiqaUzztc/PIsPJB3f7OEVGwgh2obAdVS1NDdy/+86gwOactDhqb7FVNHxc6lkFE9hEbdmh+x+hV3T8QRT4y5zXDzGUG+2lfXW8NrY4fiMYeWfKT57r0t0BpqURaA3ScYHJa0de1tYJdQMZZpJ9eisQ8PGodUGYKyCwCyCCVDtxhSsSg8C4UzZHAAOdvqKonTzVlS6OefVjo3kVe1MfewuYevVcs2lmobjhoyJNm+6Dbr2Ckh1NaXuI2B3x6rh7jfL3DVsqHUUMsDHgNa4uy70ONl9DkcJHMie4eHn6rxrKmjL44YoInlrskuZqygobDxFeqp0sgtlPSxEeENDgM+q6GKyVNdPHVXOb4iQbtafkj9Gj+a9xIKuNkTzhjTqwNsle1yvFPQ2SatfnRG040jOo9AEHD9oV8jhLbLRva+peRqxyib6+votLg6X4atdTwZ7pkfid/E7ln7n8lXWjh2ovMVRXyNLp5ZM7nzOSrK3Wy60VzqovgpxlrdBa3nv/AL0RbUlPLDcLrUNBDpX92DjoGOP6lamqWvsNHNBIcxtLS1x2JBwQV31BaWR0zHVQBkOXvz5nH9FzlssFS1tfQd3iMvMkeRyPIj6jCo1+FqGogc6WGQCh7sysa47jHzM9wfyXX24UN0Z31PIHFh5tXFSVFwsmrumNkYHapIJPxDGHYPQkKy4Z4ssVLEIaWnq4zI75ZIxz/wAoHCiuiuQ7vQ3J2391SXSC4yUTn0GGy4+qsbnW9410zWYzsDnOFNrr6d7WN71rn8nAnB+qDjaeeuliMdRGWzNPMDGrz28/RbFPWui1E1AaRzDhhdldbJFcYTJTFsdQ3kcbO9D/AFXL1VFTzh1NcIO6qmjxH+fr7oLWzVzKxh7sg6TvhXjeSorDb2UcGWEEHyCvGnZBkpUBSgIiICIiAiIgIiICIiAiIgIoRAREQEREBaVwdKyMOjGSD9luFYPAc0goKd07hN3kjiXHz5lb7a+ClpDI5wY48z19h6rnb7Xx2wuklcRjJHkAFUw3N1eTUVDnYjGWMA3KDt6O4MkjdLJhoHyRjn7lVF4iqaypj7p7g5x2Y3y8152Rk1Q0TOYQHfKwn810BpY6WIucT3h5uHNBpQ25lPAHTOLpzzOfl9F6RZje4uOoYyMH8lTVN/e65QU1LHqaX4eeeyu5YjqAA8WM+2UGvBcoauZzQ35RjHNbIqzDDJjAyFy9sa+O5zx5wW5I9cEj+StWF09M889yEFtDiSkNVGSSTjC9zTGUGQHnz9FqWqaGnoj3rsNWxT1oikdG0hzHbhBT3izQ1Ia4t8Wd8cyFz9JweLfc31NLmASc2t2bnzxyXZ1MuPGwZwVPfslp9J2ONkGpC8saGSNwRtqbyP0XnPHFIdLnNweW615b3DTTdzVBscjsgF5wHKtsj/i56pjn68Ywc5A9kF/QFkkjmskDxHzIVo0Kut0TIWv0s05d0GMqwag9ApWKyQFBKFQUGEg1DBVc2lezVGd252IOFYuXm4HBxzQaXdzUTctc0aumMlI4IIAZ5szVBOcOOQ0+q2HYijc7GZMYaT0VWykLJNerJPQlBsS1T5KoNAJdzH9V7U7JJA4nYA8/Je9JD8PC6oqQNZHhGFoGpcWvAO2cAeZQetQ/EgYw742KzezvKYd65rt8bBeNwEtPRMkazxYyfVY0r21tPHLGS5rcZHkghtBG2TUHSbnlrOMKwpqWIzNMcQ255Wu5zviIw0EYdj3C2aiUUTXuY7Yjmgpb1w/R3G7x3B0LWVdPtHJjl6LeptcLcFrm4546KIK2Od+7hk75KvYmt7oBzeQ2KCrbVCXUwDS9o6jZy1KmFsjS2Qlh581dfC09TlrgA47rRq6GeLZv7yMcs8wg0KKo7qQQtcNI/hIIK3mxBkrntGNW591r0tuiirBWEdPkA5n1W4ASckYz0QZtXq3kvNoXq1BkpUIggrFyyKxIQVtXRvkY5ofzOQOh9F52e1mNpqKhwDycuLjsP9ysZWamkclU1MD3t7sSaW75J6eqDaul/oLdGWN/fOOzndAFo0vFVtn8DpY4G4IY3OCT7LmrpRCVrtMpZCc4dIcasdT5BOFOEYgxt4rJGylx/cMA2A88efkEHWOkb3PxDHYyPDnp6rTt10pnVjw9pfIAQwnqOqt6izCaBgkcWhu+AtFvD1MJRI2HQQNt0HqHsMPyY9fNbEtNBSRse0kOcMndeNSzu9IcQ3UQPoti40ktRRkMeW4AO3kgq7vJ8Zb3xNcQ4DLXN2VPVXWtp6aKVz8N048g70yukgjEkMDXtb4dj6r1rbZTVFO6lkYAxwyPQoNHhi/urBone17XAjfmr640NPWUroxmI42ezovnElDVWe4xjctD8s058Qzuu7proWUQDwHkNyCeoQVUVuqqFoMsbZWEkFw6+o9fRalw7qlc11TH3sBGO8Dd2D26K0pb0yYuaWlozuD0WV2raemo31L2ghjd24zqQaEQEkTRSOL2uG5B2VnRU74I9L36/LbktKzxllOQWNZk6sDpnorVoQezV6BebV6BBKIoQSoyWnLTgooKCrv9AyvZG7uQ9zRucbha9DHHT0zTK0NaDiONgzsrvqtOsg0U7u7doBOduaDOouNO6Ixx4M+OXPR6lVQpTVUzoYsgDOXdSt222uKNpaD85y5zuZ9SqniG+RWyV1DSEd+/bb8PugqrTO+nulTDglrQTscj2yru3cSUhjawOb38jiGs6krWo7WYaJ8r8mZ7Cc/zXNUEBiuok06QR+7IHUlB2lPXVctaWTNyCSCC3ZWsVJCyqbqa0HkogkHw0feMb3jsDl0C0qqq72rOprhnlhBZ1EjIH90CMnkufq697JiMZa7Y+oXgyeWqqCWvcSMt39FjUtkLHu0EmPcgIPX9mWmupu8ljbJPF8ofvt7Kphi+FqPhYMgncNPJw9PX0WEtUYamKpOpjGEB3ormrp4JJ2yDG4yCD5oKe5WprjrkY1od/Hy9vQr2tMUbtMRJLgcDfJH1Wd0+Ngdoex0sMowHAZK87VSyxTaizSfPGPyQX8dGwSM6kK1jGGgLVpWHQHOG5W20IPQLJYhZICgqVCDByq7hDocKljdUjBhvorUrykYHtwUHJNlfBK+V2XyY31brJr3RsM9S/wAb+hG49APNXVRSgyZwD9FoQU5NT8TUNxoPgb5IPKkpqiufmQmngAwcnxY8vr1WjxJxVTU8f7Mp6fvQwYw3k3/etvia7vggFPS6RPJ5fgB6qj4fsYmrZZqxjjHTjUc/4R55ZQe3DFxlpK1/fwFsTWao29XOPQLqzVytzLK8h5/COg8lVWyknq53yOjETA75z5K+p6KOYMe1wMbSdXm5BjDWiVjgCc8nZWzHWGKMlzmgkYyBuvOOnaIZo2huS7IVEaesnmeO8ADSdKDcvklLLRtlqHtaQcgA4c5UNptlPUTyyRO0uY4/u2nkD1ws+J7DJcaD4yMFstM7S4Bx0uA9PMLx4Mr3UlcIahrO8eNOrHMdEF1UW6tmjAZPhvLYbBVVTYK2OE1AmaHt3Dg/Byu8fEJGEtwQ4ZCqLrYYLpQSQSudG/m17TyP80Fdw7xBVRv+Fr3EyD5XeY9Vd3B9NXxZOjW3YHr7LjLQZ7ZUmirXtPdnwkjJx6eYXUUMTXyPnMYaXbDKDbpIWQQtYwYAW0F5tXoEGQUqFKCUREBERAREQERAgIiICIiAiIghFKhAREQQViVmViUFfcbVR3OIMqoWyAHIyvGG1UlLGWtia3PMgbn6qzIXm9uRghB4QVFNSRukLmtDeZJ5LRkvLLnRipgf+7kJZHjy5Eqq4msNRVUc3w8zx4XOAaM748ksdG6msVBC5ukwwta4H+Lr+aC7tFupIZRO5gw3ck9Ss5rpDG+V7nDw5P2WpW3BlNS+LDQdhhc3WVTpLc7kS8buHug9KGOskrW1IBLXc3AeZ/3rp6Ol0U0oO3zFanB8MnwjO/cSHZdv0HRXkzW5k0HbGEGpS07aqmfGOrSAq63zvFXJTSjS6MkYPnlesN7prXIxsudL9tXkqziTia30NzbJAGzF4DnaHbj6ILp1Q18ZxjY7jK0oquGoJfTztkAO4a7ce4XzSt42uhZUCnhzl7xu0nHPyXnwVT3C61U1wDXkxZLA04YX4yBjrvjKD6xNBR1UJbWwNeGj8Tc5XjZLZHTU57uBsAe4nwjG2V4cN2a408klXdqs1EknysO+ge/9F0mnyQYxxhjQAvVoQBZAIJClQpQQoKyUFBgVgQvQhYkINKp8DiXHDcdVXsuluY9zzUMe6M4DM8yrtzQRgjKq7jZYKoOkYAyUjZ2MhBWSXmoqZ5CGmRxGQAdmj191YWlhe1ss+GnOw8loWugdStkdKP3j+Y6LO4zSx07YYDiRzgM+XmUHRVMkVTFoOktZsM9QqGkrhT1kkEbA0ajgDlhY1NW+CnZA07u5la1ppHPq5JtRdk7enUoLaeR8bXTAnLGlwH0XhQ1LrpTmOT8TfsrivZHFb3EDcsXM8PU80FXJqyYjnGfdB7S0po3hpOMcj6K7tlzZUU+lzvE3wlYVlO2qYM7OHIqsp7fURVmsANjI8W/VBs3OtnpQ6aLxBu5aP1WxQ3+KalGpxy4YAI3ygps/Mcp8EwOa5gAIQbMbtbAcY91kAoY3AAXoAgloWQUALJBIREQQVBWRUFB5leE0DZBgjbr6rZIWJCDleIrLVVUDI6RmtpcMtG3hVlw3aJ6Bolr5db85ZEPljHQK3B0nOF4VlSYonP0OdgdEG9UV8IY4kggbFadtqfjw+o2DMlrPYdVy0cdTcLgQ+oLKZgy2Jp+d3mfQK8iibQUbWxvw1mBseaDWv0ppZIy12XOO2VvWa8CoBinG5b4Qeq0paZtyniL3Z0jkV6TUjbe9r2NGcbeiDGe4RU18ZSaSyNwBb5ZVnc2PEbZGnbGMrmHCevuuqTH7h+AR5f8ABV/VyyT28ws3cMYQa9vlhqXaJ95IzkA/qFF2iayjkkiyzSCSGjotGDvYawF8TvA0kuA6LzF0/aLzE1szADgtfGQXD3QU9C6R1Q58cpGk75GxHqCrySldde5bPEO5iJc4ZzrPRbdvt4MWqphGdRLQd8eStGsa0YaAB6IPCmh7qINAx6eS2GhSAsgEGTVmFACyQFClEGKhZLFAWnWMkkLRkhg3OOq3Fg4ZQUd+uj7NaxNCXOmldoa0blczwvZau5XV1xro3PGrXh3MldddbdT1rGmWLUYzlp3+q3LVWWyjZ3DZoYiG50OcAcfVBgZAas6hyGMLwfZ6aa5Q1DGhoacub0z5ryFZHXVr5YdmasA+Y817VEjo5GAOwXDZB7Xh/dVkPd9DyHlyWUcIa8OeM7HmtWLvampaZPlGMHzVtUMGQc4B2ygpLfHBFdJIwMhziQVazwxRvcXN5jbbmuRslZLHepe+dmISuxk8tyMLtJjHVxDQ4bb5CDn6iSlfO+mkiaA/cgrRlpZ6CpZETrgb/Zk9P8Ur24gt87qiGemfhzDhw81FQJHOYzWZMgDlnBQes94aIzDpJczDvlW3RAVDGvERbncl3NZUVsZHE3vASeZBKsWRtYMNAAQGjC9WhYgL0CCQFKIgKFKIMCFgV6lYkINaVmpVF5fLFATGBqOzSeQKvHNXhPTtmYWPGQeaDiOHKGpqq01NbG+Ql/4upXaTUjaWkMUQAcTqcVMLBTFoazDW8sKX1B8ZLcnGyCkrrgaSBrGk5kOA0fqtqkq5BbWmHOA3YBU9yhe6qa755MHQ3oM+atLNB8Lb9Erg5zcNznmg97DJNKah9SS3qB9Fzl7us7DURROLSSCxw6csrraJwbLLhuRzyuVv9Hi4Dw+F+fpsg6LhOqNfZjFVAOk3a8/xFctUA2W+uglYC0P8Ljz0ldHwrH8LROD+biHAfRe3EtLSS04r3w96+AatLebvRBvMuJZbmytbq2yQtYXpjnN1Nxq5FRDVGSnZimc0OHXH6L1ip2tj06W436IK2SM3G9QyxQ4ipy7VKceLI5K5YwNGAEjjawYaAB6L0AQS0LMKAFkEEhSoUoJRQpQEREBERAREQERQglFCIJRQiCVCIgIiICxKyUIMSsCF6ELEhB5luV5mFmMaQvYhRhBoz22mqAGyMyAvB1mpiwx6AWkciFa6ViWoKtlPUU3hhI0DYDyC22GQtAPPqvctTThBW1NogqAM5BzlV39yFI6qdM5xaHfM1gxq9yujwmEFfTW59E9nwMkdNGw8o4wCfPPn9Vt0tJFTs0sa0ezQF7gLMBBLQswFAWQQThSiIJREQEREELEhZIgwIWJC9CFiQg1nQMLtWnda89vhmc15GHN5Fb5CxLUGi6hj7sggOJHMqKSl+EBDT0W8WrHQg16iM1UYicTpHMeayhpWQ405AA5L3DVkGlBhhNKz0qdKDABZALLSpAQQAsgFOFOEBSoUoCKUQQilQgxIUELPCghB5kLAtzzXrhQWoNN9JE7cNDTyy0YKg0zS3TsQPNbZYoLEGoyERu1NbkrOYfEc24wvfQo0oKl9vmbMZIXAFxyfVbLI6oEEuYPPZb2lNKDVZHIJyXAOaQvVsLB+AD2C9cKcIMQFICyAUgIIAWQCkBSAgAKURAREQQoWSjCDErEhehCghB4ubnmq+ustHWytmfCzvWjAcWg7K00ppQVsFuZTva5rRhvMDqvaWnbK/UQdhgLaLU0oMGhrAwBvyjC9anFTSuZnSSOajShagoGWRkRLhkvJyT5lbDbe8P1CVzT/AIuytdKaUFfDRzDLXzue0/xc1tQ0sUPyMAPn1XuGqcIMQFkAsgFICCAFkEAUoClEQQilEGJTClMIMCFgWr1woIQeBCwczIWwWrEsQaE1KHtIAGehwtJtNUxZaW5GcghXRYsS1BpxTyRx6WxEHqepWpU0z6urbK+EgaCBvyPmrbSmkoK79nvfExhmfFpAA7s4P3WxHRxsaAdT/V7i7K2g1SAgwawNGAMBZgKQ1ZBqAAsg1SApAQAFKKUBERBKKEQSiIgKEUoChEQEUoghERBKKEQCilQgIsHyNYMkrxZWwvfoDwXeSDZUKC4YyvCSsijcGucASg2CoXmyVrxkHKlzwAgywmleQqG6sZXsHAhBjhQQsyVhqCDHCghSZG5xlQ5wAzlA0oAtd1U0EjUM+68Tcow8s1bhBYABZALSbWsyBnmvf4gYzlBsBStP4+MHBco+PjzgOQb2VIWj+0ImnDnALNlwhccawg3EWLXhw2KyQEREBRhSiCMJhZKcIPMtUFi9sJjoBlB46FGhef7RoDUimFdSmcnAiE7NefLGcrZwEHlpU6Vr1t1t1tqKanrayKnlq3FkDHnBkO2w+4+63MIPPSmFr0N2t9zfUMoauOoNLJ3U3dk+B/kfsttBhhThZKEDCYUoghSiICIiAiIgKMKUQRhNKywgCDDSmleoap0oPAtWJavd+ljS5xDWtBJJ6BVlnv8AaeIaeSotNY2pjif3byGluHfUINvCYUyyxQRPmmkZFHGNT3vcGtaPMk8lz8fH3CU1R3Ed+pS/OkZ1AE+hIwgv8KcIxzXtDmODmuGQQcghZYQRhThThEEAKUwpQEREBERAUKUQQmFKIIwows8JhBhpTSvTCaUHnpTStenulBV19RQ01XFLU0oBmiY7LmZ81tPcyKN0kj2xsaMuc9waB7koMNKjC04+ILLUXAW+nutHPVkE9zFMHux9Fv4QYYU4WWFOEGOFOFOEQQpREBERARSiCEUogjCjCyRBjhQWrNMIPMtWJYvfCxLcoPHSo0rCkr6KudK2kqopzC8sk7t2dLhsQVNdX0NrpjU3CsgpIQcd5M8NGfIZ5n2QZ6U0rWoLzars0m3XKlqwOfcyhxHuOYW7hBgAsgFOFKCMIpRARFKCFKIgIiICKEQEREBERAREQEREBERBKgopQU17qxS0znnkuItPEUldxmKGPLWMjycjcnzX0C50kdTAWyNBC+b2Wkjg7WdDPl+DLsIPpsjnNgz1wvnHEvE8tDcIYmNJc+obGM9Mr6a9gMePRfKePKeOO92xwaMm4w59d0H0O2ue2m1Pzlc5xjxmLBEyKCH4muqHaIIPM8snG+P1K7CCECMgDzXze1Ubb324VT5hritMRcwHlqAAH+s4n6IJqKPtPgtzrt31GXxt1voGRtLg3GT03PpnKv8AgHjVnF1C9srWQ19PjvomnZw6Ob6fou3GWnIPquYsvA1psfEFXeaRsoqKkvOC7wMDjktDRtjKDa4qqqm38KXSupHBlRTUzpI3EZwRjotfg6sqrrwlb6+se1888Wp7gMZOSOX0Wzxm4Hgi+NAyfgJRgey1OACBwRaoiPEylYT9cn+aClud7uNN2sWuxx1GmhqKUSSR6B4nYeefP8IXYvGIiccguCvgB7eLDjmKPf8A0ZV305AhcOXhQfPv2zWScd3CgMgFPSxR6G6ergCST9VVXu832fjGottqrKeCOKGN572IO3IGehPMrN+r/nDvz2DIjjhyf80LSonGo7RLltkiGMe2zUF1FQcfws76nr7VVOxkROjLS70zgb/VbnDnF8l7pnMqIBT1cTzHLH0DhzXX08YbTjbcBfOO6NJ2rV8UYDYqmIVBA5Zxgn75QRX3fiSq4puNDbrjS0sNN3eBLCHE6mg88HrlWlmouLXXKGSuvFFNTg5exkOCR6EALn6iuraLjy7fA2d1yL2wFzGv06cMGOh5rqrJeb3XXRlPWcMz2+EtJ790ocBjpyCCv4+qrhBX2SjoK91GayaRj5Gtzy042+pWzScNcXyR5i4opyQNu8oRz9wtXjuMycV8KxgfNUyfqxfQ7czTENkHI8L8RXiK71dh4hjjZX0pHji2bI08nD0IXdsdqaCuF4wj+H7RbHUNADqijfG4jrpeMf7S7en/ALJvsEHqiIgKVClBKkKApCCVxPapX1VJwxDT0tS+mNdVx08krDghhzkZXbqo4l4doeJ7PJbK/WI3kOZJGcOjcORCDkKrse4edY3x0XxTLi2PVFUumzqkAyMjlgldBwIb4OGoYOIKZ8FZA4x5eRl7RyJwuZjv3E3Z69tJxHTuu1kYQyK5QDxxjoH/AND9CV9AoLjSXOiirKGds0Ercse3qg+T9r92FLxtYm58NBG2d2PWTP6NC+wxubLoew5a8hzT6HcL5y+noL/xRxyK2GKXuaZtNC54B0aYnbt8jqGdl0/Ad0N14QtNQ86niJkbz5luB/JBQdlh1M4ld53d/wDNd4uB7J/+i8Q//wC2f+i77KAiIgIiICIiAiIgIiIClQpQSpChSEGQCywoassoKfiq4fsrhS6VwGTDSvLfcjSPzK4DsxtddwteamzXB8TnV9DFXQiNxO2SMHI54K6Htaq+44AqoQcOqpooR6+LUfyatK7SC29qfDsjnhrJ7Y6mGfMZ/wByC048sVw4i4WnttuljZNI9jsSOLQ4A5xn/jkqi68EWam7O6uKpt1IyqpaN8onY0BzZGtznVzxkY+q7KqrIKOmkqamZkMMTS6SR5wGgdSvmVwvN37TKp1rtEclLYmP/eynwvqMHr5N9Pvk7AL/ALJquoqeD2Mne5/dSYYT0b5LucKtsFkp7DbI6OAABoGcclZoIRSoQEREBSoUoIUqFKAiIgIiIJREQZDmpPJQFkNyB6oPnvBMEcXalxm2MYAczH1dk/muw4k4epOJrJNaq2SaOGVzXF0LgHDScjmCFwnZzKZe0fjJ+c5lO/8A7UhfTs5CD41Z+HKDhrtogtdvdM6CKm15mcHOLizJ3AHmvrwGy+bloP8AygZP/Ugf/dBfSQgIiIIRSiCEREEoiICIiAiIgIiIClQiDJSz+0Z/lD9Viso/7Rv+UP1QfPey1gbFe3Dm64y7+xS68G3LiXtIFZfIGz8P00eKZgmAB2GxaDnJdkn2CdlX/Rbxvn/5Ql3+oXa3OrmoLbUVVPRyVksTC5lPGcOkPkEHzLi+x27g3jDhy42Kn+DNXM6KaGNxLXbtGwJ22dy9AvqgOQD5r5DHfKnjvtEtMV3ov2RHbWmWKkkzrkdkHmQOeB05BfX0BERAUoiAiIgIiICIiCFKKEEqERAREQEREBERAREQSiIg1a52Kd3svl9BKaftRFS8HuzSlurpnyX1GqiMrCMqkbw3TfF/EOY0vzkEjkgtH17GxZLsbL5lx1UsfcKCUOBay4QuJzyGV9DqrSahmnvS0Y6BVkvB1DPq7+ISEjGXjKC9t9WyogL2kEZPJfPaetZwz21zSVLgylvEWgSO2Ac4DGT/AJTcfVd9bLe2gi7pnyqo4r4OpOJ6Xupv3czN4pQ3On0Pog6szanFv4h06rnqPjOhreKKux07HymkaNdQxwLNXVv08/PK5Sfg7jiooxQO4vJpQ3RjDg8t8i7GTt5lXfCnBNNwrTyNhldNNMAHyEYG3QBB01Veqe3W6trnxGRtLC6RzBjLgBnG/mqHg24wv4ao5NOgyQtdpB2aDkgfQHCtai2trKOppJHFrKmJ0TiBuA4Yz+a5eTgq60VNHR0HE3wsLIY4wW0Qc4aWgE51dUFdd5Q3txs07hhj6HDHHkTok/8ABd5O8OhznmFQzcDU9zsMFvvVwqK6pheZIq4AMljJ6Dnt6FVcvA3EMURpqfja4/Dcg10eXY99SDQtUQm404tc7cDuowemQOSrLG0N7Q73qGNAjH+yF29l4XpbBbxR0ut7nO1zTP3dK7zKqqvs9fPeKy50t9rKGasfqeIYxgY5DOcoOyiOqMNaCSRsAvnJdJc+065SReKK3UwpsjlqyMj7kq4/uG4hf4XcdXTQdiGtLTj/AEle2DhSg4et5paZr3uedUkshy6Q+ZQcRb6Z8vaDe9LSTG2nB2/xP9y72kpjHh5aR9FR3js8tlzu090kmrI559OsQzaGnAx5ei86Ps7tlJVQVLKu5F8Lw9rXVRLSQc77ckGpxYwScecIR4zmaY/7P9F9BpY3NYAGnPsuT4i4SpuI6mlqKipq6aWj1d1JTvDSMkHPL0XnHwNUPaGycW8ROb/D8Xjb7IPDiCpjvHahaqKleJXWyBxqCw5DHOdnSfXAH3XdxjSwDyCpeH+FLXw5G8UELg+Q5klkdqe8+pV4NkEoiICIoQZBZBYKQUGeVx3aLxLX8M2ukrKJmppqAyUnkBjquvytaso6eup3QVULJonjDmSNDgfoUFLLxPYp+GpK24VdE+lkpyZojM12sY+UDOST0HNcx2QPqIOFqmoqG91SCoLoNR/DjJ+iuZOy/hKSo782prTnOlkjw37ZwukitdFFb/2eymjbS6NBiA8JB5hB8i4W4WdxfLeLqbxW0bKqpeGtpnbPBJ+bz5rqOxyeQ8NS0kh3pK0s36ciuytdlttmp/h7bRx00WrVoZnGfqpt1lttoM37Oo46b4iTvJdGfE7z3Qcf2UEfDcRYP/3u/wDQrvVo2uyW6ytqG26lbTiplMsoaSdTj13K3kBERAREQEREBERAREQFKhSgLILFSEGYKnKwBU5QfMu2WdlUyxWQPIfU1feODTuG7NB/1iue4t4Zh4QvFiuFNX1dQ18+hwqZdZZy5emCvr1fZbXc6mGpraCComp/7KR7MuZ7FedysVsuzI2V1HHOIjqZrHyn0QcJ2rXEN4Lhi1Foq6iMOxz0gFx/ktag4/4Ws3BctHbK50dfHTu7lppnbyY23xhfTfhIHRiN8Mb2t5B7Q4D7rE26hcC00VMQehhb/RBU8EXSrvHCNBXVrxJUSsJe4DGcFX684IIaaJsUETIo28msbgD6L0QFClQgIiIJUIiCUUIglERAREQFKhEGQUg+Ie6xCIPmvZ01sfaNxk1uw704/wD1SvpgKrqOy22guFVX0lHHDU1mDPI3OZN87/Vb+UHzSPxf8oGpI6UY/wC6avpS0zabf+1v2r8HEK4s7s1Ab4y3yytxAREQERQgKVCICIiAiIgKVCICIiApUIglZRn943/KCxUZIORzQfPuydwNBdiDkftCTf7LftPG8lRx3duH7j8LSxUziKYvdodIB6k4Jxurqw8NW/hyKaK3tkayeUyvD36tysb7wlZOIww3OhjmewYbIMteB5ahvhBxXHVfTXXtG4ZpLZKyoqqRxdO+JwdoBcCASPIAn0yvpqobPwVYbDL3tuoWxSdXlxc4/UlX4CApUIglERAREQERQglQiICIiAiIgIiICIiAiIgIiIJUKVCCCMqNIWSIIwmkKU6oIxhMBSiCNI8kwPJSiCMKCwE7rJEEaQsS3KzRB56AeikMCzwiCA0BTpRSgxLAeix7seS9EQeYjA6LMAKUQEUqEBERAUKUQEREEooRBKIiAiIgIiICIiAiIgIiICIiAiIgIiIClQiDLKZWOUygkqEUIJRQiCVCIgIiICIiAiIgIiIClQiCVCIglFCIJREQEyiICKFKAihEEqERAREQEREBERAREQEREBERAREQEUKUBEUICIiCURQgIiIJUIiAiIgIiICIiAiIgIiICIiAiIgIiICKFKAiIghSoUoCIiAiIgIpRBCKVCCUREBERAREQEREBERAREQEREBERAREQSihEEooRBKIiAiKEEoiICKFKAihEEooRBKKFKAiIghERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBEUIJRFCCUREBQpRARQpQFCIgInVEEqERAREQEREBERAREQEREBERAREQEUKUBFCIP/9k=

Common Digital Caliper Errors
Parallax error occurs when reading displays from non-perpendicular angles. This introduces up to 0.05mm variation. Battery drift affects readings in temperature-controlled environments.
Contact pressure represents the most frequent error. Too much compresses mechanisms while too little fails proper contact. Zero-point drift accumulates during extended sessions. Labrilliante protocols mandate re-zeroing after every ten measurements.
Essential Diamond Proportion Calculation Formula Guide
Length-to-width ratio equals longest dimension divided by shortest dimension, expressed as decimal to two places. Table percentage equals table width divided by overall width multiplied by 100.
Diamond Shape | Optimal Length-to-Width Ratio | Acceptable Range | Lab-Grown CVD Tolerance | Manufacturing Precision (%) |
---|---|---|---|---|
Round Brilliant | 1.00 | 0.98 - 1.02 | ±0.01 | 99.2% |
Princess | 1.00 - 1.05 | 0.95 - 1.08 | ±0.02 | 97.8% |
Emerald | 1.30 - 1.50 | 1.25 - 1.55 | ±0.03 | 96.5% |
Oval | 1.35 - 1.45 | 1.30 - 1.50 | ±0.02 | 98.1% |
Marquise | 1.85 - 2.00 | 1.75 - 2.10 | ±0.04 | 95.3% |
Pear | 1.50 - 1.70 | 1.45 - 1.75 | ±0.03 | 96.9% |
Cushion | 1.00 - 1.10 | 0.95 - 1.15 | ±0.02 | 97.4% |
Radiant | 1.15 - 1.35 | 1.10 - 1.40 | ±0.03 | 96.1% |
Asscher | 1.00 - 1.05 | 0.98 - 1.08 | ±0.02 | 98.7% |
Heart | 0.95 - 1.05 | 0.90 - 1.10 | ±0.03 | 94.8% |

Length to Width Ratio Mathematics
The calculation L/W = Length ÷ Width produces values determining shape classification. Round brilliants target perfect 1.00, though manufacturing tolerances typically produce 0.98-1.02 ratios.
Princess cuts maintain optimal appearance with 1.00-1.05 ratios. Emerald cuts exhibit classic proportions between 1.30-1.50. Oval ratios spanning 1.30-1.50 create distinct personalities—narrower appears circular while broader creates elongated silhouettes.
Manufacturing data from our CVD processes shows achieving precise ratios requires controlling crystal seed orientation within 0.5 degrees during growth. Mathematical precision eliminates subjective assessment, though visual perception varies among observers.
Table and Depth Percentage Calculations
Table percentage divides table diameter by average girdle diameter, multiplied by 100. Round brilliants typically show 54-61% table percentages. Larger tables increase brilliance; smaller enhance fire dispersion.
Depth percentage represents height from table to culet divided by average girdle diameter. Our laboratory measures using automated optical systems, achieving 0.1% repeatability across operators.
Total depth combines crown height and pavilion depth, typically 58-64% for round brilliants. Table and depth percentages interact determining light performance—optimal combinations vary by shape.
Diamond Shape | Optimal Length-to-Width Ratio | Acceptable Range | Table Percentage Range | Depth Percentage Range | Lab-Grown Production Notes |
---|---|---|---|---|---|
Round Brilliant | 1.00 | 0.98 - 1.02 | 54% - 61% | 58% - 64% | CVD seed orientation critical within 0.5° |
Princess | 1.00 - 1.05 | 0.95 - 1.10 | 65% - 75% | 64% - 75% | Square growth requires uniform temperature |
Emerald | 1.30 - 1.50 | 1.25 - 1.60 | 61% - 69% | 58% - 68% | Step-cut faceting demands precision cutting |
Oval | 1.30 - 1.50 | 1.20 - 1.70 | 53% - 63% | 58% - 68% | Bow-tie control through depth optimization |
Marquise | 1.75 - 2.25 | 1.65 - 2.40 | 53% - 63% | 58% - 68% | Point protection critical during growth |
Pear | 1.45 - 1.75 | 1.35 - 1.85 | 53% - 63% | 58% - 68% | Asymmetric growth requires monitoring |
Cushion | 1.00 - 1.15 | 0.95 - 1.25 | 61% - 68% | 61% - 68% | Modified brilliant patterns vary by ratio |
Radiant | 1.00 - 1.30 | 0.95 - 1.40 | 61% - 69% | 61% - 67% | Corner trimming affects final proportions |
Asscher | 1.00 - 1.05 | 0.95 - 1.10 | 61% - 69% | 58% - 68% | Vintage proportions require precise angles |
Heart | 0.90 - 1.10 | 0.85 - 1.15 | 53% - 63% | 58% - 68% | Cleft definition challenges lab growth |
Crown Angle Measurement Methods
Crown angle measurement requires optical systems with 0.1-degree resolution. Standard crown angles for round brilliants range 32-36 degrees. Steeper angles increase fire; shallower enhance brilliance.
Advanced systems in our facility employ laser interferometry for verification—technology from aerospace manufacturing. Crown angle variations exceeding 0.5 degrees suggest manufacturing inconsistencies.
Temperature stability prevents thermal expansion affecting calculations. This matters during extended measurement sessions requiring specialized mounting fixtures.

Optimize Ratios for Every Diamond Shape
Round brilliants achieve optimal performance with precise 1.00 ratios. Acceptable ranges extend 0.98-1.02 accounting for manufacturing tolerances. Princess cuts balance precision with performance across 1.00-1.05 ratios.
Emerald cuts showcase step-cut faceting through 1.30-1.50 ratios providing classic elegance. Ratios approaching 1.30 appear square while 1.50 creates elongated rectangles complementing slender fingers.
Oval diamonds offer versatility through 1.30-1.50 variations. Production experience across thousands shows ratios between 1.35-1.45 exhibit highest consumer preference among our retail partners.
Marquise requires careful 1.75-2.25 optimization maintaining balance without appearing narrow or stubby. Pear shapes combine oval and marquise characteristics through 1.45-1.75 ratios, demanding precise symmetry.
Radiant cuts adapt rectangular brilliant cutting to 1.10-1.50 ratios. Cushion cuts embrace square and rectangular formats with 1.00-1.30 ratios. Heart shapes demand 0.90-1.10 control achieving symmetrical proportions.
Our manufacturing protocols include pre-planning ratio optimization during crystal selection, maximizing yield while achieving target proportions for B2B partners.
Professional Certification Standards and Quality Assurance
GIA certification includes proportion measurements to 0.01mm precision with table and depth percentages. IGI provides comprehensive analysis including crown angles essential for verification. GCAL offers optical measurement verification while AGS emphasizes cut quality through precise evaluation.
Variation between laboratories typically remains within 0.02mm for dimensional measurements. Different techniques can produce slight ratio variations. Our partnerships with IGI, GIA, and GCAL provide direct protocol insights applied to quality control.
Certification Laboratory | Measurement Precision | Key Parameters Included | Lab-Grown Diamond Specialization | Standard Turnaround Time | Rush Service Available |
---|---|---|---|---|---|
GIA (Gemological Institute of America) | ±0.01mm for dimensions, ±0.1% for ratios | Table %, Depth %, Crown/Pavilion angles, Girdle thickness | Full lab-grown identification and grading | 10-14 business days | 5-7 days (+50% fee) |
IGI (International Gemological Institute) | ±0.01mm for dimensions, ±0.08% for ratios | Comprehensive ratio analysis, Crown angles, Star/Lower girdle facets | Specialized lab-grown certification protocols | 7-10 business days | 3-5 days (+40% fee) |
GCAL (Gem Certification & Assurance Lab) | ±0.005mm optical measurement, ±0.05% for ratios | Optical symmetry verification, 3D proportion mapping, Light performance | Advanced lab-grown diamond analysis | 8-12 business days | 4-6 days (+45% fee) |
AGS (American Gem Society) | ±0.01mm for cut parameters, ±0.1% for ratios | Cut quality grade, Table/depth ratios, Angular measurements | Lab-grown diamond cut optimization focus | 12-16 business days | 6-8 days (+35% fee) |
Labrilliante In-House Lab | ±0.01mm verified against certified references | All major parameters with statistical uncertainty analysis | Exclusive lab-grown diamond expertise | 2-3 business days | Same day (no additional fee) |
Professional standards require calibrated instruments with documented traceability to national standards. Quality assurance demands multiple measurements with statistical analysis identifying uncertainties.
Laboratory conditions including temperature control, vibration isolation, and lighting significantly influence accuracy. The trade-off between precision and throughput requires balancing analysis against efficiency.
Our in-house laboratory includes verification against certified reference diamonds, maintaining accuracy equivalent to major certification labs while reducing turnaround times for time-sensitive orders.
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
Protect Your Diamond Investment Through Accurate Measurements
Precise ratios directly impact valuations—deviations from optimal reduce market values proportionally. Investment protection requires verification independent of seller representations using calibrated instruments.
DIY capabilities using quality calipers provide basic verification. Professional services offer additional accuracy and documentation. The relationship between precision and financial protection becomes critical for larger stones where variations significantly impact values.
Experience with insurance documentation across our retail network shows precise measurement records expedite claims processing and support accurate replacement valuations. Budget approaches include basic calipers for fundamental verification, while comprehensive analysis requires professional equipment.
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Labrilliante provides detailed factory measurements with every shipment, including comprehensive proportion analysis on calibrated equipment. This eliminates measurement uncertainty for wholesale partners while reducing quality control costs.
Consumer verification enables independent confirmation before purchase. Educational resources help develop skills necessary for investment protection through accurate assessment.
Master precise ratio calculations to protect purchases and maximize value returns through verified proportions
Accurate diamond measurements separate smart investors from costly mistakes. Professional techniques deliver confidence in major purchases while building expertise that compounds over time.
Partner with Labrilliante for certified lab-grown diamonds with complete proportion documentation
Contact our team today for wholesale pricing on precisely measured diamonds. Every stone includes detailed ratio analysis and certification—eliminating guesswork from your investment decisions.
Frequently Asked Questions
You'll need calibrated digital calipers with 0.01mm precision and fine-tip jaws designed for gemstones. Standard engineering calipers can scratch diamond surfaces, while vernier calipers lack the digital convenience needed for precise measurements.
Measurement variations as small as 0.02mm can significantly impact pricing, especially on larger stones. Perfect ratios can boost market value by 15-20% across all shapes, while deviations from optimal ratios reduce valuations proportionally.
Laboratory variations typically remain within 0.02mm for dimensional measurements due to different measurement techniques and equipment calibration. Temperature control, lighting conditions, and instrument precision all contribute to these slight variations between labs.
Crown angles between 32-36 degrees work with table percentages (54-61%) and depth percentages (58-64%) to optimize light performance. Steeper crown angles increase fire while shallower angles enhance brilliance, requiring balanced proportions for optimal visual appeal.
Automated optical systems provide instant comprehensive analysis with sub-millimeter accuracy but cost significantly more. Manual calipers offer immediate verification during negotiations and develop deeper understanding of diamond quality, making them practical for most purchase situations.
Temperature control prevents thermal expansion that can affect measurements, especially important for lab-grown diamonds fresh from CVD or HPHT chambers. Professional protocols require temperature-controlled environments and re-zeroing calipers after every ten measurements to maintain accuracy.
Consider professional services for high-value stones above $20,000 where precision errors could cost thousands, or when you need certified documentation for insurance purposes. DIY measurement works well for initial verification and building assessment skills on lower-value purchases.
Prevent parallax errors by reading displays from perpendicular angles, avoid excessive contact pressure that shifts stone position, and maintain consistent zero-point calibration. Take three separate readings for each dimension and ensure proper lighting eliminates shadows that obscure girdle boundaries.