I want to...
H4sIAAAAAAAAA+296XLjOJYo/CoM9Z2amWjD4r54qmrClu1Md3lr25lVWd0dDhAEJZQpggWStpWVGTExr/D9mn/3AeYp7qP0k3xxwEXU5rQWO52yqqPT4gIQOBvOhoM/Wn0e0Ki180drJxsktLXTyviAZ7hNeD/hMY2ztE14nNE4a/coDqho3+rlr9ZWa4dltJ9C80SwPhaDGN+yLs4Yj+FmjwW0k6cZ71NxzkWGo2MW37R2QhyldKsV8S6Xr/E+TXCXFg9bvSxL0p12++7ubrsYzTbh/W0yaH3eWmCY7cmhPTjw+kn1qeA+mfadGQ2/1Dfcj1h8c1IBHi6uii8dnV4dXJzuHl+f7169bW0Vj+h91tppvUtpoHSwgA+wOKMiroDZam216P34HZLhslPaT7LBWKs92sO3jOeitdPaPzjcfXd8dX15dHVwvXfwdvf90dm7i7FOH9WA31IR4cEVyyJ6VH6tGE3zycF980k1KvmouBWwFPsRPeWChlQIKkqC+bzVIjzK+3Ha2vnbH60SO62tVkoJj4Njekuj0xrURwUS/rYQtC8pFqSnPAD0mUTazlMaIFI0Wh+87LOUwNvKlZysgpNE8FsaKDBdBaarfKqedQaJyNOHMZn1mJiFsn9slcDZyUROP28thMIrgQOqsFgZ8Lwa9Txo9PMBwnGAeBhSkbYz6A6xeK2QOgojgoWCY0BmRPIIZ1RhWarc4iinyqenQe0/tlqJ4H2e0eAYD3ietXbiPIoeYumDonn5sUeLgcW/VNHgc39orJf5P/tHKyvx3JRjae5Xtw9ZHCi4lnKj/AOEqETYp5EScqFUnSusj7sUaEn+3fmjlfaxyDqCJ5c0oqRY+lunPIaXAtw/oRkOcIbhVZymNLvMcFbOj9A0pUFrq5ryUdl3grNevcbTXPCEtq/OPlzvnp9fnL0/2L9+d3mwf62runH99t3e9dHJm+u93dOfro+PDg8urz4cH1yrDnyd9zGLG1yeEhpTp2J0mrdbW62QR6DLjH2tVC+yPm0TwdMUST2pTXA/wawbtyvxh6S0h5G0JUDEAPqsALzAmEMWUYBQnrZ2Wue5H7G0dxSD+hHRDGCTVg8PWczSngQfjrICawWlBaRk8OISR9kxjrs57tK0upcUPV+xPnytn9REKiF0yCK6e1u/DGO6ADanMYFp1SpQgPvLQGpe8GxnLGxttWLcXwS4svXnrVZACRc4Y7e0YLmtLyl6BaV/3lpkFfoiFz23VnF68PP11e7euqgRAOr0mKVZIQJ/zxm5gQktrPlt1IavpTYwIleOSxzS633BblncRWkfR1Hr8z8+P3b5/MdWiwWtnZZNVRXrWEO6bhBkerqPXNv1UWC51NFUV/Oo21qNNQnWHkiHaQ+uNcO2DVWzzAXNvkMW45hQ5TvlKE5zAb83BuAzGIAl3R7gdBxyrwveD+ny0r8T0Pgs3qfpTcaToWNnfoD/3MOZwlKlAfj/XELuhpJvWNwt9RNEC0yuD94agFJQ8ednPFAyrryhmYJBoZ9nKQXDY4Xo7NSLgVwj+jzOetFASSIcz4PVmN6tnyulxMkpvZM22RBLFzju0rmQNjSna3t4cWH3wArzaL5jVR8V37FGp2uHQuCxGmpP5v96PifJQtTz09Hp1dlmkXyORRLUYqrgis7uWNZTZoB/NsfesDjja4WdmWCpWfIZV77iw7tRhI5iEuUpDO2Y4pTF3bmxVPyLcBQhVnWGorqz9cHgA0Bbaj38Bv3LK3T7TjceGw7gY4pFrPS5oI+yOp/Z49vQ3FFhfF9npI80FWmuZ+umhqyVOHnjfkra3YjGIw7MwoKgUrkpQMx43DQsGn7ex410mmu38/SOXc02LcsyXdN2DXUJD++CYPoibLZ/S7pDr+7jXn9uN+6j3DAb4/SpjNMn8PPucX4DKgNNM0XqD/PgM+Sin7YzmmYoKNs+hLuRF78RBNZwGepVn5RDmPd8iCu9uh0sKmfuYjbqBf09hzFh5a85z+bCFggATLL272XDh1AlORSJ4mPfDLZ20xsZXsKKnKP8Lf0uSYmQQJHSeiHUnfCYDq7fgvxa2B0f6r6p6dhEnq1byDR9jDzTsJFHjdCyqeu6lvo87njVMFVNtbwF/fHKAWg8goVMrs+v1+ZdqSP+4JfZchpnGRUD5RynacLFOE8+yPi0whWp0v7GsFM1Dfxku1qKpWoIPbS/Ydwd3CcRF1TJerT2qA8Jd8zR+JUTtc75HRWZwCx+3bmNz+ZFejvwBZs/r3GMm9o92c36ueebvNMA1QLe+dU6ls6jvItYrKwIfUnRHVpXNF71qDIGsve0x0j0OMG3YuRVy1gphcnS6POLDlF5n6wd7oRkNx4qYR5FA6Wa52iO0At1Bi60Dh5MaCubtfDpIypVPhpIeynhV6pgfsMIWpkKuWJJ+pZGidKnSqfHeVoMbw8cA7Ib5TtlqE4uI15La6BHowT1KSLyYyjrUeSDM0da04XPs/m59cF+iXEJ7JMRYMP8S28CZP2NzH/9ZPFm09UzCuOzO4j34VgZA/8KGJnfxZBPSke8N+uDwDM5vXHQkaaX/RlF9FmepRmOAxjSsmtqhUCpDiKeyPDSeuGuAa0y7/mr25qdHhZdGMiCWfAzkEjKbtcKf9NgBZmsKayK3V4WcnGHRfCcKhKX+lEN66W1IC5VoDXEXaXmNAEGcS4MkSbY08DjmBLYsHNXhC8lFOhXUnVWmBoyqdGPZoZMtYte8O5AufXL/9W8v07wzU3eZ8UHFs8NaeQyyMQHmmY8ZrgtB5k2kz+mf/qb28f3hQlPmeV2EjcSN2a98M3uuNsY94+KD608M2PU5twY8S/GiK8zAion9jUIOMbjJbbpEcshoYURsQwHmVZoINfDBnIdU3WtwMQ21p8jL8ByVM3wbM9YMC3g7C6mr9xL8Fw7885yoZwL3mdAylz5wPN5RASXiGrzXMhsRQbygKOB7GR9MHWWFwtfCaMBz5VPSkGjL6xKC+z2nQDsYzCYVg3XB2slXq7QCeyb+6RccBwoBYCGWDvhGRfKgVRSX0SFnaMYeHCzVf6FVthZNNuSDCBSfjKY1/9asqcoOkD9AWQWrBVKR2FTC9aXJVfPschS5Ttll4AVzQWjr1s7ebYYxoMA/yLbJIA2KRTxsJ82HulzfVBWMkwDZFI6nlBBeuAQT79quhWg4ilQCJ6WjJJsHVF5XkxN+aR0qMB9yHPiOJt3F99qEXlB+zjOQ0yyHBLhV4tXebeOUY18CSXll9YHy2OglBP8mlEqnsMAQ8qyJ0ErGfa/hsicgN4Qk+dfGbGj0mQSq7Xbp3IIyQG2aTxuU1SmRcGfpeAt9imuFS6fHzeNRXplXNcf6XN9sDMJMqXDozIcpnwjG9wXrKMsbpncN/szFgLH01w9a4XqF2KFlAQ1G+hf5NC7YdP1wc4YWJRPylEMe3klIr7+endBI3y/BK6GemjRz9ohTgJI+aRcZoKmKToUlNYpU7Lqy24QMMAljpq0/3yWBsFRpHR6lNzQubxmQrZcK5SVwDiIf8+ZNO2/pgVY4IWKrAgOz6WyFLhBZKT12uGpARzl367OThTD9iCBov/vCnr2gnRDteEEw3jjV1/39Lk3h5YYWGAx6g8xVm0RTevO1gddVW7FCLi+oow7uE9gTVwR4mjR2zpjbgxgI6h75tUpwWyRGFsTYT4PCsdHAjfXEV97PBjI8MA5zPArclpZOaiim7M4KjI+H48+2aLiLeRzfsPi7n/+xnMR08FR8MMFzTCLqLhka6ZrrJNro1OnhpeUsAmwPouC8hi4f1F01nn9FReul2t/N1ZYnAke5IWLMeO1tJyAnnL0FXaInQyG53+sBH3t/iCrEpDWB49HY0iE1N0m6L4K7s4xKLy5nxLBkumVCpZBYDvBYDI0+l9LLfQg7smKkkV5/DzKWJ8GrCxe3Jy9rJn/lbi0HtaKUNzsb31QWYV3hkgcEb5fYwfuZZ5AsTTlbe6vBnVp0SHqyQ7XB3dT1kOkNKD3dSQsFan0YZcGwArwl5RdonTdbIoRYCmflBMc424pV2/Lgk+FxfU1qpWMql3slmUD5QRnpDcPWkl5hHIZ3yGNzvplX+uDzxJi749OG4GU5zu2RgAB5Tiay6qoEdSv264PQka2AleneVdQ+gqn1eyGGRXKJY5oKjcC8aokxMb4fnLju8zIArXmHJMbELRnkGK1xLaP8k8jDwglRddrmKdV8sobGuewIDUznyt4fj3HZjWqw4hzYPBsftxW2+vKtDt6n7GIohA6RH28ZgmUV8X0hvBKC4B91ZRYLGBXClV+YsujryzaggX8n6Ibto6pk42jvGrAyWXlK2Kxii3IpTePl8ZkUPazjoibDquviLxdJkDfLxKRmgkMy2IRM0HWi/d2mUCkBlWtzL2QjNjVl9upywQMK+0UY3vBlXXgmPXLg4v3R50DOGDdlAesvz9+f62rz1Vh5+EhrFulnQdmO3pU0pdefOGVd9ZKkn2d04s2OQirxlR1CH1CCcPRdQng5Y4uquskLFhMcVMnYdE6CRU2cUivyzzxZU+h2mR4ryTDe4ibjFLB4u71zz1Ko+vdiIpsNTjaZHs/dbZ3jUQ4F27xImCeZRompi5yMNWQiYmFXOyGyNUcw1OpY+o+fpYiYLqm66pnOAsWATsXPKRpKrefvGp157lKgVWZoXnKYprOFbHxyzaVk8sf9rE+WCrhA8p4NT8FKWFEabalEN6H/bYMR6NHqryM+jWbU82XPNX8GYNCmxPPF8Dut3/i+TIie7NUflsHHdXLZTKKuPVB0xTCVJACuvLI8vkV61EJjglVOmzadv7ZBVFieifP9gPMYUIRYdkA8SjQ1gp7z46HZVCwgf7SXHAyrU7C4zHQx/eAhQ0SFtwjzKJ8rjoVNfx7Zcv1AXu1Dxgmtq38zEUU/GuqZDzv9qDGesLITZ58jczTD1iwVHmP59qeUSNqAK3RLV4vL3MNE+WTckrvinN9vw1te/EvVVb4k0W1x5T5aafITH/zhUe9jzvvr88vzg4PLi+PzoDJ6iDr5Vnn+ujkzbWqI325IHhKBKVx2u5GNB5RrttJj2dcnrtitsta7uMx8UcPcFqIvPP0AXLN0Q1bcx3HNg17kUj5fNB5LEgmo+iPbvXCQ+obA26VBtzTxe2vQDWQ/r15cAjxGUiqTTMUlG0fQt/Ii98IDmu4DP2enxSILi0WXOxgsWws8fccxoSVv+Z8vkAisD8mWfv3suFDqJKRfSSKj30z2NpNbyRvYUXOUf6W4fukREhQHjG0COpOeEwH128h72HhwKLjWmagehSFOHCQSTwXubblIFdXA8/xtFD13ecILDqGaxiaYbsLBhbH1KhX7TB95tjiG/yRc+UCkzmDGUGJMlQSVUSzFHU58umAx0EVdexC70hUva8PDptgK46sSWFH7UuLMu4Livsy9X9XZJC0nU3K34fRDB2s2wEnJYamAueFIfAyk5untsCah+NODm5Bbi/DqDG9W68kgFEQQVZdAaQXhsk3XNmTsnEZ5NUCdq0wWKLpmGb/mio1nFaHv5W6HcdGucHm6rG5YkfxTzROe+yGrQRV7Zthb2uHswpSCpx1/I34jRcSxj9zcaPgbIFc9XHCuOPiBuEMrWFxrlEgKZ+UcW/3yxTQV7xLsx4V0lzfo1k2Xx77wwhuZ2XvKOQC+VXv64P0KdD7iqL7mIX0Kfi0HbGQrinbjsJM+aRM8PFXK+Hcp6ILBvMVjmg8nx36MDpp2TPKqp7XB59jUFM+KQf9JOKDPlwM0fo1KjFQKpQzWUosj1k254mQX0Apkd0jPtb9+uB1WJdhAoxfkUcPeRTxOyA3yKOsz5OZ64SdL2A2rD6Bsh4tb6I7vF4n8cyC4zpr1Zd5mmEWY59FUAbuO+UgvmWCx/2pwn6t0P1idF9JWoc5hS1w0ZTU88dzbTqCTblBlw7xWXn4w5zCZsI12/k5DkflVyo4OugzGXhXLnmUz13HYwE5ffDLFw9A47c0npEzPYmRJvLvoKXMlt7uRtzHUfsbxtdzKrFDHsCwURpHEY27VNFVS11hAI1UHaOy47VjrocA+TWLxEFGlnLC42yuEqZzSs8ufAX1y6+sD24b0JOHDxZPlV2o5iqXvZeSjrrKLNEeLfKiFR4OPRWzKyAV18+d8KkbmqZpqBjfnoBjWuMuOvirs+sZlnV9R/2UfaTLJXtWIUYo+lNuTviy+6yZ9PnoQX61hE/D9kzHsC3d0BZJ+FwMQo8Dy2ja5xxtnjvp81XbAitPudz4YV6EH6ZO7LvgebZkQaVN1sczZX2UKIM+Iilqrw/6mEXLYe8soTE4ft7yXMyHNIojebwBhRbrha8RpEAsUc5VHk+tfKeMg+zLKINFefHE2QAHJvV8A2mGT5EZBAbCtmOiwPdtk/jE0xx7pYmzn7daO/ArPRNSb/rb1ETa1oz8Ws2wbUPVLHP2C6phqppqebPesBxVMzzbM2a+UBcH+mKS7z+GecB92sV9GufAHTQGnAU/H1+dV0oEeIcOCI95f3AMmzxAI5M+Fd73WUwDBV5W/q2fdP8dCLP0r1Svds708Te77Zs+vJr2+F0Hi0MWSU4pPwflnrpcDEoOkcnZ54VK3GMBLctPlN0XTZLiHJuT6tViGe4XHN/a/QVYDouiQ1ivIXCYZoOIFrq2pPVas2xJzVTWwoUbRxmOBiXbYrFPhwdKyXvF4bG7t5hFADggSxriPAJrJOF3VGQCswIYHR5xYNE/6cRTw3DyhaJHwMYJjfM9HBQzkXYLLWmutIn9fFCWU6zu1HC6alg0Mb1Tdgddrvyi/PO//j+FcB4pxYgVGlPRHcgIMTi3wYfU3ABad3demCGP2I2JB12O7huGQPFlKYErXHzYfZW4gG2cpfCUuzu3lQMAP0upQm+pGCiBjJwsAHS5BbYBc9n9KMj3XiXIK/Jvgl3pCJ6mOwo8q0rvKmEe1UxB4LnMjlmOFYqNybK3cdwUYxjBUAe9vXhWHA2k9r8AfsqDpLlQzqO8i47i8mjpFeJtN4qUBrsAbKaogwvgpDooAPVEc4fq8DOjOHmdXDMG+T/vKMEgxn1GlICmrBtvSfeWYERJqICtfrJk/HLM0kAMSqI8nY6dP4+ihwseRRi9fZ1oqg/sklBQ3sL5Wj4mN9uKTBzKky5Uqg0WwwcpYdurem0gZOKLo1h53ZpWBRwp4aXCBZpVubSEuM+iaKBcvnu/JL9U+BlfXkY+P4KX/YPXiZeCS/xfzUL9BTxlPcGiCJz8UL2vlmbKYqjwP5pNhVdeNgG/9+urB/wVz6Fy8o7kBZxnPRpnjEg2ANtDssVAwQE4fnLRcNctjhGUFd9sYqYxlBEMXXxDBskzaF8H90nEBVUACP/8r/9JlYSnKZPxT3ClyvKeEpFRhEDkXey+N5fEmMC3ZgNT0OMIhs7ffDsYejK81HUjWJ4W2GfVVxRBAxpC3YjGcrO9GC4S6B+UMOgf9apZVLiZ9vkRXL358A3himaCR6vH0ZuLysaH9SaiXQpnBPA4Y3FO0+0FV5quQOOmfvWhEQwc757udy7eHV0eXGgy5eQbwcYJi4InYxtBEYQ6ax4pkILFQDmGoENH5CylYlvZlWpcvRYpPu2yOF2QlyJIFyFF1w2sNb84grm3R8fvviH9+aBSneBUwadE3uOL1i2ApKrUX4WdomjgyPKz/+3gZJ/RlEaAkQo7T+dQa1R6VViqCIqDgZJxpcvhX4g/L7oE1RVgR1aeYV3ZEexcnO12viHrpsDQk2PlFsep0qWZlHa/cV8JeEy3lUMWBwrPM6XPBV1YRSgry46iZhQrJ9fnl98aUp6VbU7wPeAnfTIEQfXYSf6BirQjiJK338Ph9Bt0jTtAS5hJ6DSU7ITyJKJwHIVgVCys0JVoui1hP4aoAiXTUiXrlMUyZ/JxGYrDh9PyIE7PTg822V1Ts7sWSh55zyDuGkWFVxDPl0BSUcgXAE6wIDwOWTcXOOPju6NfLuhL5posbCvL/c+bM75IXlZfni21IFbaMl3lMQj6tjgC8m4xySpv9XdK7RqVmQHy8B3w1+XCx7F0Dz26XPQiGxgLr+DCSCq8iuuHJTgjUObJCRoxgHjlP63xU6QTlCdkPiWKyrU3ZDSY/6SOGlF02Mv6YWtYa6MxTeWW9hiJaLqjHLxXvqsY7gkxdRaGSHAMTH3OyI2SJ4sxFQ9D6AYVhvdaYeoi73ZpoJj3psJLaFEBSbswV5QnqeLnLMrAso1wo77cUyxPRQnCxdcn2X79mKmEixR0NAZfHoXarbLgNPjqguLk1DLAlz4lijrDQ+kWl3zDk+1QJRHWCl8NIFXzGzKRLPhclOGdqHn9BAhr7A5YCFdVhkrRfn1w1IDLUPGujus+j/D8G/02xcc3xcc3xce/VvHxZTG4Jzjp5fMJyYLl/LJlA0MPYXP8deWbwWhVVKJkuApiSgXERRDZPJh6QXsZ/MaSsIotOZMI/FO73Ajb7g+uCwxe9wfX5W6lL6CreCtkcTDR9cvF1ONAz+LguoBZcyNSRkU/3Y2DDo8DJne8t3Za3yc/HkjrmoYhF5nSw6niw075Pg4oaDU0ToEUZH4MIbnAZACJZnDNYpksK+uNJILfsoAGMkEgpYr04dFUSaF6ghLzTPGpkqdUZvqAoU8DJU94rPgDwLGCUwUrae6nGcvyUqg0+896OIOQHK4c7jA2aBgK3ldwLLOwuGAfaVARa4HgImMhEbD6NzuUclru32GxUhzwIicAujZEY5Wsx1Ip4Yr3WeGKYFGUp1mxIRl09ISnNFV4DOlecaAEnKZytoTH1VRwrEhBDyNOaRRtKTFITwjFM7n3uZCmM8ZfplwkuSA9nFKZ5BcPKvWzhK9PAXa/USIVUcCNRLYcEqnRPcRbwG5ZkONISTGosAALgUm2rXzfTn78u/h7/H3yI3xVloGIBkqCi6JuAmc0lUMPKHxBwq8CGFZ8HN8oZQhFwVBJAlptKXnGIvZxrOTUAU4H9cuJ4F2B+xX1DL9DcETyCMPJOwBSFlAhIYYJVLZX0pz0JO3ECoOdsThSAprwlGVbimGNj78ACFbe5FjgOKM0UA5zmRTxHkc5bZ/J+A6OIGSFI+W8aLWtXA5hK6eIE6AWHG0rx7TAIBEso4Jh+YGpsMdJEg1gi8xvfFDs02CywIgYKFDVIKMl1KQfLMGsdH1hyElnXFZwMJQBBUsRPJYJDMZWt1RVvekrdz0aS24gPc7TMRBXyzP47QkWNSltV8gGoTIe3qpCTw3BU92qNqg1RPXpMCRA8jTj/XMI8HSwCAqVWWJE9q1Z41tHinPyRgfwffLjIfD1P//7f3V7y1bVBl3+v/87fdxXnEcZS6qw0DDu17DaWv+YnYI4EparQ3aq6pj73lc4Bu3D7sXRJQrwAMmFhnGBVONaNdWVF8IYbu5pFrx46Ptf71Azy9I907U8y1xRjYvG5GfOeDuJG+UrHn5tqYoV/bFYL4dAL1DxkVzYixnWN5sB0GVKXGzOpFzwTMrJQDUUN4gw61OxTzPMonTywYiYAs14KBvVkTTIN1fjYrHs6hEib5qYK7lqXMSN1fwZZkNUQ5gq7yDhLyU4WbHQ0zTdvb5SVfeaCJ6sRNJlfdqukk27WTvu6nY7EVQqPk15N/HprybkHNPTLdVxHcNZQsg9OO/RyY6W55nybEyolWkm37xUI7wPlYdSzuMCSmsl3UCiSR5WkFS7U55HSsRupbkyFHOPFXAy52ukj9YC8g5ysGgXR3s4juE7fzQvD4oyDTWBBUXNvKNKNo0ImumcIOmN+6zO8Hpkq89bLT/p70Jl3MYAZEUOw3M9TycYqaHlI9PAOsK+aSBND3Vdp35oqeZSFTnqShXAZoInAb+Lq8oVPpTHqnstaT49F/SYd0Eu/u2PcbpvFwo4dM9FhqM/tfuDCjkjLHMyAIOe50UFXPiIZquGqrqGo0uXzRc75ncxDdpAkbeM3k303ogAjXZvTOv+AY9q9d0+jnM8Po2zu5iKf02Vk/rh6MfMx80l5hkLGSkqAY5+4bTxSCkq4Ex8xZJpbQVyeJo9BXaQ6biWa7rTwbc0duruH4n8xQBWf0WTAIPd10fD7RKDOljWFHOl26vkjLeyoGbNoimR+0NlBmZ5q8f7X0xZlLJLKjNYDKRVJ0cCIVnWBV9CqxjcWZ5V94pijBVSdlq75a/PX1wJR5haVgTCgvTgq1D75bK8KkdPciFonJ2X0qvUkuq+KvFSWC80LmWJLOMZcp5RgW51qV3V6Z+FzCtX9xmvT9EzK7k/tUU9iwua5lE52gdGWbyMhHxbugkqMNXe2Cp5VnCePdRX64vwLuFb116KeJdXqkSZvAs1d+TdRxlojW4gk7JS4qQ+zOUqJol7/MG1rRmBZzsGCqjnIpM6HvKorSJHD31D1UzXd4JqNGXby7rTYmQp8yMWd0vVqfrCYR5FpwVCD+IuaJCt4UPQVABKESc4Kq5Q58OXwTY+fFipJub6yHpR/bQ1WYlpbHmrGWEET1PgC85rQTHpNXOFL1lAExxLwXGk3OEY3HPb29tS3UpwHNCgkh5jj6ORSO4j4xD4qwYhLndPDq6vdveeS5cshnUUFFdCLlBUDCcA0Bm2aJQ03i8KawxVuOK6aFnIlaq3/eaj8nWIILIouihfGem6OdnrlEZhOY7hnAqOiflIl3KojUq79bSb/bVGRtp4UhonE6tRhrvdYcGucTSW7w+/mND4KD6ld1fYHxnYY8hnrhDQN5uQsKHwl03hI0ich77nIqOnSgyZN2tAHjH2EvMGNmzystlkGi5XyS1TSOspkzm+0XypDZe8bC4Zx+NqOGSckp4lb21OhavKQy13bM7BJ1y2QGnRAfI5v2Fx9z/LTTFHwQ8VFVyyL/IRNK562rDRN8tGY2hcDRfNS2fzmCf/AL+PZNJhQr28VN4VPiF58U5ED/qSyteGDUoKaZBr+aAz3Fha3EBdqBCMoVZBSGkAtf4a465uFQNo3OhMhIDSXFbjbzQu79Rty+vJpqN+x6HXZFfTBm95nyaFC+eNLDnRq24M02/gvQscMP5G8DzpFDHftKKJx7y11cKaNriMWEDPBQWagzhmJ4J9VHWxi6R8oqTwnqwXA61mNKjflql6ciM5z9P6W6flHpNGi5jeZzPePqZYxCdc0F1fenxaV5CK5+dZxmOlCxl2GYckKPmerCqgYHhT+UP9XE1Oepb2GY54F0hDXirldfHKWTToJ4wUbsDWBcVBsysYVvlGKmOjTTQBgKcBQtAsF/EI9EpPF3zwDb/iFWLLW/v8Lo44DpqdBNW9BpqmwC8rQThEz+gYocL8QekIq5v2qCiSOuWDIhkwo31IyJQpdvXAABxNDIyBZwTKNXwnxnBeOACLIlvwSxk+b5U+vbM8g1fPCuHViXhKmzMlcEMOVL4t60hUgm5qD1Cwf2K+UDWEAWIgXVDWeysjDV923teOx89brTwuuZoGvuB3KYV9w2Uc88vxv5mtH+NTbTVcoA8MpCiATwua+mPOsEH7NyJ2xqKVEwOZiFqCY51jyIIcrr9lKkj1V6pVhcuV8ACgJOt4yNulG7ssqw5JLGnvHLJ19+sQ8nidjlI7azRp5L34zVoZj0n1m1GiY1qpkMdXBxkv3j9nsflm89WUvn9E2ZC7KEsAW/MdjdB4WybRllU1Hn9gAuF69aTu4HMNa0k+LJYU0drRVU9VZWCB0EOZyl2Du8+bN9JMsBtaZiaXjdWx2/uFmjIM90MquRzwxJOIERqndDxBobx9SIHgIHuLZzgafq2scnJYzaT6THFdd1YeSFHcrSehq9Z3sZ8m//HP//5fpS3PrfveFz9WSc0pXDTSfL9nColwmv7w97//Xe4DUOAfBBnvCAKZcPvH79vsx4dYrEyXLmfwx9i1rlrbujn61tgkmo+eYybl9+ock9ZmL8NmL0O1l2GzgeEJNjD8Pf57/JL2MMBSUTh8dv5o3Zbrx0YKbKTARgq8KinweatVFXdq1OSrMsLGa/WVJ2xFOZTCnXy/zIavVXbW7yKeZKwP55KWdROKLHNQ4duEsLT9kSVtMmiXmjvK+A2N27YZUC3wXKQbVEOmHoTIdw0XBVQ3AuI6oeP57ZLw256lOW77jgVZr227artHWbeXtQ3XaCc4APy01S35vyK3Gv2eYzjCue2o7fHtKCemV+5aSaaoaUm1O6vhAi3v1Hm8tVrduDvUs0YeTiYBz3g+2f5smPY9ea/ID2/JfMTSbhzgMbvxQ1k/+vFm47DFmliNVQntaUbjI8/oWhPr0NJfjXVoOi/NOjSdbdNawDp8uplsrMONXrjRC1+3XrixDjdSYCMFXrsUeJnWIVGtUPc1G/lUs5FJiI48zfJQgH3s+L5KNbVhHXqGa63KOtTV9bQO/WnWYXl24Nw2YqPdOlmK9RGLDwUZlz9geF1MytcTcLTMl2ZSWua2oS9gUj7dTDYm5UaZ3CiTr1uZ3JiUGymwkQKvXQq8TJPStDxLcx0XUWKZyNRDH2E71JBGPIxNXVOxYdQmpaZqnqOuzKZ01tKmJKgnxqzKancQensxl1U53m5Oq3LqGdkv0s6sjhYoQDfNzoRzxBqxSQDJlG1X62FDGurrCUt6Ly4s6dnblrGADfl0M9nYkBvtcaM9vm7tcWNDbqTARgq8dimwGhuyuL8yE1LDHvV110Ou7jvIJGaIXOoESA18VdOoSgnxhlFJ3TNXFpU0rPW0IMejkg2j58+LGpB/ns+CrA4Vl4cmvHSbESVR/oiEVgmGHaUsoaAEFBTtrfqI34QKucwAW69dXNLUzNdiU5qq/cJsSlO1t013fpvyCWeysSk32uRGm3zd2uTGptxIgY0UeO1SYLpNWWglEyZlZUk9faqrHVqmGlhI9QlBpquqxSEajmboOsW2rRr60Ki0NcNblVFp2+tpVHJ57gHqjRuXneKB8hZnpAfFy+ayMKe3XpP01xpmjclNTYKdAYtt5ZiFVMmTrsCBPPBpPYxJ3X09Sa7ui0tydY1tx1kgQPl0M9kYkxs1cqNGvm41cmNMbqTARgq8dinwMpNcHd8ICdEdhHUnQCY1VeQTy0F6GJgWnNboUnVoTLq2t6oI5fAs6DUzJsersVamz/w7Jydbrpnx+JjdkyNAkJVaQbSVuyVD3GdRNFAu371fv7ik8Xr2SxqW/sJMScPSt01vflPyCWeyMSU3SuRGiXzdSuTGlNxIgY0UeO1S4GWakprvOLoZBshzbA+ZuomRr/oOcnzsBaGnaZZrNvZL6ralr8iWtH8x1tKWDOj0bFf/V3O+4z3G261Rrqv/0Zx5ysdw1tJwBOmY9QSLIimGowjVCa7K2liNlm69FqvR0l7asR6WZm2bCxzr8YQz2ViNG31xoy++bn1xYzVupMBGCrx2KfAys1kdxzRtQ8VI9Q0NmURTEaZeiMzQszxXD6zQwcMApGauLJtV//CXtTQa/Y9jRqO0f654Duw0l9U40XDNzEaU1XP7kvlYQmGnWBLzrEfjjBEZdwSWk3HIgYKDWxpncglcu2ikZb4eu9J4cXalYW2rCyS2PuFMNnblRqPcaJSvW6Pc2JUbKbCRAq9dCrxMu9L2Q4+6FKPQdTAyA81HbhDYyHI1x8dWoOLGcZGaqqqauSLDcn9Na++I8fMiL3bfm3MZlHWDta3WKvCtOcOcPLhPIi6oAsP653/9T6okPE2ZzyKWMZoqdyzrFQtjFCHgMgDW+pmRpvpqklpN9aUltZqqtm0tYEY+4Uw2ZuRGgdwokK9bgdyYkRspsJECr10KvMgCrr6lWtQiNnLsAKKTno5cVbORalLdpYZBbFdrbI9UNWdV0cmrvbU0IpPumBF5LlieFtYdi+eyJidbPtqs/DaMyQQmCAVcYYKoV491dqxyBCTl7BRBAxqymKaNnZPb62NQ2q/HoLTVl2ZQ2uq2uYhB+XQz2RiUG1Vyo0q+blVyY1BupMBGCrx2KfAiDUpHN7BLDB1puuUj0wsshAMcIt3F2FVNywwah0o6pmG5KzIorc56RiW7gzGD8s2F8gELNl+pnZFGjzcjaSZ49FLNx65Ag3JOD5iM1cwLsRjRLi24O2NxTtPtNdoYqb2aBNbFDTp1hi1Xfn6qMTfN6JpX+j5bWkhgaIbteyoiphqC/HWQp2sBoppDLI1qoUnt5qG+uq5tCp49KIAjHAdE5CylQrPUMWF8DEt+p3iq6PLx44Xy1MaPFs4nLApeuIMPQIdK2D0spQVFQGC1F6+Q06BfNYG0rexKRajeh6D4FPhpfbx9jvdqhLjjvjRvn+OqC53V9IQz2Xj7Nnb+xs5/3Xb+xtu3kQIbKfDapcALtTdVzw0J0Vyor20hU7cJcm3qIssMwiA0sBE6enMbgu2uahuC+8t62ps9FuXjNbbflvceb1sOW8y9qR2I9hswLis4PWBVSiBsKz9zEQX/mioZiD+aZkrCyE2erOHmA+vVWI+m6bww69E07W3HWCBX5OlmsrEeN3rjRm983XrjxnrcSIGNFHjtUuBl7mGnJFTt0NIRtiBZxNcc5ENtNMsGw5GovtfYw+55uqeuLFnEWUvbsTXNcJmwbZqWpcyNUN7jeMSIHDEcWx3e71NBGI5ayx/MpKqOue99JZtR5ougWznbaXZjDQ3lk3IKhzMBF1ZmotIZJCJPpyC+tdP6PvnxEBamf/73/+r2lq2q37eTH/8u/h5/n/z4//5vdfEQ0cR5FD1MNjPfmNVHCdk/Wmkfi6wjeHIppUABxVMeQ/31APdPaIYDnGF4FacpzS4znMndLIITmqby/OKsIMOiz61WgrNea6dVALrg9vaH3YujSzQlMQA+w0H6NdCUEhpTp8IUzduAfx5JQh3ttrhox/2UtInEQXuITWiWVeh74PshiyhMKwdsned+xNJeB6Qzzai0iMtHhyxmaU/OuOaHAqwBKcmkuMRRdozjbo4lN5SQL/q9Yn34Vj9p7WiOblm6Z7qWZ5lbrWLShyyiu7d1KxjaBQ2poNIObrVheaZx1g5w/wuTnznjUrzFJZc/+NrnrVZACS90nEoI7pT4Du6TNqxiPIaltR5asQZ8npRTDRKckFQjorX4zANelUd7T2Z7SZ7AYzqxZpTPZ3gNmlvDgvGtYRdnu50DpXN09WG+jWFj7R7t4dtnNKURqBWVr++lOvcSwTGhiLBs8IXz8+qdYdBA6bBsAJq7oDgYgObU5fDvHRc3a+Pl01/PuXm69eKOYLfMbUNf4Aj2p5vJxsu3se839v3rtu83Xr6NFNhIgdcuBV6ml88wdB/7oY8o9jxkaraJfGxqyPR9QwscLyTGcEuCq1nuqmqMHJxfrKWXrzCOJuqMlDfnKTBSN5nThHzZZuNcFuMtjlOlSzMpzn7jvhLwmG6D1AgUnmdKnwu6PvsLDM1+Lbajob20/QWGpm7rC+wveMKZbGzHjda40Rpft9a4sR03UmAjBV67FHih+wuI4+vYCQmyLd1Gpqk7yFOxhvzQN1TDNW0j8BoFKh1vVWeur63x2L9O0qm2o3KC59tjMNZsfcOQfTxzo8FUm/IE34NJmb4Sm9J8NfFIwzRemk1p6tv2AhUqn3AmG5tyo01utMnXrU1ubMqNFNhIgdcuBV5mPNL3TeJ62EeqZ1FkEtVFvm37yDJ10yS+RnXPHcYjbd1Z1a6DtTUppdVzS0XKpxuW78tHc5uWw4bra1xWcJtmXp5OmJYSIo0jDxLKkwhEmRBMSvG1MStN9fWEKj3vpZmVnrttL7CZ/QlnsjErNwrlRqF83QrlxqzcSIGNFHjtUuBlmpUhMajhOyHCrmEg09YJcjVPQ4Hpm4FnB65GwqFZaajaqk4+ONh/t5Zm5fyb2d9cKG+uRszJ6s7jDchy/+pUg7F4toStCAIq5XmkROxWCt6FjUfC+yzuopTzGA5C6GYPWJASCAqSkmzk68Ot7VM3tY/vN3/GDeuTGJy6hR2Kg6cEJyvex65punt9paruNRE8Wcnm9axP29WpFd2sHXd1u50IKlew5hb2iU9/tX3rjunpluq4juEssW/9wXmPTnb7t6SxZX3Ks7F96qUA2GxUX81G9X9staQtzkJGpNIIEvKPFgvApTOsAFIjqHEP2ka0i6M9HMfQ3R/Ny/EB1N4ekL+s4viApjcZT2oJMMLO0+kNANfnPqsl8SNbgQLRjbiPo0uaZSzuprJGRuN3Hyfpu5Se4MTn95d7l8DUIpf8lvILSnCSkR7+iYKct4/J0S/oJNyF/w4sXT9If2Pm5dHh7okWXfd/ii7ogRVpIKB56r/tNNtSzVMd01GR72sYmVBH1aWWinTVs03fV3XNkadC6G9wRu/wYA+n9J2IGoKIaAgnrFs8RomGcjKptYB80ToRo3F2EBOcpIV6egmLWDrWX4II7/d5PE33SRCRnbTl8pe2rzQkf0l1JA5ogGij+22Spq0xF9gIIKfMJkGlSJ369fJmWviEk0sqbhkBKdbsIC3vTgVDp3N0Cc0kzbcL4TD9zb7E/RWodrCA3GzTwV+0o984C954lm9c9PyfPdU3/hIFv/zllrx5lwX6e3bE7tiHyyP7qH8qTuLo7tdfevcfPu5a/se/fvyge9mvP2v9E+NGJ/oJC/+6fXZI3w328r+I698ufjtlV3vo0Njfldg6pl1MBp00PS/WpwWBT5IOFtlRRvsApTZOWDtPqUjbf+Q5Cz6DaJaEmf3cYxmNWJoBo7aKL0XMT9uf2vIPiPRP7eA+QXfUJ1gQHoesOwVNv0GTEVy1P7VvsYC27UIXSosuBcUkKygBeI0RwUuMDqkk4SIDOTIHocACSOgJ6wopxTrJnk52u11xLujtW56CTkESXydpMrVtxNPyrVoLo37EpxAJLNuY9i9Jj/bx1CHO4iRYGiQ7nA9nCpRZfng2XbYJlMMg2mWeiMYnC9FSznNs9Dz1ka8ThLtdQbs442LqeEieZrxPxbkEuCS48k67wAFo4/R2N2Fj/VevFW8hfDednbiYhFBg5DgY+DfOrdvNnW0S8TwIBY+z7ZiW4nJKIy36LR1ova5Puub9WKM2zDRnkvDfF6ZWTfuV6QX0X5F/eS/9z0po/JAz/l0kee+HEjE8S+oVrEKWoJ2xJcD+vXfzTi4Bbw/uhXpP3utvDt7dn/32Fz3sDTpigM1ff0EnPSv5ODjH5v3bq9sGnx8Kqa0E81JRk9DPlqSAoAiE1Ktba6clF2zgCZyCVcFCJoGgq7qNVBdp7pVm7Fj2jqpv66b7qwT76BgKTpv6vTTlBVwvOSgRx7wrNezqm2laSYNRgKQp70/vkCSXPZ4kLO6CzCtagf75p3Z/UEqLNr3MuKCV2IOiSp3C2LzqfKi58iz1j1l8M0R3yay538v9Qy7O7mIqTnCcY2n/li8F/C6OOA7Og3BPcNLLhdSJfRZLsQviLwnC/8wG8MUfdgoBCr+/IzyPMzGAe/LHd1Gpn/+wU/2SmiOQwflsgfgAnfDUvxgn2fBj77e7gmRPzt4G6rt36NfTwLTS1Ke+l10M7i9yr8TEqNbiEmIT3XAR9Q0bmR6myPM1FYW6YZq2pWuhpUt8nM3L9GPSpD2pcB3FtyxlhSZhH5PQ632I5Bz2Oj338OeD3zjXnTj9PedvDjvo45Fq/SRqDAYH9ywDT1pwRfsJrJOl/2JU+k2B7uOEHEmO0lN6t4/T3h7HIpiQGyR5l1J47MPjS3xLAygx1yAiGuI8ysow4lnlNwCdvUDjlWAB4/EUuBKOMeX36e9+d1wsQoXzPKX70iUbsjig4r3eHNVukhzt7yZJYYKqwOC6Y0gkalK3ThtL04P+sUJgjq8RCeLZ9OWWJB1JtotKvc7jBQ7RHq1FzxJYu3nGL2jABCVZZ4RmDu4JTUqrqdXm0mlVqaLI5/yGxd3/aAtKcBT9x/hznCScxRl4VqXXSBJ76SnrVeIYYDXKh5pDTN/FLgotmyDTxzrCYaiiwHVwYBvE131VajTdK4EJjKCJ8ykkpGuh9zGJs99uU+Pj5HpMBE/TM8G6LL6UilyGuwf3JMrTct4TUPs02sen8oUwlQ9LDa40ELb7+IZH2B+KrD3dn7mc+V9czhrEvl9w1Vvgop3Wn9qlu6PdH1wXTa/7g+syYNHusYD2KA6o+EGuRe3CxOzjBJbB8h5Lg0GM+4z0cVLeKtdPn4MzIa1visJZlYvoBzmDf9EtY/dfdEs/lP+Ai6/LeTeS497+F91y9splAH7vy5fAHJU/Aiaqps5ekcKQ1a91hnd5PGws72Z88s2MV+/JOdcqUDFyqKAGgaFUuiZoUD8GAmqHLMqoiOgtjX6IeUzbKQ+z4iaLuyUoCoiW/aUUC9KL8IDn2Q9M0n95D/w3P0S8cDpUYBw+SmuQJ4KGLIrgDxWCBqP99/idoGkeZSmPE9ylsBYXg/Vz34/oR1ZhSuA44CC/cBTVo4NZhkykWdmrbAmdxjzr44z0wDcwCiKWFu+CJIq7FcblLYnCHzS1XYZ4irsZi2haP5JXJUDuI5h4BnyQxyz74abfppVEwRFPaMzibo/nIuVhmNIswIP0B0NtJ4L1sRj4eZbxGEtK+yHFtzAhCOSMP5KoKttkLElGn9bE2i6M3yYOBO0ySS16J+FpBi764iLCpPgFGIQQhbyIIZ7hc9HjPCh7831+XxHGD5WWV6zLHSz2fWlqp2OeloBCGshc6g48y1npJJhQkJeQKFwcSgJPLySZlb762iUPQ+7xuzKBZnxtjQPBpSsNuDzjORa0Wy1T0qCAhaHTo+SGilJ1hWhvWi4ZxVR+4nF3EhY3PO6iRPD7AWIQCY1pNn1hzlN6pLnxIY4iH5ObhrLtA0vUAryIXAS+XPnrhT/TYJrSrT7DGCYwfJ5X2suBdPKOwRr3g+3C+7s9shhIWrhlgsdyFdypghlMxkhYeihwt3xSDZql58N3aoAD24NiVY+bEGCIaXQiNfBGk4ZjaGajAjZF03ci+pn6Kcto5duVchuQPJA+4SjqNG6VxYNJLsAVOSgNj4N3F/VqVboe95byO532s+SDfqF9uNpVP/zsfvT1+48nH09v8P7pPb6Sfqfjt/7+QDum7z78stu9dA7/8ga9P/trPYzdhM1NXmDeVCsomDtFGIKKWDrrh2CoeX4XAtL3rC8DNIWLvZKA72IGqLuRRHGfCVw0Z5W2DqtVocue5n2fgv5cOctZQCuvYFPbbWTx9Vl2KeXafvm1MolQ3is4W36utaOpBUeXgz/n0aAr9ZxitPDoZHBcrlvnYLwOHdxB8fU6p5LJIH6J5epr5yA7ezJqVOdOQv1SHiofWSKjoNWre/WHqjeLSUACSrV0Nl4uoVM46odvFt9XpANfioOTQUdSYzbe+7uUKv2BUtBq1vxEscgPJwZX0FkS4IzWzeWVlGsQCqTiaJi7Ur1zUT5q5rXIKRTo242Ds2LZewvL3nDaxWPlO6VcFRW5LLa2Wl2a7VcrWP3+G5op9bomZTS+pVf8ZFAEPutu8a3Myanuy4GASjCKxyL22MAj0AAX9bzfM3ond3fKfEVBp0wbXh+bckTTdMqbxzRNx96swLnPaXrKs10CKkIRId8rbIwJ6NY5PVi+rBSmh1KaJOCDolHV6IpGO4BifF/jF9/DnbsezlKcJNXtn+F6N0ngWcwr4kkPeR4HJzRNi6XxlNeEA2kheRzI1wuQTr5bUmf1YkHLP9HBHRfBFeeXPS6yYYPziGKZqRVFkAOFlYjHXSqUm6KBTCuO6D3zGSglIFkrwXuSQ+w5YiAWgMXveCIX7aEYgeSiTvl2FbeQjyBSR7iEQsKTHAKCn8vQl1+HvqpQrhywEgyjbMNoF0SgrkrLul51HpmB0tpq3SynB8jYZrXCqOV/aMo/1X8gzMOsamHZjulatoUMUwuR6dMA+b5KEDaoE5qh51HsVfsATnAio4jyolzxdn+pngK0pFJkOIGqa6aPsGE6yKQmnCJohijQzCB0VdcOPBgEJByJGI90JNXO5o0yPLk76HIFrgno3VVME2j3+OocbhNIpS9u2dtv92e5OR2kWVequ6M7OxIQWQkF2wyoFngu0g2qIVMPQuS7hosCqhsBcZ3Q8XwplGIqyk//MTo25aSj6KputTUZ46umALeAeiMW3xTByPkyQ/Cgy1G5I/+NwMG8zfycRcG8n2vLVsC1CSXDCPLc3Yw2l2t9txdBbtTcfQEMpUZ6IU3bEgdVkBz8dG8auCnYG7KPmqS6fzBBqk7oO6EdaCjwfYJM17WR51KMAs21bGq4mhX4k6QqO2qSqrxRkkOZg+P/aq6AXj2k6uCWN61RenUc07QNFSPVNzQINasIw1krZuhZnqsHVujgWfTaGGBNtKozJNoZz5cgYv+jOT8Jl43mJGBotTT5yk5WQrxyEisg3b1fJ0hXVS1ftUiAVN3FyNQ0G3lBaCBqU2qYFgkc7E6SruyoSbryRkkZEuVXPBeFLrEk7dpI9640c0fXxmStH3oUmCx0HYzMQPORGwQ2slzN8bEVqHi2rG2OUDl9U0pcbUi8e78uK3EBZSgbAmFuom00XoB4q9YrIeK6s5URcz25FRB1Z1J1wDSwSRgS5NnYQaZqu8hVbYp8quuEmqrmOlOIujOuOnR+aWY2CR5FWOmAv3t5qnaRoV1p2o7qjlK15juOboYB8hzbQ6ZuYuSrvoMcH3tB6Gma5ZqzqHpkiEOZaw3JevSNZUmcFL0hUoFkLhofbz0nkY80X5rKR3tbCZmPzm8VdF52+HZvgt5dV6Oh6bnIN20Hma5nIVd1TER8YhqmSghxtSn03uxwhO6bD8aI6y24vaWncGVatDHGA45vhIToDhwfHoDiryKfWA7Sw8C0PNfzXKp+iQfqYZZ8YLRVbZIPpr61Ao7oNYG0EFc0e1iQM+ouVsYdwx5XyiHDua6AS958mOAOSyWGZ5sBsj2DItMzKXL9wETYJ8SioaZjEkxyh+yoyRXyRlxvKpDHwq2CCQz1SrN2LGOUCQJDM2zfUxEx1RCZXuAgT9cCRDWHWBrVQpPas5igGl1J1WZbNYe0P+3hEiTfFWhQQWIuSm80nJPAq5ZL03Xd0UrIuZ7QCqj47dHxu0m1hmq2poaejagTegjKUiA3sE2EbcsLKdV9x56i1lR9NWm5ulcSzFsW5ferUGo0HZQawxul5ccc6TmLluXQSh3dHlFmJp4sQcW9CgBzkXDVak76lc2WJt6il5VQbjGPYjtESOXuBBwdLwPKdrOnxeA63sVCQB7rYzlYj3W2MKRHO/q81UpzX+7PamyusAPLCSwjRK5ua8g0Ax1hF9vIIqaPHdfGqkWmsLpkCdN9P87ujfsjfAW3QPbIb5q27wSqryPXJgYyXYsgT9UpwgbWXCMMfFOuIwuKF2Xv4H2xoWRJ2Xi8e7rfuXh3dHlwoVnqhJC0VUx113NQ6IEPNgxt5BNbQ55jBnqg0sC3wslZTHTanM7Ew3JesNNM6YicpVQounyytDagG1eauqOaoxJU9dyQwE4QrDsWMnUbfOHURZYZhEEIUtTRZ0nQ8VGWItNoa/pQmD700hJyNcJxgEjR7dxiYKzxnAKg2XppYTvS2Upk7sjkVqAxnL+Z4IRAd7CmqgQ5dkiQGagGcqnUe02sWbqvegGe5ATZUZP65Y24qt3E8lQ5j/IuYvHqLEBzzLfn6AZ2iaEjTQeFwQsshAMcIt3F2FVNywwMYxa5jwyxJuOmBjzzjSUIPYE+UVL0iXrVgdfzEfyMTuYk/Gm9LM0AUztdCSNMnfQqGGJ/giGIF1LD9TFydM9FpqlpyHctijzPDohKPGoHU9wksqMRhthvMMTosbuPY4c/H51eHVwcnV0ob3aPjw8uPjy4HECcUR/lj8ecnjWbP4aH4lZej+ZKMOP5UrzRPLd3Xpao27b5LeR50LtFWGLYy/KcMOxrRQwwBM90ZVAPbNO3TQsFtq4jU3UD5LmujyzihL4ZmoZKvSl0O0TkOAGPPJmki6FKaIWua2LiIt0JwbGoagjrEN3UsKlZqmqbzpTAZpOEGgX3Zgyh+coUGq2frkJ3PD+5Pr+ctKux5WHNoCgwHQ2Z1DCRBzEDopke9gNVc3RjyizLvkamVd6Lp9XQX7lwKBfPMc/RY0pZfkE4QK36Yl00R2K60x8vLxr6eH7je6TpYvKgj5c3wxtdrVIawLSmCwNsEl8NdB0FJngzbd9EnmkZCDs+tSwnUB06xZs5QolTGLF4MEm2tSRww1DzfGwgy8fgw9F95HmqgWxXM0JHxaYZTvE9NQjmYUEw9sYkOa5WDMh+3zeLk9bCwFdDSmzLQbZLA7CCIariqIhSz3MxtozAnaY1j/Q4OcHqyejE6lKmqxcNDogGayyy8phyRF8QDUWt0QcUh4kXlhcPt8OKr/MLCNl4ed2h6GZF0qLobJXyogDRdImhERK4nqNDAIEi01cD5AbUQ9SzPd1xLFOnzkzWnU3SykM0XcuN0FX1UA0dFKq6j0wKJGdrJnI8AweuDTHt2bpLQUsPS46Jd6bR62qlh9T5JwSHadmGahEdGTaAmTg68ikmSMMa9v0AB5o1TTBXnY1Mrbo5Mpen1CHGEsMec8LSl3SI2SJilcJhQbGwtEBYkShYpRCYwf4mdWzbDDGIehWZ2HKRF5IAUcvRiG4Fnk2muHVrkptkuQm6XAVTXexOZvHYLrbc0EdYUykyNdhSbloeMrBDoBC0papTPLmyo+ag5Y1ywBe7781VJe8YO9qYl9a3VItaxEYO5IKaxNORq2o2Uk2qu9QwiC3TMKZyDYxsmIrW4Bn5YNlUHYFvzbk5pWw0J3tAq6WZQ3ayEtaQk1hF9g16ezEZayCaZwRgW2kmQaZhh+BcNZBtmYHnUFvVgml5ZkVXTRotk2XLJ6MZtuXN5WOzMs9g3JWkYY/6uushV/cdZBIzRC51AqQGvqppVKWEzJT0jQEO4wWNvPUZz5eg43LrAkG9+cMJo23npOpG46WJu9nXSmi8ObPpa4Bn6SG2bA9hU7ORaWsq8kNMkWv7RmC5ganSKYTaxN/byhs9g2yHL0whjvoZS8ufcr9crSQamm1QQnzkerB7xHYxwo7tIMMxLJuqgUWnuZmaX6i8+V8c5sSLU4Y78c7YsFew3HUmk/gCQ9c113ORQWCdptRELtUpCk3P8F3qmti3pwiTieS9vamT+vMK8/XGRAixQ8tUAwupPoHdD6paSEFHM3SdYttWjZnByeYIh8vfdBky8sJqhAjEHeZPXZrSweLiRPawSplSdLhqwVJMdAUL6YdJRU/1sG0ZGkbECDUEYXrkm4GBqG9axPcNy5yWrv1hXNH70FD0VpSd5yHVkavmWICSqFao+5qNfArylBAdeZrloQD72PF9lWrqzIymsey7RlrqxJMliHyxpLwFM/JWk463wly8lSXifZiU0xbxDAMqXQWhpiJTIxbyPR0CI9QMdIuGnjElivhhXE5/2Buj1lVtLahoVhsT06blWbDxAVFimcjUwbCyQw1pxMPY1DUVzw6qNwZY0qc9EhiY8XxZ+l1wa8Fo20VoeUXbCpp9rY6ul9hSAJpLHmWyDF2NXBqjstBdFyoglRUCDoor5d86skjFv0tqhboNDzyXlReqc3+Gm6vhd4Iz4IfWzt9a6P9A6sj/iVv/kLWbWV+WzINd14O+z2H38j//+3+l1sXrWhjbrZ0WnI681YLt5bBVmuCIQjGbok5vhuF3IIsxQ8GefTxo7Whb1WflS1LJCtonJ+3BYACRz315Qzk5OTlRyltQY+Lt250+lJm4qn7vFDVrx95WqvcOpz4oGp0Mn7W2Wh9gr3/9tc+y6LAss1LU4T1mPujsrTbNyHaj3KqsYj28rH9W5U6Hmzy3f4OPLtbeRbpaVoh9dAc+HL5QNVetOT/faO0gXZv34wFNoMZtTBhNm3OYbxDjvahIU2EqMJh/AJ0VFWGKTf2wyV/SUp6SUx7LeiW3Uvae8hjh6hKKMuAAajXIqgs4UKCcA+yYFwxfRnD6xwm+r2p99/G9Ik+u2VH+kH8/t8ozbVJ5dl2jVkCeEqgxCceG5IKKn7GAA0CgvDgL3sUZk/Um4ELJ4arZ4YymP/WPofxJa6f104kif441OhfsFmc0GlzyKCiyp4prJeVSOE7OSZaWr8tjyEdVn0of37N+3lcymkL5OBrIb8s/8nMNkO4OwQm7Q654B6qUl0d+wCZN2LiTcQUKIdZHgbRGKzWM1DPfh/NhKqEkD2dpzhW8wbsRDBl+KUWBpTIfaadV24IJzYQUUufFj3LFZORMHAjBRXXIwhlP0i0l5X2aQZkw5Q5qptwJHnflySh3VCE8j4L4n//1P5lSnkVQnG4i6O85TbNteXyA6KfbRdWLU15UokmLyhjFTaUsbwbjB7wfCt6XhLBfHHJQEIM8UUhSxCi+WPxlfLEY8FXjoD7MrgZ/VbpdimR5yA0vILEn64iBDScGCu5imTFYj3JkgBhO8gkfToNydnR1x9C3XdX8dTY9n3I4GKQl/0D1IDj4sT4BsiWdIwW5XxY/ZEfvUqi5WZbAr8+t+5eKY694txvRgwwPzy8pbikHV7tKdXPmkA7uEybkdKpfW60+i4LKp9A6YVGgNHIGR6BY0dMVHN7EUiXDN/IEIs5ldZPtCQK8zP2q2sjPVB4+dMdF2UYJ2X1xDBRL05wC3OG0EPib8FTWUN1WyioqgoaCpj15QgjUzlNifgcH9mQVNhUoliq2S2kHNWwqaVdWu9nVtMExx0FRZLL6NY0Cy1pZEZeM3ZF/Z8LzXVzqUhKmzaut1gFo3cp+WTmrNQnO0bNXLmv2ZGnBnNsKUGs59+qoJzn96VOHQx46VIqNt4NA8C6Nm8HIPCUzCKtfwKsEVXXWAxDJsDXWtEHJcCc8wBEUP5KTPqzOm4LoZowjlko9T5Y/okFdqOgsBKWl4Kw8JZcJJZLNP8iVBf6V96Fe53ucTRuoQu+3i8Mb3+9ejfVyyiWjtapzJ2QBnryLjhqes0SwODuHf2hwFhfLB/wujrmB3jJObmaAqJwENJOvB3DOVFVXdH948bn47/8HdcQnZhKhAgA=
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Battery efficiency in cold weather