<snapdata remixID="13229911"><project name="Curve Stiching" app="Snap! 9.0, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="Curve Stiching"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Stitch curve Axis length: %&apos;length&apos; Origin (X,Y): %&apos;X=0&apos; %&apos;Y=0&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="clear"></block><custom-block s="Draw axis Length: %n Origin (X,Y) %n %n Angle: %n"><block var="length"/><block var="X=0"/><block var="Y=0"/><l>0</l></custom-block><block s="doSetVar"><l>int</l><l>5</l></block><block s="doRepeat"><block s="reportQuotient"><block var="length"/><l>5</l></block><script><block s="up"></block><block s="gotoXY"><block s="reportVariadicSum"><list><block var="int"/><block var="X=0"/></list></block><block var="Y=0"/></block><block s="down"></block><block s="gotoXY"><block var="X=0"/><block s="reportVariadicSum"><list><block var="Y=0"/><block s="reportDifference"><block var="length"/><block var="int"/></block></list></block></block><block s="doSetVar"><l>int</l><block s="reportVariadicSum"><list><block var="int"/><l>5</l></list></block></block></script></block></script></block-definition><block-definition s="Draw axis Length: %&apos;axis length&apos; Origin (X,Y) %&apos;X=0 axis&apos; %&apos;Y=0 axis&apos; Angle: %&apos;angle&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="up"></block><block s="gotoXY"><block var="X=0 axis"/><block var="Y=0 axis"/></block><block s="down"></block><block s="setHeading"><l>90</l></block><block s="turnLeft"><block var="angle"/></block><block s="forward"><block var="axis length"/></block><block s="gotoXY"><block var="X=0 axis"/><block var="Y=0 axis"/></block><block s="turnLeft"><l>90</l></block><block s="forward"><block var="axis length"/></block></script></block-definition><block-definition s="Stitch Curve; Axis length: %&apos;length&apos; Origin (X,Y): %&apos;X=0&apos; %&apos;Y=0&apos; Angle: %&apos;Angle&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><custom-block s="Draw axis Length: %n Origin (X,Y) %n %n Angle: %n"><block var="length"/><block var="X=0"/><block var="Y=0"/><block var="Angle"/></custom-block><block s="doSetVar"><l>int</l><l>5</l></block><block s="up"></block><block s="doRepeat"><block s="reportQuotient"><block var="length"/><l>5</l></block><script><block s="gotoXY"><block var="X=0"/><block var="Y=0"/></block><block s="setHeading"><l>90</l></block><block s="turnLeft"><block var="Angle"/></block><block s="forward"><block var="int"/></block><block s="doSetVar"><l>X</l><block s="xPosition"></block></block><block s="doSetVar"><l>Y</l><block s="yPosition"></block></block><block s="gotoXY"><block var="X=0"/><block var="Y=0"/></block><block s="turnLeft"><l>90</l></block><block s="forward"><block s="reportDifference"><block var="length"/><block var="int"/></block></block><block s="down"></block><block s="gotoXY"><block var="X"/><block var="Y"/></block><block s="doSetVar"><l>int</l><block s="reportVariadicSum"><list><block var="int"/><l>5</l></list></block></block></script></block></script></block-definition><block-definition s="Stitch &quot;plus&quot;; Axis length: %&apos;axis&apos; Origin (X,Y): %&apos;X=0&apos; %&apos;Y=0&apos; Angle: %&apos;Angle&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doSetVar"><l>int 2</l><l>0</l></block><block s="doRepeat"><l>4</l><script><custom-block s="Stitch Curve; Axis length: %n Origin (X,Y): %n %n Angle: %n"><block var="axis"/><block var="X=0"/><block var="Y=0"/><block s="reportVariadicSum"><list><block var="Angle"/><block var="int 2"/></list></block></custom-block><block s="doSetVar"><l>int 2</l><block s="reportVariadicSum"><list><block var="int 2"/><l>90</l></list></block></block></script></block></script></block-definition><block-definition s="Stitch circle; Radius: %&apos;Radius&apos; Origin (X,Y): %&apos;X Center&apos; %&apos;Y Center&apos; Angle of box: %&apos;Side angle&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="up"></block><block s="gotoXY"><block var="X Center"/><block var="Y Center"/></block><block s="setHeading"><l>90</l></block><block s="turn"><block var="Side angle"/></block><block s="forward"><block var="Radius"/></block><block s="turnLeft"><l>90</l></block><block s="forward"><block var="Radius"/></block><block s="doSetVar"><l>X</l><block s="xPosition"></block></block><block s="doSetVar"><l>Y</l><block s="yPosition"></block></block><custom-block s="Stitch Curve; Axis length: %n Origin (X,Y): %n %n Angle: %n"><block var="Radius"/><block var="X"/><block var="Y"/><block s="reportDifference"><l>180</l><block var="Side angle"/></block></custom-block><block s="gotoXY"><block var="X"/><block var="Y"/></block><block s="setHeading"><l>270</l></block><block s="turn"><block var="Side angle"/></block><block s="forward"><block var="Radius"/></block><block s="doSetVar"><l>X</l><block s="xPosition"></block></block><block s="doSetVar"><l>Y</l><block s="yPosition"></block></block><custom-block s="Stitch Curve; Axis length: %n Origin (X,Y): %n %n Angle: %n"><block var="Radius"/><block var="X"/><block var="Y"/><block s="reportDifference"><l>270</l><block var="Side angle"/></block></custom-block><block s="gotoXY"><block var="X"/><block var="Y"/></block><block s="setHeading"><l>180</l></block><block s="turn"><block var="Side angle"/></block><block s="forward"><block var="Radius"/></block><block s="doSetVar"><l>X</l><block s="xPosition"></block></block><block s="doSetVar"><l>Y</l><block s="yPosition"></block></block><custom-block s="Stitch Curve; Axis length: %n Origin (X,Y): %n %n Angle: %n"><block var="Radius"/><block var="X"/><block var="Y"/><block s="reportDifference"><l>360</l><block var="Side angle"/></block></custom-block><block s="gotoXY"><block var="X"/><block var="Y"/></block><block s="setHeading"><l>90</l></block><block s="turn"><block var="Side angle"/></block><block s="forward"><block var="Radius"/></block><block s="doSetVar"><l>X</l><block s="xPosition"></block></block><block s="doSetVar"><l>Y</l><block s="yPosition"></block></block><custom-block s="Stitch Curve; Axis length: %n Origin (X,Y): %n %n Angle: %n"><block var="Radius"/><block var="X"/><block var="Y"/><block s="reportDifference"><l>90</l><block var="Side angle"/></block></custom-block></script><scripts><comment x="236" y="156.19999999999993" w="205" collapsed="false">This took me way too long to make work. Yes, it probably could have been made into a loop, but this was significantly easier to wrap my head around because I could take it one step at a time</comment></scripts></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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bOcpTscICE+Dx/ivb0niGq/EuM8CpcXFAoI+ZO1qnq2WdDL0dvdAC8prKzDl/QgrwVNou5J3CP9Oj4u8aS87Oz9qE++SDO7Yym/iY99rii8bEx06bi1wzCWl18OFigksclf+gFaQWtRwHLbrqEMSXRFXi2lNbDMoGqmQWpGFx7mVhLMbh3UVO98ueTnbgJ79vTaotclix7ACRpN26kku2QrKGIHvafo0bOVLN+FWYq0aF10L9hO1vAgR4ZGSlrtRH0rBp4rOGxPChS5GlggSJv1OHPNdaqPf4fPeFV5Wi7kZwuxvJXKlOwSULYTj091VGBcqBgrRXaZTv2OuQ+pjfDU9usD7mylI8QWopaQsNmCC28x24Cr41aGLNVaN29nKPG92WwekzlbZc1gW8D23nBRG3hhX9CHJ/bFUpjfJ7zmu5DkgcRdhb4W0GhNMbneVN0qk+xjzOxjg1UMWujAmAdMSNFwhiiTvn8k03k7MNqdNS0XcGZxu4r5PpbqE3cBdqBFP1wfn/EmZKVafQOx+tjZscgPTqdFQLo01U9cQz5jxGl0Epzfwe1UZLjQCvDc5DtQHtGr29C+geChECF+r0k//FMoGpmYUuXFH+Ex0rOJikZAhWiffASAlUkXNA6aEIvKR6MchjoLmsaNcqBvQSpjIJTK0HPrSEwkcPKhctAzPDjY5C3avHnNXnsOEUetvndaPLohlq4q+kpMBC2n00xK7Cj0yBcr+zgcpBEkn8ZYKvym0iBa39xnKueB6wvjFKLY3BRmb1/ZjWnHagstaoMKYVzBP5kUx9FZRRXlvK8KPtqNp2K7mXJ2POZYmQ9A9+gcDVZU6JpkY2VbNL+MKlZMFF39cLQaKTplYRyixfuikrbHUTpp9ZGcZjo0cW1Kxme14LHPHzWvrOE+Dxnolop3Ai1G+yI0kYDwKuBr/qHEI7B8QSeE/HcISd0+ktjZju66vIIMP8YtHmVHtKzk5WMw9JR0wdFQgS/BFmK961wMgD8b1HX+T97wlk7QFIQ968wZiL8Bq8G6uciPBDxW25AtRaRwdKqIhOomlOUCiNEvRQxkQwxjfAQqKTV0GKtLn4e2Jec7E6yxSNL9LNeU0jIATH4rj5q1AIKPTIC1GT+3vHIIJDKWvzlubg/CXqYoiW1MCsH96CgO2SjvetCcJTLQC3r/QDkKUUfryMmTuXhBiraO5JL3eG/laMrz2f/6Hv0WtCQLmdEZSkLbSRElIKoTP1zhC8yghzN66J+sQ/Xe+FaCfd+nKtwh0gA4q+9ZyTC1KJyulT2YTTCcQq+ezmJpuCrGm4gj4EgYxnic0FXaYzPc6bo5eIDF2FBSumxSxdpjM/zJukgtfisLDVhDxwDHPw25em8IZajNwoAbgq+qxSuZvwe1ZsRPolsBa+T4zuFrEFHzbAxDWvkPxFnp7RAfT/puUeVPv3eLkjWdQgnm+sLSY6XEztNCn83etqkNYGwjShp9Wn7g3sN5CTJHzpCq4uNRPNCJEWZDlTyhbQa2igp2Ly+ss3zaHVJr+vRkOnmIlb6TdyB+nMQ9zWqVjKeKvkVXbS6ZDT441RFW7RudDUyDeZtQYfajaKgF9aAtTdsbZKHG2xEUoX3a9EexKSrsPJwA3zsnjTToafWwNzwR7BdErGWyWybG3bIvGz8pV9BddNy9PjSkNnE7GiPqfCa4MIWLotf+SR/CzcO8FeJreSyk8I2R5axqHme5eZ31JWlTIOggmZz6nUivIznLRUuSQj9Uko5yov/DXwbSsVzJ+nviW8GP3Fw3U6FYWyTeVP0FPWBaPWEQjuBFiL0a9dZquZP0F28CwpcJ4vF5xTHF3SVEJ/nT9ZJGyIIb/AAvGbwrYoFCNSYzpIHcjWqm+FcNcou4C+RHruPC8A6supynPtTJJQ/PpKO7Ib6W9hx9wF8NN1UsB7Aa2/pufvjMXhPex/cHjindL0xVsyycrTqgeBMcGGLKMv5FSp/QzQEquB5aTKDyaxtZNtHM4GqmcQsrS6ZhurOiHjEbHq9jfS8hcolOOmH13KQF78JvqtGjbDH+yj6UF1smhBWC9jBI1ayy3HwM4+ebyQreywb9nXIA9E1tyTSwu+q6OkNj9njOXCVIAOBibXoQU1PxX8FYbDy+LuR4EJp2jttJEovC74KHUW4vagsKH1l1ka+Ay/1pSClVk0Jes8/C/rPyqbRiN0ZKAOLBnF3mA+GLdeU+TaC70S90qwtvc2YZ5Hn4GrVwOqvVtjVCRe36ywhPs+ZpJcnhD+pMF59IGrdUpDDgDl1FCeEBzz0bl8oIT7Pm6jve2GPhEN32kAMHDZoANYR02I/X+v54mehwfi5fbBMS9aXyEl7WZ8NHTnzYMQ/EvpwXt9G5Fbp0TGMbgQARmyEyFyQpiLSR47r8HF47Onph4YesOpriPV32QrUer1tjaXKQU1AuCFQIXGg8pblSK8QfKEj6O2SPywTqDbyIBWum6W9CkjJBwjvofIzVM1zd1PgDLwOlDbD7tYlNh+sWzbNfBvAN88MEZAyQfspcmpMnNJ+Hlq5AL4BlAfkwpFmxiDIg+A/VMSEOS6qgUFpApax+29LwPAUYlnF1ope6nCWfUgN/rSG05ELF4Pc02jg0CQTTot1mFrX5ZJFR19PmTj2QtkKYXlRGds0g9Pa7A/xhb7c5JTfi2A3YUXmejSuD++KkCwqZ9/xfRiiQkkj+E7UlEjc843GimapZyhio3N0kiQl7Q62akxgOh+snkcQNsPztjpuLegsIT4bAEdfqRtELT4zNaH0adtFQnyeM0kPdQSG9GtBuEPZyiQrVWlr5egNAYQ3WABuCr5B4Wrk9C4R+D6MsBPGqFN5lKnDhrLvaVdH/pO/M6KVHN/hUR1ddR4q1yBuUTBDV30H80U9odObOmr6jYhlrNIP3HzwZ0bSk9bwNzGFSdKz0/FxJvz+i5AIoyIhEzYDh1ViHbeiXE6WdCTpy3CyF6pbgVseGTdkAlUzCGP6Wa+bSIiBnJWaiyS/YgutLn4XjWwYWlfsq1+UDKFeLVCFsrNdUoI8oXgrWRdFWuI3OfSElTAxnbleHY2Y35gmU5XWwIMN27gpbJtEXgW2SaCnfU0sJWkrN2Qp8pzCdg75Uw3+hlWPuUGm0JVCb03YDSh4j17tkDcbQLiylFT8njGJZnxpyHor6pLcmZ0VesMTULogHNWtDNNKz6yNeAcqS1mCBtZzNsKUqI/7GgSS1TyJTRlKIIBx9pwm4GuZ79yJateJEQJ3iowb/onj0QefZ+g5R3N1yvO7dNb76NxJel5E8LsGYRHmsiS8k0xyy64Hy5tzJumNziqKQj9xzPcpzhQ4y7gIXpnUvlBCfJ43Sc1g5DBjR6/vILxBArCOnJZC4sw3gO+zVe2oF2MevyE9O12qo6p6WfkONSPzwA79rfTsGFsJjqyyAHdd6M+KDXTr4yTrB1q2rM9Pa0ltVv+YuOJropLyHZAaTO3Pq8mZPgRxLcyuTXp0/Or/BOElxXUoFfi6O5Ecu0gnINIlzAznV2QC1UYcpMI1Vt1rCchmcVVYpwR+gHAAnnlkk6Lel6QU3bTN440iGznw+4jNd5PC0mgm/bC6eMayAUgvVmSAwKeCvJWFv2w5LE6Dr5WcV4LMAT1Z0PNrwBjTLj37201gcTTHu8jkKwG7rsPKQyYr7Cfo9TVw26r3W6WY9UIpKfuipRWzkmbcoPCGlRDVs0yErS0YF5VhY1KZtZHuQOV5nKYJhgGfizBGNJjQ1ER3bTc4x8NKqIKsEXw/maDt6gTT3H+joFAujdSsrIXRRzwHR1r6H3vPb3fuavwE+HCSFllP2EGBGTjYPLokGWjZ8oKJ2jK6U+3vwYiF9t53kGBw+/lUz23LECe02CRJ79YHyVcbCghvcAC8mp+v4xJ80oKPlZDvk+N3N09KI1qdEytaedMQ/Qpx1gtOxDr2bBnUqU7o9JCOfWdTVmbbCIfdcU1HZHdUH8UlHkH9sahZsEk/6dHR9HfR0dPvMNY0Is/jvclVHoaaYlHCU3ijmbWle8KSBHkZ799Aghj+MpwJgMgUaT0kE6g20iAVrpFFvU5DZBiin4OMQXQfVGqQ1A1o4mFUt/km+NrfpXWcDSDNlShf0etqYWwe7jZFjzGmcx1MS/98lqJ/E+QsKz/X4C07ttcwYQ4jaBl56yDTKK/F2/VXm4u7Q9CDrS8cNNCRgTYbLPjPQI5NC3Y0Sv417Qk3BeGksK2LRRF2wXEPnksVsrJasPVhd4b+X2ZthDtQ2YcqFbYX+FhggolsJJPsnXDcJS4wmmPwfVVTDX6+atmqZ2VU6bnBCfe1K5QQn+dO1nMiBvM9qtwtYvGZElESatrjNmMO/dsXykML39FNa74mjs/KdBy7q+dRB4+ocKxZZHrot3Nh0Edn7kS9Q6FHwvG8jTIhHKYel0jgdzrQ4v/6tzYoAF4dfPVcvJaYggpIHapWDnsLp78I9HThAjl+98k66r1tUGM267mIex+veyI8T0KfJWXPkzPQMA/5Bfh9rT/McR0HiojXMdNLjCKPhsFz09TtjOqcaKxoB8TdRs1Xd5GX9xia+DW41UG4PntbspKmrrVLZC9n/bdLUc0ikbe1bP1QJlCtf9+FtfKJtLpXVbAWRD7GSrReT0dTe5OTfRdJPSbltWnmm23zlLm4Pyp6UDZ6wgr4LAeKBbklkuEzofp5tejJ8fUZr1y4P1R4YHwt+msjRDV57E6QiwSm1KBmF9eoBZ0Hv/fIdXFGrP3qwEQ67PUuBbnSoyeJ3SzirjOwBto1lKObgrAPY3q8QZLzIgvOO8SRpcr47uX0XCubmHmR9WoHXjyPX6Ycb4iEMrP1Y/uL8LhPsUwcfVWp6z6I3KbgK/GIUokasdWuT2WCh7ec8IuInJqvQt/2nWXy7Mm6jdNA4jtX4H2NxTiex/FsxIZu5Yw3AWplZlX2dY5b2x5AiM9zp2gcn+GjcJ0LndUzR4QdVLnN53BXVj2PRRWbXzu3foLwBgPA3/Tz1dEzbMbxd6iU4HOnwspLcFyOyDJUtkL9J6isxLEnqsOo08vk1D0+12dmHE9KrwXZP2TEonb39Ec5fve39B8zDqfe90fFJM8s4G0FTI61R2VLEqlSOW6P8Tpm+nHBVg5/lfTYo0xHvz+mEYS73AiSzoRT/JKEvEEqDlQoWYiOl/xhmUC1XoWYtfNh9IuSX5LUN4L3L1hftb8ppeFYRsr3rU+pbr7t8FB2BveooEVWdbNyWi16IrDcPslm0KYesXJfKwNB0Gtr4b4YLN1gRfcALRXcBaCHG0HLEgAjUVk5WtBLFXcF6CHGkq6H13KhVJDblKA4dLSgF9dgs+qNoH4RiAUzo/XfXAe3xO+3qhyd7gFnh3K08AGe7VV4RhQjinmFVt0HBbOGzNqIdqCylEki7K2ePBFmR9nvv00NTaHQstbu5eQ1BV/r+c6brJcpmKJVieYyVWpDNnx5pJWwDGErlE+ix1ea+pUow1bAZXt0kc/nT9LjI+Lqtarsn86IRwv8saBQ3po7QQ+PIqupwO0j8Q2pkQAnR5m0laq3FKW0XRcZP2+SHucJAh1XtS+UsnmTdMz6CsIbBACvlvmmfEcSXGp3OyQpkRM7zdLR029DOSMaM7pYjuswUkdNPz+6Z+qPMB/HJ6R0rzhrJYVnKcbiQ6zntReiF6IcGkaF0GRkmG4Egbl4A2HdCpWB0qPjEB01rTfq7sLJ/dT7wSSka1T1uxXR94NrjMMUjnYJ83Fd+5v4QnY8oiRG298e1WeAU3E2lpJsJS2fyASqjShI2aFoda9JiNsbVRt9m43qv3GyJd4X1iVVt9guBt9Vo0byD4FfqPXV0IE265sNv3DBUEGGWWk5G/Z3cTZspblNBJlciz+/YevSZedBMW7rNbXw54bH8kIWYiVpLCtf7NCrV8KUbNjPBQ3p8B43pMeTLAsxMtfRip5SBzaLnM64V4HwuFLqBAIIo9yrcJwXEg62UXiye3kg4mTWRrID4/pwkAgv2cy5zf8K/EWCvCod/RrAN1lPx0Q2lwoI3KCTAAAgAElEQVR0Tgoluxwos+ZN1tsi20IbVbqkoIs8PXuCni9C/4QRqZRPBPZSZYd0hr0Uz8gaz225jr2ccKEqh6pdc0KS+AbSZtsNhLdSGFhQKEPmTdbeqtwVXYf3Jz2DVeiaEG71yvs2q+wcfaLy9S4IvqDz+lOOXu8BWEdW1SGSHUaNNPU6Ip0i8MwFzUbkK9AcPF9H/YB3EMmK+1u6IprNfQ4khWM/jDCgMhbRxaDtEdkTlTaI1uOZD7yNpD5H3C7BTlB5M9Jy/gBSWyGJ/VDNsXGLMMakpmmgdiF8iOoniLMRo2WgD0WSgyVpA4ckXW40Ef00CHMvyHEI1ocwssKT0qoiE6g2kiAVwHdR8UEkeAnP+6ZbG3mlmrJPcVR96VhXv0bwfVKRlXX4M3LhqDCrDm1sjM4y2Boba0uvNMg+EpekZVBtzJY2MtWWObi7Bd1TCGIYW9vo0sq4amOiHEbRtx7aYpCRtfiLG14znWUbIbCtIM95/C118F4edFPkSUGvqIG/m/tSjhmUxNmz1RKlKQgnPbckElwryoeq7IrSsWhw0AjOrI1gBypLeVdhD4uvTslJKaMjEQzjzNR3Lydn7kStM1a0jRp55fUwYiTkRvO6xpT+CjVqAl9LiM+hVdFBYzOP55xVioT9jNDlhbFOA1nQxkgtK26jQj3KfJS37SbVCbtEkpVGKjSrww88bOVgP6/kiMXneJZ4EzV5QgnX4yciNgLKspTnIecoMSwwo4idOhumrPu1XgPwauDraIv3Q1Gtkp67X6CjZvQD/Qvqb4LEAkRLEdnWfFDR1Pao2weHj+wG7STngDGYDRNF8NZTsKkLI3f6BOJSocsQbvRlRVTys56yAbwZDE4hpQtJSGdUZiOpAXjZG5E7o3Lf76RHpzt0VNX9QaBDUmbAcDs+0QuRb4LwLVGv2krfH4Lf1QKztH48E6jW/XdgrXyCMGYksgde38FhN2yjSek1Sa+62TbDw6iR9WwVfUCQ/wGZW4vvuyrLDFaBVgL+DJgh6G018EoaRM9Oa0C/lYu7BfRY0CdATjSJyVqTSo3tCC3jvSsqUT8hyC/EvIfxV9fApzm4wYLuouj5ZmMYJgFiYwYrA+Ym0N5fw6f2OukM2UaoTL/8QA0ylv6epiNKTUHYw0Ib5xSCUcP4buU2SpVZG/oOjD+fE7zJ+cZtEmvHTRLogfJV0SC2aAq+ztPWO4Z6T1X7LnLBvMnaTz1/iXot5pK0wIRcxLGtCFPUB59gY1F7sZtKIceb4lXc/7CYq2KRO/w/EiEztsZe3AteEZk+1HnLiE3oFaaoslAcnb1ntnMMUM/eItxpJfCCQrlj3iS9H2WPZIreiSyMCNZrfQHh9RaAVwNf7632/zD45/FMwsklICaK8Q7KXkEYw7Ecr5vH2bL4cL7Uf23mCjj3IV6ngX4Yz/8a8y5VR9KlSNiURWJrRFvi1QLT7ojsDLoDSMvgVoNaZm1jm+lAKsuDxKVqfmC42tiHsGMUdPdFU/fi5Fd4d0jQAe5yo32WhnJ0CFTmKJPuBWcC1YYepWLhjRNISZNAJZNQ32P51ynNb/dkY9k5Fy5QZGCk/FMTVVF+35Dl5uFuMhayR0vq4R3r1xpApi+2uVnoqStikAsrDzdM0RPUKjfouXVxedDW1jm4+wQ9XoP+sxbXxeXnsLLhL84U4mChor+rIwjXNDCwz3To6T6oaLlLQK2MuMTcl2oDSSteTXvClX352qRcwzcN5kRqSNYj3EaFou5loVSYWRvwDlSWhhsy8961f/ODmMwawNcr5gz3MMrzSABpm9W1Pu871uZTaBvpNS9X2Dy+DPGGnGriGspn4vjQC9OsiiLCIi/Bc7ouIaRSdTgSbB0+h904Krvj2BmPtRRbYmVpJcuCs4nLhNZIzKX4JHxmqFFPpXNxfFbPvUGtEA6xDHynwlA1XWdrvQRgHVllqlQt0gpXdZGaT27E7LTy8ZeoCW246YivBWdEKhPl3jwMh4e+m3sKSb2Mq58gv95r6Q/ZWR0+PEHuXp1BO6OchFhfWPLw/itEN0Gxkvjn0Zxvd4Sxofen0h2H3RjsGIuFSy2F/U2O0JxwFB/mNfMQ2QZNFEnrxzKB6oecpPXgb7W6VxyoRD5Fw5d+0+UrkquBbx6019jLd7TiJ4JcaLrKCgsFluegp5gusx1OC+jiY0lJu1m0G8wKwQ9MBctBudshc2rwl+QGiUq51crD4Odr+Fceq8VfnRu0mm3sQy9zMMrjrrPerqDDo/GkIwV5vCYuZYeVY2pDyB+Cvi/yvw5/j5WHkshTIFNq8Y02cE1dlFYDYWW+AbCVvIvK2Wk9ODWZj/A9d6CylL8qWK82y9czUrI4URrAd4J+jQsazaYXbiVoKzkvVuFLBzs5YbqaW5awP7A0AG9ckp4tErgFL1PHhHYHyw+Kz8OHa+LAtnRW4wN5TooUuiyrzlNLsKxV6EJJ/HOvdHcw1kNeNELVXa2cDjsaaVCgtl2hyRWvm7XeAfBq4CvcCL4fnhIcvSIquwGdqbFYT8LFvVj3GuZ+lJP9qByzW+PIxY+1nTr6nc74HBOiPxIXZortDmoJ4pOQmBWpC1ngtLLL/WT5AlLOSuO1dO5vytExCIe+hmyDsFjyKzKB6sc6WT/B6+qikr+S0PPB7qRTI1F3YlPwFdhNQ3ktOBoNrjVXpHi1zEGMmJcf+ZzuCHKf4I3pbB6+96ZLzuYnvEUe7hpFrUfsI77Bb5raCprkJMhDHrZ26M01YFrPYWXDAY6Qmbe11zdgtuxgc2hVF5Ozch36N48YH6Er6D9sJhj0z7WEHna4H8hFrF9dLfjXBTnDzBmMhNOkJ7xSQgU8ZB8m0u893HdEecaq8Ce4BNf6W1Sexzaa4GPzsPSeN0XMWpXPi8ppNbcJ+EZn+kYV+qlS4iTog3dPweeR9Onu3tQB416sCRE9VJ/Po7vtJj96fJ7zqhrFKsTnNFM7KyJ/LVEh6QSTK37AyuLRjeL90ecqULXpgHUHwusVAK8GvuoHIWoD3nMiOb0DQY3A5BFxqExH9DY5vpOpX62zpaPe74pkXYimTkWy7H7QnG5MnNyyYquKzDRTOnAnBBA+sL+SsEBlnY5QJveo3if5GavCdXYSf8Ab62fF25DA5n3tpupNM+VYuqxet9tlRCg7C+6voGdGTM08hw6rAbMl9Dk2eoEMtWy4Bn9dXpi3dRdZtirwVQq9rD7tftQCdvTI3bHSkMwX9ChFB9bB7TlwnSCm3Ha1lZzj2WGZ6vDX2tiFlbEVGWsZtgQBDu1XA4/ZIecGOzgxf+AC0L/VwgXp3++iMUP6NRPxyINDPO5MQc+OZjsXKNrHBELi5zZhR/dhadR3sz6hESlCryaVoODI+1jwA7Y486frYAcqS3lLYfe05aB9goVF5WzXFHy9Z5ATjknFc7cHOglCGlZaNuCd7j23te8S1AnX2Zo3SbuK40Kf4lRj8yiBrLupCJ+r8YAcM1EjKHLCugLh9QaAdeS0mkjcIjcuO6e+hqBcZWLdpmdrbLhIstYMDtwfpEfHmevsrK7hjdVi7aiZ10Ys64vizNYbWXQawpaItMGrCfEncFJH5/5WvtkqPaJkgdsOuUBaDcsEqvXppH6Lz6KLi98CNc5ArsHOZ9W12q7TyMaeb5pRbJnvkMBTIPSeXon/1asbZnvzguyeGSnIYo9/V2KRjfejkvE0kHNN1a0uzBSHUvFeDjGCiWmfG6/h1NqYJBNWbpzxnmRELoeeuxKCXVseNsoRiIOfxxk5OYLe4+ELU89S9C916ew5LXFpnsUF5skaTQ48nA2P1ONusimCWtReP8wsrwmEQ3tPw8jIB0WD2P1bbGXmKevJDrzUl9Ko1XFflBl+KrBDA/jOeVVrJEFuKDtb75YAuLNF+Zk46r2GUbSRWVn8YYf9Zb2Lz/Mmc21UcbzIplBMOERgWsiQhTbB0QkS4qhrd6BN2Px0a70AYH36/aW4hBkWKJKagTrTw20fRnZEatDUw9JjD+uZrfdLR0432UsLVBa8UnitQtwmOF0Y+WRaAP6KwptsPKoBhJOofiCth2UC1Xp/dld9QP28dyk+ZSXjT42w99ni1cE3B3pY2Tk9UxvsAlvAVR4ZEP+NVUl0qARClPxJ0TsbANCCQS7Bjq0wlqYMjGjzA94sFzeQQLLShwTZz2bMFb3NYcIGgbjVStHHQMwvuLVDr6uBF9MMaSvNWY/aZt7Pr4Ug4ZfuTw8WSHhkoaCnKmJCIZsAu6ZtDY0RbUIgptp1cAI9WeFnijsu4mZc3liObsiE40Bt/7u6+6DGsvsGdIab30d9oZTdRJhhvd5grQpfFJXTcvarutQl2CqUpBWTKzUtBXM12kaEmlSSh9t3DZyG9X59OFFLEnEJ2rwAUlF2XCWOTRKOhSkfx+eIOW3H/pOsdQ7Aq4Ov/yyya8uLGXSSQvQO6bH7VT/JTqzlN9HRM3qgei/KdoFYDyby8RqqJuCxCoTjvpmVQ66WlhUN/cG1/GkyL7c2d0AXlexGQmcYI9QC1RfL6tl256caRo3s7t8qN91AezSUa9Naz73TTOc38uAwj9wusJ+Gud2QgT5lv1fkbpAJtTHR6mgjbAnsE5NIZEgt/kqbrYwBkb7mnhQHTC2vBVPFCisPzvLInRL4EuE97rDPkwvHx+VnGZnA/zGJucrIGbEGtS09a1WZmUsUucFK2Om//XU0w/cHExCxLFvR4QpjHDK1CQh/IRKUkoJchygHFg3m9bV5DjKvtfZ3oLI0lGR3S79yVdEgft4AvunM9zNjuof4HM/w3lHQWTbI+Dx/svbwsZDMdmHYFJLO8ZpPGRfipwPhdQrAjeBrtn7e2zZYUGkRiVsMQ766VI7bL7BCN+Slo6ZfHAl5mJdqThhHsjK0emNBr+DAm5IkgsJRXLSTxIGSPyQTqNbzE65LiuNApVA160v27fpc07LzLd4MPGCuwHYeeU5Q85LOSaCnpmdts3Nw5t27YzQmd4FAV0XMntDmaLPSUpB2zRjA7mbGCUZ6MjekCOx+Kch9Hv+Y4Mx05BJFb3EwLxL2MOm/fwv6Vw+dBRvX42WJnCAUPVzibDgIfOTASYLYDZ9Vap4V9PYaeDUPzozVs/TydIl8k+jC7S/IZeEmMgbyMbEKkZzj0JMbhD9WK0f3Za6oyWgGVtaiI8oznsHr82U9rpSHBXoHcqsy7Zvg633wn/vae1qIY1jtSi7tcJhs8PF59kS9OGrH3GotmSAoQrDczHPCip06B0ezH3WtMwDWUdM+Bbdt8NQ1MrstY6n51MnSc4/G2cUf9eh/whfXUVUVIKcFJUIX/IVtXGMhXW82ZmC7eG5ZF0nrioxn8E94Xr7rW2l1ycOgIVBVzfxSm4JvLlwOcolHT6yHt3NMFQh5XGDrtF3bP6P53XcigpMRoF60DDcNhh0l1nF2Dnnfo79W+Exshh2xcvPv69J2gbmxk9Hfotnzg6wHbMpXNTDeXqcF7OCRh+Lsmw8UvbIORqUf65JCTEbQStC5Ch9FwhyPShDjsHEluafBVcn6xSB/T4sfGEvfbiKmKnKq+RbX4M3r2DJsA+t7QU+qhRfSpfNkYybcl7ko7SzIiPBit7LwuTJrPduBF/pyhlOMcW/naUa3MjrNnaifYs5XLjChTTDD7jdniXByu84m8LJxrbmT1Ahjp6HE8dlb+5OFBYViN88/2lonAKxPvz8Xl2gXuJIS9JdTaHKA9Pi59cc22qVPzuxIjh8THJKsjxJExH0ahDUNwrworSsygWo9vAq0upc5szwS7hQ/XKZ7HWhSzsG84EQJ/VoDVj2hFj7ICRmrsUDlhVq8ZaY5uZgKj5jAxZcKCwT5h+Kz7Hdpw4Uw+hMzj6XMwWYKOxpjWvFD4hJxULB6J53lHiLxPPF76ZK0MZ/vAX+fwmmCXGNgLfi31aRQw8gSU23+WJB7jYFtpcQ009oyYxuZqjZtXjErRbSNjzWmzzGZyvT40mOKLK7Dn2k96Ry4Msqwr0/rTf9M4S1TxGp0UerLfKc2BhXW7UXl2ChUZq0nOzC2L22cD0pVWSLMLCpj9zkTdK442llOIIrdUKU8DNi5MPAXNto1Z6J2dIIZN+wiwlLvaSk/Mgj/5ADcCL52GtVcY/QNspJH/1DRjA3pqtBR082/2NxyYnE19Z/RZYDdecWByuvt0mZYJlCtRydVF57RhqykMdWzZs76UvbuEpedo494o/nyQhCesDLwBMEvVcRGd26sBfOkNvWqgaZelZ7vfTU3CAKIAe7OsWWgjAI/TnBdQE8W9JoasGx261wYoIhl3TkOGeHxA+pguklGCu5SCc8PrOQPfEzmGp4Lu4Lra2QrYgWiZ2rjzH3ZprBNMpa0PFLRV0EsSzXwNZcbG/m7spZg82Yl8ItB/iTo+VnwQh10jXpF5j9spWsjab0iyMeK9jR3slWuTatGlCr7mi0jXUKnDY4oKscIZpm1HuzAuNJghrCtE0YfXkbPRvCNP5u5er2xQjnGnIrWg4/7k3yEOZP0hqgeeYPJankbGFU+K+gSZI7X+vpJAViffn8BLrFj+iiMIXmB9OxUvtaPagN4QX2qal+y3ChUtw/2hUbM6nqTZTI2XmJTWEdIq8cygWo9OZdaXWLSo9s+M/ZjTu79ShN5yTDr27EWPSEHChxcrjEgmxTeFpF2rpGTzMh8cU0MgHNy4bg4U5UnjFCVBzt7uF6sRREqyVbODTaZ8yLN6P8B9hD0lhRUOVyJomebjF6UlWSZaEYd/K9pOptpQ5Sd3yhBeMOuKRns8Y+42OP3GmNPx8xrt1xRy4i3SRO0jExlrOiZOWH+M8wHm63hnzzsJIj5ER+dPhWmZ/2qhBsHKTL5ypUwMRv2dUE1S+9ZBd7/CcJpMdd23QcFE5TMWoc78EIpU5yJtTieP/x+jp47QRdgko1pEQOnXNCuizTL+Dx3ku4bEQ1H2Xc3/i79OMSsnwyA9en3JuCy0uDCPFziaPn1z8JoQ3NeOnrGk6iazKWivoquN5tNYZfAja5PtpPtn8gEqnV8geiS4ikoB4x78VM97tR/NYJvDu5BQbdOe/mawMY1NsPr0GIjJrWAE6yULDDLvE3N2ECgJmYz64MRA7PcwQri7PhnaTvBCXnmoYpcHs/A87EgDwr+OQ+t43K1zWeGzNX8go9WeNYh9YoeYqVgQd+IxDSMzXqQovcl4D2Ps9njUywbNgF80PtrCEboRsi6WpBbQe+2+UiPM1Ws46x3LZgogz6agrezcBcqao5L59fAvDw4Q5GH0mNKw3Lg5zZ65eA9RaYr2gk4saEcHTJhpYvV7JcuJfvUJ0KGlVnrYAcqS7lTlYsTjqmHl7H/nFd0All0SfdU5kWM4GM2xl7vd93qeZP1SbW5+nikrqqgi/z8u77G//X8nwSAY/BNdImJRjwrPTv9em0exIb+Wjqm6iJ8EEnIQvx0ugwwjdQugRn9UipbTn0iE6jW0UnWJSV3onrx1HeXusLDTVQq3BrZ+TCLtWUaSFZ+liIGhDsk0JNWwoK0FvOtGpslDDdf3zTRaomgLyluL1O1Ss/l/ttATuB1hV8JciXI/9bib8kLfsFyRdqGLSvSsp1gM8O18I+cuM97vobsk5Wmgavo3x1UKOyZzsSPNplINZewWEFrVFogxFocNkM8WRArURt4b2o3CoIOUShLBNN1uSuSqpyVi+/3FSzJgWuNEe3QP1m/GNwRVn42i7nIK9Zex8rY1js2MwjLzKcL8l4TYtY7YgYqyoqiQdZfzqyfegci/e6rImGjm0W5rdsgbjTwlax05U15tqCLZOJzk5Mye7JelNDgrmSyw9MLCmWtaTb86ACsT1dNQCTd/0n9QXr8/Oaf+oLbEN5Px8zcAfXvxu4jOp/CAV/gNAQqaV2RCVTr4CTq58VXoXLzgD++lzXg9vcDXb8ONslFRgbBd9TchKxkaxZ/wYc03W+tCcaXyFOCn2ijQyClgl5SA4PSZgu3mZqUoH8xX1NBStMgaG4x00H+JfgWihjb2SQgjSU9I2Ivn+cQy2St5/yZlaqjWnP/lfBlDlwhyOkmnmH65Iqa5+qN5r7k4+zVZoQ/lNiP1YKIzTGbhvMih966EoamvYdN0vLVHPwdSWiZJn7ZfOQHaVea1mklJFPietzBEo9cIMikWrypDeXmBgtD+awOf66duqYjSi/04S4nwWHpy6LyMFOaWT/RDrxwHr0TicB4vrtbOZfNnaATcDH4+hR/2PkgycTnNZyLBRN1h5Tj3UCcVeYXdJEwYvdD148KwDpy2mTEHRhyBnxn6bnHlB/6gTf2v9eRM6qQULp7nq43m7nDpShfSuuKTKD6CU++fn56b9Q/ck/5TL3y2qkBfHOhTV0wVZA3avG/MaJTzFCWV9M/d1Dk4TBehtr40X7EYGnKOvZdq7P/YhcWfV6hIu7XBoLVJw69ZSW8kQt/MtKVg6/Td902pmfqWTYzvrkgf0/hn7L+nSCmNb1v2ubNfISfdHCfjwU8LkibqS9J93vfsUwV6CAwI03YGtUCrvDIbwyIY03pIMixv91UAHNBxgc6Ssjy5aU6/DktYFsfGzqsqI2JXl/m4YYoullt0J1mWfrnTQW9PM6KZbKdwlpUKvvw18g16SIzVykqD6NRmfUj78Bz53JKTjamvjbk8DL+Z86rOplEMFogmaJwt4Pi85NZ/30H5k5SG8HqpPB8+0Jp4EV87y370QBYR067C3GXgqRI+rZy0u7B7Duz/v87oGNmDIskLE8FfZmDB7yPt6xClkh+RSZQ/f+37wc/QxeddgoJGfrY4/MS51042UTc1SFlsQQkbyv6YALaeuTaSGSjvCY2RjCLvwciH4L+tfC/OVDikHs8elcd3JQWvvij9Wgd+oLi9le0expUXdp7t06R7awPa+YNqSDm4Q4xQweBmWZdaGVuU6FSWCaxpvPrig4z27V4TpeDPGxiQvoK7wvyquINtC3Q1kbMZ/Nr/ViRwwy47TVMpD7u9Vo72EaQeMWclZJQ65BbgoA9em0NvJ6Luxv0sHR5ebZDLk6LfozzMXHLStk2O2ltFLtpNG3deoEqjW8ibMYZE0t/oQ8PJYQzvTCnexk2mpdZP9IOWOYrCR4W5dmiQRw/Z4LeJS5UIVLU07bgV5KJz99y7+dM1mGinKrKy+27yKHf8s/W+LQfBYB15LT7ETGJvOXSo5P1hTLrO+6Ajpn5Z1L+Cpy8Rtf+RlY7E3MeaV2RCVTfcS+/y9P18+LeeB7+x7iP5cTimO1s9pKRUYKVVs0cwfq1ewvB63RemiFp4inZCksllIWDgbgJvE8UZL5HD3DQ2qNDXMg8xeaGf2kMZoEnFXdJqHTAWEXfE2T/NDjad8f6TgvT5eItNIChva7O9YFlHYDVWM/mFmYl6akC821+VxArG7eNe9Uhm7VRJcvCjf38NujTAh8qcrb1jEGf8fC6Q060caH0fLGNXnUIZuhx79tE+L+SMB/MR4rYZ7HjLRJ0RKQPbWX5g63krvH88FM2gmWgLXF//KP/KEfDpeqYnQHh73KlfvvnGvg6xyMiTOtWzp7zXtX7NUFfG11rVxj6/5n1HXdg/mT9c8pzReQI9Vq7wvAd/F5rrQOwjpz+hM0xIokvpEcH+2Jm1vfcAR0z4yqbCUb1fQ4a8GK6HD07A8Lfc0P/P38WwDelj1T9exn7pud8o1JTZ5u9Bb2tFu7NBSNI2extSQ28nRuyXisLB0nJ/T1ivd33FH04YgOflM5KX1NkBgQd8I7pESUrK7dJZ4g1EhuXG4iaSfgnHhaY4XV6TtiyWXMlSoFYVhmkLa2snc6EvzBwTCtu2ePWizZZvcVpRS3LrK0MXpB+n+UGoHHvmRwNmWuw0LT3tyrLe6CvEzOpbS75UQ+DHe580GNM0jILnk3i7vJo+wR6WSr0k60kLTPr8Oel7Q6HpF2f7k8zxM9U9OQ6mJYB4R/nGv7mq75QSm9TuWoA37kT9AkVThbHFwWdJROff8BpmDdFr/IpbrdK085dZM/v81JrFYBXlZ1ZKj06tfw+HyjzN6vvgD49/X9wFuT9IroOGJ4B4R/nCokzX32katYq8HVwrhkjmE5yCp4R3FWglin+IQtapYL7kEwCX+bhbELmqH81zebYRjB4Qj+isbKU9YJfdeg7inT1sA/oeCNIxX7XxkDWj4NeeEywsqaxkbnsZ8umbRbRANm+s/b/G767sYzr6o81bJI9Zv/Z3xm4GjBbX9kyWcuIrTRsGbtltZYVGznLbOhsFtkqLfPt8fQspN0szLKsyQeJzaCQZIxnA3y7qZgbWxeaQ1JgQ5shhWkZ7JpW/rLXbZOW5LTn1VgvzT6o9YQDMQsu9Y43jyiz3nlm/dAdGN+XO7xyuYP3LfNtKDtbpaZ9oWTi8w/dYPuCvKb/41M8gLCooPN3l61cawDcpOc7W3p0zJRJ18LJbXgJfXr6FTj+DLqwCQi/Ka0rMoFqLeyzLu51ByKXV836Ui3zTQPWxxBECWwO22azg0qZlWyNCaxxSfYDy0AtS3UxIJkTkg3u23NnGcAZkEkYD2JRGoAsE7WSsmWw9vomS2kAaaIdsRlRDJYNq+nok4GWAeiyCKzM19cy1/o0+9pmexvAODdSr7KRIpvj3Txdtja2s/VjG1674b3sX/s7A3XrK6c0Pr5/R8pWK0FM8Wo+6LuWEZvBBKh5Dm8GcpYxvcGPNcem+DX0LoW9Qa4w8ZAk/DOBmJfxVx69RuAYk640DWuFl0GM2R16wpUXcCuea6K5y/e6l7PXWji1zfYlKvvyQMTWPUeFZd3L2LIBfEWY3a5zkMLNrLW0A/Nf0ytSSf4sjoXfFYTXCgBnwHctncn/42VWB+GbHsR0fj3vSZuKTKD6Aduv1cVWQj7nq+VJbV3wZEPP93RjGpuus8B0j1RIzHy+NBd3p/UzPXqui8eL7jEJRgkM4ukOd4QAACAASURBVAA0Nv9qY0Q2S5kT/z64AlkWaxloMP9uAnoNWa39axnoJ4K+q/C6qWjVhvndAPJrbeXBTg72TZoKElKo8diSjRYZQDd8HsuSG0DabiTshsEyZQN9W/b4nBiIQ897XFSmN+A/FnRQAt5OIb8V5J81+IvT+7anoL3TAP1UWsBjeNNy9Ng+9MmCMhXmFJVniFnf56SP64tdyCchLC0qo6WBrzPCVQZ8v892fqu/+b4g/IMBWEe8dyWJLBOZn5PJfL/VufreT2oEYa/LKRxwBVlahmaIWd93Q7W6+Mmo33nSF8vq1fx8jXAVGdv30dDHVRsD2sIj9yg6NhEUoqRPGkSrBDobCcoqqOkyrIGVGRkYSOXFZWha+riEbJmzPbcB3OxXXwq861FzMhphZgff9zjW5t/lwrGx7KQYQ9tuHAx404cQbiBM0cuy7QWmxBUTz/Tf6TK6VQo+0lBeD1YrX6RZ2wbslrlbydtuQN6zqkDMnualSMHrJUGslxazo0spTihDVFgkwi+7lWHViMz6FjvwQimznFlYCtVFZbSe/apemcgKfco5BZnM91vs4Pd/yvwJeoV3/Nl7lu/c9duR234QAOuId88mK/sBvLwuPTt+bybY9z/k5veXOmJ6GQlKQZdy4M0Xkc0QPIuQ5C8l/4lMoPqWl4QuLpmF+N2WLK3XHXYb0VDmtd6klZANaGxZ2daEK6p9PJ7zmqIfgvRw8WysKWCZT+6/0iM3xl42hnBTckvajc9IVjohyjTvrY3tAy2rXO/XprBtPZzpEFO7snnjkCVbHzmtI92QHRv4GpGrAHSE4Fb4oDet5v60Pci1RsiKZ6DNVUfvMXa2Ry4SeCeahbbKwXmrgTAM8YoX4eCiciat95u1jj/gC31Z5JTWIvhuZSTmvKJnu+xQin79hzB11/FhbVBv/+ErWpbIsvjM0oJv0Wf/3gCsI987DckyD8Uq6dFprepjblA7vg4+rI6cMRjR81BdQuebLyFbDYQ9Tg6WVhWZQPX/OSe6uHgRQmvrvbbIt5G+MGr0mI3tCHqej2UjfyNoscJ+ZnQv6PUgR5pUpJWZJdZptvLrSiM0pYlGRj6yXqpLA5Qxnx+shWAzuDEsM46IytC/A+mZZnE3ZPUm8GHgbD1zk74M4iMmg5lmWJs2tPWGx8ciJHK9ovc7eFyDYpiMqcH/oWk5etx5DCDBdUb1Rri2qBxjmGfWN3Zg7IW0dZ6ZomEuPNWtnKw5r+ppkkWFeKrarWX94swJ+L93YO4kNYGa80yNrqBQ/k/thu8FwE3Ad5706GRklMz6iXdAR1U9DnIqql/zq5v/Fx8L60dVvGslvyITqNZwPnRJr7Z4mYlIC6+qm7SOwdfhbo9ETw43s4LoLqZ/LCah/7B+psZjOQYi1vNcHItYWCaosyPTemMrW4nZZnVDVgi8KbEYx3M/8SWxLt7O/ICtz2uOTbYXFk/CrHB63Mn25W1jcwN7a5hfxqoEVoa2uWkblVpi6lqCFtrNvAaillgPPJSjx5fyu6ikPzAcXCwikdEpbnKmx/XlAtGgKuZESHYrIzuAbyLogc9rXyiZ+LwOvhnzpujj3nOqKF8XdBG73te4vjMA69PvXo/Lvsn6XUztuI3cKA3My3VwmM37LZvIVqY4+ObrUB2Y7jI+K60qMoGqyeWhn5dcgAUqVZfy6KZtTDxK1chVGnvbWvnUBCdMrOINgQ423xeBsolvXBjNv74GYdbPxncavjcBeE2gQ9A7/h97ZwIfVXX98e+5LxuLoiwKLiS4Ety1lSRq3aDaWgmiIuDSWhVQq0Vtpa3/1oW6tdbaaqugtnUDlVYT0LogWhdItO5KEkQlYF0BFxTNJDP3/OfcmWDAXVnC5F0/fMBkZt67v/fm/N6955zfrwn+3oHvyIIiOA/EtpFbW1wMG8Oza1Zty3YH/pv2T56v6L4OHe8z7Vp9MtrXeqjlz7MYh9yztSi1krCCF+UVLwz+7kSr0u7YY8YYTO7U1M/sjgzk+/Ij+muJOM8Ji/venW4ti+PzWrtJWmUr7aG0pFwsVnxifCUC1qpnxyP59jSawrOVHFJqvX/xWIsIaHXD66C9QZPs9dv/w+tFiHiUV/AMlo0md/hApUtG3pK2Ehtul+lj8g3Eafdvc6Z1Ro4zMvb4GhcEJfRBQWzVZi05lte1bVUrLDKCsO/New69+iP41bqSz11Tt2lheJCRPwP7ZSu+Da8Ps9Xcll83gjYc7eH9kezDz/YeHZ7OHf883XfdSdCfK/LSchel0fxNhGODKVwmYz9u0CTsGB1uzBjLLqJMzxa4hd6v/Sbi5j+s4yUPewhPqbBVv3KJ4/Navjsaa/V1lN7WN19cHnr8VxhfmoC1qm48IpmtIKK9pXKbh9by3OLDZxHQaXUfoLbNoUn2+O0NoMdmdkRtuHHSc3KHDFT6zohd8DIdr5uGbKSIFvWYEradBfmnIMkk/toIucFs9LKqU5tJcB8ylSp9RZG+kq1kNjQVnvTouGSGOOLxBQhkFbDMjMFy7ka4ltJ9NyP2oTXZPmPbjjZVLsulP6yZHHpRMzq4ELFK6lbt6OCiJEIqe3c/QYohg64JYiIdYswcy4Uo430mv74C+bo8LjKsXMTefXeXOD63kzuisVY/UA0SssmSlUj4SxGwVtdNTkvMjQym8anURXLIdvbUH492goDe+ng3CrosQUJ/qbLHBOtNtb6/VHZL+gmSDJGNp3SYQKVvjbyQiPF4JIR8cW3J9+lse42twkwo44Xs6tZUnpJpfWYrKrStZiOMoCAl6NQmMNeiOOXyNe77PNgzQiaafWMbT2XLFxueVn2eL6gVZJ2SzRtvbfl3hVqBipVJOLu1nemt9pw96OrcLtC6/wS2SwlVImwZtuIhWr7ynaWTXcRItSdL5aJ+FVZxHo/2gsBLM7RbXheWaDY+l5SLpWLC+EICDiIbLjoVrxbKHpTKUttWikc7Q0CnzT0a76/PXtGPSTiTg1seqGSj3C7Q0tdHbkeeVuHYEi8e0aiVfC3p6zPtM0HZyRyBzM1IkeOzSlZWcGXVvKYeZVB+5NC/fBT0n+OxKhDoBJt55EYy1eQ2rI3JtubMMtHwn2PqXVYVncIvFuR4kGmgZq244koYWrwVH2VWgy/4iGGD/2peyrk1Zo5hsiojkNBLbQWBy8n35Vn6p8hxqpGywoP9yiWOz+3w8r9cq0eLJ8Rni0OtJPy5BLxc4cpWvqpvSmWpicDHo50ioNMa/oba9nMYbUhYW2wJmH3gegHyhknPG3IuUOmSkZPJBio8RWFHYMVt5waTTkwbC2zq0O9nJSDNycgqm00LubVQ4kNFJzTDxe30UufCaRWlc8VTrKc6e18av1qVuW0/m/KXiYC8Teidlj0dOtQHa8UsCZ/AVHEcZpW/Fp2yAiFdVLmtc4rRFdeGorp1etx3PMcRcZm1dxkuKUGdkte68g3kK8FJyhB4s6T8q2sRr9MArWMn3/iY/g3PsZY+aSXhzyTgNsYKVjQRQd5uUrn1U+vYnDvc6Wr13HngTVowQ8Ll5/0Lx2FWJYkGa1tTMuoC/jby/WjpNnWdD1T61ojjcBICFYILtbKieSuRr21zNpoMYpZoGzMm8WFFEcwOTGbRXI+aYUKHu3HW3oTzirCCIjmgzSlY25JJeJqBQ4n5FGfFTW4HhrUh4cnOMdKcfdQHwt1MlUhcKJY7f8kSJgyfGtqi1qkxYzQHiWDb9b1VSeGCznjCKRuuQL4ZP98Qn1XZraRC4vjczq/0glqdF6RfQzVEuE8/OfT2usk4GYm6DyDVGck7Wyq3+W07n1t8esa41Q3bgtbhxOM1L9S8VJx7M8JIBLOts1XFZqhEdgOk3XfOp3vLBJGp61yg0rdHHISXiQi9rfITEcsHJhC/4cc533CT2+1u+e+EZlZZZoJgK99MzjwEMb0sAWfGN9HaQWA96NmC3KFginp2TUzgxFyZXlfopOhkh4xVeFlMarHVRekEAgnb9qxAlcJuomyQ3dEwIr96/4mBqNr9uG9MqDE4x7yXw+6M8IjAHilIRUphK/m+NEsnR/bgIVhxT+f0z8/uW27qYvFo7wi8/IhuG+VTJ4pPefI+QcCBfCMZibeApg6hQYYMsMKJeKwjCGj1nDNALsG5ZIaEUSrOy5AwYu0gVaC7IWyAZ2OEJhxXS/cp60Sg0sXDj0LdOUgQGbDtt0dw7IEXu2cLP175BvJtAr0O5JAs4VoLjO0CWHC3OHd7Ag5dRy5tzp9mYSiKk39rRmksw7PBa5ieAk8obOnQizwSKn5NrOOe0dwVCQdm9aeXmv62CE+IUhZWkBIqI6bjGD/oymCT2G7G46PJfwfGiXCaKhuLhBqE91DyETbyjqTz5C8n39k6ObLvcabVyDloKC6XOD63myv6xSfSOEvPUMclkaVP2r58+coXac50ahDhk9vIITuYBVs81iEEtKruKZxsA1KIamalV37ePTgLVCELsRQ0H5EngLLsA5cgMp1IxssGk9tVoFIdnc87H45DU6fhxR4aloG+h9d8ItkIlST4/JWqnc1a7/n0ymjnrCuRaTSHXjyFx5vR75pm6zp0WTvMqRbACEGuzGps2/WyIq2CbLFcZ9AZ5ji1Mgk7ZRnCPzycnLbjW4iwuSoJCbs9FKiE1cfv9p/ITW3sH9c4rvePZqCHcSE95Mmzh2DJSHnWebOFVLr4iE2cp2db8s0TRqrYc0d4qIhaPNtsvYfE8XmNX8FvdsDG2foUjm2WE7DeXncfTvZH3ds43RBPEpHLpXLbM77ZoeJ3rw0E9PanNiDqtAivmn7y/whl/dBGVnZuhoSd2JP2P1A9GVXT790cFVttpF31pADROpTf0WPKTdngtTamgS4eMRCVcQiHBclHlabsKreOlC5F6IK6TXCpniuRr0Uo6yG1/K4ZBViFrSXB3xb0mATcuVYmFB/0KyFQGHS05adZjW17r62GLZe/qUA3uyc+QcLmtJTiICLT9+ZqL2zslJMV/mdmG9kKd9s5qZWI6/a/kmu+0kl9zRfPPI7dUxGnOWFQECMxEhVeRbEWwrx8OKkFTlerYIjYz3m6Ls/5ztb7ImF/JPhA24Nk0imX9y2XOD5/zeuxNt82/wHdwBWFdBhoVf1d2BaOSALVF0C3APe2VPY3fdd4rKMIaHXdFShjEWkOm1XeZ7ZdW1fCTt4n6Q/CuRuJuJqU3xjkZLOUQ9gk6wYbAhWO66THlDUSqHTxqN1RTsPpIDSoJtl9+mownxCXh0+ehHOnZ7pPrO3Cd20l3+zqtjmC5zyUZhWXQvWZZPK8ccBa9+7nLgXIQ5JxYwp8q4QV41vZHuL92pKwgwPNESjct8I2qiwSRw3KPgjvqQZ7w30ydQN0ErEHO+arYnHwPklRuyrEPdJb4wMjYQ80VGvvki0SXGqFYlbxnfF+ZmeUd8TRZJKookSaOfePW41q9C4nHCgatuOtZ30LM7goLg9a5PFYRxF4+RG9QpaTL5Y/Yzqq+6N0RZIHSOUOM9bRucWnnUVAqxvetFxSaNF3lvo3y9u229GhQKkWDTm3RTitwUsIVCBGevsgkgIj76BnOh/0LnD3kdLaVSHuEVa5IiFQ0RqobIvcts5FFwGvoW5nVN9BxHK6JWGNgPOZ12QUrmxrXZG3s8YJy7ebbVsvgVZkV8LxvbGOItAZhqSQyVmRFOsftnvX+l8tzbD78uro43ncRewmGaI+Mt3b/XOFbpFwjxIIcUefsZncQIWNsm1MWWGpUFVs//5IlTcQFgBzBeZkV5/vaIqm/Ahp8RREQqGppin0cbBjNne9mQobhubNTFW298oHtpoN56s86gRzzhrg4Roz+DC3J5/iL+RxuvN0W77yNfK1BwrrXxemp5QQn9VxwBZlEsfndfRebj1t0ep6U357H1KdcNE8vLe84UNS2T9u6F7HL25YDU5rqET1nyiW6/0WebKUlBo5KeUTnsTpbjjLKemReDHBiW6I3INoCFTmh4uyQSDxzPa0ZHzrNZlVw/sI5A3wC9JqaXNNSAEnb9PCOzhtokhNPqCAfFeIykakfB8i2RHU7rPNUDZETMNHbFVgAdWEQ0KgQnkUJ+uhOgBx15DSV9Pn+itE/4LaCjjVbaVtZ6t6tQS3ufGYmH+LoCc2wd9y4FLGU8giUAQ3K3JE9n9NFepdD13tmi9fCR/PrCiiwkHTfhPpNGM0FzrhB+oCIXfD8yfgmfyI33jl1FSKM8QxNbsqLteMfq/di5GlMUTJz65MrTBVbYVtT3vZ39t9a4IgCRNvsd+rZ0MVGhw8i4T2qK1w/B3hcVKMR3gx2cLJURTI9UYrkPSOiZ9KvsL7qnTKg3nJTHHaQyWx4EZOfB9EqxreJ5IL8HpuNohuidNt5eABHV7EPyeucIaEnwO2w/t5GXEKXR91vQLRlZ1XQ0RFKALpMaWTLh5pVoY/wAJVUrvh5E/pCuJnkMLfQMKqpM8AnZot2ipHpTfIBziNUMu3hsIuW5k6I0fUZ2Vrre1JjVRtBZ5AQl7adoY3BGlAeBYN7UFbgfwd7x/HiemPv8iHLSdTFFmK5EZER6LRxLbkm71OVt1tgdA8em1qDyVg71y5hvE8VkSgE1SkkDttFZv9jW1HWytdn08h4ZYUnGHbuOoZhIRqaiPuASp0C21qyuJsf3g3n1lRPyPQV2FHhEWi1AapRwkPpVY8s74RtId5zvF0yvaXMqtrI+gaEV4SZZAqu4vwXNj2VrZL112UqON98+61z7Pvo8DLKWGLqM2280s1OisiPEBYq9EF6W/TuWkRhwUmRZkUtt2yTOL4nANfCtGqOQORaBaoNXHvhuoNMnTAD3NgbvEUWrehb6svT+dTH0HktWzV7zwclfhsH2wrCTta8JyBkwNRHQTyBN57JLQ5dCPkpnQxEraibRXxPE6fAdcXdEeURXhfG7a6sVUu26BqxV8foMxD5Gm8d6FlSCUEKiSssC0oWt73OdBXEbcd+BJUrOAm2y5kDw68jJctEL9cXjJQLSyRjy3wbNU7pskKzOKR8wgUwm3ZFrNWjW4j4t5ttqOfdFHIv5qU7jkoG6P8SGCSREz0yi7plp/zUe4YNImf3j+GnTz80gkVqtynJpUpHICnDxIEQZ7yMHnwRC6ZOZqfqPBDFGvpez/r0vQQQj7KXipclz6pc/LM+1i5PHxn4JRBE6m7bwyX2XZ4nnJaS8QM5ylaXu2cJd/svV3mYBbCU17ZTZUbtqiQOD7nyJ0tWlX3Isi7SBBJLyQ/r7d8f2vLu8UjhxDQ6obHQK0oyVaKFiT2Q1OFEFmVsK2En8axi+lIpVNg56ChIOtHiE7C502Ell3AnY/oHdLz5p/qO0ftRNL/EkcFqveh2oKTA1D6oBRYwEBlsvSafIkuHvUT0I8DVcBVHkI0H9W9cO468qNzSDTlQ14mUIk7RXrcVKeLR5rC1R64vNNI6QwkWdRGZMNinm07W/uGsf5zzfYgEI8OhUA+fEuQ/5iimSlGmVbyCtXRJ/B05NjJQct+Eym4Zyzb5yk3qnLPoEmMf3w0nZfC9V4oS/vr1plSkelRW6WxV1JOuHz/iVx8x4ls2CnFSSqMDittK+6Ca5sLueT7l7N05mjGqTDe3J6sHUoF84+2gi+T8L3Lw/j5SuOWwmTL+23Sh5H/e5N3I0+nT5CvI4FnKcpSHO+KMkChsLCQ3n12lTg+58gdbkVYv0n3VP4865ozQypLh+XI3OJptEFAp8/dHZ96NLQiISNQvRrvbyZiBOrWz5Lws0TshKNFuk8p0LeP2B51N6azxfdIzynjVUd35u33rze6tsImVLcKOVprWUOtiO9y6Xnzxbpg1IZ0UTOxHw1Bn3YRKtfi5BLpcdNSXTJyHKrj0+1F9uBnfZs74PXV8FrhLryMZ2HXRkren0xacYMeqZEsyn8X5zu1rXbOijRY3s/kcH/dBBfEF73jIlCIPAzs2VqcFdrWsopZ96xEwjPGso94rkDCVnJ+KJISXlPYVZQb9p/ESfbeGWOoTD/k/SJraGJKcruh3CCeRzVi+7QJxCiFN9QKVx2vpreRJ+w3kZl6Dm7m62HV+z2XId8eKuwpiqV+Xkl3GUxKCufn+TbazjX6tDOpVKGpuZndCgp4DM/vLD5bstkrM0oqJI7POXSLi95edybOXZBRverWVQ7exFZI8chBBHRa/RyUvmkzcyO+50NRFv401P8DycuIdZSdtyIJLxqxD06snclIOh/0A5x7DdVd8XqD9Lo5BCpdPKoS/C8Q1wWv76YFPUI6A+cfxbvtEUYh8gbeKuyNbN0E6XnTTNVzHIsbrgi9ySp3pXvPe+D9njjphQabukmonI/4vJVbjbI+vYvy0J2WwRs5eMniKX1FBApN3MJU4D6WGQ0taM2oayXhzAYMz4pt7WZ0ebsnPYcfcA3z7x5NnzwJBVp9Ukl+5yJ2Tedzj87mjG1V/N+Ucv4Bk3j0nhPZLfKcBXzbKqbFdhE1rG7nOOE4VWZtAKd8axIt945lD6dYBfcU4KkW4ab8FVuNAvkaz5aUS7SgRu9UCbKal1oO2DTOCxbTdZODg5JdPHIEAauCbgqVf06ekiH97ekxHjmKgFbXD0NlKqKmnNMM/h5wPwW5F5KDIDKVqI9JOBuoUJ2FODN46E5Ly+HSe+p8XXRUHyT1p7DlDL9Ll3rtisjRaCiEWg/hv+mCrPOl582P6qJRuyEaAhWqbyBuAKqTwc/BueOwQDh/vVPkW5Na9M3hexDlTcb7KUQ8RcrdhFsx5/vx5dGpCRieo5crntbXR2CDIsS2kpe7t7WS8L0nMDeKrDaB1P4TMyvk+8ZyJsqp3nPkd6/mwfvHMMwrZ5MpuHokgtP2ncjj4bWjMZ/tsySjoLaRVyYMnsQf7Xf3/oRNpIW/A/sLvJ7+/V8lyWSfz0DJkO+PBk3kxnvGkog0qHrpfhNxL2dXvg5Mue0GrywUGILjbfM0s+IyEZ4qLpM4Pn/9e6JdvlO0uu55RLa1/l+pHPBQuzzL+KRWGQJa3WCuMXnp1WoTIg+jcjOYT6WcgbZcAlGm6KnsvHnksQ1CSrpPCYFKF488E/RUVI6UXlMe1MWjhqH+bESsUvQRvJ4mvW4OgUoXjzgV5Ky0itE7iG6E1wnS6+YQqHTRiE0Q93fEes7lddC/0iyTydOBaXm2EKik55QbddGRCSRVsNK2c2hRyhZaXbvKgIk/KOcQKIS7ybgsZcWvzApM3d0nMDcvIwO4nIRnjOa0dN73DwrviPCMEWHK81jkuFSgJZlk3NKlLOzePax4zxJhtqrtIDGJFBemHBtGcLmlVFIRp+T7UEF9pJr9XEaL+veDJ/LrzyJfEVo0xSEqXCiOAq/8JRLOVM974tg2lWL/LfaQOD7n2F0qOq3eet0+lCGl1ucZjxxHQKc1nIXqb0HvBBmEJrdG8h8IOdyi5l1pihZDVLSchG214NqQ8KIRp6VXuH9AxFYAz+C5gYjH0tXOlyLSQio5jkUsZKO8s2ylgDA7XWGaCVRFXEhTkNG7HNRyv6cgUV986khUjs2I5svvpefkX38G+drVWVSAlr6f0QaOR4zA5yJQCGMU+WvGBz38IYFKKwmHyn7PPYjtznCfCHshXLn/VZzf+sEzRvMLEc41u0oR/tXsueD7k3jpoVPo1dwc8sOnZjvkz7Jirdb3zRzD71H29Z5bJGI/hMFtFa7m14adqC2sOKy4TAoW1urJXvmzSzFQ8/g/tQptoQfKhyXlEsfnHLzXrQjLOtj+T4b0X37D5eA84yllEdCq5zZH8htBX0f1PYR5qGyJc4+jvjspLsUlZ7bJCc/DSNh6e71tWcu3bScOdC9ErpSeU5bfN7p45C/SJHouXj/Cyb9I+gtk41te0vcP70Vz3vJAZStj6Tl5eaDSJaN+j+q+qL8F5/ZDZDD+U7edZyXQeBsuvpu/EgKdYDOPWM2DtQHZctg3o9E9JzAvctZ3jg6aGPrTmTmWTb3npnTNwguDJzL6vjFBg9y2nJepKWfBsy3N/PT7f2fRjNF0c47Lg2CNsEDTSuuiXLj/JC6bOYbJplOeXMaoA25g2V1jSbbN+c6v1bnpnLDJZFplxa55nmVJz+xQQJbHASR5XIUZ4jnARfxf34ESx+evdNXXjReLVjekyI+K5ftbm1B5PDoAAlpVV4e4TRGMhF9B5dtEsh3q7Ym9H0gtkjoJdaYmZQYOLxFJCFTSc0oIVLr4mE2h5SaUF6TXlNG6ZMRh2S1ncykym8NnSSZ/Kn2mLtK3D++Gz7NCrh0QtwD1ZTgulB5TLtMlIycHAY9k3ijpfcMyfWtU8tNyvoL+tgl+3QEuTzzF1YRAIfIkhJ7g5SR87wk0OkexrYQHXRXal8K4bwx3p6Ufd1OrWPacN2iSWXiGn1ul/bEo1wNHqDB18ERMQY77TuDb6W71c0XZR6F20ESCmuBnka/ldr1yrShzTQlLIqaq5xxVHg9a1jBAhB4RFG9WJnF8Xk33xdr8WNFpDS/JkP5brs2TiI+9ZhFIy4+enda6HQ8S4WQnvK+nwO0l39v2Ea1uWIQwU4b0H6HT5ljKLEvC5y0kygQq6TFleaDSJSPvzrZmWMXyedJzSghUunhkJlCF/DJH4HWq9Lo5BCpdfMS302J+5yKyj+lQS88pIVB9Bvm2gP4gAfeuWZTio+UiAoUwEcT6eIMMm1VHtyVhJwxIpUKOd++gMa30M/nKwVdhQkWt5HyrwFCvzNxkEyq3O8cKGsPq2cRkrIbBcrWWA16vRdit7cq3sUYbgWLLPxeXS97Ls/UY54IQyNSScjm9sUYTotzlhT7pwq1txPF2cZnE8TkXb8YgXlBV/ycZWmp2X/HoIAjo9c90oVv+B+BacP48vPwGeFIqS8u0uv5NRD5Kh6dzZEjpP7TquWSb7ejlJIyPBiDeClL2TpsoPI9oPyI9Uja8eXmg0sUjbwWGsTkjxAAAIABJREFUplWBZtIzWSkyNQSq4HaE2hbdQ6g5uuh6eNntU1a+ixOoVbKaQH48YgRWCQJF8GOPXC3gFJqb0cJ7R9PohOJwAOU3j2zC+eecg585lhNU+SPKUSivprvSLxeYF3XltNQHnGsVz074qUJnVSaLcOL+V2VU2FZe+Rr5qlLsBC0ul7CT1FirtgIeWVwunefX6D4CM/MceyY9M4OpiPC34rJgxxiPHERA9F/PbiGH7tiuzNdzEOd2NyWtbngF0U1R/RDcUvAzwZkd5SAiNzydk30Q0ePwOglNFS0n4YoJCxHNBir9DT37ny9yjtclI05AxaqcjwJvfb4mQjCPAk6jOROo0oVbP0V9Z4KjjZwoPSeHQJVZ+bZ1NQpwPZtArS8yHjECqxyBQtg6aJxDJ5ObbEYL7h3Day7TurQ8J2wHnjGWA0T5l0KRKCcNmsSk1hPK5ojN0cgEYSoHTSQ4FH0a+QqZHSRVlhXn06OxmZPTZH4kQs+0Q9L3xHGzKF1MoStoscP6zS1svc1eEsfnVX4HtI8PDFWB8eh4COj0+kkox6dt/qpCQZUv3JooYWYN9XJw/+9oVd0haZGCGxF3p1T2H77CSrh8whs4W5mqSs+bw5N8INIlow4A/VeQhvT+ZOl1y/JAFXLEKtcEmUpHpfSYEgLVp207K1rVDHb8eMQIrE4ECouQRoXelo9NoHkrk/ADx7NZKgrtRaYhbXrodw26ip+1ntTMsVyI5+C0JvR8ydgSjmsRHm677bwgu+1s5FtcJlFjjd4GvJ7e4j4s37FX0vNrhN54FtrfonzHzKtNfKOkTLLmIqsThviz1xYCMQGvLeTX8nH19rqh6cKrqSC3ojqCKNoen7wElXJ80RZySL93dVr9/1BponP+bjJ4y/c+j4R1yZGboakrwNolpBuid0mPKcsDVdZl6WBU5oe+YGEcKXl45W3nuNhqLd8YHfDwhYilTXa2CuQEGrWScDCYzghu/CldJX3ePUfTJerMjdYXvORtjtpww+Dl21Nh5OBJvHf/WH6chEmujcLVglp9TZU+VlRl5GvwNs7WnyFc7IUDzdO3sUb/inL0sgR9OhfwiJj2M+wljof7Dgx1EvHIUQRiAs7RC/tF09Lpc3uS8m8Gw3EjWVGrEDWzhvpM3OFqENPKvRPVnaRywPe1uuF3aMvpbbaj30C0T/DzNcENz5+k15Tz9I2ju5CXNI/TFt5IHsXG+degvidRaqR0n/qeLhnxY1Ju0srk69DDPgJbQccjRmCNIlAI/wQ5NF2c+FEC7XzvaF4T6GP52v2zLUqtJ3TfWK5WDQpsdw+eSKsv8Se2nY18TSnOyplVGbNFhUx6cZZuFDkedkJ3jfhuS4qX8jz11qec59g9BQtTym0ODkX5eUlFkNWMR44iEBNwjl7YLzMtndbwNqpF6VXvPYjfNS2WsYlUDsjX6vpaJLix3CVDSy/SqobrwRcgYq1GfdGWhZ8gYYdK90yLUuvQRSOvRhiebmS6W3pNWR6oVs75GtsrumsLH1eafpnzj18TI7AqEciHPzjkdNPqSKBFM0azSISethJuJeGZo9lVM25GCwR2FOHI/a/i/pVzvgse1deyFoZmvLmPT3JDcTklC2u5x5tfsJl8OtZLF3hZb7KZPIwSy/1GbJpK0dc5tkwq39mqXEyvOh45ikBMwDl6Yb/MtHRa/dMgm6AswMlDeH+sVJZ2V/MPjpiNy9tXDt76P/ZZWl1vtmovSmVpMLlfcTv6vCU4etpKWHpkcsK66IhdEWfFVguCVzAcKT2n3P9pOd8EakYP5v0bjxiBtYpAIZwC8ue0+EZLAi1oS8JJqIxgsgqnD76Kq+8dzeFOuLFFiFbI+dbqItS+D2hxWabaeUGtXq/W16s8V1wux74yW7dKCU+bEE5JmeyyoEbvVdgzOC8JZsHJowvJHz5cUmsVkPjgqxWBmIBXK7zt+8N1WsPNeA5ENA/kIlRPwolZBXbKWlS+LpWlg7V63i7QMhNYHKQiK0uv/gQJV0xYgmggYbxUIkxG9XTpdfPV+taow4n0RlLWd7yCwlXQ5m3fKMVn19EQ6AwHpZA7zHChCe3eSsKGg4eDvjuRf7di8omVb60uUiNfoKRclsfXBTX6ZxVOVsem/XaXN/5Xq5sllZed43d9B8r/Ndbo4yFlo2Zignlnu5IKMfeleOQwAjEB5/DF/aKpaXXdmRAk7uZm3JHc3eAPQszaT65F/ShUnkTY3h7ISeoD5MmDqB6BOFsJb4K2jGyzHZ0h4RCp5CDZaPLyQLXyyrdVBOGLzjH+fYzA2kCgAPP6laeBJQl04/tO4B0cG7Q6GNk5faLVqFYXi9LDVr5eec4Jl6RFNG6YX6M/Sus9W8/8fQrJknI5pbFG/+UV74QNUsK5eTBVlbesGhtla4TFJeXSb23MPT7mmkMgJuA1h3W7O5JWNwwJbUPqbwU5nCKKaXY34nV3GVq6nla9uDnSMgfhfRlSumlm1Vt/MI4peJbhGSDDSpessB1dMeE9RDfAqUr37Hb0J+UlP0ygXdodIPEJxQi0QaAoqFnJiwJLm9CeM47nHYkyJJwQ/ErbzovJkq9tO788S7/jHNPUcaIo/1DlOy7JC5rHfFGu9FDRr0L2bqzRV1V4EeVmgd8LvKdCL/E8VlwR2w/m+g0ZE3CuX+HPmV/I9ebxn9CK5HUkkdse5Qw0NYr1O/WQffs1pT2En0XoTlP/YhkuKf33vEJaWhZkVLRkFzl428UZYm6jmNWGhEk6v9K287IEGvc2duD7bh2berdC5C0zY7Dt6HuP5x0XsUHWWin4+TbWqBVRdZM2OV+bY2ONmr3hyU45urjCWv5gYa1eosrp3rNrvz3k6QWP6q0+xT79KmSjxhp9GeUphGEqXN+vTH64jmEVn+5XRCAm4K8IWC69XG+ftyWupQEVaz2KEKlGOCxoQ0v0LOqfxMlZeB43NySp7H+SVtVfFawLhbdBBkpl6XdVVZg29yG0pfxj2coJ7xHpBojVODst6jFFFP2gGeK8Vi7dRB1jLlKELPLQqRntYiQsEd0GZ8lXoFuo5Fcu61chZtfJ449rfs8WHk4XVG2gyt/6lcvv7OcLanSGh52ccGRxpgfYUjz9Sspkw8aa4E52f5qEK9OE/seScjmjY8DbcWcZE3DHvfbojbXr03WDd3D6EchleD8Wx0vgRqD6Et4/i0S/5c0Pqund5emg6YwOotubO8q++ya1qv5vwWPVUYDKexmCbqsdPeE9nO9W1OsW6+RYnIBeHRjueOrrOAKFSMpyuKYdnV3hvmvqWOJQ/xGdXREPqpkqVMgljbV6qyivO+GKlPKMCvtFwn4pTxnwL8kYlVg/8RjrPVYJxg/7uYj11LN52vrwsn7lMn4dhyw+/S9AICbgDn6LaHW9Dytalz8Mn5qI07vl4NIfa3X9dNBdpXJAJvdbXT8MZCqiR8mQ0imtsGl1/cv2fqkcsPXyn7Uh4aLKAUa+byYycn/xiBFYpxFoJeG5s/1HIituOy+cpVt6x4MoT+NoKSmTIKfaOFuPU/iZEzZTx44lA2V+Y40+LFCiwhiUDYFL0lvYZytciefDtMLWFcUV8st1Gqz45L8QgZiAvxCi3H2BPvBAHu/1tlxuEq8/Qfirac9LZemBWl3/AspGODdYhmz7X62ut57ezWwlK5WlwzKkXHciwikmCQ3Rn6Wy/5Xh59Pm1KHOVLW0qLL0rZh8c/ce6ogzMxJumJUScSIr530XzNbLVPipEw7oWybLLTQX1KptYT/Zr0wOyK6e/+KVY7aokPXmP6a9SfJ6fsTOLSlmOUcyrQl9VfFA+UVHxLcjzTkm4I50tVeaq/57Xi9aUq8j+j9UX0F4FZXvov6viBGomq/pviB3putHfiyVpeVaXT8T1TsQXsi6Gu2FqiL2WvdDJHVRK/l2qiyd3QR7dmCI46nnKAKFiJ872wfDhFYSnl+rlaJc65WLnDCuxbP31nvIS/Nr9OIIilX4tghnbL470xbWssArL4kwLUCk/Bjh7nRtxal4EgpX96sIqlzxyGEEYgLO4Yv7RVPT6oZtUbUq5wfSfuJ74RiBd98FfyzIPlLZ/3Gtrp8LWoKL9pKDt31Mq+YMwLlnUD5Kk/AoGVJ6R2Y13HAgcCcZYQ1b+b6QgP5fdA7x72ME1lEEOhciy+bO9r6VhIEPRTi070C5xwwXRDg8leJ857gygh2alfI8x1UK14uwuRVt2Y6TKgsdoTXptwivi2myC1eXlMnJ6yg28Wl/SQRiAv6SQOXiy0IbkrM2JKYijCSvaFOSTebdO1IqS00eEq2qewon3WVIafAA1n/PW5+WZJ0Jd0hl6RatuGj1nKcg2tlECIqGlM5PoFvmImbxnGIEWhHoChu1IG+2JeFW6Ul7TWONmqTlsd5z7BZ7yD/tZ/Nr9TLxnCyOnYrLpG6hCXIIe5eUSc/GGjVLw2cVhkjEP4p3FyvUikcOIxATcA5f3C+amlbXHQRuGiI16W3njRC5GNW/AM8h/rd4Z4o8g4B8kJuksv/fdFr9tLQSVn3a23czRP4nlf3HZ8jXmZ2bFlUOeCWBBrKOR4xAriNQBP0UefmFmqSpR9I2Jzx/tl4lMMg8hE39KpByrVo70lGqTOhXLlfOr9G/CxwTKdumhNuBZQK7e+VhE+rIdfw6+vxiAu7Ad4BOazgLL2eBT4FejZN9UB5AjGDdSNA9aWnZiYJoE9SZ/vNdQA+pLB2pt87pTqE8jWgL6rawNHCnodsFF5kODGk89Q6IQB6UR8jsebVWy5ghYa+MTJf/n93Sk13yF3G/Oqa3tHBrYR5zW5SD84XpROxMioc83OhgfRUOCSwOnU2zo6Rclu8wdUBYO8SUYwLuEJf50yep1Q23orp/IFEYB+4m8iNrF1pKS3IZwm9kSOkF9m6tbngKfHeGlPYTEbM4tdakBmBbRSmq3K6lGS3owHDGU+/ACHSCkR6Z3JaEgQNMbOO1x7VvooWHBOYDj5SUy6/nz9ZxIpxg2hyL86ns0cL/rK5CHPerZ6RI0IyORWty/J6KCTjHL/DnTU+nNTxNym+Ok9eDC4voUSQ+7Elh1zPAjBjc32Vo//O1um5EEOpA1yPRVCLDd12k1XNq0uYNZdmVbyqBbgB80IHhjKfewREogPGCXNSWhFtzwvMf1R/i+YekOKhkTwkmJY01+nqapGtKymXY/Nk6WeA7KTjTCf8QyCspz1gZxiN3EYgJOHev7RfOTKsa3g2kaqpXTroiUgdyH+rPIJU8Fpf3BysiAR7GsR+qh5isJKTK2pCv5qM7fgDPf+EB4xfECOQ4AoVwOchPVibhxtl6qzg+UuUAn2Jvl08zHnNbSqRglIMj8ewvEVdn9Njp5vLYve/uYvaE8chRBGICztEL+0XT0jvn9CYVvYLqE8COqPwC0e7ASSjjZGjpZK2ufwJhE9AzZciAG/TWJ3tR0OkNa7sw7dtOlQNQ9NBmuO2Ljhf/PkagoyBQCPeCDG5Lwqq8XFIuWy2o1Z+m/32MKHeo0NMRcsBnB0lX4Ro8JyG8J7BjSjl3iwqZ0FFw64jzjAm4I151y99OrxuKN2lJmQJBXtJpdd1tCOUyZEAfgyWoYYl8JEP675T5/zn3g9u3DfmOb4YgMh+PGIEYgY8RKMR2kyj9tO3oBbX6O1XGohxYUiGzG2v0bwpH9iuXwgU1+pxX3hehzAkP9y2LK6Fz+b6KCTiXr+7nzE2rGq5Pi/mMBHkWtcZ/fwISnYdqP95YVsjGna8NEpXKkSR8MYVMDuSbqXa2le/NzTCyg8IXTztG4AsRKEQWAT3n1iaDPk1ri1Ljo7ofnn+mBTduKS6XE7MKWjeIcJIoFSk4ygnLvKdbvwqxiuh45CgCone8UCo/2KY+R+cXT+szENDqBpOf7B4kJdXyv9oJdDTIr0BeTvcD95KhpQfqtIar8X5fRLb8mHx5shndLQY3RiBG4HMRMLWst4HC+tokLkvCZk+IUI9yMHCfKp2d0EeVoURMwTPQLA4x+UrYsaTc7ELjkYsIiE6vu0wOHjAuFycXz+mzEdDqOgWXQpM/RvJ+D3p/6O+tbrjbXJBIUSrDSpdo1ZxHcdHu1tjYaegABN5oQsMWdTxiBGIEPh+BTiaqgdRajncFEm5mU+cQjXgQocV7Tlf4thOOQ7g2bZ5tzkgJEa4uLpM4PufojSZmJ9dWUjBH5xlPqw0CWl336+xKtxDHcXh/aRCDz5MPSVGF6lMydECFTq+fhudg7z2dD9nePqE5YVXT0BwDGiMQI/DlECgMPfbyR3t1WxK2FqWFs/Tb3vFYWn3u0JJyua2xRt9AuVccJerZHuHdWJDjy+G8Lr5KdFq9kmzeWIbt9Na6OIH4nL86AlpdNwdMZUc9uOas69GTwCkgPwWdiOP+NuRrdVc4dK+PYNZXP2L8jhiBjo1AEdyoyJH2RWqoSeKyspXJFAMjx63A+hLxHU1xDcKuTrkiFb6P5Kc8G2+1h8TxOQdvIVsBW6HNxTK09KwcnF88pZUQ0NvrS3DyIvjngG1QuRjRLqgcDf4iGbrdn7U69Ad3a7PytaKrXzXDhTGgMQIxAl8PgUJCLjc4hNW3IWHvuTqYMAhjXFq/Uj1VIoxQpRmhv4eLtyg3ydh45BoCRsDLQD5Im6lvnGuTi+fzSQS0uu48RP4PpQpkkFT2X1+r6p8FTcrQAbvq9IabUEb5VKp129kakO5OwPdiPGMEYgS+GQKFyFKga8gJz07i5OPq6AW1eoF6TvNKfxGuEmFHgQ08fJA2bojj8zeDvl2+W3Ra3X/wUoHzB8qQ7e5vl2cZn9QqQ0Cn1S0JVc/mcCQ8CvIYqrujugBnRVk6KplK0XXYDmHbWeC1JnSzVXYC8QfFCHRgBApha5C5ma8WrEzCjbXaLDClOcFl+QU8pjBLoALPgSV7SByfc+zeEa2uewNkQ5w8Kgf3/06OzS+eThsEtKruiPSW1s0obyMyHWRn0Kb0/vLZCNcBG2fJ195lBJxMoD2A92MgYwRiBFYNAoXwcxATsEkCefWPJHHRchelpMBDCo+LcqoKS0XYUODR4jKJ4/OquQTt5lNEq+f+AdFTUc3DF20oh/R7t92cXXwiqxQBraqrA7cJoq+CmwWpI0F3QqI/gX4/mQwrXzumuR25CD34Q7hjlZ5E/GExAjECFML9IPsC5kSW35aEW1L0znM8qLBlBJd7ONWIWovYsN8uEsfnHLp/RKvmHAtyKSJ5eJkph/QfmkPzi6eSRUDvqN+NlD6e6f31ZyPuXIRbUJaCjm1uaWH9w3ayVa8FhAJBpzTBqBjAGIEYgdWDQBGyRMH018NoS8Lq2Q3H45rieBGsTTBPhZn9KiSOz6vncqyVT7Ut6A8QW+XIcBRP54IeMnjL99bK2cQHXW0IaHV9DchOoEVB6QrmIXRDtTzR3Ey3w3fy2bSUWaAtTKDFq+1k4g+OEYgRoAi2UKwjIaR7UrYSfv6RBPlRfpCtBF5E2QTPHeoYLuDXy6dH929JHJ9z5P4Rvb3+ciIORiUCtUq7f0plabzyyZELbNPQ2+bsSeQeQPV5RLZA+AMqI0H7G/muf/jOVhFiAcDI1ydQ05+NxTZy6B6Ip9I+ESiAXwlyfpaE7STl+YcT5OdlSFiVvwAHC0QKGyP8s6RM4vjcPi/nVz4ra0PyeD0f536F6EsoW5GivwwrfeErf1r8hnaJgFZbm5FsB/4ZkAJw09I8+8uWZJL1Dt3RnrRb/9hD2IkJuKpdTiQ+qRiBHESgEHkGsOILa1EyDWhWIuHzEX4lyksKW6Uc/bccKHF8zoF7wQg4G3zVqqEXAgMRmSlD+g/Kgfl1+Clo1dxDwE8FfQlkA5zUpKUmK9//cBm9Rn7Ltp1VoUmgs0BNE7pHhwctBiBGYA0jUIh8ZKYNwGKFLvZ9bCVhbCXseUOEhUowaphZUi5xfF7D12h1HM4I+EPzVs+uguZncoRuY7wOkkNK/7M6Dhp/5ppDQKfVv47SHZXXEe0JdMmQ77ftJJZlW4w2ApoSaJc1d2bxkWIEYgRaEegEh3jkNgVrQ7JU0BKg1zMPLKOoqJOVZxgJzxex1DEbKwzqVy5xfF7Hb6HQDL4CCasuxBkBs0iG9u+7js+vQ5++VtVfgXCCtTDgtQrHsPc//LCVfOcrbGq5JSASdP+m0BoRjxiBGIG1gUAh3GvqdJlOBJ0Lsq11JKxEwgtFAgEv6lcucXxeGxdqFR2zcbZeEQg4Q8J1H4EU2ZMWiA/PW07/GlsVriK01/DHaPVzG0Peq6Ca9h19ApGB77z/Hr2PKrPr+57AYqAkkHMsNbmGr058uBiBT0egELFdKduRtNhsuWErjO39zAMfUlRUhAoaKd6DV+Wv/Spiq8J18V56uVY3dp5XlxNwIOGq599Bog3CdrT9F0ayRIbu8Mq6OMmOfM5aVWfuRgMQKbTv8pvvLKLvj/YyS/A3FN4AdrHrrPBRc7z13JFvlXju7QiBAjhEkNtsFazQkt2hmg3s+9g9b9Nt/Q1Qh6b9gkOETkaUbLW7xPG5HV3DL3Mq82driM8rEPCKJGyX2Jtv1osyZMCAL/Oh8WvaBwLpvO8YVP6K+tcR2fTNdxZT/KOgYvev9FP1IQLv+kyhR6GihzVnfh6PGIEYgXaAQCEht7s3kMj+eTKtD72tQp9WEjZvUPWYk92L/Sokjs/t4Lp92VNY8KiOwfNXVV7/BAGvQMK2He1RRH8hlQN+/2UPEL9u7SGg0+u2xksDyPuKdnvvg6VsfORAFcTsB+16m7azFV3lAY8k0L3W3tnGR44RiBH4NAQKkaZgmAKvKXQSqBcoVth8OQlbfM7894uSConj8zpwK71Sq1unlAYV3hfzgP6sc9bb57yLc90yLaKiiBsoQ7b97zowxw59ilpVPxfH1upV6l95iV1OOdjI91VrbxDY3FqOgD6mvJNACzo0WPHkYwTaKQJFcJwi12TTRCaKc6/AQSB/Bz3uv/e+w/rrdWuNzuqUgX33kDg+t9Pr2XpajTU6V4StvVXiKHWfScCZlfCcRsRlJAmVt2RoaexJ2Y4vsFbXXwdyFOJd3YKX2PWUIVZTd4Ei4xW9SZDDIbQxiEN//hFc0o6nE59ajECHRqCQILaxFWA9wu9k/zZnMmtRGvTAbfPZpE9xplhHeatfRewZ3J5vmAW1ao5zR6laAoE5JRWy/ecS8CdIGO6XytL92/MkO+q56bS5R+NT15t+3QuvNrLjSd+3b+WVggxTeI2gO0tKCNZmrzahm3dUrOJ5xwisCwh0hV4tyJtZ20Lj2XcVTMc9z8GWChu2knB2kXR/SYXE8bkdXtwFtXq0eq63JKAIDcVlUmqn+YUEnCHh5xciUSZgq14sQwf8oh3OscOekt72zEZE+a+okv/Cq/Nlx5MPsm1nU7eyp+VXFHa2LeeQTIACRQc0Q32HBSyeeIzAOoJAEVynyNEmlKPwjMBAh470yA2CXmq7W/+5fQF9emfDs+fifntIHJ/b0fV9cZZuFDleEcgTmFtc/nHR3Jci4MC71XWzUKkI8xL9rlQOmNGO5tihT0Wr6l9T0T53PvYfDj3/JBU4DeSP2S/qFEEfUWR3a+oHvScB3+vQgMWTjxFYhxDIylRa6shIeImAtYo+AWwDerF912+eNItddijPhOcU3y3eU+L43E6u8YJafQ2ltzim9R24op3klybg5SRMKwn7YhmynWlHx2MtIqBVDY8iuvuMpx7hB+eMtuTC3oqYopX9MaUck5c0xSvL+5NArfo5HjECMQLrCAKFcArIn7OWhda7/4yDTRVqgW9nnZJ633zVLHbeqTxsa6aSFG+5V9D2j8daRGB+jT4qsLtz3N13oHxi4fOVCHglElYSz+XL8OFmYxePtYCAVtdd5lVPffrleqk4/TBV5HnJVDhbdV1nzRRcWeGcmX6b09EfEvCztXCq8SFjBGIEvgEChYiJ5/Sy+g2zJVTkRkGHe3Q/h8zy6J8dcoaR8C47lVthlv73FfKHD5c4Pn8D3L/JWxfM1stU+Ik4nioeKEF8f+XxlQk4S8Jma7cj6DKpHND1m5xk/N6vh4BWN5yZTCUvuujWq2TCzVdoBGemkN849GcgF9pTsj0dA2/bCjhrthBfq68Hd/yuGIG1ikC+raKQR7NtSUvNuQzYT5F/mXODokeA/gDk39XXP0P/rXcwEl7Wr1zi7/xauHLza/RMJ0zwyoX9yuWczzqFr0XAgYSr5vwJkVODrnBlqeUk4rGGENDqOUcpcsNfpt/Ez64535p5rVryeUWfFXhIkXM9OskhP8panDnQnyQI5t7xiBGIEVgHEShE5gJbAx8A72WdzKxHeAGwPlAGegPICWeN+xNHDz/F+g3fKymTOD6vweu9oFaPUrhe4M/FZZ+v1f21CTi7Er4C5GTrS5PKUrO6i8dqRkCrGw5PaeqWKf+5Q46/zIoddRyExP7GHv23IKMl84XcyiQnFTayv5tQU8CKR4xAjMA6ikABlApSly3GMuLNi+ABH35OnkfHkxHvmCEw9DdnXMGRh55k5oZLSsokjs9r4LoveFgPJ5/JabGNm/oODAugzx3fiICzJPwPxB2D6nypLN3yiw4Y//7rI6DVDUd5n7rh7icf5pAJY9Xhpni0vyCzQL+bLbq6V2FvBy1ZvefOgh7TBDd8/SPH74wRiBFoDwgUIbUKAzO9wXo/yL6KDs8YOGglcADIj9N9K7uANFz0638w7KBj1MP8fmUSx+fVeBFfmaVH+YjrUO4sLpchX+ZQ35iAAwmH7Wh3KvByTMJfBvav/hojX1V/Q6u8ZDO4QuR/QH0CPaIQWQRq7Ue/FnhGobUh/60EGiuYfXXI43fECLQ7BIqCHrQ0Zk0a7Pysq+Gh4HwWtIX1pLR4/9nAh4IepMh8244+5ohTTADi5eKYhFfLNX3lMT0qmeJ6B3OKy2WHL3uQVULAMQkZuqqLAAAgAElEQVR/Wbi/3uvakq/JSyZQKcRdoeioCP2eRy5S2M0hlyl6Vlru7EWFTQS6CvrDJrj+6x05fleMQIxAe0OgAHlcYFeF9x3YVvTzGry9dTrIDzLi/XqNQyo1YzuaF5Pw6ruKX5d87YxWGQGvQMLCEzKk9Furb8od55N1Wv2lqJ5Wt3C5sYIX5GJFywjmCvKkoN010+vb3ZTOTHBDYQOFt5vROPfTcW6XeKYdAIFC2BJkXjZ+vw40COyg6H8U5glypvX7F+EuVHS8ma4UIi2tJGwiHiXlEsfnVXCvLHxUL/UpThPh+a+y8m099Col4EDC0+svwPNLVJ+ToQN2XAVz7LAfodUN14L+eOmHH9Br5Le1GaJCxPScn2xCBxcg/3PwNOhdivwf6J0gB2dtzMyI4YQmsKKMeMQIxAjkEAIFmOUoW0tG530TRa8T5EcOrfDIw4pMbcaPKrTFMExPoEPs36ePvYAxP/yFPaU/V1xuraTx+LoIND6q1+L5scLSfuXS7et8zion4EDCtz8/mii6CiUuzPo6V8UwnDbnn6g79N2sn28m58tYkCsF7Qfsaa1IglpO6BHQ5wQpU/RtEPt9UwKNewC/Jv7x22IE2jMCbfqCE9kHbnNOMv9g+//1LA0lyGOK/lyR6xx0UnjDuiaGV57Ab3850Yh5fpwT/npXubFW/4lyqCjvFFeICR19rbFaCDhLwiNx0U2gb5Fo3k2G72yetPH4EgjotLoXUNl6ydJ32eTochXcpYp/UpA/Aj0F3V+RmVZoAXKtoIcqmBfoAVm7QafoRc3wyy9xuPglMQIxAusgAoUZn29Tvkumv/smzDEQ5ApBj02ih0WZeLFDAi0swt2k6C6Cnq/IPw4aPIJLz5tsJPxWQtlt24rwWfH4EggsqNEX1HYfhMXFZdLrS7zlM1+y2gh4BRL2eJS9ZFip3STx+BwEtLr+LZOc86p0GjpAHRyryDFpQ+4KQQcr8gDwJujvQazgyuzKLN/biVB0RZ59q5pjzef4PosRyGkEOsOYFHIlsFThBSvMEvRERc5X9N50LcgFaQ/wOaaS1Qy3ZuUsH2vdjjYS/uOEyarZ+Fyyh8Tx+QvumPmz9S2RIAnqi8sl+qY32Gol4EDCVXW/ReSs4Bot/EoqSy/8piedi+/Xquc2h7y5CJ1S6uk8dDvL+dq2889BLgIdkoB/FyJJRX+t8IpDrpOM+cJDit4hyKCM8pVWJWBYLuIUzylGIEbgYwQKkI8kfOfD1rOtYi0XOUvhO6DHCzLFwrCZtKSQS4HODrmzCT+hEGk6bfQExv7InuND9eaviiskjs+fcoO9+qBu3pJPiM9OSPUtk1ViarPaCTiQ8LQ6U2i5KJAw7k6p3NZK5eORRUCrG04EvcLASXpP10O2t1ajTgXBbkz+Y0pWCXSLItxkRQ9PoBsWIk8BLYo8bf1+AknNfBG7JNBNAKuOjEeMQIxADiNQCFeBjDEDJIElCs9ZUVZamGc2yGH2QC7oqUrwCE559JgIsRbGR0BMvKd09NFn8rOTL8JslkS4s7gstDLFI4vA/2r0xJRwhSrOOZJ9B4rl2lfJWCMEvJyE1UhYPPhXiBgsBw+wUvoOPbS64RZEh9vDiZFvl0O2U0GeA/0VyGXpIqu/KzJWECPf7YB9FblN0N4CXRTMibtZQ2446ME2Gll3aFDjyccIdBwEuhYi7wc/BligsEhgI2Ae6L9Bfp9ANygA0+0/Ow8t0SBbGbab306gO1p1tJHwGSddZARs2a9XImHw5mWh1alDj/mz9RYRhhsIq5p87TPXGAEHEq6q/xvCsdYfk3GndeNkaH/zuexwQ6vn7QKp6eA3tcugIhQN6Z/ddjZZOXZR9Mpm+HP2C1aXQPcqRN5SeDpCb0shZzv0DkUOzdgNhk+KhTc63N0UT7gjI1CQ0YfeRuAVoNijVzrkREW3F+Rpsy5sxv8408Io/2zCH1EIlygy2qHjmuBvRsIXnnUtw35wbAjVthp2wrji8uBD3OFG42zdBWF61knOyFf7DhQznlqlY40ScIaEs7KVIqmw56H6BJIaIpU7WDFRhxhaNedCXDQen5JwZfmYfI1IC5F51t/XhO5ZCGYxNi2F7pkXBDbkfo+WO2SSwAemeAXaBGIuKd6a7jsEiPEkYwRiBAICneHgFDLN8sAK3sGzmskFWxpqFw0tSXqLrYCBmSAvWq5Y8YscMtajY8F9T9AfnTXuMo4ZfqqthFNhS9rxRAqGbFEmHSY+z5+tFzrHeO8RkbDyXS3ku8ZXwK3fl+UkrPIBol1QTSJ6tlRul9MFADptznZ4qUJkS9sDQIhs5dtpSH9rNbqlCT+yELk920q0TNFz04VVjwDLPDrEZQoq+hDkJmW8oA965HvZ/M+G6d7g+xIZU4Z4xAjECHQgBKygKtsHnLKKaAddFZ4EDkyhgyJkhtkYJtB+RciDChsKOtoe2hWxiuk3NdSSyDOBhI8waf9ge2hprmTacPjsfjleoDXvMd0uP0kVwpaqeBGi1Um+a42AV1gJKy22F42E7fAXiKJh8oNt6nPtu6PV9ZPTknEjED5EtQgkkK9tO0vw+JT/2Oo2kxbwvxfkViuyAr1SkaMymq/yqEfHCBQBDwiUaWbr2bZGunp05xZ4Jtewi+cTIxAj8PkIFMK/QA5RSAh6R+bfuiPIcxF6eCqoZsl5+ejmLWF1bEpawSP8yiI40rapBd2nCR607ehWElZoEc3EZ1VeEGFYSbnkXHxunK2TEUaIaSsoRboGyHetEnAg4duen0rkDrPiX9uLzpTSi62Ib6Oo62g5cPO31/Uvnk6rOw6Vy/C+EBc5sAdUl9c252tzLETMYPu/CdRaifILkWbTfG7C/6IQqVNoakZ3LUASDv2dIqNM7SbdcjA4W4CxLIFaEVY8YgRiBDoYAvmwk0OeBt7PpqY2MpEeRY1UTDfgJyATzbghgR5ViNj2dKFDv+OhhyLnOdg8hR7QAs/ZivqyCbfyvUGH2YogqVamoiRU/p+9NwGTq6r2vn9rV3dVJWEI8yhhEAgBkjAnIKOoXIEkEFAIICqCAhkA0aA4BDCAqAgERBlEpqAihEGZQeYkDIZAEhBlioDIPCZV3V17fee/z+nQItz3fvd9lSSc8zw86RTVnepVp9baa63/QB+cKyvOIR/b2hb5/Pz0vX6QwWnRFAuCe9oItv27O9/u2/M/vgN+7+fCp8yaTKjsmwGyXifJKPrq6g7TecvDRJozT7DPfa61qH2e/Oo5uxY3/MoaEedqNbEJYZl87LwBVXz5t+CVOuEHnjh7/h1pN9cIPwPfLyPTb22wjmOXVfDjY6Ia2Ylt+Miu3P/zOsupBHXDL2mABDvKq4xAGYGPYASq2JtiRhS73+WAF/JdsF1jOTXxTU3LHHvD8EGO/8QQ79eudeKLAf6WVZ8J4KcUmvKf/vGES9n9M/tqF/y6t3iVwOo4FROQ1pk4/W+c8LnP2SKXn5+e7rsS+YU5K0ejFYwu98SlXuY/VXw/9A64+zPybhFmHsZVOJtJ3QlYCaNB5FwbsUFaSizsl189e/9sijwh12OWELr4dmwD3gKrvTt2tt9ZMlFg+WwctA/4ZCdsCPFxw3YF5O97s36WYX90ojSevwK8bnnnu5b2OEVx7519/3rNRD0orzICZQQ+ihGoweXZyFmMiJc9OaP5MWAnBlyH+KlySmrie9aw2QZzG/iQKnxTinqGj2rCH2o5Xek4w0/PlsoTNI5eUISTxzBXReVnoy9e5OfAuWtuZYtEfn5ymu8fnAmW50+NXe8OzjYIdKaJwL8RcPV+9+SH3gEvKMJXzboeKrukcarZm+DtEB7E4xAFJ+1GA9dilfG223pPLkwfMH/ggXb+vsQRRD+yuCnfwXkDYjsWVgTvAmvvOXauwwGOHSXhdElMxiQjaTeqUzZ8WwiHSELO8V9qpCTQFfgP1AEbzJT/r+XKNx8H5jdxCbCXVxmBMgIf0QhUYYBhs4pf/xXDrnN8r3wSF/uAfSHg62XJVIf6AyO+eSc8JKtC4LomPlzfW00dMnOb+HbAayrC5/zkOrbfeheRjSWPK+nL9mA8GB3ZogoxbUH5ucL4flvYQpafvf2ZFkfQ4kgPrETkHTPe0O8gzrTl3W/7f7r4LjQd8D8VYVMRtncg/grC4Zkd31z53qLxgMYeWBXinDQmGTbgUrNkt/WhXH7V7K2IfgSVihRn2lK37lrnMofob0LoQ2itioflu9HOmkHrxbbDlwN2fsS36oT7esE2Ebs74HvNhyvq2B+AjRp4v1oS3mDzCr5FF/a84V9x7JfkvL/VZUfYBHXN5VVGoIzARzgCNWxewaLQ4Xw1mS3kWvF2meWaA/Ozg/+bgdhybOOIHx6wn+d4EnsuEH8TsZ8Z9getwMSqqGECkO7VXYTNeMfhV+Yc7s5cjI9lFrR5frbkRT4nGKessRUfan5+aqpvlU0MjwjOXm5Ffs7VAud45E2MPiFZObL8h1F8F7oCrBfk6oRTEQ5v4V27YuESQuVcaOnkcjhuz2KJ+5qeDjYNjxfaiAH/Ed9bv3b2lkQ7EukuO8sm9LbzHMYrWYcqfdDDsHAULkEr3wm3JXqMnW9v4jvV4LNgU+TrG/FTKzBNHp4GL0b8pwEqjv1AOxvDx8X8ubOEXJQUZcCud1yjJk0wKuIFd8K0j3DeKX/1MgJlBFLltdscdlRuNLg1wpCAn+rYlww/wTGpOq0X8H0jYZTjWxr2pyZxbBW7Qyhgw6Y3iN+uEU4jV9/btokvW8Pe6VGE32p1sWuocEmAcyOsZMbhEZ4NzqqJQ6y9m6W8dOHaQ+0/kp+fvNO3tHaONGNnYpGf4TmPvBIqtLVaHFapcBQtzAI7afL4YRXfhbIA/1MRTrKVPg1jPSy+hFemgu+A8UYqeo6+bkkgm0gb2FOYX4/ZLXjntP8X4h6py7WgHYFGOZvgXoM0Iq9gvITLENsG4/5a6oCNNXMQGZHoC6hGubGCzbVkpKATp++t7tUJ2+Sevn69JSJ92MLwETJfEDhC1CzHLzNMnD2N4kVBWioXqqGukVBHGteXVxmBMgIf9Qi0wwG5SQuvOcyWi1rA945pDO1TMlDWTw3RiHyXJtyYOyT5nU34XD3tRdMh/4cd8L1iHD1NY9puedsF4+ih6pGU45hGYD13XjJjKjHlZDE61IHvYEl/OhkYtMkfvuVcb4FbHKb9vxD3UJdrwtg4e5mxiZu0r3nTBRQTjsZ43p3BGqUbiCu9pihGFSO24r+f5/t/uh8Xmh3we1+oT3nkAULbZhA6CL4frfgNjKUxuxGzbWj5QIwnwPvitiJpFK1Dn0a8aeeqr+djvED0Z4A/E5iNV17F42sEGrS3GY2uKm3U0s9oxVVoCwNxX4/I6pgJ5KSfW0ka1ubaxTqeNFKmY7Yk+AA8ne50w30bb51FsKNwW/pfqUbhnALdfEgHXNoLVos6NGC/bBK/Vphs/xF8fBPOrGGvO9zUjo/twuY6foBh5xXOR/sUMZNEpU6p5VVGoIxAGQHtwCT025SIU4F8ftiS8hXrteNDOrHpBnMa+FZqChz6GH6AcqRh9zn0led4A26vYw+I2hSxJzuIB4m6JIrS786/n40HbCZ0dAfOfjjfiMrPzo2VtE5jIM4TbvQ1Y0VlzYJLrMZBxjEpPxu80HKeCYE/A7MDvNqKvNamYtmOdXZQrQRq7qwYnVUqFQbq98BZncAyFvGoYhuIHnlb6GypgQHTgyFczICs0TkvwnPB+XZ0zlIHHCNLf5idb/dtutAW4NQJT3nkHkLb1hAaNnz9XknCkbAbZvvhraWxcDrGTGLX9whtY3H7OjFeTiXJXA7FTBQgqblUcPpgtCcFqoQjyLBwxJgKten/6610Ec6bmM1PaqjOMlh8DCoPpzfc/OOYXUAnD9Du44n8lY54OL3CLkQuIYR98dYvuouvqEbqbhswtw5r5LaBLNdRAKbqhImSgdPNn1sNBp1Sv1TFV23CJwyTibbEWT9u2EQR5T1XtPmDwyctqd2k0+q3yrxTRqCMQBkBRaCO/d1zQ4YXEqYKXlbh9OSs5isKIQ32RBKdyKdtB5Okbf3sSFgD4o2GnSad6KzTOK6Jb1BL0ziBq+LTRtjc8VGTz76bzQZvrQza6DfEeknC0YzdKsZ+biwdI6cLMNrWwfdaNcY6fB3jcndaWaEe6rByKPKzDgGFkpeKZyhoTvpanZVoTyqwOlA0LTA/ZWdYxp3HgvGw6FEx8vEAF2A84JHxGH+tOIe3YBcsjcr3JfCLhaX4LrQj6J4fowVF2K0T969TsV1w3xmzB5GVtDEAT7qnerNeBvk0+tLgszCbmXWXa+BxIBZE65lWyIwPxFynqKXA3sbjXxCJ3VSYbRssariiccoTVMLOmG+Jy6FIXa5tmMbM7m/h3iu/P6gQ7EliXBvrqXAVfprrM8eJdezmiF9h2HaOX6riCTbG8d8YYVWIjxj2RU+WYn5Rzs+TlJwLHHG0w2sBHnLY0BNiOl06uaYCX6aeMgJlBMoI5AWYyxz7fE5lVLF1eYr/0PB1HZsOPFrQkR53eKoD36qaDvH2dfCvdsAVNTjSsGMi/vMOkIZ0Ww272WCQ4bvPh3s0ju4uwlhSzFKBFZNlZ4cH82YndaBLS97PjZcN2sRN9sisoObJWMOdgem1apwtwY/AQPfU5S5lxtsx8pdKhYdakRCMbWQLiDHVnCew9G9tafCIw3NmKT+uifOWQy+xlU0FPPBkiKzd+g8pXP1P78SFugPu/iV8yqw/ESqb5GNgJuBxJQJf1KkNTxD7TTKaz0Sc39uIDcb5tX8eRKv1LSxsjfktSO7S+AwuHWWh7JlBjJNtxIY/9qsfHQ0cCIl7LFsvDUfuxOX5KDqQXUi9bQJvvN1OrTYpGV57HGMjNpzjV885LS/Y4Ugs3kyUhNm7xgp17RuS5BvTDbtHwIYqkjuzbwDrRnzbkPYSSe95qZgAEexmiRdsNxlxtmPfdfw8yz0/1c0vKy6wvl874dJ84X96q5fPKyPw0YhAL9g6YvcUTck74vQ69i3wIzLJ2x0KUNVK0p132KEjty/trCVsi53dJB6uSNWw+VkxvbuJS21P8OGvqpA7fkoHnFg8x6/45YNs1H8TjaM1+p4QIysF44s450SJXRibmDHRjd+vNdTGPTvdB3VGvhWMrd25xZ1OC3wm6dxHqmbMaBmT1x5iP356uo+mxYFubGbGWwl2C3dqmumwLcaF9S4mvGG014xJWlNmvshj+g2xOU/d66dpP2yBIwPc3HLqC8PYuedduEgU4GIc/RChbRAeOm3E+lX//ZyNiOES7RxseP/xfu3zvfE3LiLakMxfV/Zc4sdqB9CFe4sQJtmw/j/03z+8DLF6GBIij74KZi8RKudTsR/bZ9d906957Ajcx4O9jvs7GBsX+10V7+vp9PG8Mu9pVu4jaH6gGfel5q9Dpdd7d77FDfqUw4s6ZervBVdPfr9jmvAzaTjXsJcM/2kDvl2HEyM2tgNfog7HOvbtJt5H3Lxs332aYeMd/6th6xs808D1e5ZXGYEyAmUEFkRA3Wlh0iIciRoLUZKel9wt4r5idzu+vWHPSmEP4jWawAGrGn5WhHcM298w8WVfVVGuYlMDfq5jR4P/vJlbpQooutuUX81gwPqDNI7u7DfEqnPv8Y1ihUvcuXGtoTb++Qe8d2cXF7kzJPPXneOutRpLyujBoRVgUr+h9sNn7vJlvI3DHAQ6XaUAUp3fCT9ed4i9+dS9fgTGeMubkHfzs7OKw/XRGP9aG08v34G0nUO/pdh37psoBr0WtuKb93qL0OVTHvnnInztozvgnInbUphrv/u2UG9E3xQLF9vw/oel4n3N7OF4OCbfA6tY2mY4F0OcjoWNMEbh9gLuS2D2HMFOsN3Xv9W1E77m0TMhaIdwPbAc7p8AVgD7G8RzMrGNiVBZoO0s/80mvmlebMOvwJeTaUIzl4ITgOEuQCT5+xvEb9UJl0W8XyYpeW8gnh6xh9UNS9e5ln+9iiW7MPtxC/91wLQT1mhHAh7nNtKptLzKCJQRKCPwbgSqmFC/fR3eCfCog8bP11rSmvcDwX4nJ0PlmWpuAhMlZxsFXspBWtPBf9aAybXknuRPGrZxE9+sButrQieUDtgnm/jGKvjvLcJPTfUdgnFmwdpI+dnEGjE2dbh4zaGW8vNT03y4OcdIRjM6r2eCHpvFyMU40y2Q52ftsyNLYDxnFU7ot6Wl/PzMdDSVlCPc9ebStKbIz5LV5JyKMzH+B7Wd///eg4tUAV7QCVcqg3LAswpUvAezjyfOV7C9bVj/p/yKOavQZqeDr4LbKXrDM9DBAeCpcGHcT4wTbcSG033Ko5sRkL3fFuACLQzIUNCTcWZTsYOI3MM/3hljX92806+etQ1UJuN+GZXKDFodl2Jt76Ua/QH8DxDWB1+riQ+rEyY78QGw7cH+7ETteG90fFJ2Et054t8M2K8llO74Q4Z9MqMdPR8TSjCNf6RRKkrBRukmTbtfgRb8M00QKKu8ygiUESgj0LMDVlEVH7jT8YsNE+d3U8MkYqSp2aGZ8MbBTXzpdtgiYPcp1zTgll5wdMROFvdXKOpesHrE/mz4rxsgJLSEhDYL2DTtiDthjB7rLsIbrJc6YV1qIO5x4+MmzYTA3mtuZU89/YCvQhenayUY4RSDTQMcENMhIHXF6tInrjXUpj8zzTfLRtTHZsDTLXBeSJgfmOzObDMOcuOeV9oYs/nm1vnXqb5NG0xuwWXtMMMil7bCh081+u9uy0WuAOdFeNafCZX18ErLRqwn8Qv86jnSNB2LsZ8N2+AOv/rRPbOHv595LmnBfzeEI214f0Hq8ase0/P0pr6WnfJWxP0EGzFAgCn86sdWxV1Iuk8WouY/o8snE3wrQpicoQC/aMM3vMSvmd3EQ/W9Y2ftX1rYDQYzCmejzl4wNKbH7PoGMdGHatifHKH2fFADnhIfz+HZDnzzKuF8w/ev4Gu2MNkOvhrxvwRMexLtPvQ7q0teJN+/Mk+WESgj8O+NQBXkJf7dNKYF6UBLkOPrjp0q2iPEuWDjpCgokR/HLpLmgHJWFY61XFP6iSa+twp0Bbum8BDeTUW6CqME0pKoRwZ43asJv+92cbv+ssdYZy09TKvfUIFi4Zmp/s1slD3Wnf3W2trueHqq7ymPYURXMu4OgSPX2CpRnvRcIaaPxXjNRD+CE9Yaaik/z73bV/XABYkFYvwd42etFpMJbBVgshlf7DfELnlmmjfdqS6MY+ee7/wim8DftwhfM+dI3H6Si2KEmXjrYgL3EcOpQulBPIImc6mGYzFTAb4XfHPwc6B+Ep1vL0N7+6QMNfgOXh2Dda0B7CdqUBrXR/+R7THguz2Lr6hGPY0QanC0AA/i6zaJ4/NiyzcM+5bj32rCL3rDqjHXbH2igW9RTZ2tUNb2C/GBxb1zWLKJb1TDdEg4D0ynWbmZbJO0V6GzA+/97/0Ylz+9jEAZgUUxAu2wScD+RKIapYXwo0IDF0BTNSXTHL9TRTRgF3kycPCBxQTu8wH/SsS+4/h9EPqB6Jj8xbBfOL6dYb8BF/1RsKirDP+0Ez6bm+j4wSrCa6+5nnacC4rw3Ol+ZIz8xJ3XLDDTW1zc5dzXFjjVAp1dkSOazzK39xoca57+uxdj8+ic0ztw0rzIMmZMMuedtjbGdLVE7ZSXMV8yx6Lxo7WH2ncXleKr+2qRLcD/3AmHiLVuzMfI3ILZtpmT0tk2rP/E7g+PX/XoMZgdlwGs5mN2BbHzRNtj4yf8ur+sQGfXMZkV4tgkLmUcK7DWgu+75rEfge9Il/+GStiJin2KVlwwds5GPDotbtbE96rDwY4dY/hB4usGfK0WbG3YTw3/lsALTXxgLddZvS9gYzMFrK1ysXSfDfYJASAkGweIa3diJrUpWL9G49tJIB0QYlFjmic7cCGhy6uMQBmBMgLvjYBJkKN48K+5J7BYGTJy8Tsyndw0HTTCFyM+2vFd2uD5Vu6U9EITX683rNLKhTiWa+LLi4VRgzE5EJRHmrh2rwKW7m3Y+fq6HV/nbXhJ4+gFRVitiyOjmTw/C70MZ6851Bbk56fu9WMscByexJOu6Gxx4rrb2BN//5Ov0Gym/bC6Yk22jxVYq/uXnTvNfxSdHaPzm2DsVAl8amFQuPqf3o6LdAEuivBfsIoEMtyG909GB37tn1cjxks1UrHhGxziVz0mV2l1vDJ56Jt2x+1t4+yz677kNz+xNPOaZ2JhY5xnwIdgdpIN63+aX/OodsF9qHeMss8MeseveqTrvTtf/Xv1pB7j92WUo30c/1QnzKgTTnZ8PWD3Yrdyew37IySZtpjz8MQTdsmkvSknkhr2XLLEwkc4dob20YXxwo81HNfPN+gQFSnb51zTAXv8T9/o8nllBMoIfLQiUNCI2jJHpFmGyR9YXexq4vF6vtPdJcLzhqko75vzf9PKq38D/5gYJDXs8kyPYJjjgzry71dhlyXq7Aa+dXdEZXGYgZ6k0b91BzyaT/7Mb/r14/Rb4+Nq9XzNoZby89/u9dW6DGkhPL7mUDvkmXt8L69wrFyKCPQl8nBnF+PW3c5eeuIBX7qti0niCpvxjNyXgnFSvyF22tPTfLI5fWpvMmrlz9g7z9zjXb6Q73z/5ZS0ONySPmXW04RKPzxEG7G+xizp8qsfvQGzzcD/RsuPtz0GXFU8Lg7bl9Dew/zzRC63ERuIm4tfM2sLvO24pDmNTbPh/XdKj39A8S1OgONz4Qz/L+mr5jdfQh1Kc/X4TAf6+Px0iAywD6vhq78Fr9ThS46dZ/g6DXi6lsbQvN7Et61hD0qqrYKP1SlUyjOGXey5fJskMMc2SQjA8iojUEagjMC/RKCGSYJ3NU3OIoiNMQPYQFM2sN096Qr474VkFm2ziW9Sw1527LdSydIKTdgUw3+cObXt3IFvnT1Rp9MAACAASURBVAt2yLc8AVDmN4mHFPzgz2cd9ZVghxv+GYkD1bDrhFC+9YqnWH3VfmpfY78htiA/PzPNb0j6C87fonP8Wltbys/PTPMT3ZUbucjg8ziXr7l10k7giXt8i4o6ZRCfedqaQy3l50Wx+Op1L/Id8IJi26MIY9Jn1hLft8fSrnUtvLKfDV9XN2BRnB/7bS7DFm+lyXD73IbqLNU9b0l0ccjuBLQDXpLYuVnPztcwGVurc51fkN6FRP6jzCCaxG5EoDSd58v+q4mPrEJ/UY9yTrEfLdBCHbvfk7GCjw/wesypAY9bThMQ6vl2sBmOjw7YZGlBJ9vD3AFpU3XaZd4pI1BGoIzA+0WglvuLi0WhUfStsjSVqE+m+if5yXP1Z6H7rKI6PHtMXOF5TXyfGvZQ5rj2CIR5HcQv1wjnOlQN30M2hR0wq5boS36/YwdV8N3mw7QqaKe8lzKpY6Jf/pc64Z5FuNXFgCDmibG9GbPcWYs29ltzC1uQz56e5r91Z4Re95pLMdw2tJSfn7zXt6wYk11iHLCGmpEQ2WxhRzt/0B262BTgvEud/XQCDEjuuxW/x8zfTrQJE6Jf/ejBmULKT2n5/sT4HG0VAa3+QqgcScuPw/yTVBhHl/fOkc5+qA3b4Fcf1PnWCBoP93ainEVuMfwbDZhSwx4z/IuRcEC2q+hsEg+u5bD/r4NAX5KilNSk7Uca+0gLNd7h2K4OK4nkTo5SvMngbzFptMqakDmmQ0QaPdMQBamZ60lLGau8ygiUESgj8C8RaIefhoR0liyjTzHswG5Rn4AfFFMusV9LTW9J6NvEng/49xtwUh1Z9Ul60neXTr1+uFZkBTJ6O/29D6zclSv93Sff4O4XUCOcJ+Cq44M7QFO9NI6+7cqnWHWVfqnri873LrqJiRMmWHxmqqf8HCP7R+e5EJhk8JdmO0fWOjlOjJRgjIstemfOeJMDHLrGUEv5+W/3eNeiWnwXqw54QWd71eznsbCKgH/dO+G8kD76GS3383uBw23YBue8+z3aEaeTYRXicBs+IHFr/7uxcw2bZfkudmITztLz6wkxbT8qAAqiDAmgsJ+lx+ymDqKUZvQC/qY/mvj6ObDBpFRzTxP/ZBX7vcF2TXyFOvZMhPuln1ooe61WWD7Vm3JoKq8yAmUEygh8QATq8GWtuBzeyP3E2TTihwXsArDzjXhHIS35YwcZMNwLzGzi29fhK7niVdKN3qOQ1X1CHbLsUhtwaz1pPtvFueKg792UUmCe3yStK+2CRhPftXh5lRrWdde1z7Hi8hIgxPsNyXfCuuZO989E5wrJ+UY4bO2tbUF+TjvigBznJFM5vN+QZEjD3Hu8Ky5iO9/3vlWLVQf8QUXYr/vL6nR2SjFrRUKyzLrehm+gmytdfs2jJ+HsLlEWzFaky48gdN3VPXYW1cjxAd3gAnFw69i0bEextuEbiMdbFGDdtKcafkYDvlM8JmS0HhvXgF+qTue+wImCNLQguT+ViYb8ogmjq9o7w9JyIKlib0rtqgcFSehB6a2WFKQy7ZYRKCPw30agChtbrqY3r7DoeyJAM1kMwSBAYkAPgx1qiRush30A+C2FcNG3ZQQDfp2EhSQLGYkz1VC04Vu1sGsypb9JKvDC00jaMhDkc75eg/h5ja0NltLXVcIvtTMGP+zOa59jpR5F+NlpvnoXqetdSVr77ly/5tBU/NP1zL1+kgd2l5+wvIk9ckSAuxb14qvfbbEswKmoXj3n+YzekzphzF9D1lgjNjjeb5zZh2ZNGtKdNFv7U62ch8Xl6V3b1z61zht+9WNfxlvnYGEB1cjgSLmLCIRQnPBuNuzBSHzTsK2b+G41+DRJ3DyBpa7IOXUskYlnTJXuc6YtfYSg/bnloJDMvkfEhxthbEi8XhcF6TDHpA/drxhbf0X3XzbiEb9Oo57VkxkEvNTEdbOWVxmBMgJlBD4oAsvmoKoEmPq7RsWedsL2O0vOcT6mgq/dInwXfN+I7yivXuU2TfE68M0K7fqZxW5YO+K364TjHP+c/IObCUeTQKeSy5VG85IVfKN3cuokUgGM+Nr6uU2SjG8aR/fshBMv2Dm939Z2/As3ep/G0lyiFd7bc9m/z+qch7H8Uu3su+zm9sbT0/zLlRbnLMpj555v1mJbgP+pCIuiNCynKHVffs2cc3H7XEY7usGGD5B1V7o+aOys01zxDHlp/qNJTDqmNez6gsN7oOOHdKRdMEfnspP0kxNJA86vE34Tibq5BzXxQVU4Ohv5aG+yatHt3mvQ2/DTHNvNkjuTHx8Th5ibMnk2jXJesFSceVLFvMw7ZQTKCJQR+O8iUJgyyJhB1CDZE6qIPmL4FRofV/EVOmE3T2NpX7cJT9Qw8YZf0oQuL6IJLLpiE1fu0apNLm9POParDmKSplQzV8f+4fB35bfu11SH5GHu2G86iPt3P67Xdfe1z7HCcsU4uqAodf//p6f6uTifM+OGfkOTtWK6FvWd73vfq8W6AOcFdc5LmC3fcyfsV8zZlDYT0vkZ5EVptp8N639bz+Lba1h/b8rtqMdVw/4hcFQjqWflV6FiNRP8jCYc2eMGe7HYpyQrr+JGvC0b+ezZAYLb9853vz6uCWfW4BzJvzXw5WogcNcX8q+tYfjhngyz+bPDegb3d384yvRTRqCMQBmBD4qA9q7JrxyezIGjtOdaAvYboZlDaiBYz/GlHftHIF7guajG247/MAM8/UN/N0xyls83id+sEy6NxLkZf3gPwyc24OICmFovZHIRchpYppZrJHzfsIMMu08GNHqtEiPSZO/e619kub7L/9NO+OmpvinOZA88Y8rPgf3W3MpuW9yKbzq1fBRuXb/q0Zc0xkjjaPfhQtJl4hdH2fANzvWrZ+8NsjXsqry78+0v0ZWnA779fBBgihrhtEyFWie7zQzfU3qoxY10pW5sg+W7C3PRAe9XdLcCWr1eJ/wafB3H7mgSj87QXt+zZJptf2wSR0sbWmYLFbxfC7skV77yHSP2h4BPipg8LWWrtbLMHpow7KPw3pW/YxmBMgL/+wgUYhxVUSaBFw1qnq+zNnB8TMBEL+qrlZaoRwZzPHGD1TFLoU/yk355IxfpECXy0mxEvbsckHrBNhG7HfwYsK9J5U//juhPKraObyDKZlF0l65jN2X0yWuMsLpG1Q3i/uqEp17/IssWRbjlDE+aznBUv6F27pP3+t7BuKQSqSwuY+ee7+ZHogDnnXB3EdZffFcbMSBB6/P/968KVyKcZzfRZ3NEYPh+Jt+2YyFUPrwAIQzpIkjCcjUJllcJF+QelfE6MHGMt4LwNRXnDFk9w7ED2/E9urCnJV4u/dSA6waWx+Y3YxpHizgfO8lNF/6S8/e8lZ1AP1bouEp4uk3a1c3ShvB/n5XK7ywj8BGJgHzEc+e0NM1TYV3H8MskmdvEl6jm2gQmE5g6HF88rud3ar0mp6JGgTepgnLf5Zk14Rc6QO5t2v0eAXZKYchwjR5bEpbrxOZ4jlXZqDvUhQa+TGjeaeLr9JgWeuqEl1aPlNrCXdcckkQ80rU4dr7dv9tHpgDnhfax1zDvC8Ft+Pq5bOV/o3BVI5wJLvMDa8c/JY1TfU+dMEEgBIO3Grg4cYLcL1EoWfVx/LAOkKhGtYYJur9ixD/RCfdX4TuZ1eAhjp/ZAacUnfWB6qpz6zD7vXa/gvAX6Ok9BO4qFGtUmPtE/Ked8PWPSA4pf80yAmUE/pcRqGFahUnHWaPo2w02irkN6vcNHxCxq4U+buIr1giTDN874l/TmqwozusGfFgD7qwTjs9kLffKMCoPdBC/oJdUJVyY7ZM3dmx2B1FCQSrKw8BEG6qB79+Ea/PnJgelH+UqWj6hQaIWpUud8H03v0rfJaQU/C5FaXEuvvq9P1IFOBXcKXNeI1gqwnhHfA/VaKOO3Hc3XQUX7nTHft0DbKAbaaRhlwp6Lym2d59vUyNsWMPXfiuhDHXT2YwAKzXwVYubULzgXxb60HfW4aTCpEG735XJhTuGSzid3MRBkpZPyovTMaGhl3b8hAxGLSuv8iojUEagjMAHRqCOPS+RHwMV4g7taD0Hc/5NYFLwnQXKCvjdEfuh4UIzHwJ+pqZ2hl8U879/zbDpAV/Pk2KfdBP082xsE9+sht3q+M0B1F3fDy7NA63yLo/4dpW0f7a7DN+2Be8E7CbHx3bAZbX083RQ8EOn3/QqfZfsm3bCoUVcHMfOPd+sj1wBzovw7NcIIT9qGdSH9dcfogqNKwrjM1X4XMDO7sJ3a8NOd/zXTTi1MK++S8RzjV4MP6kBFxWnw8GWS0iu2SDuKxtCsJ0Mez0SH+uAk2rY43oF2Zh6gAwZqrle692SdDPCCuLhCQyRoaH7Fl6bNxW6rS8byYy6LlvDDljgCFLmnzICZQTKCLxfBArRn5ULFPSA3AvYvxDxbQJ2qyXTlyTIMdmxK5vEQ2u5n/lgjZqbcFONpNEsg9/zihy4VcDuUAE2/LMNuLtARk8Hns80E36rXNejiRHwqub4NztI+Bs1N9tKnEi5L9PHf7FBFGYmdcLTb3yVvksp/cHC7uf7f3vXfSQLsIL2xqXTWkv2WSrURwzwzCwhjaOr8E3D9gn4SRG7zPCdG3B7DWTncUdWro9Tt1oU3QsKHeg7wEVYH92Gb/kO/ENKMNn33u3YEQJuWT5OfqwQOW80iV/NHZRkL2ivRuLPdCKUl6bk2yz3ChYKcaJhX5Nvp3RbRVMqdsBjhJz+v33zy+8vI1BGYPGOQB2bK+CmdJ0z2cn+4D+T3WkHvnwVaxp+RBN+LraF49/Twb4Gp4N9pZC7jXU4xnOzmfWaOTZFhVISk72a+Me7I1jDrnT4bMD7y1ymx+P6utVz71v8jCmkvXLKs7f1eL5Pv+FVlurb19fuoZa1OL5TH9kCHGYMb3mw0D7oqgUFOD+ZhfMdF6dX9lyy4kpXHbZ37HbHf9kB3dw3Pf4dxyZobNwEQevlepTMsD13QkqjYlGL5BRSxVfVeLoOX/R8FP3xBjypG9rhrdxxJDkh6QMh2TiJostv87LCXHspjWr0oVkcb8jydyojUEbg/10ECkckrb+echD6+DaHbQ0/Nhv7SstAK68/OjZKdKUOfDt9jyejF5/aAafWsD9noNLrwZaVsUwNxuaGDklj+oEOOKEO+zt2rOOXGbZDE08uRXXCJcprhaZ9r+49cYGj2cnxsw07O+Kf7oT7urvgH9e7MihM8DHNd+Uq/99FZeH5SR/NAjxjeItKJWgEnYEBaB94ZSrCheqLdEYl30a34XTeHYfzZRtYoAi365afLDx+27JT5TPdRPM64QeZP7D2tW808R2Lm0q0pTVk7dWAcwR4kH0h+E+lJV3HXinQgWvUMElbdjp+jGEXGC4t6e97GvmoCy6tCBeej1D5SsoILLwRkJ68Cq+sBwM85jBIO1zDB1qSkbSfamxs+FczLY2TI/4EhKYRT5ZhjCWJyWQsc3gdmy7YqmMnSukv5BKUD8ndTQp+RSd7d5VwscFrlk/xJDyU9KDF/c20Dh5x4ouZc5xYITsL2FqHAx2b6PhnNP1T8TWCFsi6fExj8S3CH70C3F18gzjB4Um8tY6CoCJs+UnvrFwYQ5KRrhPf3lUQkXxb0ZC013VsZH5SDKfk/N/EZ+sGIciea3IbPqgLO9MSHD9KFnOvgKtbvg58mOcKWiNBrh5+YqH33Ct77BFyhSyNxcVBrhgsJ66eir8eN/y7DfjBwvuxL19ZGYEyAgtDBGrYs9Ij0GspgJzSF/iuY+c2cYkBiZokL+C1e8NhLUyNwQZNeFwyko6PaOYA0tflkFTkr+82QWhmTQDV+SpXju+xFqvWsb8qdzVweQe/XsRCGvqzIvQxfKsm6DnpqsHhYGcuKL6OE3mSimhT+OjFtAh/tArwI8NbeCWg4rvRFbnK1cyRf8V8QRHu3ge/Oz7xNUUjasO31X43v1nCaYZ/wnNHoy1FPq9DvwylrBGKRsfHCN3XG1Zp5WLotYB/aj5MrxF+CL6n47/qgInqrAO+G/io3G/TLpYCTWIrY8cJxp8jrmVebVLVEg3p1M4kd1leZQTKCJQR+OAI1LEXPachtQw03RtY0JB+0IZMEJJn8ApNfLUaQaYxB4rT24A/Fq5GclAa2gkzq/Bdw74Idr3Eg4pceA74tmC3qUsuiulnhX7W4DDgO8yHe/R4FbRKkzuT9A0O6gCJGBUF2Lxn8e0ePZ/R7n9VEQ6LaRH+6BTg9yu+eusfG7YkzbYXsKRmtWAcXZzuPimknsMVHbn4eLraYdOAPZApV/2u2ePxGnatw84BH9BjRH1zQWbXKbLZQz1mZBOu6T75ifrWyAFc8+QYUoHn5DbSzOUoXwE/PwNy7SNSveHnN0BeweVVRqCMQBmBD4xAIcQh73A1D0pxMnOR1vOLWXf7kA71DvMCfp5jk7LB74SIDcmK6q1gagz05xZyeJNGgeNDLPcJ/qLD+vIYbuDbSkVLmJec0mR3CUdjCVRq31GTUoOtwK4TyyTfB9vvC6XB6UI+v1/x1S91Pr7kvBrd+Xmx64Q/GgW4Z/F1F0dtKhtPOYKHR/bH42VYQiDLjnCDd8fRrJ9RiO4UV03CGWB/ahLH6+aRvqkg+Zkg+QHyXRJysAp7GHaK4xcatpNACLXceUR2gtJbrYgzXMstvF4A26aJb1jskF8XJ8+I0yP2NYOm5TfxcHDJuu2XEeBnFWNqHQavbMLIMu+UESgjUEbgv4tAIUXZXtCQVhD/12GFTATh2wH7cVE0hYc5WrkrE4k+roY9p0Id8e074cEchJVWX9J9/lXhcS671bUc37IDHi68gQUUFZ/3Z+96pIeTpQrosLnj+3fA1UVzo73v94C1/2nsbNyPMXXMfDtiUtX7Y+hn3kRkd6+wweLWCS/+Bfi9ne/svau0WpfirAK+PoET2HjKGekmfmTkHFz6pVAdOEUuXkeL9yZ1tWqiCSVfzLVEK5IbUjF2vlM3pk56Iqs34boq4aLMwvAN7TkifnoHXFrDZNggTu8u0lHVc3TXO75pfkK0pz35Cvsphh0rz2Htow0b5/Bghl7cznPFrZUdpndbI5bpp4xAGYEyAh8UgSrWpXxW0JCCcojBvBb+7Qp2j6hGbbBZBbs94GtI+76ar9J6deAb58XSrnNQnhKfWJdU/55Xc9AE+f+mqyjUAq9K/z5d1dTUJJ37G5r4Hj1f5/t1vr/Fqy/WuNSNVdRh45wwtimuMpzZ7nPiYlaEF+8C/EFj51l7fIEoQnoSwdiVgVdInDy/Ht7rMYgyn/6ncbT2uTH3yWw28bW6n15wgUUmv1zG08Xj7fW8oL7YxDfJb2IVULs14EfPh9Oli9pKCEU/tQPG1+FEx45s4r0K3t339XUNe9PwUx0TmV2vc4AKdUdpR1hm3TICZQT+DxEo7Agj8JzD6wbrOMwxTDSjbdUBZ+JBezuskiGjtZPVpE0aA8s6PtRgbbCfOzwX8LMacImMZYSqltqV0NAdMEeyvQKkOr4i+DVNOK0XrBbzcfXFnsvvju+A3xbF+gPHzmfU/QsBfikvdI/sOqbDFuTnM9r9Mato9L14ALMW3wLcs/i2+AVtYRwbXt7BI3t+C7eDcR9FsC2J/l3c9mfwFTcye49daAkFyLL6r2cRLuwEJRD+iuEniEpUFFbxeb+bmy749jl6UKMZE2Fdmqc7SimmCvtaIrPzcBMfVoWNs/3LPQb3CV1dJ5wgfq92Jzna2U4wfNeYUIqy7nJZfz0uBS2ZPjTSjV5eZQTKCJQR+MAILKkDvPi6GiEL/GRwZ2o6oBNcwkPDHFY1/BDHzirojz8MhA0L57UdpWBlyU3Jfur4RcWK7VOF69t24Hc5tkcHvm0V+hv2UAvfKSTdZ79WYNM6CE9zleNbSS2wB9VIbKNfvNJg3ASs48y6fysr9ge7MSpEtozGd83Zf0zTbjyr5rtEI+Vnh2UXh3H04lmAexbfl16psuyyp2P2SQzJQC4DrVFsfHWyGeThkSMyI+pLcb8Ds0FEH8PgKVcyc68ZWBzcg6L0hJRiHB4N2I2OHxVAalcPq1Bqx2HY/o3cPem8SHw0wJMqzk18q1qSbkuKWWPBb4GwthNfMOwT4taBHeX4+WC7yuTB8ecygvpKsj8sgBO6UV8rKAUNUQjKxFNGoIxAGYEPikBv2KyFPWDwUgTRkTY0XCIa2t/e14Yf3oU9a/hXtNut57vfvyqHLQErdGLKTxc2cm9fjaLvjjAo4Bt3K11VsccCqOvd7F3gKYeKK2zYOQVuJr3EQsDj9J4731eaVJfrxenmfDIajwdnGTNGHT7fUn6e1NtHENHK8A43BmOMHjvfrjy93WdYhcGLehFe/Arw+42d7927F0t23Y7bxkgAY+DvBKbKr9l7DybGC3DWJnAeG13xrsvQzJEzMB9scrEeNMU78ERdKpDMQkc/Im9eKcHkN1j4keHbO9QLb0wpwZwsgrlGQE18t1rSVNU+mGoVX6kB/XLUIHNkCVbDdEIVQEt75+cNZBcWitGR9iKiE4j+JJPt8iojUEagjMD7RqAOX3bsPIliKFc5bG2J8piAoOc43CXXIsPlYiT/38cdrurA99DELmAS6jhfRbRYmT1UyE+ulvmpv9kLhkbsboc3OnKRIjUI2gWLgiRJ3SsaxGO6X9wHoZ1PxXu117kd11SQSWOatiA/n9XHB8cuLhBYywPnjZ1vC/LzpHaf4Yt4EV68CvAjI1p4yHm+L73Smx1vbzB774/Tak0m+F1Y20RiPB0XSMDH4WyB2WkERtPo/C219ksSXH/jKzUGfrc75l8pSjU4WybUhXmDVK6KU569AQjcICWs7sfmGfabBvFLxQ36e4PNGwWooZChnNeBb1UF7WSOKrw6782FOPxuEuI6ASh6a/xSFGDtdsqrjEAZgTIC/xKBWhLLMOkFeL73lbiU/xlsuXwELYEff8gI4uXKZe3Phn3HERDV7gz4ERE7r4mvUsMuc3yaEQTEeisQz4i5u9H3nTBYwCxp3NcIKvi924ljOnKVLAFT//De4vtKk94TsMZZNf+4G5Nx7qrXmDi/g9MFvgrGuBjZwozTcEY3q/y21knKz2MalvJz6o5bXFpQSBdJitLiU4B7Ft/ov8pGLCqAOontSeRUBl/5kwV36MMjjxTaGDTm6BrOwKslLJ5fD488B+JmeHgN4nJUwg+Irpt4SPc4ujjd6eb6OthxAf/0fJimPW7M5SbXdPymXGiDYyrY5hE2K0AIV9WxFyLcYdiTTeIJNUwnx8c86bOG4eIRR/yKgO3lsKGoTIbvH5P0G30Nlm7hn+gCFejyKiNQRqCMwPsUYJPBwfaavqnYgv8C7Msk7YKkgPVHaQ44JpbFk018025/X8P+0CB+t0Y4VyYMwMvSgS6AVdKV/pM8yjtyRb72AgE9Q5PqbunJKowwTCyStd5DNcrzs3E5zp5unDp2vi3Iz2f18iNbjlQG/0Zk+JiOZPyQrkl1PwdjM3deM2c5Aj+gi6O9wpBFcRy9eBTgR0a2cP9nhauH99SeQ6Ph57PT3rEMvFJvOjy8h2wEtci/HKMfTi8qrXFsePUcHhmxDh5EAdoL9ybGMAZOmZp/3576MxXhgqIkF5Ez6vAFx37o+GipWMkvUyfOmO98TwU7KfPJ3EZ7EseudvysQFijkU6LiZp0sxGWcOKvId2Ey4DvR/LIpE/+mA/L7A9nS+Tc0/8Xod7H6d8v804ZgTICZQTeLwI9nJCUO2QneLZjX5QTktyPKvjX58HZNewdx4/rgJNrcFrWmBxUOCElhziwEzvwVYCX9O9UsYcsd0LqSTf6rWGfbeJS3Wp0v54PGjufWffvRDjBjOeDc+zhDUnywqRevjfOJHcuD4F+7vTyyLixHTbnjJqvY8ax7uwVjJSfR8+3lJ8ntfvURbEIL/oF+P2K78yR38B8LN4aRQh13I7BWSJb4L8Mtg4Wx7DxFMmyqSAfSY7WuxUXUMsn0rHCD2h/aV/MzsfYn42v/E167sw9Z2G+oSwcug0c9HANDtXPMPynDRAiWmpZWwZMEmzXC/VcPG+MY6dIllLI6FpCI9qVAT9wPvy6lpRiGNzAV81Nqhka8C0j9mwb/qWu5OWJqFNreI4ulCNJeZURKCNQRuBfIpCr6lH13EJwFcsdkT5muIwWDgE/1wjLyolII2eIPy/wKQJmfTnCS1lRvU9MDeUbUYs05ZP4huiQAd9HMpM1OCLvrKWw5Q9n1XdCnu8+QF6yl3/DnLEOo4JTd0N74iXUZUuX2pzRo5uW8vOkXn4kzo9wbsWEpGZircEPmnWxSkj5ecx8S/l5UtVnEQQ0W3QoSot2AX5oZItQdL6Rx4lxMsHE0d0AGMXAK5/MC+de22LxIowl8PgQIZzIRlf+cUEBdvs+gXk4M4iVQxh8uUY2MGPEDlSkw5yI6RLu6Kt9AzF8zIgFMItQWAvqpnu9Hf9U4fAhbWjd8K9nqOdPiCtXCJefBHZjk/iVwrbwj8W4Z79ehLMi/qWA60b7rGPHyE0k5+wlkfQjCy6wuuy57/XXLHNQGYEyAmUEenaf0qnP9TDS2GyG9qsO8vo72TDRkTYxfIRjolX+NZee1BXUMW8A/rsA90XsYhVuaRVU8W2zfKYx9u6G/05ObeA7S8HPsT9HfIhsVHuOnTNk8+MRJodE0WSDLhh1ZMNSfj6j7tsG46LoLGHwUIQTxzUs5edUgCPfd2OeOTPaAoccOj+htTWO3gG41J37gkmngb7m9HbTIWPRcFFadAtwz+IrY4VH9toa4oU4a4DfjoWLuWLjyYx8+Bjcx2M2mo2vvJhZe36FiEQtZIkl+PxMiBMZeNWDzNxzAoExYONwn4vxBdwPxHidaFMZdGXqZJk58jaMHc3zImzY3y2NjcMOju/cxD+dC5vzihP/DnZwE9++mjshaff8Dd24EFaTqlbEdzL8IcYYVQAAIABJREFUIrDRhl/j2DZCFGb8O4G36g7bWWqq1WynU6J0pUsqUplrywiUEXjfCPSCrSI2zeBliWioYwU/Ckzd5oMV/NAu7GnDj5KLkXApwJMNfOs+sHIX9pxjl71rsWrTM4T04MKYQcpW6nCfAFaK+A6dIG18JahxYKe9V9v5rF6+dXTy/GzcnmkdXPxKg8nL1znGYXz2OkePbtjFZ9b9K5nYUcrPprWdMzNWmDhunj04qe5qcsZkuXGcwVxP6z8ODGpyjKmj51vKz2e2+21eQTawC72V4aJZgN9bfOfs2Y+upBn6AAOvHMusPfahFQ6BuC3BniNyNIOu1EhXu9ydyc2o15TBNMTfyAczdcuz916WVuu4zAbwoOxGbRD9VCpd57JR7WUebglt14tq1/70v+atBUVYnfDAqxZQlGoE6asODbBBA+8nxGCdcJJOiJ70oH3TmiTWSDd0S92xQ++QvDb5R+5KkqTfPlHBN4z54/IKlh7rzoVNoVlCHfqi+f6VSbOMQBmBf2sEqnCc5QJBb2a5RyyKT8uv13PJSYldvOLY6RHXYb89YPcK7FlI7Er7XvTJ76k4S1xD+crg1W4VwELnXk5Kf232UOV7v7HzmXXvl3Xel2E8MGa+jT2zl+8TnUMMtk0KXcbRY+enlZu6YXXSxxqs6c6yGL/pgpPVLZ+3lC87v5PjiBxEoOHOqbHCuau+w8v/qCc0dK/e89n/IOytRaUIL3oJfMYeLSqWA650GupiPsE1AvkZA6fIxk+azl/GfRLRz8DsrUyAYxRmlQSscl8as+MSKGvmAX3g7W9hSebxUYwBRC7ORDIuwmQi7XvgjGPQldfkxXsPgaqGE7iB6OtjYUeBvyw67YPFE04evjoZyudyvjSfe4yDRCx/qolvp8eq8CPDRlfwdebB87UkUm6bNfHVazAM7KqsK147e+4ET44lfrRI8QUveD3PUY27SXv63/pJLn94GYEyAotcBAorwa2Vhxwes1zdTyjlZUGo4uTuNl16zplq336GixO8S8APiakY+xF6vCOZythd4BeCyUb1bEnhBuyW3PHIDi6kJ3/+T8VXKoDOGCrMj5HvB+Nno+dbys9n1v3LWf6ahHGGO2+Z1oWOdA2absmt6bixDfvVj/A+9To6LHzLnEfNkgzvxZk85kXu7OrGHuaMG9MUrxlOr/mpFWO4Oze4JblKdcFJAWxswxZK3YRFqwD3LL4xqksdBXwS6MDlOWl/wuImGMsR7VAGXTmNR4athLcJ2XwQxiwiG2PcgPGHDG0nPtwBuSdCGmNsinm2Hx54MjYh8vCeoxKS2Xk2K9IyQhiSjaSfwoKI6CfREU6nPV6Snex2sxhTEQ6wo2MXZEVTAKzYQTywHTYP2BU5SMHuahAn1NLfvS1DGFab+H/VsNsksJG5JN0M8SnHvi7JNoe5GXdvX8cvCNih+jB5svai3fCzm8nIurzKCJQRKCPwbgRq2Os5iyKZ3usgL8riVo5/xbAT8wN+nOGY5CgfbhD3reXa+E3tehvwS1GLDF5w7P4m8ehqcmCzb2s0bPh3GnBhHT6hUTWw+nuoRgclHE53foZ7ovOnirFJdJYn8LWx823aaX18pUrkWLzIzxLjcG6gUuRn5wA5SaQ1IGxqcOLLDU6egMVJvVyF+1SHZ0PaPzNETQ7Oauac1N7B6Z1VLvHAbgtrEV50CvCMPVtUeJdqNHPPIwiMT91tZ5xBexhDFGLO3sTom+hHznwsvaG/pq1yBBte/iqz9xyG27dx3wJPUPZriJyS7Xf/xMw9dtLpCzMRy1WQ++JMQ6OQ5KMZvsqg393KrJG7E/1Son+TwVN+zsyR13YX4ergq6T//DVpRdewKzOxjhc8iWfFx6pwQWdOcD8vYsc38WVrmHa/svD6sihMMQGumJrLVdqXPNdsvc1yL+C5hRmDgBWiBaijXrdMPGUEygiUEegRAathrWSChOR3E31o5azrlRjH5Y5d2MSXrsNIx37Zjq/6NrxYw3S4f6UjH0uLbnSvim0T/7j+LkOaFgJO+YVN+FqP6d6/GCuc2cuPcGd8gFEddWZU5zEmVhCi+c3cJ5jnMeZL/cojv+6qc8RRb9qrk2o+DOPbwBaF+9s1IXDK6Hn2p0l1YWU4TrvolJ9JeX6aGctGZ2mHr45r2K1n1Hx3jEvN+eaYpv38zKpfu7AW4UWjAPcsvl2xPyFIT3kI0UcxeMrjPDzyJNwPSECrgVdcxcN7HCyBDILNJbpsswYK8ES+c5XoxVV0VU+i0hxIsMNw3wEP7Zh3YXY77k/jSXe0r9CCDJxyKY+M3B/306nY2TT9XNrYBuNEXO4h3IlxCNHWMW/RPlg74QXj6Lt08mzi6rbfKpDP4q7d0cwlKiWYrhHR3xv45lXYx7ALWvjOFVgS7GrtaQJ2noyzDVbKRNTngQnpHZt4QjiWVxmBMgJlBBSBwvhA6nxSylNDIKTyf8l5Ld8Fs0UTX6GWRs1Jx1kFV2uvAxzekdVpDQTYkvreumoUNHGr5s5GApX2aeK76N96787XoH+EscE0LWTU6KY9PqnuMqE5IBpjxs23KWfU/WA1OmoozHnejYFAkZ95Lcu9V/VuclKjxsAWHJaBtnZIIFRH1oq3e+Bp0TXd6Rvg5MMbdumkuu+faSScnuXHsw3ObRnbVJwTozPLAncSOQRLTlAL1Th64S/AD43oIIT2tPNt+f0EQeOthtOe9rueCtA83GZiUSNdeUi+Q+B6PLYgbF4U0xvx1ktYZa2iK14RS3Jsc3Gkcfpq4gjjMm14MI1uIn0J6PurmOy3WCLrlnvnhZoncH8eC/0zdOGbxCAi+SiMwdZq0b5JXoRrhNMyEY29HT9HZtfFTduNHtymE2bWMelK7xzxLTvh8Rqm13Jek/i1GtaVobV/Folm2JekPR0weQPLqIHM6mudbhH0Mv2UESgjUEagChdmKntfUAF2mGnQJ6MaPZRRjcSeUOe4mufrsNf0/2QKI/GNzO98y6xAa//7PbDvya5QYCzDb3BsL+2Om8Rv5KNpP9ixO35UbxJSbUzd9v3mbOCW2BpibciFKeVnM2Z6pA0TAJV3MK63SMuNzaUsiHGjR/GOyfNzOhjk+dmch1qRVyuVVEA/abk/+l8T7cjYPEaqZrwtYKoArYhm5TyRNUUSYeqvrtsDvwqRUTJ0EA1rbMP0+j70a+EuwD2Lb1f4GKE1Gfc5DJpyKI+MHEf0n2QgqOMJ/A23rxJYGffpOKtiYTBazLq63qCboJdWvTkdLu18I55QxBVMz0nqUto1vJPvlPUG6f9XptMVX6Bd+wV7klb8AYFBgtqDjWfgFacyc+TZWNyQjrb9ae/6IRb26S7Chs2v4Du0sPPALwowNWKSdztDzkhVfPsO7ImAHx/Th8a/A0lwXCAruSPp6/bMNemWiK8nM+3crpDViwIsa8Tvfeh3UvkCygiUEVgoIlDDVHi0opLG8w2GbS6lq4z1cYbjm4bc73e9Br5mLxjbSmhp/1IH/K6KXWvwX4Z/ugG3VWG4pXxlU6T1nDcQjJYuwYLim2nodgY+1u5MBuaMadihk2o+DuMnLm37SpKU1PeunP3s6dFlfyizBqIbLfMkFtKrCJ5yshK1uvc8P6fJZfpawC41V8L8tEdHbJDpMfBC8LT/fbIFPzBnUDBOM2P86Pl26qS6ny0nqBbs3xb5oQf2WViK8MJbgHsW387WTlQqF+pmohWnEmxMZqKg+f9MPI0vPkawt3FfMp28pJKhtyZqVMs/MHsCj7OzMYg6zxdx3qKtrYNAi2YrUPFliKIk6fRl4ssJtKCRiGDwXeQntxwKoD/xtzMlGe2Yl8eS7NotmKkgboq3zgLbDsL2FjWOvjpRlGq5x69g+89m0pQ35x6Z4XhHaGvmNfFti255JwlzQNSpU3qtMw0/37GTDD/DsYnATdkIWwi/NqG3m/iGC8Unv3wRZQTKCHzoEaghXgbzLS9cr0Ka8KkzXC/XezahmG9oED9fw/5oMLCBL1fwf8Xxfa07p9QI54CPivj2naTJYBo79yy+GMLOXBjhBhN+xRmTFcC+HplJYGBS39IE0bVSS51xbiLjzHPjHxV4osuYXYk84YEXY+StYHRUoNUpJzhjmSAcTmCt2GIAgbVNQCvlZ6fLjTYl5byzSn/q33o+BpYPTiOjdN5iecOyaYSzgrMdljSyW2Maphz6oV0LZwF+aI95BOuVxs5R9ctrmAlIIDOCNTCXdVYzG8dukZsmqPCmjvVJKnYF0e7E59/DwD8ke6z/9fXbvSus2xpCW9pnjEyjkrRi8bdwjaLtfiq8SotPEexGYqyDfSodDMxXx20562jRvrmKMKE9eWnajIAfNT9prqabeZbABh24fH81635ZB40O2L8GvwfbUNw7eXXGHIylg4H0oPt7tug2aGsmNHV5lREoI/BRj0Av2Cdi6kTVfCj/dSV9hNxXfJ5jfzJ8qXw3bI84rpy2VcA3j4m94fcY9o12vF8nYTz4AMlROvRtEo9Q8T25/g7t9OoeO3c41OQ5rPzsSQiJR5NWcw6k0mtYUjvcTDjjSXPEBrkz1LnnsDeSCc3/+votXvlHL4YI/WxFfjblZ+etaMnB7n6MV935VHBudFPu5lNYatxWz6mcNMc2TI9/KNfCV4B7Fl9jAi0fR5Smc2WfFDzsFVLHJ8ZP0Kz/Puj6Fb07Lmbd6/Wm/3uvmXsOwZIaiwBU4qyp+L2SbvRgj9OK52N2PJjG0mvi4avW0ZWKcIAvkFOJBjp+QAf/H3tnAh9ldb3/77mTZCbgigsubEoVqSUB932v2vankqBWcUWtCiRBq1XrrsWtWv9KWLRWAfdqCVRrq221WmutKyQg7ii0Fdw3SGaSzD3/Oe87wUjdWUwm934+1YKz3Pu8d+65Z3seZiRjDc63HfK3NP7cfPtARtETBbcn6A9i7U45RGA70GsVsSb2t/KGeE1rsE9DnkJu5S4/fHpAICDQcRFo0xOPmf5MulTrXEQ5qWd4ZJwDo4q0/l3jWm4tQrdrtbMK1lZkXjP++BTut4ovUWT9ZvT7yYhHWp4yIZilxjcX087d/i/0xkqlDBchOp+98p6L+3WNE8GMv3FJT/FpbqmJnKaVO8aVqgnmxOezfnI+W8g5AS+1JrjRZbk4x+A1SZV+IpxkDtC3ZYQ7lgH+lOfrf53jYP4hymuIWt9rAhWPqEPc83guo3ya9Z99e2Nm5c4UM4osh+bIPQRRKwbrjvj38KI4fRG1m6GrMCNcss09qugRRg8H8mdQE3Ew7d8dksgjgs4wQ5unjJuaU2WaA2oqSdfGIgz6lzi8HdG0mQdsF4Duit7XDAd8e0CEbw4IBAQ6AgJJxFoUi0BfyNWpWBeHRQt7CWrc8q8JuqtaWg55CfRHRuSTjFNjAzOoea/mJt6S85QPLEIHLAGjqIzCzp8yvvBrdcTnc9RfbLrlUWjZ4XhelctqmqL+4G9t1JbqzqKM8nCohaetfkatIC32ik0j+UVTjs95xBXflhHuOAZ41tA0zoqGo2rnxoi5yjMPF8n7WTVcAtEZ+KLzKb/baBk7zrDc8Jxh1ltspBg9c83qFjZ/DidmINfHa3eEhLR6ireKq6NLoEKQOwWZYbmYEhgkyL+sry2D7p2En+VqDC4SdIjAborUCmqUcH83rq98U739kAyfTAY1NZEwAgIBgS6KQAkMFGSu5TatnUhi8g2LGt6UkyLsaRXExWj/1ujcYWAW3S8RhablAoWPjLkvLyxjGr8bZOJQdaMZ3ytSTRSRNKtlpavWDpnIh5Q3t24SM8DW3lmknD8qIx3qfDZnfXyKs3ORxtEoPUVoVuE5Z73DinXDGGGJrae5Ji1Wwb3KRscwwDOHvk/CrZXP+b6ARHmDTXJh3J4oabI6lSF1o1YZKsvzRQ0HDUcTFyNqXNOmUzwXEcsXL0J1N1nSSvGO9+RblORFhfVy4hF7NEND/ia6h/X9tsCsJNJiLUgZ/OikGfUoVOSLNerP0z8LYlRzUTsS6IBMLDsWRkAgINAFESiB2yRmBzRP1AyxecIvg5ghtXBwT400yKP2xaSiLwpyukd3zbU2PiRoVZ4f+vsuMsp6izkJY1PvURpxEkXVyS+I8L6qnc/0jMVkmFqTlk5xPufZsy6OuKatSE2YG9XzKIsQc3T4uCYd4bVKxrdvgNsbX9U38aQQXQuVLE6uZtC0M1YJEiv6SxoOPgj1E5CoHcAiINY7/CSqO7cZYUE+Bj0T5HQr+9eoBSBqmj9cMFUQuUHgY0Wn5H5EVxtxeZ4ha9t8gYWxYJkAtv2YbrPCrRW9jPB5AYGAQOdAIBmdJ1G1s1lKE0/YKFdEdZeprylqEba7rB0zgw400RjQY43PuRmmpeJCq20l1ir/axJrG5LrljG+bxLr965lFdYiXF3VJJ3yfB5fogepY4LChi6uno7riYSdV6UR/nYN8Kc9X0GkEdXSKO/Z3FrDNvea9F7nHg3DqlB/KSI5gRIxti3rYUtJU5aS7e8xdQhrUTotL2jd28I+JXB+jgf6EMv7evQcF4tiL1H0aI2pK2eAHmjsWSZgnZcpXJKJqsHDCAgEBLoaAt2hvBWZJZGMaUS2sb6i4/LnyBsePdUhT5vCUTNcmUSsLXNxBh1cDNu6OLX1QAYdathZ2HkZ42u2wiqrrV/3zkwxNad/bB0bnXtMKNWqrHKp9SIjFItG4Wmril5SnZaVntb79gzwrIqFONkAF1FixH1hxluaSBzMlndb+KSwRn2lyXH9GLQZkQ+iXMS7GYr3vK8tJ3ybFZ01o9avtqQEMbrKtZqj2yo/AxmbQTdMIr9V6OPQ35o4NrBQYV2BtRPoto15Xc7CAi+sJiAQEPgiBErhHo9YIaaFiS3MvI6ijwgyKNca+VhE3Ru1ceoMK+RUJC0RRa8aw9VfcymsOxTZNaahFL0o9QarGa9R3Ffb1rf7Uo7a8eCa5ijPXFBjfMrWz48tDyzKBypRrnhRdZNYBHOljW/HAM8c+joJ1zdPbmKh2Szqx1I2w5L/hTsahm2R68e7F1FjsjLO0x5tRtjhLgXdS+Nb6b5J3HUxR6v80eHtx3Vn3M+nf7aiCUEnmJIJ6DO5H9AuVkRglHFp+EHhAhhWFhAICHwWAknTL49JLkywZT0xnd2ofUgvj2tG5CHFL8x5waYM9EYGPSyJGOvfC6C/ycDE/Ge4c1OvsTZ9ozLhiIjIws2esVXNUtDn8/UlukWL415jGtQ4z91jZRvhVW+AP218janlacj8YLlJMzrT77K+8oJcFcQF8ZRV5N1mSvb8o102/w/c/4FuEPcY67WRqAT6JDGPq/0krFovLfB/+epwCwlZE7yJNLRkYu7VMAICAYEugkAK9sp5r8YDYAxYHwtq1JHVDj1PYRtFds+gG6TAomZ7tbUbxZzzkfG1vtko7LzU+MaFK1ak9HRzMT80paIuAie13fSCHFHxBXlOTDG2rpomsTN5hY9Va4BnDf03zvWKWD298S7LSMrqrl/hq+oMH1hfuRXC7xE2QnHtq6NLcEa7ebBDt/RRW16UA362GD2kJW4zaDBRhpwqyZWCXqnIKXb7jZvf9fBmMG85jIBAQKALIJDP55oA/UIP6ztkskePLUIPySJ3K9xjIWaQKQJPZiJyDfmjUVMqekYz1JnxPT+1gDXpFd3y7bKvysiajHTJ83l8N91KPb9XIt5qZ8WwVSuhOnrVGeCZQx8j4axtxpy++Tj/AwZNf74L/D6+eIlzhv0Or8PMuZVXF1Nc8RfLCa8RM2LJDRn8yCRMzHFPn+jQXTxUgpyqUX+wPJnr75tkog4xUQf9jGs6g7VAhREQCAh0AQSS+dCxcSVYuNiGsWAZqcarpiWuiLUL7evQsz1ysCD/iT1l3vH4xYKMrU79g37s1GZ856vnh4WY6/26+2F8Un+nEtEQ273EhCa+93U/44tev2oM8FLjGzn191FWZ+HTMNoQaKgYHasraZHMW0Lx0D9HPK1WYAUyJ2Zw8d/LVT8PduiELHKw8XCagogVZOUrH60Qy6r3ihLoRo1xhXQYAYGAQAEjkKOJvB7E9HVNfOGfCrvmWxhvFORqwS/MIhc79HQ13fIomiYPGPlPCo72yNSa1D/oS+wbodxXnZFwPrfbM+OTOjrXemXc/ZH4TXXaBHtWzFj5BtiMr3M7xWFnfz6DZ/xixUy9wD5l1iEbk8g2RIVZixop2fcBa1FaLYn8OSYy11s0IjWXYxX5VyxLqAdY/6+Lf4CzFUxYO2GVjhmoKDCEwnICAgGBZRAoQYyVytibjGrx0VgnXP9kEbMM2j0ZCS6QbUYHJ3HXgo7KoJEWroWd23u+3nP+mGYJ5/Nn7LJJpbpxq6X+TJUJFlSnpe+K2Iwr1wDPqvxXxONsW0NlB8qnPbEiJl3Qn9FQMReVge6fb1E08h9aAhu0Ii/4WCFpeDImUf+OKSQlkTdz3K4PeqSfEEl9bW55YGP9CApJBb1LwuICAhbuOt7IevL9uR+aMlpc7az7xKQ98pTR13rkNfAvWZujwNbGNWBh6zGpx+mN0exHvUY71jRFVLhhfAECtUljNmSgOu6vaZTl7jhZeQZ41rBrcVqDkqWF3mxTF0KiX3Vr1w+9E9yP3TPvUnTcIxaOtib5zXIh6rECH5k2cE6m0Ior1hL0cEWvMEq5iJs10h2OVFCuaIaff9WvDK8LCAQEOhcCKcQ4ANaPU1X0EJjp4XugVwlyNPBvRW8EOUWgWwL9fhYxJ6jX0JJr2MVZ6QjZVkfvUxslnM9f8fHXpkwgh0NV+HtNk+zxFd/2mS9bOQZ41rBJOD05R7G4mLJpgZ3pmzyh2ZVXoXqazPmQkuF/U4ce6RGjj5shuB6gmyr6FhFfNNZkb6LUKRcrfqyn0NgcBBq+CfLhPQGBDo9AMWxlzFZxt1DUhviwSfB59FarDwE5MoEOyMJ5IEcrunUzvGBh54NLJrKjO9n6fBdXZyScz9/gaY9L6lUixmDIk9VpicMI32CseAP8bOXdFOnBEdvToDoTjg/jmyLQMPQM1F0hr3xE8bC/agJ28shDwDOgIzQKMVGv6IM5LcQL8hXRJ+Yb8kXQ49Nw0zf9+vC+gEBAoGMikESsg2RzgUX51qMbFD0B1Lokfg9MV/RWQW7PKSI9lm890qNK7qLcHWzFVh9UZyScz8vxeGtL9AwcV6gypyZjjGNff6xYA7w07KzvUz7dktVhLC8CDUOPRWWykXUU73WflcJfIsi5oPs5GOKRywXdLeaHlgcUPQh0EUhfgQ/T6DrLO4Xw/oBAQKDjIJA0pibkFcnLtCq8b50QRl0LNOdywP9wOPv3EYraeTEAOKQt7Ozh/TFpCefzCnik41J6rMCNCG99E9rKFWeA24yvyDwGTbM8ZBgrCoHZlaehepW802aE5XGBwYKOUcTyvCUKMx1s5eFNgfI8h2uRQ49oArsFhxEQCAgUAALGEy9x2skL+ogiuzn0p1lkrKAXK26IoBUm3hLXV8nvzPju6qwkh3nVaQnn8wrcBxNK9bSsYiHpr80dvWIMcDC+K/Bxfs5HtTPCJXv90XSxjd/12vgWrFcb9Zwgj+Y0Pg/Pa4Haj8zaE97OoHnN4JU/zfANAYGAwMpDIAV9FXnd+n6tziOSBUQfBtlUIylCHarITBNrScPxlvMNxnflPY+2T/6mRnj5DfDMA39GUeIKcK8Fz3clP+jICHOVLG6leKd7TKWkBmQc6OYg/89aDEDHK3Khwsu50Ehvot5hPS4Nk1fy7MLHBwQCAisZgRLkGYGt8rzPDQ76+lhHfCeJFdIOJKakPdtywXsUnc4BRb80XYXXgue7ch9OmxE2mcea9Fcrbls+A9xw0AgkcSPwFIPqvnEl2MqFpcA+/dmK6yiSk+SjFop3udfCS83AKw49ySP353K/k61AS2CORgY54oh+txldt8CQCMsJCHQpBJJgF+0XrXUIMPUjo5+1SJcVZL2hsKlpqQtifcC7bFs0gh8X3WjG96ma5ajU7VIgL+dixyX1OhFOQni/uunL8+zf3ADPPujHaMIIvudSNm2F8mMuJwaF//b6yhsQTpD3WyjZ/Q+W7r1WkR3MA1Z4to2SUsEKsUwdqQR0tEmOFT44YYUBgcJEIIm8ZAbXKp9NahD01yDHKTpYkCcUmd6MP9rCzoOLfsxRRXeYoMLc6syK5S8uTHRX3KrGpfQGgRMQ3q1uki90fL6ZATbj6xMmMD+fsrpNVtzUwyd9ZQQahv0W9FBpylK8/e9VcFcazRzoYYrc4uB5D+UC71rjveWMjNryK39+eGFAICDQYRAogt0TiPX6WieEsV5ZhGs7QabZJBX9cZ66trHN+HqYX5OWcD5/C09xfMrSARxqLGXVaen+eVP4+gZ41tDzEHcxjneYVtaTCy/038L6wlcaArNj2krxUDy4zsLR1prwEWitIlOIdUFHWL4o7wXXZqK8cRgBgYBAZ0IgScRU1VPhI4nDz/a/RsAKsmyYQEDffYvPZd/ExVb6/M57TfS8EDsdwvg2EKhNqUnHDrRCuaq0mJDD/4yvZ4BnHXQmicTlEb1k1n+HITPaHv63sb7wnZERrlyIsoFkleIh0xVktkNme/RAiSslVxNYDKxnhjhwRIdtExDoXAgk4VSQX+UNruV6+znkSkVPF3jMaGdB7t+r+Ax+mLjcFpdthe+cmo6qpcP4FhGoTaldnDYwqcjqtEQiGO3HVzfAZnxd/HSB3SmrM37iMDoCAg2Vi0G7SxZKhsywEJWFpbZV9GGH/EjhDSKO2Kg68v4MLDeJeEdYdphDQKArIJBEmvIthRZ/fsZ4nxX9k0OOy6DrJ5GPzfj+KPKNIm7K3avSEX98GB0AgdqUmgNkYej/McJfzQDXD70d5w63RAPK5ZTXnd0B1hWm0IbA04esSXHru4gk7IEWl0XhaCvYiEJUAruaTGHcJ0iyCB2yBGbO2YnWAAAgAElEQVQFAAMCAYGOjUAKblfkcIUWgfkCa3v0Xofs75GHBT3siORtDJHDzfBaxfPl1WkJ53MHeqzXo2s2p3hXIWEeUFVaXNv0vtwA1x90LZKoQcTj9RHK6/bqQGsLU2lDYHblUXhutl+hPdSSsjpVZIlDrlb0bLs5C2wbe8H8O4P2CeAFBAICHReBbrBRFvlPfoYf5fO+lkp6S+GJnPrRQW0kG5HaOjxSk5ZwPnfAR3ptSo9ycLNFKNob4S82wGZ8MeMbRTbepKxuww64tjClNgQaKk14wYqu8kbYcsLMzhdhdVfYSMDyENaWdFoGrg7gBQQCAh0TgSTycr7t6G2THRT0VvOGHbqLRx5v43bOe75vVqclnM8d81FGsxqf0psURrQ3wp9vgNs8X2i18CUJ2Zotp83swOsLUzMEZle+jPKdNiOcD0e/CXxgP2IHGQWjpsxm0FTeOAfsAgIBgQ6EQAqOV+Q3NqWYclKfBNkd9HqQk9vRS7YKJLxj65pGCedzB3qGnzWV2pTapeo7bUb4sw2w5XzFHY7IYrx2y3nAF1BWN7aDry1MzxCoP3AArsjK3z1KUbucsF2UJ4GMNGNsyikKjzejOwXgAgIBgY6FQBKxNiMTWflA4tqNtEbiC6x9ZD7na5SHHro5xwVVjRLO5471CD9zNtckdUBCiM5nJT6fPz3aCq58RHfmEF6grM56zMLoLAgYZ7TnKpy2ohI95JKyKBxtP+L/GjFHniHLJdADG+HezrK0MM+AQKEjkIQHFNlX4ujjc7Hub8R2d5YZ38Fi9bAmwoDD8UJ1o4TzuRNtiqXCDYpFL9qNTzzfZnKM/ggJyG7OoBmvdqL1halGnvCwmYiJNGgS4urovBE2Q2y9aaYTbCHoJYEhK2yZgEDHQKAEKgSps8uykeoolCr6+xzJzpFtnq+qaf4iIiRU2bwmI+F87hiP7yvPojapli7Y/BMD3FDxV5C9cfIeqmuj0gq+lrLpp33lTw0v7DgIzBy6Fgn3dpRCEmlCdY124Wibp22ALfMFWfdkYGjHmXyYSUCgayKQRNp6RjPWrQBsDJSelPoLm7O3hSXfc7B25B0rtVUZCedzJ9wq/w9dK5Hi7dgAN1T8Cdz+OM3g9SVUNsXxHoPqQqtKJ3y4S6fcUDEedScjNCOm2UBpmyesMZWdKSnZ31lV9IGZEIruzE87zL2TI5BEHgL2NMIGhSWm6y2w409Sf2QA+1tnQ0aVl1TY1MF7VWkJ53MnfubjkjpeYuMr+0f0kk7uRXXvnObsanjdjyHT/9KJ1xemHl2uKq0Cev28J6younbhaGsOTwqsbpWWzejnkoYHMAMCAYGVh0AS9gf5U/4bPsxHqPZoM76RBKFwr3j2VmG1bIL9Tlki4XxeeY9klXyy0FCpOD4mq6U4eRnP5jj+zqBAuLFKnsDK/pKGioNAfkdMYbcNCfmIrFoIq40xqyWvL5oSeCKN7riypxQ+PyAQEPg0AvmqZ+vRfytPW7j6Us9X+dgLpQ5e1jhv+Pcc1WQg3CiATSTMqfwY9ZdC4iJU54P2J+sGMGSa9SuFUQgINFTORnRLvLyMaAKVNRDWazPCIIvNC7alCvqTNET9h2EEBAICKx+BEmSmwGBLCUm+X78q9Q82YSdLGy1GuDRHa3cRjvko/b0yYEwmIukIo5MjINQP2x7xjyFuJuq3RuUWyuuO6eTrCtNvj0BDxY4g/8BEGVTfB2eG+CAjWMmHo62t4V2BHnnFpLWBjwOIAYGAwMpFoATOF+QiIGPa3cZW12Z8I2EFYQeUx1SYibI1nluqmyWczyv3sayyT7cQ9CugH6DuuwhJSt0GbHa3Vc+GUUgIzB72JOhANBJoMKWUvcj6JAnXvc0IW/EHcXP4v9OBK7qQnn5YSwdEIAWbKvJKno3OfntJM7792MlqJjMqpu0d6f8ai531+ia1iA1qFks4nzvg8/wmU7IirPMR+VnEHqzyF8p+V/lNPii8p4MjMOuQ7Uhkn4j0rKTlMCi5AdU78f4wnItalErKptsirDo6KejNaTi2g68qTC8g0GkRKEHekbgfP7r4/jQ1SzeiTERJe2Vr53gS+GWuIvpnUbuK8JeqJgnnc6d94v87caFh6BmouxRRx7qtq7HRveYhhVGICDRUPAfSB9UPQOaAboNzp9KqUyK270+MsBVmFTv00Ca4uxChCGsKCHybCKSQRxR2yxdAJtqMryq+JiOJ8Sm9z8PWIlyNcqmxEpakWe0kJJzP3+aDW8HfbR5wGpUsjpkMqttlBX9++LiOhMCsikoS7m7QV1HrAdYHUBmDyJ/Jsg8JLW5nhG3mLRnU8sJGDhBGQCAgsAIQKIUzs8jlbSxI7TxfazW6xcMCUQ5EeA/YWawFCWZWpSWczysA/470EZYDngMMAPamrM5yg2EUMgINFe/hpIgsaZw8ivo7EbkZjzHqXIUsJeswFFRgYRo1Np4wAgIBgeVEIIkplclLbR9zWqpeN2SQQ2lRo6EULjNiHBUm5Oo1zkD5EGGAwN651qNwPi8n/h3t7WaAzbtppKzOyBrCKHQEZlecg2csIveB7oP4zSDxNyLxjcVbwWrvIFhPcFtO2OzwXzPw/UKHJqwvILCyEShBrLvACh/l7NQ8vzb9nCgt1RkpGd9NR6tnHI7tRTlXlSERZ7vQWN0k4Xxe2Q/nW/j8mIhD5FwGTbvkW/j+8JWrGoHZB/WGotfxuhARY9x5GdX+JHgab21IejXIg+1blCJXGD2zGX65qqcbvi8gUCgIJBFTNoqUi85KveTX4zvOWo3UsZXLskSFf0YydY79xPN0LvxsTFf7OTh3dFrC+VwoG6HdOoTZw7J47Ut53X8KcH1hSZ+FwOzKuVhYWd1CUCN83xaf2BLnrwTdBPgXXkbhtKSdJ6wO3bUJHgugBgQCAl8PgVzL0c25lqMj7V1npl5kfTYTNfpf4UZRXlThcIS7cw35F0JkfH3eWK+jQt+aJgnn89eDvFO82gzwqwya1r9TzDZMcsUgMLvyAryciYtYscpBnyehu7Ll9H8wu/JtPA9SXncYs4Zl2hthhUwzahKGYQQEAgJfEYEkVIHU2svPTc33a9PbmfGtzkjRuJQeLXAJyt3VGflpbUozovzJCxuKRLST71U1STifvyLWne1lZoCvZdC0MZ1t4mG+y4FA/b7doftiRKzd6OLcbft84FnK6naIxBscTbn794WU1U2hodJ6FNu3KC3KoBsux7eHtwYEugwCJTBIkHrr4jXjuxa9TQxFq9LiDITxJXqjOg6vTku32pTuofCgE3ZR5UETyBHHTVVNEs7nAt0xlgPelLK6eQW6vrCsz0OgoTLWGlVpRPQj0AdRMQ3SfSjyh+ITj6B6PPBrPCnzliVHSmtkHQLPpK2HOIyAQEDgixDonkTeAVLtPF8vwpLiNOu0lDJalSME1lXPD0hwpyjdER5QzxEIa7TCZqemJZzPBbrP2lrRCnR5YVmfi8CcYb/G6wkIM3LGd1dadTOK3MuoPE/ZtN2YXVmB59aoWrps2qHMqmxtb4QV/W0zHBYQDggEBD4bgSRiykbrtTe+1RlJ1Ca1DsdClINF2VWF84AN1Pp/YQOU3VQizjpXk5HVAr6Fi0AwwIX7bL94ZQ3DhoLejeMuPIch+j1UrsqRc+xIVjdlyIwPaBj2H9A03RNb0//uD2Mj/Ek4WtCz03BZV4UwrDsg8HkIJCOmOba8MLXQr0ZP6/P1Znzt9deW6ulOuUKU/asy8pdxSZ0owlEuzYa+lH+gfADsivBodZPsEVAuXASCAS7cZ/vFK3vxgHXJFL8JMh98GuRZYCDwPKiC3AAyHvx9QDll03/I7IpfovJT+CQcnUAPbIR7uyqMYd0BgWURSMI9IAeY8V2dnlGrUY7Q5qSqtPz6ytV0/VQrj5rymHfsSyOvSorn7QeHsJ0oC7xQl1CGqfCz6ia7FIdRqAgEA1yoT/arrGv2sPdQTSHyAMpWqN+I8unFNFT+y+TRQP9E2fTLqa+82Xg5gINJtvahuXgB+KU5YUW3bIa5X+Urw2sCAoWMQDGMc0j1UuOrqAhWXHVLVZp+41M8oPC4EXGIsroKa0YerzAceEBgYy/0EU9/HLtVN0lo+yvgDRMMcAE/3C9dWkPlLEQ2QnU+Tv+OdyMom9aDWD/4n4jbk0G/ezj6nIbK/wKvUFa3e/znYa3tjXAGTZqg+Jd+Z3hBQKBAESiF0zxy1S9S7/hu9LBWI63O5KudU3ozwndRZlelZcSEpH7HwyxxvFzVJENqk/pnrPpZOEuUa+xgXj9N8aGI8UCHUaAIBANcoA/2Ky2rvvLOHOnG/ghFuUrNy4FRiJyCpxT0ZwgLKav7Ps8NG0LWW1uE0VReSdn0Gz4xwhaOjmkrMxF1dBgBga6HQDcYmkWmtxlfY9GoScvS38P4pI5TYbRLsPHoJbJoXKn2EmWeg1+OTsu540v1aYUWPE8hHGMFWNUZWb3rIdm1VhwOzK71vD+92pmVZ5DgEpAXI+9V9H6UHyGyCLgRtbCYfxbc9xB9As/fEB4B+THo7iAbAYe384Q1Y8R6YQQEuhACxVDukJkXp97V7qwdeb7qmO2Uq6rScsu4lB4rcA7KX3G0VjdJdW1Sp4nDq7JWFi4qEu728FbEyS5s5uCdqrQYK10YBYxAMMAF/HC/dGnPVR5IK9NylHd3AYdQTF9auRXYjrK61THeaHWmIfwxZXWxIlL9sAMQvQNlCWn9LttPf5fZw1rROCdcXDZdm4MR/lLowwsKA4EU9FNkzsWpd0vbjK+Fna9J6W4JuEeFkaJMEWE3V8JL2Qyv4ZmEY6fqtOxem9IotSPKnV640sGHCusBT1YH+cHC2CRfsIpggAv+EX/BAuNc78Ogd+W84MNBzNM9Da/DWWPNddhkSpqGYQ1ADwa5vsjdWV7+QZLG1HzTCqaldQjb3GtEA8RGeGk4ujGDdu/K0Ia1dwkEeiSReZekPlotxWqJ9jlfW/24Uv2VKKMRjqpukrvt7yaU6lWq/LQly1antsis2qTehbBHdVrWr03pPISZKJXAzdVpOaZLoNiFFxkMcBd++Mwe2h/vXkD0eXAJVH+P42A8zyM04HkWxzkRObzgGVQ3iobK64wiLy8Wvj1ldfuiCHMq/w6yY5snXFI2fUkGDSQCXXl/FfbaE0lk0SWpj9Y24+ut1wiuqcnIqfZ/rkeLm1M8qrCWCDdVN0mkJFab0r+oUO48R+R7gJ8V2KQ6I2vXpvTDHAnHQzkjfFCuOvr/1TSJaXSHUcAIBANcwA/3S5f2rx+sQfdu7+NpwnEN6k9G5FV8y2FI8at4GnIFWmNpWff3lLw9Cy8P4tiHd98rY8+HW2movClucaQE4cPIQH8qHF23uBlCIcmXPojwgs6GgEkLjk19uEWK1Y1kQ1fL0G1xikdM0ch6d82zFcfCIs/4FqFehb2cshfCDijTFEY4uMHDSTmBpCYR5ijshbUmQW+rhK7OyJmdDZcw36+HQDDAXw+vwnt1Q6VHNUvCVaJ2cff3Uzb9OGYPu5es34rB0+Pc7+yKStQZc9aRfG/aHUuBqK+chyPLoLrNlv5dWzha0JJBdW9ljF4vjIBAgSCQRNJjUx8Vmedrxret1WhcUvuL8IgKs3JFVy3VTVKR93qPRzkdoRdQlgstvzY+pY+q0M97TioS1vZwVU6k4QKFSao0qjB+TFp+XiCQhWV8DgLBAHflrfG3PYro0aMFoRVPFY6JCH9hUN3+1Fe+ZK2IJPg+36t7ioaK28H1QvQdBtVZjsoKskbitBqP4GQcg6ZNiv6+4dC50DpQIgM83cRf3gxGuCtvtMJZuxlfhaYrU34NB5H322aAbZUTknqNF8aosl9NRv7ctvJxKX1blGerM7JfZJSTOgHh6Oq0rD6hu26QzbKQLINzv7fHEkqrCtdVpeWswkEurOSzEAgGuCvvi5cPWY+m7EKE/+AxdaT/IrIv6ieCM1rKv+fajvYE7gM9jrK6HamvfBDRP5CVl0jI7Qi7osa2l/07yjGIXA5+YJ/B5ym+iLcpO90jvwpGuCtvtMJYe5vxPf4mXcOII7cYad1Gnxjh8SV6kDpuRLg8x251iiq712Tk1dqkXoHQV2BbdZz2biP3rJPCChlfFTHaSlDPcQr3i1CDkvFww5iM0b6GUcgIBANcyE/3y9ZWf8gAJNuAyt8iRaSEHAa6L54RiOzBoGlP01D5Iqr9KNJd2XLGkzx3yHfJttYj0gRuOIN+94foa56r2B/v7rMOyD6Dz1XxJntq20v0Lcp+agxBoC9k4HtfNq3w3wMCHQyBVBJpVNQffxMiDmdb26qetzj5EyOM0JhjuhpWnZEHakv1dJRDUC5BmFRawqDGDDuKcJ04bsbT2+ou1PMX43+21yiMVcUuxANFuaE6I6M7GA5hOisYgWCAVzCgnerjrA1JrA2Ju1EOJ5HYmGz2IoTDGVS3RrSW2RUzUelBWV3f6M8vH7EGTU3G+9xMWd2mS9dbP2wmooNj45sQRVRpmeco6p83wkd45Db7hAw6oFPhFCbbZRFYHdZtRt4GssfdpJHx1UjbiHkC/ZVPG+H24ejapI4DRqhjRE2T/M5ArE3qNQij1VNe0yxzJ5TqNK/sXp2Wdcen9DXrPlDlQAdTRqdlRJcFvossPBjgLvKgP3OZMyt/RBH34Hk8l/9dH7gCZYKZXdCxKJvhZB88xTi5jUHTbmJ25T0oz6P0ikLXZXVnEhlfP9jCzm3GdwFlESNWb555pc0Iv01ZhdH1Aa9l0P5dGfqw9o6PQAr6KvL6ssZ30tFEe3vklIhAo78Z5C1PUpMQ+1ROeFxKrxPYB+FPxn5l7xmf1F+qcKQqv6jJyKTxKZ3s4eiEMsAL00VYosp2wKNG1NHxUQozXB4EggFeHvQ6+3tnDzN6vHOiKmiVGxDdg0QUjn4ebxST7AJSHqkkSSRP+CdE12FQ3eE8d0gPstlZufdbEdem7T3fNuNr8AzghdWbaFokuG7mCb9J2b6KPGD55gzap7NDGOZfmAgUw9YOMX7m7PHtPN8242urPuNGVl+cYJFCN0vjbnnyJ0YYx+G5Aq0LNM0QUjwkcG8r3FUEL/oEB7gs94pnsDr+LsqtCGsoVAhYQYV93oLqtHwSYSpMmLv8qoIB7spboKHCGLD2jlitnDsF9bfRktiARYs/olfpklyg7XzK6y5dGor2Foou2wS50LjmoaHiBVQG9BnySdgZ9CkHj79O+Sn9aNhC8XcI/DlL9gBH0cC8Ed5TMUNPcwZNdeVHENbe8RAogWFCHDI+7ib1bWFn53lKhccnHsMpVZPZwgvWjmeVzgegDFRpZ4RBRdnPyDauT2mfZvi7wGvAP6rSct64Uj1FlJ/kQtTzS9Ic1JziP9YPDDwU86vTahXSHQ+dMKMViUAwwCsSzc72WSZHiPZGxQo/nkL1SFqK1qUkaww8w1GZTPm0S5hTcRhZuQZ0dbJF/djq7repr3w8J96ww7Jh5+/yXMkSWm9TdEMQy/X+YgHllgujN8/OdSQiI/w2ZSOzyHWmANOMrgt81NngC/MtPASScCrI1csaX/N8L7yLkrcauU1gQw8DHPxiwrFEe3vUTcy14qnPC0eP767HaJYpXvnRmIz80d5Tm9KFKI9XZ6SyNqW354zvbl44wylTgKLqdCxlGEbhIhAMcOE+2y9fWUPlB5FRVXkVx2qoWHHVX1E9LacRPAInv0LcCNQ/CmosPRWRjLiygzH6fF7YuQ/1RwM3CcwX5EevU/ZC22R6MfOFBG5Au8IsO3h8At22EZ798kmHVwQEVg4CxfArh/zUWCWPb+f5tg87j5pCtLdR5jv40fgRLN3bo27iBYQBlgn+7jI5YWPGcgmavGe/rLJ7QiLt7FlARu2yC0fk8r57C9yAclqOinLNhGO70Y3y1MpZbfjUjoBAMMAd4Sl8G3N47pANyPp/gz5j7DyInoWFmCNNYE6hrO52GiqfQUxyUM9gUN0tPHvIehT5RdDWahRXO4NevxpFY+ayZXM/6n+u8BOB4R63nZA9T+DI1xn8QD/q91ek1qM9nAk8xC1KVh1tRti6Oo5oJgrrhREQWKUIJOFekP9b1vMVz/Xrd2PMhYfSPHIKPxfhJ+oZ7oTtcvnh87znyOuO44FRkyNd7VpReij0+FQ42q6swrzqtHynNqljgKNF+EOO7coiP5YDvsD69bzwG6eMUuVDhLLc311UnZZfrFIgwpetUgSCAV6lcHegL2sYNhT1d+PEpAWPpKzO0VBZh7Ajg+o2jGZqbFhOmhg0rTz/ZyOK3/PTnu+7JX3pcW18e9eXFFm7CDf8VQYZsQf9aBiqqLUfPQKUg1bPZ3BdL2bOTOAG53PCv1Ri3tuclOoFzXBxB0IqTKXAEUgi9dEldJmcb895lLzVl2tx7C3KSyqsTZbhE4+LSGsYOZmhIkR7W2GwKFUTR1A3egozVaMCq8+sjrZKaISTs8L+Y5rkn7UpvUnhiJq0JGtTOhv4WIg4ox+tyoRK6ELefsEAF/LT/aK11VfeDHp4pHqkMhDRn4C7GHQTmtdNUvyOMfq0RqGxdKIvpdnb0WWNb9xq1It/ljq6PywwSJDa1ylbSiLfj+cGK62TIaro/M18ypYqvPRi1swEEhnhPFnH/8sb4RnNEPHohhEQWIkIlCQRY6Ta4PPCzqfeRWlzIw+rMMgpteOPZeneHjWZwcBk6wJQ4TeTjmHp3h49lZlqVc7tC7PytJW1Kd0LsCKv31anZaQxaOG4RWFUrmBxp+hCbO1IsGZ1WqwiOowCRUCYXTGQQdOfL9D1hWV9HgINw/6Dag+ElxDL/1KKcCLK2XjTJZX1KK/bn9mVN+Ru+Hui9G/v+Tre7fY6e6Z78cx3iii+XeHRLIlLEmSvFfwAxY9REtsKXANUtdByVxHFtzp483XKI53TfswcqhE5h7UoYUb4VI8Ve0VjdgaNvJIwAgIrGoGSiJFNnhQoXdb4NmXpNmUE6VG38B2y3C7CoyWlXJJp4lqUASKMQdnWwzUiVLWmuas4xa2qvDnxWKK93c477hYZ4XY5YYSbnPC8Vw4Q+Ku1HVlhl2rkUd+hyvYirJkz7n3FUza6WcL5vKI3QAf5PDPA1zBo+ikdZD5hGqsKgfpKO3eyEcezyJUID0X9vbMr78ezFSU6kIHT36W+4glEtusz+AIVbwlfUcFPyR1eP8xF2O72SCXo1fMZ/Ku2qfej4VRFfwny7ywc9B/KLKwWjb7U/xpka9D3QdcBGZtFT08gO+Q94aVGWODttHnksGRVwRK+p/AR6AYnZZFJxpVqP4JlWo2mKPwwYocDEx25euKxLN3bo6ZYlTS/FOHf4jlo/AgjrYnHqKn8GmVr4P1ckfM6DsZ64XQ8O3wqHA3a6ti4yLhaPY+YcpIoP/XCtgimnHRjpIykZCCipAznc4FuS6Ghct6nKAULdKFhWe0QaDj4PPBnIyRRPT5quxDMEDeiOgPVmZRN34k5lcaSdUCfwRd68aa4INpGstGXhnNBrUDkDUHOeZ0ya52gDw2HCFqb4yW4W5C+GnkY2TEL2Gpub2b3d2TPEeRgxQ4XOXA+ZY/b+3ox6/E2I7yIsqtAfpafcUuuUOyADBh5RxgBgeVCIAnXgZgGL58Xdh55E+eK8ItcROgNI6qZOCJqC2LkzRwintq8cTZq1tKsZ8z1xzH3xCn0L4ZzPBwsQkbgwAnHEO3tUVN5/H+McD4cPaGbbus9Tzph2OgmqatN6SIR/ixKPx/zpn8QCDmW65F36DcLDcOMY7wn5dPf6tAzDZNbcQg0DHsO0U0jRlvjdDbVI+VZhGpwY8Bfj+Oh2Phe5MX7ZYxvvRnHGg/DBZ8S3FmmSS7IO0T8uK56AYP+YhPOe8NXKvKg4K3N4pJ1aB37NsWHC3bTV6uQ/q29tjez5jhkSyMDepNBlyhybn7RViF9STOct+JACJ/U1RBIItb2ExUUfp7xHT2Zn6lQo8pwBykcZ3lltVyo+R2U71ih1YQRRHs78oaFK4EHcwVTeytcks0wtijJ4SLcqHDkxGOI9vaoqcxB2XLZcHQ2wfZOuQtlDefZzTt+A2yFMl6gGqG4qIieIxdLOJ8LcMOaB9yK6hWUTz+nANcXlrQsAs8P7UezewUns1HdHK9XgHTHcRSql1M+fRxRfzBrtvd84wpnIwtwmwg6UJHhCyibFxvO+l0d3AyspsgswV86n8HGdEU/Zp2a61MyofFGwc3M4k/8D4P/G/+3mXuA3JYL+T0JYpXXa3nU8mG9JTLCZWMVMaNr56UVDD6aQXcLDzUg8HUQSEEfjSud12p7X/uwc1ThrNzuYBM1Ritl+KTjiPb2yMnsmiuyutnqJESZhXDpxGOI9rYZ4NzN8AIRGkWYmYUTrzuGaG+fPJk9nBDtbRE2xLMWjm658HJv69v7FG2lcIMoDSpEnjkwA+UwiXuFt8BxRVWjhPP56zz0TvJaoaFiCchiyup6dpI5h2kuDwINQy8Gd25OuWgGyD6R6lFDhVVCt1JetxVzht6Gd8OXDTv3Z/ZOrWSngvRR9GFI3LKAabf3peIs0DMVqhYw+Ja+1J+QIxf4uSBvKSbw4OuV7CUL2PqZftRfqEi1ImMS6AKPHq1ERSsfOPTx1xl8oC2tFzMfSuD2tBTdIsqMg/rEdkt+uxjdcjGYQk0YAYEvRCAFJyhyff4CF+V8lyXZqLmJnVodU0XooxpVPN/S8zVuf3sTzlLlTHFUTTiaW0ZP5QT1/Fwdb4lG4iX15vVOOpZnRk3mQhGqvTDGKQuUiLAj2tvA4xOPJdrbo6bykHUTLGuETUWpNqVG+3qqwBYeTMjBihDXEmFxVZOE87kA97p5wCZHtxOq+1M+3XhIwyhkBBoq381XPRcDVmD1JOh2OQ3g+SR8Fi/D47DzJznfTZjb19NyR46o4On5lNX0o/4whRMVdhX4r5I9fbiVumMAACAASURBVAFbRdy5fXh2H8GdA9JPkB6K/laRy81b7sVzPRJkLwLLO5O24i1H4obX+N47fWi4zUFpkuSRL7LFx8sY4QkgVfnHYmeoF/SYNFEPZhgBgc9EwMg1NCbX0LaCq2WN7+jb6Kst3CHC0xOOoWb0ZA7zwolC5Pn+lyynTzwuahli5E3sg+McseCN0APPb1W53LzlU39Dj5YiLlI4XiGtnqtLstzwxpq8s94SbhOhtCnLkTcdz8dtRtjmNfBkE1H6REVpfEqbFe7QLNdIgidRHsvlhHdS2L86LeF8LrC9bgZ4EbA26BOUTQ/hvQJ7wJ9azqzKH+O4M5e/fQ+Ve01CECSNz16Ac1OBnn0GX+DFS5TzjXJQ+KacJ3qBIhMXUHaFfV5fZh8HvlbJjhMSH0e80UgCvFVtrinoRa8zZEpP6run4OfmEQPPg3xX0Fs83GwUlaAVHsb8m/J74s9tuFrxBwlyfySkhOwJ3oHziyibaEbYPId887pJot+bIfYswggItENgrSRiFJHmpVqdQ2JZz9d5qrNCU8RCJUycdAzR3h49leNUqUUZJ/CxitU5kPAaFVZZa9BFVpR1+s10b/T5vS22t/lurlXvFoGbFX6U844rFMZMOpZob4+awtUoBwH3R3SV1toXG14/YKSavmEkZWi992o1GfC0QI3CRxKdzzyRM8DhfC6wbS7MqfgVXmqM/JusX5shMyxkEkYhIlBfaYTxG+VIN/5rN2uQI2hpLaekyPobf9hn8PlLja+Lb/LDQU0tqRn0MdBnlcQQF7UPMfJ1yv+1CbN7erLnKGJe7RxBB0WHDIn7lNZ1BHeUWUoLxXnYSuDS+ZRdbsx7vZg5vAh3tWJKMJIB3cG0gkE2VrisiOZrm0ncmsD9n72+nRG2hLCRhBTlzra3MqgV1thFMowujkASRoMYM1siX2BYsqzxxXO8UaUi7J3re29W+y0IzwoMEWFd7zl50gj+dcIN9CwuwnKvxyO2t4n2toP7PKyDcBQeVeEDsb0tXLrea1x+4YX4qskMV7jaw3/EkTH+dFVeE2FjcVzW0sS1iRS3ivJ/nzLCoOkiNki1Rsxx/e0yIEJ0PremWPvUDySczwW0xy0HPCKv/lGE6oOUTx9aQOsLS2lDoOGQrSH7dNT7K3IBXi/Kqbf8FtGPUE5u7/laq1E/6k+J6SH9cEFnKolq0FNBPwKxYpY38vJpg0DvzNJ4yn/Y6b1NqD/QI2cD25pHrHCPIL+cT/mzG1O/V6738SKQwUp0aK2VC639S1DjoF4zASfNo/zBPtQbQcFtgp7xOoOv68XMe9uM8ELK7hLksPyyrEilxLwcRc9uJvZiwuiaCJQg/xTYMV+0ZyB8Zs539GROUeHMHAnN8BLPzGaL9DhOxfMREhVqWftRk8YG987mLKfceALvVU3hQBXOVrW9TQbhHsnyywnH8WzVzeylPgpBD85xqZuRXEvV9jY9jFSjVTnp+mN5cNRkDsCKs5QzJo3gupFTubfNCG8x0hzg2BPWBFuLx36vJ+QqpE2dqUgdD9Y0STifC2h7WxvSYlT/gOihGNXCaol16H/3hwW0xrAUQ6Ch0noSzVNMITIP1ZcRXRNlx/bGtwi/RRa7cbsdEvjh8xj8Uh8aLhP0qFybUdXrlM3ow8yfCHKR4KzY5A1ixirzWrNGQiDIDE/rZQkS9vejFNkDfHGurahV4GHQ180Ix1Wpcvl8ym7rw6wjJfJc3CRHyw0e2RncpSBzlOzfwVlerr8Z24WU3yqIFXC1haOjPJrC7GZ0SEwwEkZXQaAIdkkgf7Iq/HzI2cLORf8Tdla2QKOw7g4iDJ9wDC+NmsplKEd5ofq6Y5g+ajI/UeEiJyxAecPHhVAbC2RzDFjv5zieZ7gsl3lHmQqjUPYAisXRagVcAq8jEUXlWiiXTzyW20ZO5UiUa8UxSZq5QRLs7B2X4pmDRDrBVk/R3zzhgSPV9m5xFI6GVyxi5eAPHg61/16SYZ2TkHA+F8jmFmZV1iLRrSyBSk/E/46y6SaPFUahIDCrYhec/A2VOYjfFNyvED0cZYs+W53npdVFOV/wTwkyUCCZq+4sBvkY1DzMxnzFZ5FEuVld4pA/ecQOi21ALZf8AOjbilib0iCrgM4RdLQofoEgsxz6nsf1z4e0n8n1SL7iorYj2Uai75DF8QHqu+WqtC28/CroG4psIXjzuqeAWq7ZDrfWhZTfbkY4ElGKHZ24mAWaHTqiKagqFcru/cJ1lMJdHjkkjoLQZNSS+X3A8VO0xYyZsVDheUpg6d4W4WP1WHjaWoisRcnSGZabXYLyJ3FkUbZRYbAqD4jwtiqbOBikwvqmY42yQGCWet6TRGRArRf4GRFeUc9a4tjGvgNhscR0r9aG1CrCq3ZxtWpn08H2pv/rGC4aGe7WfGGWFUmaGZ4Qnc+QEOip8LvqtITzuUB2txVh2W3xEgQLG75qzeZ43YLB018qkDWGZVibUURwEfVCliB6D8rP2xtfj+/tIllAnbuAwSP7UT9G0V8p/mKHM/WXkxTZQJEnhOxGihvsEK+5Ci5FSuKDLyqPkvgsFJ93UC0Xl1WcSGwsl+RYuJpBzMCLwBOe1kUOZ1SU8zw6VqKcrrvG2pvmM/jqPtRPcrClo+XIFtwVjoSFoM0I3ytIm2hDVuAjI7DPe8P/bEZ3Dg+/MBEohZ1zl7c/WOoi7/W+C6yXbzf6lPFVpbdTTExk7sQRjBw1NeJy/pXGqlv/FuUkcZEgwxMKG4kpG9kmVrIOSnxs1PN7OyqU8tE/4zyzGWpBogvgktw52oxSnK+6fsJnWeSK2EFgnsJYVcpFuEY9Z04awdWjpjApx6y1ZatwZLFyhUK0t5caYQtHC5cInO3gVU9EBrJFVUbC+VwAW9sMcN570EXgFqC6PUS54H0KYH1hCbMrK/DGa6uvIpa7lcfBH9RnyPlesrHnW0J2r1asClrvz6KPO6Q6zvNqPUgZaG/zUAVWjz1jqyy180cbwb+pJF4VeM4ucDlFl7cc+rFCsyDZnAF3kFgbvOV5NwH9ruA2VXRjLD+GtCpq4cJ8RNmqr3VxLuT8Bvh1waUF/1dFeoFsBX4CERmH293Cgm9QbjlmM8K2j21Wb3pYV+IQZLOgNRmwPtAwCgSBJNTlLpNtFy+rvLcqZ7uAWeSGE9p5vpplLxGswv9+0Yga0tilLM9rPbwWXu7tYLHC6vnQrxcXbaZG8bxp3qp3PCeeV8Xxls/ysVeapYisWPGysLZpAHvPJgjfzVVBm+qXpWN6WKGgCkX5cLLkKq7NVFukx+onTAs4jfLXnJJSLwdbqXm7jt1QdkfJDhyp5hxF4WgVFgksALbPtf89WJOWcD4XwH4W6isbkeiGZ9vjtShHCD1xfh8GzbAe4TA6MwINlQujnkVkIZ51Ee3eZ5tzvDQX5VuN1AqZkhKFj/nQiDZAnlc0I4gVm7wvaJvhnQduWtwmoY8toMxI55dj3JXow2Y75NqOzPsdlmMAshBcykLfOTGHbrlWpacU3nPo94m4oDWlyPfNk1e0l8A6Apk3KP+jGWHjVJUobM4aea/IbgkWljZlpV0s3Lcckw1v/ZYRSMFeivw+n+uNwsu5FjjzBO1yt27e+DYZR7OFnZ3HemqTue4iI235UKFPpEJE1FK0rSjvq7C6eazAPBGmGS2rL+KxSUdEggrfeBxyF4l1GtnBma4vxHvbkUKx/dlNlKe8tQPC93OFYw/k8sV27n5fHfViXDTKOrkoVWaLkbanKc23KEXncz4UvU91WsL5/I2fUMd4Y9xSudQI2x1NFyAY68rblNX16RjTDLP4RgjMqhiPyE9wlt8ykQWpbG98c595oaBjPDpccIdJbOjeVdgyqsaMW32ezLFGTimm2y2vsJl5Gyt19KN+B8UbJ/V+Fk42T9bmZHPJ0V++lEVvLEIuFvykLPRzyEmfNsLRxC3cZ3nrLdu1ophnPS5DpGYTRudCIJlE/hlxJMd9vTZaBJ2jyEAzaMsaX9vbeMYkHMPVY8Qx388VYL1nXmp0KRNaRXkSYYpbj1tqfxgpD63UUT2ZHVqhWmA/q4zOhaTjva20miyo8UejXKyKKTX1i6gp2xvhuOBhgYtzwW9Xp+2yHEZnRWB8qRrfd37UVzYh0S2sLcdhHW4TKQ9ShZ3yAc8+sCe+6L/53NQzoNv32ebcpZ4veJMF/CH41xxue0Utn+UVC8DJ8w697HXK7/g2196HmTsLiVGKP1RwtlcbQbtHRCLxYfSiom87pMKM8ELKHyequI5Go4KFxu0yadWxFuWxnPN7ih6egT9/m2sL3/3VECiGXzlkTFthVT58a3tgdYm92h7LGl/J8muEH0YRPWF7I9KIDLdEhvd59Vw28Vi+1b198hR2TgijVDlUJCqYaHRK95wQxHv5kPWLec+9Im+EreLfPGj7t63F54rBJlY3BanCr7aTOtarrumuPRNZ/vuJAbb51Ve+H+VHrKAgLoMHyfZj0O+tCCeMzoRAfeWzlm9FJGl3qj5bn+elJZEPO/tGY65SdB7I5qZHGufRdEYCOf81yu3H34GGSl9mnQ2J0aBmUJvBPwcJK8Axvmk7kBOCa36DsocF2TdfHf2agoWqrW3D1mjMSHYYmyF+Mo3uFbSGO9BjbjeVUjjYI6YM1JZOMIYoCx3bTWyuB2tpM4pGTrhJMziSFnaWLJZSs4phi4JsLkKL1+jPMzTB+ZOOokPtbVVk9FRMGnQ0np65PuPmfD1Ffm8T721H84CTtFE0yl9HdTv2j4TQb3SThPO5Y27jz51VbVJNfc5qBpYZ7Y2wj0Ijr1BWZ2GbMDoLAg0HnwR+Iorlfzfus9OZXhan2ugljaLvffCbgBG8SxqyU+czZFRnWF5fZg5XnFWvWvg5q2TnOly3LLJI0N2MPvANyh83I2z5FHC3GuWuxBWyvSzPLdDNcmlW9eXQu9Jx5WkYHQCBJGxG3NNrPd82lliIOe8NmpyghaCtXWiTyPhO1g/MaYiMr+cF4ryutQvZRS2NZ+qE4+gUe/vEmxme8Fxs4WcRsuqZawpKAotU2U3hY+sTNiNs7HIap4heqU5LOJ87wN79qlOYkNSTvDDRKwv/1wDbp3zKE45q986ifJrpXobR0RGYO2wzWvUFxIqR/Bp9djxL2xnfN62QKSbAsIZ/uXo+5Wd09CV91vz60XCQRycAG1rLh1WcetyTgt/ZjPB/KX/SIUajacOk5awi+h8eOTif3y61nqh8jrkFtDYDp3VGLApkzmumkPuNJCPf02vFR9bP1uBgQ6uuJ+7jXaKwzmcY3zejQiYzxnFr0NWTRtAp9/boqRwUVUSDSXTaGd3qhCe9snN7I5z3gtUJZ1U1STifO8EP4dqkbuYkuih+jLDGZxtgW8isyg9wrBm3bkYF99vzvbqnOsEau/YUGyotxLZZFHbe8UyVJaVtJBuWarK8aKkgd7bQXPMG27zT2cHqS0NVjizEZNyMMMR6i4232ipFl/yX8pkO2SUfjp4baavGrRzWDvUIyK7t1m9FZ42CXpIG+7wwVg0CLgnTQYxswoZdihZqbHxsL28OvJwvwjOu8UPbG9+IuDEb9eE2qlIqwp2tGWp+fRKdfm+PmkpVjsjj0hzHdEnUW+wi3mq7ZCwZeJKa92thahvqHNuPbpRwPq+aPfuNv6W2VF9E7XyOxtzPN8CRER72Ok77xo9Y36J8etCk/MbQr4I3zq40vd4j7ffYe5fTW92H3YuMoVHxUeWoIC8prQcvYCszRgU1+lJvRTU/zlc9fxDnimXRG5S/7JBd43A0Z0lc0DPH1GgUljiiVpU0sEG+rSUq9lL08mb4RUGB1LEWs0Yp3OYjVaxoWI7emNWsTcdy9WZ0+4CeAnJ4vhLeFIYs7LwIYYNYSwhvFjsnHPJSNsvB1x9Hwe3t0VO4Q4UfqzeWNz5Qq4J2LPruyWoiD9H5bBGCmnTQDO5YW/zTs6ntplPxHGl5McvzV6fle19sgP/HCPMQ5XVtYb2OvNauN7fZhxyFZm+2hffe59QW99Ya1ttooxVc1pEd+xqDxxYyMP1o2ELh3khFBnlfYvKPpUY4voTobz2ybwI9MYuYTGKLmBJinCO2dqe2iml7uWkWj8/QOUOZHfFZl0YkFXKHgvVl2/nTkifRiFpyrHgqiz7t4r5waz3aH6JCpOisOmGyzlehr5UCO9vb5v/C2AnHUtB7+7TJbJF23Ouhf0J531v1t3zaCKM8VJ1ZmnbpiI+/y85pfHc9ymdNhjXayC9UpaP2uXhTf+mor1yAo3e+LvoKyurO+tL3hBesOgTqK9YH+ff/Z+9MwKuqrjb8rn0zgorzgEKwDv0FSUDUOlTbOlStvwPgjEoQJxICFutUrWKtdaIWGYKiSABFKwLV1qq1tFVrHUqFBOeRxIJ1QESB5Ca5e/1n7XMupnT41apAcvfz+Ajc6Zx99tnfWWt96/sQ8rod8v1MG/C1zWl+JB95xH8vmvHVnc5/+0s9qL0i0sG84hPfYN5ZSpm1K+1uEZRAfbAfhrpERakphT7mkeECf1MzXI/7iI38E2pw1kedhvIca/rzXR0T0fDITQK7t3Ersqg3T9A/eMRMNCzq3dlcsiSsW1OV0vtAzrTrdlYb8JU48Tw/3cL3zKno8x3VhvepimlcEXWomIdxaEbywju9hqnJX3ZLIuHrRjRJbn9ejy7tDRvp1kWtvGV93+J4uWr1J6S5TwfAcST8BM7vF/Yj0e/Se+4j69E5duxDWTTA7NO27XbAD9JuRWcjWQVdR9BhDfTpkDKMJdSaaIOpJnW1HlJTyFpC6UsO2StJR58oyB2Kmp60bf4GyO8qdHJQl2hKW1ra6myWTbAasQVe80EvaYJ5HXvRfbqzL4QLIv3vC5IMg+GoPRQaYFraP9+UqsxwPpgYxJFuvUcvc8hc0DHm7RvAt0btwWgH237UemGFYdWDO6bEaOXt7EGK+9B4bXv4uFeFLvKe/UKEpXx3eFpy+/OnW6Jf+rvGF6kZb2zrhfvXtpP89AC8BoR1v3DEzakS9pxlhJbcWJczsKj/06jsvf1x536Y98o21iNoox7cEfX0fnFdHtr68NslLLoXvKUz7YHkhaX0WW0gbNt4Co7OIFOil0bHr8sY0JkQdHatDmlpUZMyNI1rizAMgO3v9uYPHXpLhCL2WQOT3EhmwFqJBKlWglVf6LtOZEA7J/X2YoHnrAYfSyvqD0FuMNcsNbfJoEUeJCZLk5rvnxHifUepzyjfa4+13s+6gCpruDey4AxrW4UXeg3TFerjecpAyXlNktufP+ukfsHvH1ekTwvsHbH7HxrRJEes/fWfDYCzICy6XxDreCmVzwmzct6rX/BF+9Rft6j/WLwM73ri2Y35L21ntUvb6x6op/R/P/V3dIA3llBXqejYpOXoxaWUrYwj4TBMpMNA9QUD6ERTeoIZrjukQlFj6H5XYSNJWKeJ7Z1FayEqBl4S9JommNEBpvPfnaLLh+sdMjgxGsiKRWTbiUxC8R1zG1L0XocYm9kIV0aCM/ch0yS30sAuit4dEQZP+SfwhQeqy8mt7TZXoLKGyqitcKylNyOi1ou9hunyBIR1mybyT4gtQ3NjHczAxGId65XhCAuqGoOu/j+Nzw7A9hW1A2sRLUVZRdmcZONfB2fYkX/yuQEXonLVDodXvZNaslmo/zgyl7/JHjnm7r9YFzuwcPsUrg7UiFkNSyn70MVOT+rgOA3Rb2h/MVA4MDF0tz/b+l4k6DKQbyr6iMSexFYfttdi+dY4yrPN7kmHjmuEezvA8tykAKocYobypkucPNMERrMR2lZZehkwRbLdNI6GjfRmDy9PCtqgyHGgVRpMP2QG6ACQX/8T+Ga4vHpojpX+r9bUudPYPuWpUwnErIbdhumH4ilVZdWItOT253VwI44v1gtRrvKOa0auFsuS/cvx+QA4BuGbEB2BsoKyOdnU5zo41Q74k4sGnorq9B2OHPFO6q3NrE6J0LLPYvZ8ugPOxmc65R7UvaDobma9uJQ+XQ2ErSbcDJsXIrNNBzuNv6QQuTN+qNG7PHKp9RnHOtKUWcRsKegkIjaHGjMDsAjZImnrR7ZhYPwK6MQ03A6YS88GPwpjFaoqQY7XOE1vw9rc0qbMlOguW+re/jPiyTtGvIozEK4z6FER8J7hYX9Bhgp6DrCXIpcoOkaQKxPwfdp0nO3LtYV9J53FUxv85H3JJ1BRE1qwdsPxUM9h+opmCPtzVdqsRXPjq5qB6iI91cP06IFo3P+n1f35AdjOpu64CeAtBbKM0jnmb5kbX/YMLOh/PCmZudWo41/t9LueFlVkhJZu9ez59pf90+3l+7tTe3ekJ3yC4B9bQt/N4kjYhkwCPUhhpUMnxNGZMaJ1lMMd7dHDBT1Tcf8LejLobEX2c7EsokXLJh5hhC2rCRsYG5ZYmtpaVZcr+kcHMxvhl4nT1Ho/pZ2gaybOEAyW2F0qe14GunZu5iJkfrpWy31ckC08pBw6V5HjDZxdzDC31LERrl5V6K0EFSD7vKWeCxSei/SaLbPA0Nt1nDpG2ENMJkW3yaeRW9ufcqUMn8rdXjhBhcd6DdPn1FOJsKyqUXL786ecw//mbWML9PiUYyaOO6tWi3VN/Mfx3wGwfXXtwBqcno7nTcrmZPVb/7/fzb3+eWZg0bGnom7a1qOOe6v4dz1LFFnZQJkZiefGZ5yBbiwa4/DnC/rMEvps4pD/sXS0wuUSCz/YvJr2cO82GtJmDGDMXYt+Pwy+2bG5+htihurwFnFa9QCB9431JbBrMHdP3JjapKs/MlMB0F+n4NeroPYznsKX8fb8QjgssqD8XuIqZebyFtFLci6Z2DM6OBEZKFqUv6PAUg+drX0olvzkI5OLjIRRjAS4OPK73VfhWYkJbtZS9JFDz8rA6YKcqugAQV6wp5WhU/RmSXGuGddXDw7XIDc+4wxUTmeM95wfOUI903OYvojndCsDVDVJbn/+jHP5Wd4+vkhNZGMaygMj0nL0p/nsfw/A9isLB96E0xEIb9A7B8KfZuI/83sC+Mr0bSoGfVz0p503AfmwnjKrr+XG55yB7tRdKPjrTBlrKX3yDISTdLQrxN0EWlaADkzDIYLcaanTTJCPk5sjTYi/CXoryPcF7HMPCNIr0TJ+PhGPsH7i0G6TAJnVRk1C0OrGBl4hOrbDT4qnVjNdoujzAo8J1DaFtidWfs5T/JcfK4ISD99w0EcRs+v7uoJFSNnots0hrYly7TwMEI0RbiBsTi7PgC4gVrN6xaM/EZxJgxqRqsrBXqY3rugZAn8RZKYij6bxPyjC/QT0MEEHeKQhsRS0urlpdX84sTzUjnPjc87A8Olc6D3XITzXs0J/H9LR8EYOhD/nhP4/HzPwBUwIyRSu7KH9U40vBoBzIPypJvtzvykB3y2uOPaDjeb22ULwyxfT18hEufFfzkA3FpQ7UtaK9G5CzAogHAOMGwn6LdDzzU1JkZ961JS2pjrkojglqwbgPRQZIcivwf8xEkUZqqG3VX8hhKZ7S2XfF6qZiBG8GhVdIchW5mfr4hSu+RUbsSsLzFmGtd2jdjwG3JbutVqyvd8i6OWg9neLTM3s1iUm71Z/tcjVIlWLSjdOvt/+zYhQbQE225sb0sECjR7yk/TwO0ktd4cEeM0OsIfASg/1EvdYb2m+y0mLlmncmgazsZkt2jLAXpw8gOyYOBqZ2lVXHzTJQ/Zg58RScByOEaosnzSE3Nr+L9e1fbxiKuUCU7zj3V4Vek8OhL+ASf0XX/F5wde+6osD4CwIGzFL9K+Uzt3zyzndDvatdQNvBP3+Flccs8zAV+GNBspyqaQvcBl0Y9H5Dm+iD39fSqmxo820wYaJpZvhuwGCka2sXmkA1OThdYlJSAYsVtc0YNlJY+B7ObE8NEAyEDMQMpawAZm9ZhGtvdfS2eblavehpXKtL9ZS2/Yd2yftTvabFpkaOIfWnuT9Bpj239pgmr2vs5F1ANjkRjfwtUjWfse+yOqwH0SCLe+AGGh/XWChR192SA8fCGf6oITjlyNiFrPeY+QzRWxz/z3obYIrV/Rbit6Ugjcz8cPJUof+JBNnD0YreonCw5H3/OUSQFuNyFXbFnwtQqsuX2ND+AVe4Y77VVXTOT+TYYxpR2dB2ERPRjRJbn/+ApbFxGK9MaNYFuy5zxL5Zn/6iwVg+9YFA35KiktAF1E6NyG3fAFn2hG/om6gRWZnbH71Ec0b/2JvI6rkwPdLWgdrgfAqh+yUTUcXwdmKXC3owCZ4rAA3TdBtCtBTW2Fnj1gqel4af14hnGvqTVG0e2kaJhTifgp6mkOvz8CbDhmmYO1PfxBcRtF9k1ryewnQGtjnJUYRJrxvfbJbOMh4WOLQtCImaNHV2nmimrWRoazXdnliZGBAbelbi6itdmv16rcFXW2fs4gzsWdcIrHZ/deShwZLKxvwW8ScMiKa1bEliZ5jYJbXBTVmcoGgM+yhQ5GzzZPWoaN8OC+5TdDr0nBDAVwoyHCHntwITxThzDDDNeFPLERCmuHM2zVEvjnw/ZIWtlHW24Bwz2E6Fc8lqiwakc6SD7+8327P3zyhSKconGHZqBFNknWm+kyn/MUDsP38XwecTQE3o7xJaa4m/JmuSPbNtQPuRRjY5bZvNm467pAiRd/MRb6fayY/9Yc+AWFduZQ+77QF4QIw6UrrU7Wa8K+KcWM82l/Qa31wVZLzNE5T/1lQy1TsLXGEa605myT/NzB9wcUkJQPCItD7TcgjIT0dAXKrw8/zwYRADjdJTCM1EUfiloY2sDWT9kUOXRBsrkIrVbBaNEC16PoVQS269CAmyWmtUxZpWzRtphMGxFaXXizIE4p/T0KPs7VS6c8j5Z7feNxo0BNBTVzkwSgDMBikf9Qj/fvInehlCIp4ZQJWv7Xj2j4Bfft9az3ayAdmNI+BLAE92Hp9HTpJGJLWrwAAIABJREFUkalBXnKKXqh5XGf7RC7y/dTL9HO9MYCwZ4x6Vv7PCD3ftWI8hhwx63PNpj1Z670qDFRh+YhG+dwlky8HgO2knh14MnlqvZTv4lP96DNryec81473sUUDXzHPyI3v7bNy8x8fbVHOXxooCz2RufHlzkB3nr1ZSFlv6vKllH1gIJz84u+SuqYRqyx6Wy6xhd7WAk8pUgtqoLq/Ryel4FcR8/dokApBRzbB5EKoAPkpyC1p/KWFcGbk2jRSYlKWpbgNHA1ILbX8d0EeBf+mIrtEQGbtUS8I+qLHdRb0O4nilKWV662vGfgNcAhxy09JIvtoX/aMxvVn89ZdFdemmR9FtceCHJ1EwAby9uCQlzC2rV96blzbDe1Y1tN8gYO0R8YbiFsauRnqi3BTFN3KoWc0QnMhMi0GeL3Rw7YOuVDhA0GetHKKzecZt+sZksIiiL9MGhz3++bGlzsDFVO5GeEchOX/U6GVkuFOszFsFfqNarSHpNz4NDMwvlBfQdhFhfdHNIrds597fHkAnAXhfL2TDB6nB1A698nPfaQd5YN1A9+NxBu26vxQL7/lhceb9PwL9ZSZg0xufEUz0J3aWyNXJGuXWfY2ZRbddrd0tELffCjJILeAXpWG6kL4LkG0I/x9XPL3WwWZ1oS/PA/2c6G/2FK68mdjCEe10wONpGXKW4CZqJs/aF8rMQh6ZRP8OQHr85KasKWne1g07KDJUtIKv3boTZm4xWmUQw61WnVCzvqDoBOtxkycIj7W2JlJ/fh/JK5Lb6SBBKXj03BLEZylyKUK8x16n9WHQc4wYQcJqWaL7kNa2qL5hYJaOtmib0u5P2jp9yLo4ZG7BHkmjR+ZWA/OsfR8E/6HbdLOJ6njLhFeqB4c3JFy4yuagcoabtVkbe9WqVUGwiGrIhwwvNEekHLjP83A+CJ91x6ULbs0okmyhMbPPWlfLgDbYS0Y+BNSakpCRjX5Ib3nXPO5j7Y9f3DRSd3Q5pctjdf5wZ5+y4sMfKmvp8xIPrnxFc9Ad+p+ET38nAC6+m36vJ8F4WZwBbC7ILMVrWmGawrgfyR43MpzDv9bxe0pqGkdmwyg1WStH9Zu1m4eNVWs2x3sEJOTqI+i00ub4aUCuCFK155lbTiJspa5Blk6dwcT+hD0xiaoKYaBHrG6aTZyfNqh403+shBM8H0UyP5Jz/Kzik5ugV8XwGBBqiS0EulzgjMy1EFJ3dcY1XOilqq7jRCmyE9A5qbxZm3XXIgbT4i6rfXKmNhyjEXbAu8ZOCc2jtbK9FfQu4xNnahbTWuGq9uCLy4YzNdPGhwIbLnxFc9A5TR+ocoJHlb3Hq4/963Yg5dlSn44vEly+/O/uB63F2u3lRoIlMatyFQ1BdLifz2+fAC2Q1x43EU4f23geqp7gNJ7c4LqbS/douOHgZ9gssRdbj7Ab1p9kFP0/QZ+GQk9jI7LfLnxlc9Ad+os5WvG2ZmllC3JgnAqNpPfX5FRiaOPpYxNBcvadFYkIGsAdwjoEaBnpeGRQjgUZCzI42n8qKIgwYg5AR2a1Gdfjv5sNdktJfTWypQU/prV8HZB8DcOEamRr4y1PD2Dn50Kkaw7BfT0RCpzS5Aah59uDGtT/PLIWYCln5d69C4Hkx1snkhsdgOdbNE+uMMdailpq2m9APJbxVvkfmKkg/27NN5cijKFOHONOsKhQxvhqQI42awdPTrWwVJF9o36fo+0FHiSXi9K5CUvR/ixpe62eZNtRo8OBLLcWAczUDGNF1B2UyHTq0IvJcO1oRddeKCqMZQwciOZgQmFOkwFM2ixNr/WEU1i/IkvZHw1APwPICyRV7q+RUoOpedsM+Du2KOu/y9ATjCxwi637es3velQu8gZh995MX2tfSU31uEMlFD3Nui2IK1LKV0ag3DYqWqsPgti5gHPN+MH2b8W4sYKuq+ig9LwWkEQlpBbY51j87x1B0aEOnMM2k5DS5I8AP41hxzuY9lLY08/0Am2y8SCH7YZGnnKIsv7HDRkcEcKavXbO8GvTuq47zn0FUXMmGN3DT3J1mtrUbzconjzhd4JnBGrjpKY8fx7Qa9qgj8lvr3XKnpZM/ysCPbJwI8k7lu2NLexpE2ta1drMWoKv8/HhfB98/sV9JQm+GMRHOCRuQ69uAluy0a+Q6fqxSJcawDulZ1vHhJas3JjHc5AxTTeNh9xdbT2GqaXaSZcH3soessrh45MS4ffnycU6S8i7sUJdpm+aPCNn3e+yrFwwO0IQ0zhPtBYhPPoPXfcV3kI681vPT+wLxl+her2AXxv3083HWsZvSCo8K03KX1svTnWDn4gJdQas7ezgfASSt9NIWapZwYOoQ/XTBwEaWzCmxqONe1aCvgiRasF18UYwImk5buC3K74R62OK8j1BqJp/EX2uXwoTyEWiVivrrGKfyfok+BMHORQ0GvScGMBmHTjucC3kpahX0ce9Ve2wIKCuBXoskhFyxjLJtjxpqBTI9WrXypumKIXCXI1+Hng7DstFVki8HcjTaVhckHoSQ5EqxUOrWqEJUUwxMeOUa8lto5Wu33X/qzoT1IwNxPY1jJX0fJmuPtfgK9tON+aWG7M6NxYH2agsiaskc4Gwj3P1Rl4hmSF2UQ5b3haOuT+PK6T9nU+ECntPgz4W9Uk2b77L+zSfbUAbIedla00n0oDYWdP9q1H0/t+I4Z0jFE38BpEL8ITlQFhq4sHaqff9DbClSr+2gb6/rBjTMSGcZZfY36XVvKWCUa6cLqE3m+vDcIFiAlU7BzJMv4ladExHWVrM5obWfLdFEeZbqzVUU0HuRGe3gQ2TyNG+OpnrGcjeQG/clDg4SDQHxqxy2apAI6VwKDGxD2sH/e6xH94owKocIixi9OmyQz6s2YIAFoIhytylYAJL7wm6NVWR7bnhELcNaCnuJitbHXd70U2gaYFbfuN1YN/0ASLkyj3CpOUbIY59uBeGJ9vV4/+TpB+Cgda6xHwKOi9IBMsU3BGjd7lBNPWVouwJp1hKffcWF9m4KJb6PJxIcsi67yUOrRXhY43xSxJ1NUs85JJcfR5q6TD7M/ji/SaiMNwkfXwJXJ0Xwr42hr46gG4LQgLK9E4soiw5wrK2jlBa+FRvXD5v4x6K3dCxSOS2vy6w3TjO02ON6TmH62nzEgxubGezcCOLDotQ2Z6eGJqA8LJYZoUo5GtLFJ2ZrHXBPPyYW+H3KHonc1wpb23KDTum3CH/hLEWph6eXgxNnPQa6Ko+sf2vnzo65CrI3H3HV1MyjJwnyH4l8ylyXx2PXptrKolVpvdTdD5Gqt4fWTRd3yDByvFVzPo2BT0BLFUuVkK5ke12oeb8dZyZepbmxfhxvvQSmXH5r4eGVUYINsJm3Tm+c0wqxh28IiZKixKx05odk7livxc0FFxnUxuW0tkw9Kaj1aX20NFbqxvM1A5ndPUM91yrFkQJsMIr6wUoTNKqwhXtHeC1o0baa/8Fn6JBDU2W7NGnPzSwHfdAfAaEPYjwLWglnW1G936q/IH0PsXxhptX6Nu4EzUn4S41YkYf1vwVUHfWUyZEXlyYz2dgRLqbge1FF0WhC0dvU3bdHQR7kpFj0kEO17vDNu2BhAOYh0LFT3KiFTJzf1UOv67gZgxj2+KvYV1vOD2M2IVQSrS0mAy3XqHE7Uri4gtfX2uPbmB3pKGH2SnLSrujiZmSZtF4LQ0GFB6axMCd42iFmkvAkxMw0Q1jHB1TNQnPDObDjemd6xqxbsgL4F+T+L2Jzu++6L+X5uHTGH4brnEREla4C//pHAlVm7ineryQFLLjfV0BiqncbsqQ9qCcOIn3KIS2uTsQewV5xlQ2Sztbn8eX6wzRTnJnMtQipAvH3zXLQDbry/oPwsnxyFBSUeRIDbfGc8c8lJn02uWbT4b9qg9diiSGotqYchoBAU+yctGvomKUErQfvX0WbBhn2z7P/oSFr4KYoIb/xaEC+F8kEpBf6o4szk0azLTjf4whY5YDaZ+lVeAu1Vi56CzmuHFIjhNkcsSxvIjip7XHNjIbFKIu9pAXdDfKGIAalHpOBcEMeQSc+dWdJbDHRs5M+1lqeZYctJVaCza8WwUhX5H0auzUbadQSFyXyzeESLiGQ4/04OxsE0G9ZJ0nMo2wLe6812CzlHEzsXA2yL/LQQ92QhYa4OvCK3mDazQ7+bB5Nb2en57VEzDSFc7W+xnkfBuw3S28+YFnezPStoiYlXmFBdy9pkfyQa/P48t0qEpGKvmVW2BYIxD1mL0pUa+2aWwblLQbRfigv4zScnJOD7E8wHCDnhSAahUr+bl/Ks4YZY5xGxYY9GAI/FBsGFbJDjctCKSRtlsq4v7JzVfWQnaKZLsvaKe0p9sWCfYMY92R2q/7mPvWi9oXpKOXhMJRwpT/wvuaEVPtJqoohb9jm+BZ4twZkpwskdPtWgxAbYbBBmpcQvTo4pa+9ArLrQrscyh5zXCW4VQRawo1dnBaxn07JbYr9gKr1u3ILOAA0xIwxjJxsC214ph3wwyLjGO6BalvasVX50KGs8y3iMvNuOrOkOnVjhFkB+YNaGiMxxYvfiN5Lcvt3qxtVPFwO3GmDa2xszobxMMGoK281047H5eSYZOkuKKiaeTW9sbwO0ybApflxQviMNrhjwD4Z4VerdkOFmVD0X4wIf+9Tg6jB7art6miatOMD7PBjbGFeqRItwisK11nYjSqp40qSCQ85WA77qPgLMXLQvCEsJ/q431AzVR+G1AmhC9ld5zLKW2/o+FA08l5UeD2zFwqlT/FEQRnJHOKPwEfDUT1/jlpXpKzbIuNzaQGShhoUW4Yzy0OuxpORCzEhC2XJ1aOtgYlH3MRzgSvTiuOdgRrqkBV4NOAekVuyvJY+YmZH65TXiLZsMogKsF+X4CzsaIHtcEjxfCeQRzCPm5x6+O67xySwo/xuPOUfRikIkWZQs6iLgl6FZLh2dwFT62VyxMWM8XJj+3WWGIeslPodVJq9MpJiEZR8d6RBKNG/iaQ1e/AnTAx7CsTeQbg29M4HEivFQ92OrOubGhzEBFDeejjJEUrf8EwpaehV8aaVBj045Ip4AmlFur0qHksd6P8Z311CgcGp24mKkKfxJlf1EyKrEf9pfBdv53E7PuI+DskS3s/yAih9vuZSSSKPrNR4whLfvEEaSVScW8WC+idM4b69WVnn92PoXLzgs6t2qLUldFRu0rknPYGkkZySz/E/ANvqsSsVNTnuZd32JPS+XlxgY0AyUsXKC4XaPWoMI4IgggvCyFWPTYpkXJWMXWpqTDMvCyw52e1JFTis5sBhPXsLF5YSBnUZxCL/W4401rGXg8diySJ5vxI8O9EUe2P/DIFTFZRC9Pg9WPw0iIXj+z4FjQnzWBpbVbi4I+dGgvstrwM0bmioLWvwn6B0VOF2TOPz4AuBmCZtuN9tJAvlLrM85Po9bmlF4bfEVo9j48WaZahF0nl4c0dW5sQDNQMZUFCLuKUKh+DTv6Yc2YQQgqGsxE8p3jrxllHwMv4/CI8CunXFTRJOvV/nwLmp8u5jxi28BtzPZThRVoMCTZOkS/EjywdfiX0Gr0ny79+gPAdpQGwk4Ox7lVoDWoVqI0xDd9SN8aT68A4QVEr2f3X96ZAPa6Wd61A78B3vR6j0MkD5Em1Bfi5AUyfIQxCB1d8bLlNmefpkVP7Wig+4ExWEFbQcbXU3r+ujn43K/+NzPQgwWbetx7LkI/jzYKssm/AeFO0WP16MR0YYURrBxYmrkgjo7liTQ+GBQUwi5Wh5VYYvJ+0POzqeQk6uxvjGoQaxg3aUpjSW+URMMvCH5cBjdM0D0s6tWQhnYXC3qooPMUOUrjFqU1KeECmCLIEHM1Im5Rskh5m1bkLpDX0njTks6SxH5pEbu1M4EaE3pMSDtP0XmkOFjFDBdCCq/V0u6TBlstPDc2tBkon8qmnR3vWf7OCY3es0nCjn6YDIerskocNapURnZ8DS5IrAb+jloLnamoRWS964c3cacER8x1MyYU6zcyynnO9ueQqQrKbBblvqDCR+rpnPJ09SlMQvUrjXyzM7J+AXBbEE7Jx7S2Homk7sA5a9vYJgHkv4F0DSWIoI/PU5j7Stmc276Sy7zw2L0RZxvmIYhJ9oXIfAnKslC8FypwOoqMCM4dhOpG21ScokV/2tmC3rSiZhVnEc0HDZSZSXtubKAz0I0FEyIBi3MF12w9Cy4Epm0j4UAdbRLkfsX/0ZjJVlttBuvnDZhbGNSszERBLBK1Xt/x4F9V5HpFf25a0/ZGa2lKIeMtrW0CHWn0yLbTVgi/jnqQ7d9+n46FP7LDfsP0nQ+KPYP1R0n/sKWSJ4Du69GhLpDExNjSBv4Wnd/WjPl6h+EKg8CGfNCMH1IUnJlknr0wdIo+RCpERlbDfkWVryF8UF1Obm1voOvaDntYTZBePNcyGmKhYYbitiCM8rEXjox63+8QuFUt8ydUivA3lK4J6toG/ZRzTBu+Wr6S/Xlcvu6tqRDp2kOqSaoaxoX9OQjI2P4sjFJrAs1wkOaF3vV1Ar42z+sfALcFYcGj8hSiu+L1PZx7ElUjfKwIoCfhz1ZLLSYQYtSkAR8E/R2SeeoLEfewKFfYH/xxiOsb2MwaottUtODei9xmlkZ16z6gy+MIWE1OMIU4b83tWfCN5SXF6oIHgzdyzmEN9A2EltzYcGegB7XvxKxgtXva9iiXgPCHKWSztulo66HVYOIgf7R2n6LgiiRVCkeYAYNH/zdLrLKWobhf2NyPZJmgh1uEmoapiaCHMZ1HZmClQ0xC0AKWWwQ5RaCbGTwI+DjlLPNMxzlxarLI2DyGjfW8oBlvKXDrQrDQ4CiQX8SylybcIdUeP90hPwN5MdGCNuZ0ePI9MwHfQGKJa94HI2zkPYfdMiQma+XGhjsDFTW8g7K1hRiW6VHFZUE4pKMVr8JTDnbNwHspz5Pq+HaU6l2BYwmeb1v5UJViiZnFb6I8KMrvWvN56osQ97AoN+iyq0m+BiGbQnMES9r8zEVsaVS3todWsw9tUqWH7d0SH3tqXaSd266I9ROA7QgXHDuflOtHSppp1UE4LkClC+ofxsn+qJSCWn1pU4St8ZbdDT2RDrX0rrPsRyPC31GpR/RlPM+T0g9odctxvglJWXW5gDwDVd2aDNuRJ6V4NeH6HbB0WtzHaGDrwa/Em1SziWb4p8FtjNAT8beBM9PxH5KRiaRkFKpd2kS+Hyu+2JF6VcnsCvJYTnBjw92Y2h55D+qO8ei9Dvmront69COHbPbvQBjYuDD4/Ia0V2NiBzihEEYSyFRBQ9rAq7gId2kCpMtMMrIJfp/97SIYlAB0yrgHZo2Yfa0gZjObHWGRQ0dYWnlNOAxHK2JRy8em7SzotU3wWCGYrWBQxkrDg1YvFtyFHjWhjhc9emYLPL02+CJ8LEqxCq+i7Krw2KSc4Ea7WNyV0zDHq3vV81cV9kw5PvIZNgsgPEyfxdNPlWbnGOSVC+zBDuXhlGN/7ylFeB1hUwPxhDUdVGySB74g8BIkUJX6jONl53leHB+oZ3lKaLLISlMUpFop9BJ8t7eLWqBKccFYZAfrKEm+11jZPrHLtGdDr8rTTozpT09RblN7IFB+KI6J0swonxceQr/ymu/aC2P9BeAYhJ8g5fYj5ZrodW8xdf2vCWbjIoPw0gXxRjypRQoux7eMQPR8RGah3q7dvsC2KCtNcQq0c5zJCwon2X4vi1JtDmKAjfvArJZhG6MBrV1gEyGoQ9wOaDBcn4pm5iN5FyH6Gi5VSSZjKbg7CJJ77hYD3+1OH6IFC7tZ2tncZH6q+CsVqRd0pwz+63+jb4cXOm8Xu1TkLdidhYsE1ytJHac8fpMUbqu1QTgSvTDXICNWFVt0GqlSvdqEP6UNcPa3urAEP145COQ+wVs/r0XKt4GOSsPEJFI1zegXEnu0TTx6nrU6JVaJRrT6MNKLNn3nEw3E0zCpAC6xlifQM9LwmyI4O+khXmVlXkUHNENdEg3vkug6myTlxyAViSexpZ3/LHmhD3ilKD+NbhRT+apX2MkrX79lSOgnzY12MAPDalgkQi88r1rE6IRN1LNVAsJP4tkPpWl4WopNwtHMQ1KeQa2OLqLcJEJtWri8yDPCC+erMCuVIaOOfRW2NSU3+95YETEQoQxIEwVIa/ULReQAsMm+nRal0aJy89QWeEmgztqjXFCLY6oX5kfvMX3111oKqMxvCdF62J9dC7esL+Bry2P9BuC2IOykBdXzo5S0gZ3ZvP3VUiCI9ETsycsygLwfp6KlC57nEOtR1O6ICdTzXkhnB/KxWvS8K2rEGVmJ6quI9VRapsWia1PmMhF8Y3DKISh7I7IIxdLevSKCmBFRbFMqjolhpEjxBipfs2j5E/ANE7yPhycipaEF1roBfkYDfc0NJzfayQyU8Oy+kLJ2s6WKWqrrVcUfI7gsOzpJR9sJh5ak2fanAtwUQbdJowPtwa8ATpTgw4u5L/0ijT+zDTiXinEdYj9SsVajZpibgGVF9LB4E+j9saJVIG8FVnQih2nattby9Jb9fhPUf/K97nZBzTvYWv7uEvy1GdjMIXNBb0qD9SOvSTsb+LoU+9miF88+6nhChAVe6Scwo7qc3NpuJ+vaTqNyGvuq508IVmpbbrKm4jhmDTt6mMYgDC2qgXRnnSwm7GJlDNuTe+LpEmcQeT827wiR8nOi1OLo7qHUKe9lUjwlVnQ0QxFlV4RNDKC98qpLsVB9UOSydLOlwp/0wut5nkMU25+DsptFuaG1z2rUCMXGFEr6lt8Q5WvrQ9q57fJY/wE4BuFnca4vzi6PjsbrNjgpNx9TNGM2a32RvKtR/TVlc0fyXP8yMnIJLjyd/c4WB8JhqGwHviCAoepMyuaOoW7g8Kh2bJtGP5CP48DEPRbV2/JRDkBkGt6PRvPycRmLLLqQSlXRa9YLLOo/Fi/7k5ey9qNH8L5ou9PP0IKF1qsu6ShisVqE/Wdau9YPWZhPZtvX2MNqE7nRjmagO3XPgO4mca/kY1GZ4aAWWgrzyeucRMIfpZAubWvCMbC5nyduSab3nG/M5nx4uiXIV8rbzfhye59Fq8ROSQ1Wy/Lo2dlodWPYohmZprC/wHOg5elYpcoAuJ+L+3uXKZQZiJuk5cbQuRmZqciSpA68cRHuEgP22MdXL84aQaxxNbLINxXuKVNE+sjDR1a7FqGnegpTyrbjzzBeRG60pxmoqOEZIXgHm07DY6IcFHpmNbgoac9hauDYN87qMNoIWSKUR2SsyRm4Jc/RV5WrozT2r0c0yshx+VomqUDwM+CO92c4TJXtRLAulwUeZo5slDHjCnW4SHioM8OSj0O443gsaSE6QGBaKo/RjRny8z3jLRhTT9WIZnlhfLGOjfbl/Z1ZZmZ4xKes/W7dp503PACOQXghKVeGcy3sfm8Btf13x8kdVnOgdM5FLD2qE+8VTEd0n9hMnJ1RrEbbSuhTc+Mpvfc66o7cDC2qwHE2qqZPa+SuKaxcNYZ9HvyI2gHWVnRRZJX4YdLP2zs8WWHgrQ+SkYvILF5MQclMVBx57mS8/xCluOvx52j+y9ZmJk1Kaz8h7xnFXy/IBUmy4ZF6Sge0p5szdy7xDOzIwr097mkrXTjcSZ7MrQp3t5I5KZ+8bIvSP4BwAfR0cZ3XdJZXmmRktu0oAWfzES6LDRdw5rHbCE8l+sumRHW2tzQwMl6QGdbDm6SZLzOCVohKEIuyh1kdOAbqIGl5dJICn9qE/1H2GhYGJySxVqM/AXtpMHuQa4Kr0RStdSmzG6Qp4+mXl+IZr1wf9VRekOTRHqkeTG5tt8Mbomoae2eUp0PfSYaTXIqwtk072WRSk3R0HZ4yVVqq0lJwU4Hu7lLcgefhqrRcdAvaqaWQ6Sqs2Z8lqLHF+7M4xg9vlOuqu+hmmTRW7rD2t3h/hinaxJgRyEfjivW8kF5WPlRhlUDYn0WDv/aDkavXRUVpFrcUMtNS2dukOfmdPD4kL5R91nnNd+3lsWFEwNmjXhuEFxz7bZybgGOT8LBv9d6Y9bYHygzK5tiFhLr+JjRv6kBWZzBgtaepGaBPm3k5IqdEwvZ/t5YhhCU4dxW97p2HjnbU1U0IAiFOH0TZIoqovxmpDG0F+lYkqj/ZejCtx6zr8edq/svGExBfT2mqhLoH7Hei/tAbPf6ngrgt2Wqjv9LVIqTcaIcz0J2658VKHqH+qs/52ALw+y201hSYwFTcohRAODn9VYk28zWJ5d9Ijw5sidN31lB5hcTa0B869CgD3+y0FRHW4f1xvSwQp36Tfa0Y9lFkjslWptCTVsODbUD2CGIrwfdNRtLqw83wfAEMlMCA1gFpuL8AegtS9w/gaxqWQ0hVTuMBI+BkhBujvk9rqXKtaTaafE6I/nOjHc7AsBqeF6G7ZTzU85yRshC+r54aE135VyD88yL9dj6YLWW8P4eHxZDK3sPDjBHpwCvgpgI9xjkuDnVgsXuHfva6pnhaWtldhFNQ/m4M+wC2cNXwJpk3GnVbFDMe5QiEeH8O9wVbhXKLMJlWriZlinDrH/jauW9YAJyNhJ1FwsE+tw7lCcSK77o5mnc8ZbPe5IUB29EqNyG6Hd5Mz3WPiJF3WlwzZmPUdHjlaspmP03dsf0iR6ZLUd0LMdIKPaP6w0xS7nm8H4rVb5u3rGLPyS0sGLA/KUwN6C7Earpyp9V8PwFfk+ALgvYNipgAv8n47a9oRpAF9ZTZ4siNdjoDJfx1AOTP0sDOV1M7ezhqfzB2829baD0kn7z8BIRXppCNbQGnY8JJGEUwNHpIvMGj1wlihK0XwV9sWsuxxZ8OaoZ7TN850XF+OWIxFxmz2qJh8+7tBNtl4pSzqbFZzfekqC490qwEi+BMDRrTAbDvL7ToNTxAqvUQHyxo/yzTOpt2XhP5Wr+AMiNJgR9toht49hcJHe8LJg5i4MUPAAAao0lEQVQOG19utNMZqJjKAIRZqrxuvcGqPCzCSBV+iw89t/n/AMIGLkKdV54wn2zryVU4vqpJ3vx5J90uL8NNKmyH43rx7BHxbU6L9dXZWGx/dlw9vFGevqmT9nMZLkXYyzyzbX9WmOmU51UYKvBEfhNV5yAt44vV+DszVbhLYIFkuFPdum81+k9LYsMD4BiEXybP7YpzGXrda/1lUDfgQhRjQg+idO6jLDpuQPAYRo0ObwSZ79N79vzw3kX9R6BBP3d5aGFSfxWlc38eXnv26K7kpaaicjCOtyOpsmpamImTb0T9yPb/cnrPvoNFx6VRLWgT+bZApr/ijPBS4NCJHjGd3RXmv+qRg9+i9LF2en/mTiuZgRLqPjC3KyFj/buPR/68dwtMT6HnN9E6Jp+8rFhHAOG1asKmx2x9uIcqOqY5AOQacDYQvhPUHvy+I6YdALfbqwXww9jQQScIcqait2f9h5Pe35s0KGexqUdPzkbYCej/yJjQFplozLK+/5/AN6Sy6R+pCF2DUBCxYCeKENa2CF9HOXhiudW9c6M9z0DlND7wSp4oTTged8Ld3nyEhfPFY6posVjHuRq3pCmZqrSE/Xl8sYb9WWHQiCZ5dGKxDohS2ld4aysyPWbh+1WrJezPEwp1hArWx26kL+tDvqqqUcL+PL6TdlXPVFEOVsfbTkP73cyM8A1ngROUVzXJHRPyNK15pja3fka+2XWyYQJwFoRTbldSbUG4vylUmWiAAWstGZ0B7hmcvxGRFppbz6OosIFMq4Gv9Vz+GZU9A5nLFV2DNptEpAkXrEJaq5BUd5RBUZ/akECm83IDfeb8KAu+2x85QvPe2tTSzi31lBZ0o67SoeM87hsp9DINjeF+i8jFZnU9ZdYLlxvtfAZKqDXP3p+AWAnikDzcLq3oHwSfaUT2SNHyfj75RW0jYQNhB0M1CGrIHeDnGQtabO8AYz5bdGzCHFPUyivIr5rx5hW8ZhTG5RAD33uaCbW5Nq85a2Gy7gFrrxuejiNzA+4LBRlq7UdmgShxOWU3SzsPnaJvSB7G6m+pLqdgWA2VURQzzjm+oRkuQ4LowRaqrK4eEvo8c6Odz0DFdC7FBxnTB0InimcXSfEHA9pOjj1Wt/I+QtF/AGEjq/5MYbkL5Q9miOcZddyI0OI8572XpmHzogC+dh/9OQjCCJOLHNc0tbAZjvES136rPHRXZZDE3tTWrnTDiCb50YYCvrZcNlwAbgvCxo72/mE0pCl+h4ixlyfRe7ZtKPFY2P9iUnIlnkaczCad+Sl7/vJ1Xj1+KxpbrT48IvQEq7uUPvdet+ZziwbegOp3UPkFogchcqilnbc/erjmLd7cHrDsrXukYFUr8ueY3KKHgZuvyCNC5jBIXVZP70+OpZ3fqB359HZiUbdWdDF4y56sUOTVqD1nJ0XmRw9nm0Pmxhb8vLxPasJJJGy5aD3Q3I5s/orhGx6ZTUhHh+8Zr+h1zXB9Ec4clorSwemIlYU4I2v1cugPFbH+x1Vp9CxTiStE7kokJE8rgOMFuUmQ6db2pOhRgg6w1LX9Zhu28yuSChEMeS7U61aphs3Qp4TDMsp8FR4R5TAcl1WfTm5td4BFX3E73RAWI7ytlv1QrH1zJ3HMx7N5pBl9o6aY57IGDtlIOGZHP6ywl8Ss5wOitrdJVU3hgS+M8UWBfX+l9fiKMNsrPx2RltfHbaRbuRYu9sIIi3REuNTIWms+V6g3iPAdL/zCKQdFJclD17dWo/+0NDZsAI5B+FVSbuegWNV7TlxPe/n47UlnLF33CqVzz6Z2wHFJxGuCA5sGYY1M3kj2mPUerx/fhVWtRrTqbYoswD44rmH3OWOpG2j13s7oylMo++0qage2moxZFnxjeUm1qORlkJMVP0twoyNPWANfL/ieHrdFBi1ZQtnfOsA9mjvFSAmghDpj4W8vhI3K6rB7ZdBeKeQGI0ybPm4rmYp8UgVJJLw6eq3z2i1K+bGd4R+cWb7FSlgBnGOwdDeA/m9sVSjPZE0T7LUi3LXmO2wsaEHubYrryGFsDFs2h9Q42+ejJ6yCh/4V+JqEoChTvPKyBIEZzG/YbNwMfE13rqfAFi6PkvGnklvbHWTlV9SEDpPtDYSN6CTKXhmhl1NuUGVHhKdQKqwMl0TCr6sGgYw1esuTinX7VsU00F+papKzxxXrceK5NFI7XIUGm8M6zWPkiJXy3i1ol5aiQLQyBax6Nfcl4ZrhjTJ2fJHONMObpkZOuQBZNSFPWzVv/a75rr1MNnwADiDcfzFOSkiJZ/fZppoSj9qBD+F8P9TIKPJjSmdbiwUsGvDTOK3spiP+RLzMomx2XG9bMGCvyMn0yqAzbYup95yDku8K4LvD4SM1tXQTU/PINFCW151aSwWaN+usekpHlQThF3nQo9sJQTLtg3rKduog92fuNIMKQO0VChcJpsBGmaIvKnkHNNDrTyUsek/w8xZTdlJXnk3/OxBOarfjzS0p7i+Wx9P4rHevpY8tmp0Ra6HrwHQCpDEAc4hHTMHKPH8vbGtVWIi7GbQkEe24wVjYsVIbDL1d60UowZGpHkxeRQ1hbRv4VpczqrKGtJqWr2O7qE9z16im98GkcnJruwOt+oppXIFykZiOsqcsI7wowgHVg/lTxTTewzOveggnDZsazDmyINygSomRYKvS4Z4IY3yRPhRZGPZTz1uR+NGPq5pDC5z9uzHrh6ChvnxiJK4xqyptrZwwtpPulcpwJcK3BZ4a3mSKcbAhgq8dd/sA4LVBONPSE/KMOfetyCrwudCmmZJB9Jq9YM29UjfwHtBjI7GNeeSljqHXrObw2vPH7o13Vsx/DJXuiG4c1dz6Wdo5Bl9TWEMbKAvRdgl1U0BPrqesUw8WfFtx86Dgm5C2Op6J1N++mDLrycyNDjID21DbuSj07ooJDPwY/OUgz9ZTtk8Jte8IzmqxoxdTWtOV+a35n6SjQyScTNM75gds7GXz9S0M6WhZnMafU4S7UtHBgg61ViNj40sgeTG5CAYrckvkumUSly8RDB3k5Wb8WQW4aYIWptHj7TcKMfCU19aAr6PEMknVg2NmdsVUplj0O7GcTsOn8m0P86SQb2oz8zSOkG+vLjeWd250lBk4bTqdN86YvG8g5v04AtXLxfFs9WD2MfMGERrVM7p6CDXnTqO1TTp6DQhnrP89Jll9SzS0NO2Y5xg0bLV1liTgXKj3qBD2523THHMCEvbnccW6t8Rkq8eivbW7Gmu6lX4bWuSbPc/2A8B2Rgv7W32ixCQLImnKy5lTejWjR3vqBlo9zFh0p5LRJaQYH4nev0pz6/cpzL8S1YNxbiSqnTDTcdVhlM6pCZO0aKA1ircBX0sts2pLmrdYRr75YVodbktBjrDmdMV3FpyRXAaBbqI079LAXuuVQXVH2SzW5XmWUGt94tsrulqCGpo9mFnXEYc49ASPezQDQ1Po5GZairJ9wkvp3eiQTmuno2PAlLnWI6lQl4cOXQXv2L9bqtrFtobvmjS1Q09pBOtxD6MQV22tR5Fb0ePN6FGf/HvsahQi3xh8TQ99VWuaLfILqIwMFgYpbJlSjlBna5vOYsI3wQgiaALvMukMcmt7XS60dfDbFTW8pcL2oqHv25T+zJrS/NoP8Y4TnPKoU4Z6YbI3QxBN+oTP1QavlCRCz5cva+Lq0YgfV6Rnie3PnlMzeSxJmaIVvJrO5/uFraEufLAqI8XRydqMBIZVNknYnycUaOv63mr0ny5R+wLgGISX4mS7f6gJ278/N/AwPLODnaBQSemcyWsmJq4RG1O0AKfH0HtubKX2L8C3IRbZmANqNZDjUugBGbBWjm0FaRB0W4UDQ5cy6urpY83judHBZqCEusmgZ8bKUnqA4HfxODMpeLGBsgNLWNg/GHggD9RTdsJ2zG9tI9bRmFoLhIthfx/39xqIL0n0oxvbgKz1CQ+Iooo/JK9lX7Lo2TSjrR3kAEHPagqWhv8MvtWDSVXUMAflbYTjLLUYMVxNKctMTUwCc1vEjCFiQcDq8iCMkBsdbAYqpjFZ4Uyn/FKFAwo8uzS74Ib1YnU5B1ZOo39U9zXzgweqB3PCuTW0ZkG457lq7kfbmYZ+VVrW9MCPL9TDEGbHDl5UDG+SNftzUiM2P2FrKzpmeFrC/ryhpp3bLpf2B8BZEBaxJu+YmFU7YAdEJoDfGpwZNzxI2ZwfrJmI2GXpKETeBN0a1fMQ97hFvt0OHqXuPXvwd97A1z5TQu0Pop6368Afbp6+Pait9nBaI3nbdaLlT+BM+/mASNzg8Xp6m2dxbnSwGejBgmMVN0uQezS0Bcnu1tsr6L6C/9pi+n7Ynbq/gTblsVG/N9hpxb8DYXviB5kg6BlNMKMQ97NIFvUbeejAVfBxITJTkEZzVirETbKasUMHOWhtCVGzPGb+w6aQ5WOP4d1D5DtV3xYTQxC8ga9donNq+EEKrhPl8IlDeKSyhmqF01jFdtqJP4nDZFcPQHi8ejC5td3B1rWd7rCpHOuEWZHRwj3qOYkUu6OMiZjO+xZ4vjZ2CB9WTONv1i/c0ol+k09gxX8C4XHFauL5RrTaRpUuDh4cnpY1+3PisnQUypum2yDCebTwuKWd25K7NsRL0T4B2K5E3QCTPItB2Bq6VW+idO6Pqf1uZ2QjizxaSLlTac3chuiWdM47mZ1mrWDRQDMon/wJ+G5kNV/rwDingb6Td6J269aYjbp51Ef83XyaXm+m6EWjyLcie+chDZH4x5wofjaHmwvqKbOFmRsdbAa6Mn/LPPLfiXoU600bHPyzUW/vbmZsb5uGw/R0dYJHHhC0rJ6y75VQe30LLaPa1IRDJBxWH7pHC6ypkSUylVbnjTQ35OE0fs2GlQhzDEtajaY1w1WfRMpJ5JsF39hQ9ZxJ5Uw+dzpbO8/jCJun4LukeD3Twovms53KY+9MK1bHmyPCQAcXTCgPm25udLAZOHsmW+Y1h3qvsZKbTL7I+sctu2PLScLaZoJFwKqUTSrne8Omcb3CqGxNePdz9e/e9uc4m2IOYjcNb5If34B2Liq0zBAty9KcunkRtwlsWdDEyecgKyYUadifE4vCNczqDfUStF8AXhuEsy1K2StVO+BWnJyA8hCls09ccwGTtHO3g89PIl/zhDYCis6op7RHDxZZDexJMwtWdGOJdX1NX/oUq/0Kun0GNc3UnRR/YAN9n9hQF0fuuP+7GYhVsbQoinofVmQPRbs20Ce/hNqnrH3IoQ8ups+1JdROD4xR9DhPUfdWVja0SUc3pZDitWvCRWFNyn3Gglb0uy0Qq7zFNeEyR0jTbZnIV95l/74m7ZyAr7WJOB/IVTOqB9Nj+LRQ331SJeSnN3bQRW1tK6cgPBxtrNt7DXrAO3nhwJvLzWYzNzriDJgqlqp5SPOwI/SKd51UTn7FtNCGZPXgB6uHcO2waUzHUyDCca6Q7q3NNPwTCK+Vjrb5HNdJbxXPCQoPjWiSNftzNu28oUe+2TXTvgHYzrJ2gLlpbLkmHR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