So, this problem comes up a lot in programming 2D games, and I've been 
wrestling with it for several days. What I've realized is there seems to be 
no good solution. The issue is that sprites generally have some transparent 
areas. If you use depth buffering, whatever is behind the sprites will be 
written into those transparent areas, which will in turn mask every other 
sprite. The result looks like this: 

<https://lh3.googleusercontent.com/-k5Jk1EkLrt0/VmYzgn73JaI/AAAAAAAAAOk/UD54jOvOG9s/s1600/tree.jpg>


The background "sticks" to the transparent areas of the tree sprite. I can 
choose not to render transparent areas with

 glEnable(GL_ALPHA_TEST)
 glAlphaFunc(GL_GREATER, .5) 

but unless your game is using pixel art, sprites are going to have some 
translucent areas that will still pick up the background and cause ugly 
outlining:

<data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAeAB4AAD/2wBDAAIBAQIBAQICAgICAgICAwUDAwMDAwYEBAMFBwYHBwcGBwcICQsJCAgKCAcHCg0KCgsMDAwMBwkODw0MDgsMDAz/2wBDAQICAgMDAwYDAwYMCAcIDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAz/wAARCAC1ALQDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDkf+FbeE9H1G5k/wCEZ8PlFmeMI2mwsu0Y7Fac3wt8N3ujxMvhDQmkL4DLp8IMgGc5wOK1dVafVYo5I7aRUkYgsoz5r9zWvZRf8Ix4fjZ223DHG1uSg9a/G5YmqknzO/q+noz9Glh4JbL7kea+OPAmg3dpa2tl4T8L28jTqJ5jp8StHGMsWG1R82VAAIIOfmBUmovhHoPhDU9VbTNV8J+HxqE2oSWcSTaVCrLCsW8TMdpQk4A+UgfMCBjrq6x8Q9N0+Qy6vb6npdqwKxyXUCusku0OVBiL9QSQTx8rc5BFc38aNT/4RU6L4vsIoligYr5uSyXIaM7enDfIG5BzjHbppUqVZQ9nGTV/NiqU6W8UtNdkegeIfgB4E0m9kt5ND8P+eyF44ksYASoxyBtyQNwyfceorwr9sfwB4f8ACvwe8/R9H02xmjuow9xDaxxygENxuVQcZx3r0TxR4u/4Rz4gaHrl5cGGzkgls0uUkVopjLgosuR/q/lZgwJAbrgcnmP22NbbUfAt5p0dxbiN9M+1XcQjBdP3sSRFSR8v7wtnGPl3fQ6YWpiYTipzb+YVsPS5LxtqtdNv67nxX4ttr3RdJtb6O9W6t7pisL20kjIQF4JJAAJbcNp+YGNsgDBax8HdQku9N1iW/kuZ/wB5bfZmY7v3iOXZV3AjB+UMo6qwHetb4SeY/h+9hvkhvNN08wtEt1AkscZZnLBQxyGYA4OCoyxPXDWfhV4hj0b9oH4dWGnmC1hvPFNhBDavumZYGuh5jLuJx8xwCx6sdvKkr9JLET5ZQTba136LU8eNGHxNH1H8JP2OrHT/AARZzeJ2uINZ1aL7Y9g8MPnWu1mCj5gxxtdCy4XBYBwTgDv9F+Cug3mgafb3mi6BNq0kYa5kXSLeFd55K/IAvy528dcZ71B8d7a8tPGGm2bTQxnXludKWWR+Y/NMJ3Ko5LbI2AI4DFckDrv2msW/gG1js9Ps72/Ns62s/wBm2H7ISqFVJdgT8rqcjIAByRivl/rWImlU9o23r5f8Mev7KjBOPKunQ4CS50Hw3qEjN4L0VoY9VFrMJvDYWKG3xGBK3mIHWRgVwoO3ByU3Nube07T/AAfqGn2V5J4f8O2dvqN99kgK6VE3mOWbHSP5QVQtzgAelXNP13w78R9RuY7dlW+Mkf8AaEbQeXPcRq6ho5FYckbdgdTujP3WGSG8y8HfEDTPC2s3Gk+IpdLt4vDNvduBcTEq0z/K0Wf4mHzL8qMSGbCnjBCVZaJu/q/8ypSw7qc3LaPbT/I9p1n4feEbm58yz0Tw21uyo0MkWmwFJgRncCF6HI/ya+I/j3pF3b/HvxNo9lfW+ltBeyLHbB5IURN3JjVAQdi87RzgHaGPFfSXwR+JEOt+B303Udch0fT7WBraEPdL/aMjbD+8GQNigMuxVUtlBluCp+S/2hrPUfC/xStrpLyb+00sIJjIDu/1kKMOvX5HUEHgncORXdlsq8Kvs5Se3f0/pnPjKNDkbhbR6abrv/wDzfW/FOum9NpDfasknmGIRiaTzS+cbcZzkdMetfRXw0+Glx8afiFLZ2bXsOkwHz764QBo7Y+Wqqo+78rMgO3Ocs7epHB/EW3sdKuI2WzsodUiLOJ41ELQq0eH80q2xm+8WYkgZOD94n37/gm3r914v+FmtCOSO4tV8Q3MEE0cZRZIlig2scjOT975ueccAAD08Vi6nsfaxdreff8A4Y46OHhzcrX4Holn8BPCa+OrKW3trG60m+iea6N1Y2k0bsQPL2FY1CL8zE7PlO1aPHvwt8JaPo9ncWnhfR2W41GOBnj0MS+THvALZRCA2SgAfIYkjawyKtfB3S7efwzJrl7c2/n2aw+HY1idpVhaNhGwLDKs0krDBXKhQnP3qvQfFPTfC/h6+0/xNpl1FbX0gVVvbVJrcuoDj7pcE4wRkYyh7ivnpVq7T9nOTtZb/eerRVFWlOC0/H8DhfDGjeG9T1c2N74V0S1mN1JEBJpMMMvlhNyuw24yeOFwPmGABXqnwt+G/wANdYW4jj0XwveTLJJbFbjTYQyyIQH2h0BYKWUblyORzXmvxbkufh62k+LI/JubPzXMEkz7/MRokEcZI5lBUSESH5sYBY4BrJHxI0fSrnwmdEutOk1KOyaO6b7T5cFvJO64NywVvlVtzbAwbO44RepXliK0OWMml5MdONDVVUk1tou2i+Zc/bv+FWkeBfhA9xYaHoelzC8iXzrTT44ZQpV/4lUHBIGea+LfFdnd6NpdvfR3S3NvdNiF7Z5GjYbe5IGCW3DacMPLbIAwT9eftia63j7wjIy+IF1SPT9Kf7QtvOGgBM8YUqq/KCXkAOSTsjXJJGW+Y/hH5k2gXtvfLb3Wm6d5TxLdwJLHHuZiwUNyGYA4wCoyxOMkN62VVq8KF6r1T7nn4zD0uZclnddtmeYwWniDXA01mNauI1OwtbLI6BupGV4zz09MUV3F5qEGmOIbWay0+zXcYIZ7xUIUsxJHmNuI3bueRnPpRXtfWqr2OX2FNdEfop8UvEupaf8ACmNfDeprZXNhI1/PJgFikaO+wZB6uEyDgEbgTgkHJ+M5fxT4AmvNJ1SW3X7ONSEypuaVYx5qgcgrkqpz2x0pnxu8Ma14I0iHVvDatcS2xBmtE+b7dG+0N8uMl1wpBBBwGHevGPB/7TNjpvgzWfD+sLcRyJp89rprOuSrNE4WKRuoGSiqdvGTkgCvj6GHg1z09b3v31PejipQlZO1trr8z3vRbnT/AB/oFtptzZ2dzdahbrcPZyfvNqOoIOf4WG9SDwRuBGOteC/tB2Pib4SeGNU8H6htufDN8zyadAzK72rbkkV1J+ZQM7Tj5STJjJDV7F+zLY3WlfD7T9SvFgs9b8V3DapLDAf3NpG7MbeNPmI2iNiexG/B+7Wr+0dZar8QNM13Tbqztf7Lt7E/YLmJy13dznDkEdBGGVQUIJYqrAghcYxrShiVCyau/wAHuiPqrq0nNaO2xyf7LGt2fxv+AFvbapHb315p8Laa1s7ffCjMRbAyvG0BsZyhPWvD/F/iGb+zPEGha3b3EN1dRx2ERuJyFtESZWaPBB7oAMlQoLewrtv2Cfi7o/w91fxNpepS2lotxDFdQPcSrEilWdX5Yjn5lwPQHpVH9tD4g6J4t1LS4IZNP+zypKTf28yyK87FdqM6g5wE7kAeYCcAV201OOJlCz5Xqvz0OadRSpRaeqVmfPMl3DpsUmmx3CyzahOpeKM5VQq/KM+24gjGMg4JBrh9MhimvYvFej6hdQeJtCvobtrXaR5CpKSJYiMkhR5WckbNj5JBWu48MeDvK8eafJIS4acOxbj+Nc1xvhLT5dAtm1LdeRyXnmQQJHlRNyNzOcfMgIwAP41zkbcH6CjKOtvL5+X4HnyWx9HeKfiRN8TviT4k1q/1+a20nwwl0+lSCVkkmuc7YPJHY7vL5AHyoWJBya0/hz8S9X0u/t7aTUJrtbi5ilnjlBZb+ePL7fNKkqzlE+Y4zkbiACa80k8OXGheGrW11JbqK1SRXADEIS+CWVWAKscbSSvOxeoAq9+zJo118RPivbuYJJ7C1L3urMAxaO0j258sKGdmZjtwq5PyjIBOPPnTp+zfLtH9Fp+p0e0qc939r9X+Xp0PfPGPwzvfCvge/wDiJa+ILVNU0+aO+Xy4hHGEfOQm7JkyXQAPgFQQeoFeJ/Br4rSa18ftI8Qa5b2My6xeSSBpY0WOFmygm/2SHYkAgYCg55BHUftX/HSHxpoFpp+lrfafY5FzdG/VVlL9FTYCSMAkkEggtggFcV5Be+Ip9atbG+stNGladZxiCK8CMfMaJAGKEnBbkMeeCRjbxWWFw8nBufX8F2+80xFa87rpby29D6R/aR+JVr8PvFtu1jc29rrU8YW8Ns5E0iZXbG6AYIK9mPIx2C15P4i8X2V74ruNclmh0qaRIbUrcM0sqiIRhFYDglfLVs7QSw429vRPBP7Pfg/wVHpXibT/AB1p2ra9DZtfC11CK3mF4xTekKweYWRyPkyHZtxOCDjHgPjPTbXxVM01ncMxDETxcZilHGO3BGCCAAeeAQQDDqk3aPbV2t/WxNSUnv1ZH8QdMuvig7SXN1H/AGL5M1zNe2bCQWsawtIo2Z3H5gAVYb8IASMA1vfs/fE3U/gB8OfGmi6Lqtysl1qtpJoxiZszRTRT7plcAYx5cG5l6ldvK5rz3xb4QkudA8NWcK5kuLm4xwSFGyE7jjJwBkk44ANdF8LrG+vtVik09tSmj0GNFSZmZZlI43qwGE24yoJG0KoBJHPoSjF0eST93t6P9bW6aGfNZrkXvbd9+ytp+Oup6tLez/D/AEvR9N03xDJebbKO9v4beZmii1F2dl2r90yKgiUsMkMSMnBA9C8HTXnxo0i4s7nUoIzJcPdy3TW+ZJGXEQi8ohVAUAEtzkumOQ2Pm7xpeRabcpaf6RG81yVuguNyqu3oP7wy3fB46V9GfAzxV/wpD4Q2dx4h06+F9rFu2oQizH7logB5MTSthFZt+dq73Abcw448+vTShzrd/Jm2HqyjLlfTXa/33/U4D9o7xFrPw+1b/hXceoJeaUs32y3Q7JWtI2Uv944w2xiSgwCx4+9Xs37J/iDw/ffsjalLqUelQ29pLJFqENxIFjZmIZZXxyCcqqnBOUG3kAD5bm8e3Wr+OtWZtPTXtc8QEwW0ECM8kDu6sdgXqxwFAIwAxwM4I3Pgj8NdK+KOuXGn+JvER0G0s4jc/ZYnjgjl3EgjzZGwrA7c/K2QCMjApVsKpUFCTtazb7/ImNS07o6S++Mn/CZ+HNV0m886+s7xYrSOWWdhb2sYkjfytxwcExIByAqh8DnK8vrnjPbpzaVpuradJIqqGRSY3ZURI9qs/DELtAHL4iUg9h0PxU8PaV4C8MaT4d/tnTb3TVWVrW/s4ogBMxH7qR42IY/KpLE8eZ83BG3yrw/4O8nxtZSMS+ZQ7FuP4hmtaNOnutiJXvY4/wAZfDPSo7y3uNf1y40PU72JpntPsLXSxr5siJtdWxjao4JJGOvYFR+G/hldeIdON0s1rbxySMF+0F1MmDgsMKQRnIznqp9KK9iOI5Vyynr8v8n+bMJQi5XitPPV/fp+SP1CstHTx5cXGn3zTTae8RFxFvePcvfDKQw/AjPI6Zrj/iL+zT4b8Z+FpYBpUNnqDW7R6fewAxvFJxtLn/loMKoIYE4JwQTmvW7rxZoPhbwgLq+vNP0mSNN9w8rCPdwflwfvH0UZJI4ryTWvir4q+IXhGTSfh74dsdH8PxpOi69qSNp9sisrgyQKu1htYOdyq2GK7gvNfCwxFV1OaC5Ve2rt/wAPc96UoezUJa9l/XU8c8HfF/V/2fdZXwr4us7qOwsFMG5Ix5lnuZmDIcjzImJzyeARg4GK+h/D3xf8O+O9GdtJuG1xkt1zBEUW5ByASUdlGBnk5xxwTwK+e9V/Yz8ZeJbi4vvEvi5LzUJol33ZUzW7TFmRYS7uJOnl4ITHJGOBnzfx98GPHn7O/iSOS8mutNuE3Pa6haSjZInK7ldMFc8ja+GweRzz60qNGvZc65vLucPta1K3Mvd/rsdAdM0f4TftZJb6zbyNpOntcStEUM7XCmNpYo9qkbmbCAKflJYBgRkHzv4qfFCf4jalOs1rY2cMl2buJY48PbhhtES4OAmMHAHVV5rmn8d6nqnie4k1S4muLi+lMj3EuWYuMZYt74zmq3iS8huvGUmoXPn+Ww3mCL70sx+8245G3ox+u0ADketDC+8pS3SOONW10tm/zNzxFq8kF3YyR3EnmSJHukJ3FmKKWJJ6k4JzXLeO9cu38NmWT94l2z2McikoIhHs3BVBwBsZVx90KWGORjo/FL/8JRp8l7NLmaaTzQy/w4zk/U5ArB8OaX/wlunRwrLFHDa355kLbQJVXLHAPygx89+mAecdFGySk+hm7jvgte3xt9QSSRodL022aRSuxB50vy4YY3MCgk57bFyegPXaB44f4cW8NxHcNa3H2WSHdC2GmSQNuzzxlXKkH0B+vJ+LL6z8NWsNhYQ7YVXzLklstcS8feOB8i8hV7DHUkk6Pw8+HWp+PdU+0yKktxGw8i3cKfN6YCRsw81ySMRjJY9jgilUpxlectE/6/Ev2k5NR3eyNDwj4GvPjF4kg+3avpOjRMyuI9SdwjcjbuwMAEHOTxwckHivf/jl4K8SXngJbrVLrwve6H4bVI4p9JKhHVo402xqvHBVRtIXBfj5MbeN1n9l7XNV8IQeItD1RtYt7gkTQTokF4rbmBBUsysemAG3kuMKa8r8Uazr3h3SP7O+2XQtWlWVrU7godScEr+f0ya5P40l7OSsuhq4umpRqxd/6/r+rnpg8bWPw98I6PHtuBcxktMUkEqmBVxGFIVUbOASchv3gOA3Nee6dqUN3qerT26taw3C+d9mWTckb716YAGBuYDjgHGTyTXHjCPUvhtfQiL/AEy8ZSN0WfJKgFWGTw24FcgfdduvSqXgnUY4NMbSreaZvPZTPLJwsrjdgoMZAG4jnk9eM4Dp4fl5pu97/wDBKqVlyRpq1tHp3tbW/wB76DrLVr66eCzt5/nup/siKV+Y5IGM9cFguR3wPQY4DUfE1yvin+0rUeVNZhRAD+88vaOD82RknLZAA3EkAdK6vVbmPw14stbqBmz9rS4iX+7hs9D6j9a09N8H6f4ZimutQWG8a0kkWGLLbXYYwzgr8yckgcElRkYyD3xlGKu1ucsZSTTT1RsXdtcwT6dHdSb7uxst11HI6MYnf7+CvykK7ttxngDr3h8RfEa98SWllo9ncSSQ2cRjEjuRFbIWJPTJClmPT+Q44mPVL/xBdSQxs3mTFftMzcsc9TnsBzivZ/hf+z02sWENjHqjWbampks5IoY7i3u3Ck7JpVlykgBUbNpZA4+XnLc9SnCmuap8jSnz1ZWhq9zvP2U/h94g+Fek3Wq+GfEvgXU9Y1pYkktnH+nH50YxBpAmB1BAba2OMsEI5a78HjwJ8Vp7XV1ElxYoXvPscowY3w42goWO7C9OVDgENkgc740+E/ir4UauReySQSQufKu4SGRsAEEMoGOo+VsNgg4554yx8dXl74xaTWZZrn7ZcCSaZwWZiCCxzkZJx6jnv6csaMpSlUTTuui1NVOKUYSVmnrfbp87eh1PxD+Idn4o0JdNeGRporlp4pywHkAnaqglSzqyckHaQQp5AArF8RavNFd2UsdxJ5kqJukY7izMisxJPUnBOfesnxvqlvqfj6bUpPOFs2CsEMYjaWTG3ceo5ADMepLEf7VaHil/+Ep0+S+mlLTTSebuX+HGcn6nIFbU6Kgl56/NixFVzl00007LqWNE0DXvHNtJdWjRyxwSG2zjaF2gYAA4AClQAOBRWX8PfiXN4Z0m4t7cyeU1y0g246kLnr7iitZRmnZJGCkj9FPH/wAI7bxxol1fa3NJqF/fqz287lo49PcjC+TCrYULtB5JZsfMxrSs/E32O8h0SS6jgmuI98MElwXmdQDnG5izcAknnpzXUa1ojeH/AA5bwy3ke4DeVBOUJ61h3umFbXT7iNoWfJKykZO7pwexKkj6Zr4qjOMo99bL5bH0MfhUZXtq7ebMPRfCaamb+PxHMuo20l8ZbK3JOzy1IMaOqgbsEZw2QeM5xx8m+PPEup/Hj45azeXF5Oui6FHLdXDm6Fq62aNtEMbYYK8hZUGA2Wk6Hk19oeJbu08E2NtPLJHJPJPHGiMRzuYD5R1ZgMkKOWxgDJFeU/Dr4F6B4DOpSWps9YuJbpSk91HGZrMpyqjcNySLu54U5xwMV6GCqQTcnvsv1OfEynUstl+H9dz5i+L3gC40i6sdQvPDtx4YsdYb9zA8znySOJCVIMoUE5UHB245f7x4LxP4cuNBikk/jtZS5Bw4kRCchWGVOcY69M1+inij4MaR8UPD1iusaeb6TTZ/OhczNHgH7yNj7ynAz34GCOc+Kft2fCXTtL8FHXo91tdSGK0NtGqLCiCMqhQKBtwE6DjHYY59DDZlFyVK3l3ODEYW15R2Pl7UrT+3rS2s7KNfNvpFKKGCqoYAYJPAySepGK5/UpJvBFr5UkLQ3EgBMLArtBAIZlI64xipvEGqtdS229VVYVBfB4L8Yz+AJ/KrPw6tf+Es0vxK32GxvpI3shD9pikZYQ8xVm3R/OqhfmJU9F5yOK9iCcY3e3/BOPR+6t/09P8Agmr+z98DL74++Kr65klhs9H0OBrq5uLjcIWlwTHGzDoCRlj2VWxz1+pvD37K2j+Ivg9o8mlQpc+Jiolu743EphdW3NtCgsvykqudoPyE8EkVyvwF8zxPZWuk2+m6ovhHSJjc3sem2KyXWqzEMwmdQnlBFkUHyyNuMKA+zI+mvhnpek6j4cXUNHjaRblBL9tkhxLcOgKbmJAO4jdk4GdzH+Lnw8zx0+aydkrf0/8AL0PSwdGKTna781deljxf9rLxBL8NvhWq/Z2j13X3j+3XW07rsxxrvbn7q7gm1VACjoBXjfg/4T614n0SHSf7I/tjVryzGoRzR3QEelJJl4o5OAqs6h3w7ZO6PGMMrfUHxv8ADHhv44atpdvq15NajQbkQqInV473csW+ItjCSbhgKSWABO0hgR6BoXg/wrHbGPR7W10lN5lkgih8pc4wWwvHYDP0rlo46NKgvcd/S6XYutCpOdpPf+vw0t6LQ/N+/wDBkc0bTWcjS+W4E8e4mSHIY/MCqhuQeUBGAM4JArL0ALYatdWtwI22kXMTgbSqZwV/3uDke9feH/CifCPhzS9c07T42t11t9s0ol3TbQ4YRqzA4UMoOOc4GScDHxX8VtPj8CfEvXLGNvtEds7Ql2+UsVY4IHvXrYbFe2Tijir4d03d6eRzF54Yub6V9UNv/ofmMPNPIhwVPPpy4xkAE+uK57V/Ek2rSNbwo8jbgkfG55D0GfUmoda1Z7PS2jz/AKRI26Q9yR1/DPFe4+Bmj+H3xUuNSh8N6ddXlu8Z0u3W3KI8vkITcPkY2oGcARbAXBZjmNc+hKbpq8te3TaxhFKb93T8Ts/gP+xxa+FtZ0WDxRdWd1JqGnyahe6f5skc7Sn5ViOCpCoDu3A53I4xjmvbPg5+zWug69rVrCbf/hHdQZJF08SSSfPFIWiMhbllVS3yliCSCQSAapfDnwtBDdjT/EH9rXHiHUppJpmvLFo7XUWRt3mRbowwCIqgK+0KGICgMa9b0PxXa/D7SLqZlj82edYgm8IzF3G4qMZduWbaAWYggZJr5nH4yrOLs7vt037Ht4WlGEVKC/z9U+h8U+Mdc1L4ufG3WryOYR6ToqS3lxI0qQH7KmECKWDDfJlEHDEs44NZfxQ+GM2mx2mq6hok3hTT9VU/ZoppXYiVMCUFcGVRliUDAcYBLfer6i+C/wAGPDHgSXUL2GOHWWNysqXF1EjTWZTlUBxlJFzz905xwMV2HjD4XeGfi/pqyatZyXNvo7G4gUTFPnbAKtjqp2jPfjgjnO8swVOS5U7Kyv8A159zD6u5Llnq/wCv6+S9D86PEvh640OB5P4rWQyHPziRFJyFYZBzj16Zqzqdr/blnb2dnGvmXkisqhgqqGAGCTwMknqRivpr9uH4X6XaeDpNetS9vJuisvs6R7IlURlU2jA24VOnT6Yr5L8Q6q11Na7lVUhAL4PBbjGfwBP5V6uHrOvFSWh59Sn7KVpEkWjNpCeTMwsZcBjGRtbkAgkEdcY/DFFcPrXiGaXUZGX5lbkcZwKK9JUZNXZzOSvofrV4ptrqWd2uF2+cd+MbtoPvRoVrJcNHaLukK/MuDjb71pfFb4iaH4Y0S01a/kljtLxlgBEJkKuSSSR1wFDMfZDjnANP4q+JbP4Q+FbfXJJWaASxQhI1+eQu3zAcY4UM3OM7cZ5r4OGKvBRkrPb5o+hjQqSahDW+3mW/GOhWer3FvJJ+8excMNx+VJFDAMPXG4/Q4PUCvLdU8NzeAfG+mx3F5J/ZOsXk13HNPNv2P5WDuJ+bqeN3GCDnINavxG8JappVpJL4b1DUFvi5Z47y4a4jdCvKr5m7DbgCCTn5mBOCMeX/ABZ+La+LvhndLN5dr4k8PgNNZPw4UN5beWSOmSrY6/Kc9A1dFHDz5VyMzqVNNdGtj3y78TzaJ4q0fS5YS1nqFvcTvLEGZ43i2cP2RSGIyScsQOO/jn7b2ujWPhFcL5irJJILqGMrl3WP5WA47BxnOOM109rJffEfwDofjDQ7mGHWpkUxqwIiu1PE1s2T93eDgnOCvBGd1cD8ePFMfxH8D+KLiztpVh0PSY4yjKp8q5luoFcBx1DJwDwSA/A5FaYekoVE93f9SqmIg6dnHpv38z5btdIt/ir4VtVt5dP0/VLeQfa0aL7PHKXOxSNqnLNhAFGADvwoLZa38GPB6WHi3TfDt9fLpd54m1O306ZztlWAtL5aBQhO9juzwcdM4Clqf4LdfC+iaww8xryR4Yo/mIX5Q5Y4zjgkDOMj5gOpzymk+P5tD+M3hO6uoJI9G0nX7PULq5EQk89o5mAKt02gLKAAcMQxOcAL9NGMp81OO39M8WNklJn6PRXdn8FfB0GgabFH/Z+m6bdXg86QedMyPCFTcTjdI0x+ULyxUKAOK6TwO2oR6Pb6ZDGtr+4RRAsqu0GFHyhge3TPfFeEfGL48afafFnQ7NbWW+m8P3MtxqJVAzrDH/rQik43AoTlgMGMEEDBPZeGf2jdB8daqkcI1axkuNQgXTIYLmW2doJPKBDtEcMSVkYhicByFbuPla2Gmoc3Le+t/M9RVHrDa26/r1IfiH4Yn8Oalcma81CZRqcd1ZSGWIq1wxjDCZEiGGZiQpPyAEAlf4pvhtqGoeOY9EsdOu0hvri5uLjUBJMqZjQsxjI2kjezpyoJAViMhTjH039oGbw54t1CDW7qTVPD0U7Wi6gI8yWRy3luzKoWTcqnJySdu4dCp85+H/i271j48al4e8H6hpUFrqizWcU88TSRw2oDNlU4DsFUYDZBPXjNVChKVNqOllvrb+kdFStKNVTmtezX3Ox7vpuqW7eDbLU1Ei6nqFj9uNgI3+0lQrZKxkltpZCFY8NleSSK+KPil4wtrf42XF3qFvF/Z2rE3bNNarM0BPzIy8cgP94chhuBVvu19LWlrqHwHWWzuLyzj0zU2DpqX2PfcSSYVcOPMXCqeejgbuB2Hhfx6+Hi+I/ic8M062Fna6faQhiqlt4gh84FAwKlcyMT/fBBIOSO/Be5PllK6szDGVoVKbko2benku3/AATyvxL8HJLLUluJLqGfS2mZZZIZg00C7Q6owYL85BGSobBOSMYz9f8A/BPzwnoniGLUPiBcX32vU9NvpNKtbSNtqWreUhdm/vErLtx0XnOW+78y/HHxRDYu0ln/AMTJLcOBbqSclQxJZtxeRQFZmcE5GPmG7K+uf8E7/jZpHgX4HeMG8UC6S/tvEMt5dpHbrGxeeJeNvyhSDBKdvAG3A5wK68fGdbCOT8lpu0/6scVBJVLLzf3H0p4V+IjePNQW6/s6P7RHpUU011E/EMlxtbydnXkIG6nA2/3ubXiDwDf/ABANnNp9w0E9ncx3ChmVI3ZSPvMY5CCF3YwCMkZBFeOfCP8AamtfC3w7s9Nk06axkv786kjxRKY2sPOVWUMTud8K8Y3ZwFHz/KBXQeP/AIwW+maK174R1rWLeJL37PCLm5luI50ESFsJLuZdr45APJPOGG3w6lGpFuCjbz6WPSwtSTkpU9X23+SXz/EtS2kng3xhb2LT6hHpN1fzM/8AaBCyQXP2ZSyyNgAn94pDKShDghjgmtTwnfa1Ztpq6mxj0zXYbvUVlTDLZxRMpUSMvyqoQ8sxzuODgjnz39oz9pe0+InwqshqCwaf4p0mdreaB423qjD5ymRwCyJ1+YFSPc6Xg/wZ4q+O/grw74iuLvQLiSxtkh0rSzbZjuo4H2jz5GbLM20jafkH+ySxFRp1Y01KraOuvX7vzv0CniFCcopX/T/huxJ+254osh8EV0W3tbyaS5P9qwX3l/upERmQqpPLcMWyONpQ8hga+Q7TRrf4r+FLVbebT9N1S3kH2tGi+zxSlzsUjYpyzYQBRgAh8KC2W+nvjl40u/ib8P8AWGlmt7m802xFoIlt/IWKaS4gJCuZHzuRXGcj5UfgAHPhfhXw9Z+A/DeoTNqStdXyRKq7CfLwjFsKH2k7i6h8cAdV3kD0svvTpPve/wDXkcOLcako2XTXz8zze0+G2n6fD5esNfR6grMJI7e4iCRYJAGQHDcDOQR1xjjJKyPFvxMuNA1dol0uzuVcFhPcmQ+dhmUlCjqCgKkZ55U89gV70aNaS5v1OTngtD9O/ivqumQeCbPQ9aSO1OqLNFa3csXmRwSFCBuJxskw7leeQjcjpWTN8Yh49+CN9CHC3UOkyxX6MArRzCJtxI7AkEj1/Aga3j3wafitoN9aXljc6sssfnx29tNHbTeauCpSST5UwepOeN3B6H5v8cfBLx98JtE1C+sbp7nR7y0c6jBDL5rJCU2ussfR8B3+ZAduGb5etfH0aVKT5J25r3+bPXk5wjzbrb+l+p7d8Hdd1LxS8r27Wc+k6DJ/ZkckMiyR3skOEaVXyCVypIwMEOO4OeS/a0+EFlqy6pqtmbe21GOJ7y4tYRme4QlUMhUMMRAB9zBSdzHOVJMe3+yrr2hap8L9F0zS5ba3n0mAC5sDISyZc7pBuxkOxL/LkDeB14r2PxX4N8N6z/aV5DaxrNrlr9jvbgAGSQbNg5PAwvHGOg61nWrOjXjy36/0/UmEYzpNT1009T5q/Yj1BrzwRqGh3jRtDplwJFQqzFllDAg84IOw8Y7n2rmv2kPhE3wcnivNPuGvLHUC80ULxnfGiFAd308wAEYJzx1xWJ+z/rfiDwB8eDoenxWf2zVg9mY7/csMbxscO4DKeAW6ZPUAEnBr/tTfEm61fX4bhtQ0W61DSbhtNljtA2yWMAsSqMzMUJLKXyP4MYPNepyy+sqz0etv68znUlKjbrE8itNVvPEPimzsRGIbM3HEaLtU52rnHqcDJ6k8nJya5jwZqc2saPf6DqD3Eul4N3bkQrKbGVHBDBj9xGJIOPvFgBjcTXoQ1Kz0HxBZXjq21Qsqbl5wdrLnGcHBri9Vt7Pw74XZbe4kuFhzNcshVBcOTtWMZ52g9M5bAdsDlR7FGV1a3b/hzjkj1zSfGl5qC6/r0ym81zxg863LvbhvKjkYZWIg/eb5lI2/KpGDlvlk+Hfij+3fHdnpttGrrPcfZ1iyuy4Ug/u1GPlI3k7gRt4IwQDXIeFPiNpPi7RVisbOfTb6FWnnWNjMkaIuA7bURF3ttXI6EgksWxXR/sxeJNL+H3jODWdWtW1Ew2txLYlSpawuG+VZlVwyb/3YA3KwBKtg4FcdRNQkmtVsvy+XY19nyuN2tbPR/wBa9z6W/bB8faX4I+DL6ZPDbzXuoLDBayGIQrAUVQ0qIMhP7oAIxvGMgGvlvwheTfBLxZ4Z1hrizmuNPkTUJE83zFkZwHKlQ3XaFQgYxgZwQazfi78YZ/GGvQQtcXF9eALbx3F/cmVlGeWLH1JJJAAyeAAAB1nxD+COg/DvwxpN1pPjCy8Wa5fKzXktr8sVpmKJ1WMH58AuRuIBJGCqsrKMaFGNGmqc/tfjpb5fqOpLmk5R6HTfEX4xa1+0t4y0N5tPt/Bvhubelpf3MLlH+Yb8TBPmO/jjCrk5I+Ynzfxj421DwnI1taRLlZF2SSx+Y5QYI5YdiM9Ac9ule/W/7Q/iPxd4Bs4Nas7G3t7y0TTpJ5LSfz5H8oB8u0g+cA5LFSAxJxt5r57ubu6mvr/TtUVml0xisPyYUQk9A3BK8qVOOVY842ilh7L3OVK3S9y6kJOKqdG97dexzupeOjommafq8mlx/wBsTJcQW1zBKYVt5PJCeaUIZWb5wcYA4OME5rS8HXS65cvayNdWNr4omtNS1aKK1UMGiSQbo0yNwYSMygsN2QSw3fLT1B9K1S00sTybBpbSSeTsybh2CYU5G3aNhJ6kjgDksudoPjzT/CPjCa21W3lvDceW0t086g2rH5uNqMxYAgEAod2VOMGvR5fdfKnf+tvz06mGtRqGn4Lfu/1fTyPSfFXjuWa6jnns4YY7eCLTLOK2QJ+7QHcqtySzF9zE5yW6YwB9E/sdWl14q8Pzaq1rbXMW2S2E/lRlnAfzCNwAzs3HLY+bKjJCKB8l+ILptX1LTJoJri3SUPeQhwyvGv3kIJ5OQisDgZ3DFen6j8cLTwJ8G9J0XRW1HSYVspYb22trkR29zJIQHlbaA8jMq9XcqqvgKCAa8/FU5TpqMVq2bUfcqe89jL+MF7bfFv4y61qGmyW1tp2iq020P5fnOCqq4HBLsx34AzgZPAJrc+Cn7Tl98NPhdP4N0XQI/Emu3E8r2bxoZxApXDgoAfNGFJxwF7lhlR518FvCml/GfX7l9a8QWPhvRbR0IhBxPe5ZVKqcbVHPLHJGc4IDFe2/Z/8AFWt/Dfx1NDodtHdW95EII42iklhaQSARnCEAsQTjJ6BsZJwdK1GPJ7OWvLbTb8fzJjJ8ym+phm0vLDwhb6zPdQ3N5cOwlsIwy/Y1Xb8sikLywI6ccMOSDjkrbxxqHifxPDYXFraS2c8mxVMO0pygDKVwdwwBzkY4INes/tNfErWPGQs/EG2xju7Njp97HawOiGPJPzIzPwWJUsGAzsAw2ceZR6pZ6B4jsbySNvLTbKm8ckZVlzjODiihPnjzW7/JhUpyg7S00T+Xc4a++L2qWtva2vh9ptB0+zjaMW/mLcb2MjuX3Mued+Mc9OvOAVt6Smi+G7FbdY7PUnb55Jp4EbLHghNwyEGMDPJOThc7QV6ClFaKF/X/AIOpnL3nzN6+Wi+5afcfpTe3baXYR7ZttxZ/K+Dt59P0NUbv4maP4D8NrrfiP+z7VI4Jnls3uVcXQCnKoJNu8kY4x1b8TzXxj8a3E3hS5m8J6VLdQ26ubjU7pgImCjLPAuQZcc/Nwvy8buRVLw3+z/pB06TXPEO7xNrUyEA6siy28LYYAC3U+WQAw4JYAqCpXANfIcsJQ9+/66/16o9hxk4rl3b79v8Ah+3zPlTxz8TNFg+I91q/gCbWNHtYZC9m2/a0G4Hci7ScIclcEk4r0T4dft2SxpHp/jBL/UNJI+e5smkt71CMEchlDLkAHBBwxOT0Pu2jaJpc3h3UIdB0WzllgkXSns0BtbOKMSbpFKcJgB3OVRiS+ACCa+Z/2jdO8J6d8SX0nQdKnhv3lMMsVmN6y3B4CpE3fOF+Ugeg459WnKjX/dSi9Ot7v7zjqUalB88Za9ttfS/3PS5zfjD4xWmufG7UfFHhya40pdzxxAN++CyxlHcE52u29mB5w2OTivO9deS28ZnTYVa6m+8jIN7NHjfvOCcZXkg/dxzyDV/xL8LtS8C+Iz5kcizR4crHteNkcbkbcDjaygFTn5gcjI5rH1ZpZZ1Zp5LcTMtuT/FjcSEB67dxLY6dz0r1qdOCty6qx5/O022bHjmRrWWOSF2uobNo496rt3gLtBA5/u5xniuU8RWg1vw/ZhRtumvbgSN1AXbEUB/Nz+NdVrLTaZ4c2yBXZXK5XozEZBz9D+tY/g2VdKs5WulhkbzkuVZ0VkXHGCSD1yPl7hRntjSi7RuugpeY7wnokvw20+6ubu38vUtWgENrvchkgByzsvQIx8sgkZIUEYDZK3fiqTU7lbPTCsMe0LNPuIQHABY9/wAB1JwOTWV4k1G48X+IobWAF5pT5aAHARPU+igDPoAK9u+EXwj1HwL4Zt/El34ZGo+GdU3otw10I5lcMyF4wj7kkAV9pdGQZ5VgQCq0404+1qbvpe3otS6cZzlyR/DU5L4feKrX4Wap5ltp+n6koGMajpyzNLyCd2QSucA8HIyQDivQ/HX7SnhPxb8PdUWTw1Y6T4mvpIUins4tkMEY+UyLkna23IwoAO7ceVBPrvxV0PQrX4Qm88SWset28MkY0rVZ90V/qMT/ALwMTlmjwHYqrsc4BZBjB+YtW+HDeNfCU2tabHJ/ZtjKUnd9o8s5GcMcBwNyZKjCmRAcFlz5tKVLENVJJp33OypSqUFKCaaa/wAv6/4YteINdln8CSXtndQ6dDouPLjjcLkvgOYz99SPMzsJ27en3cHm/Bsxn8OXF8/mW6zqEt4zEf3y7juZW9imO+Se2KqiPUNJ0I6TNJe/ZtzfI5KAkgqcrnuuRyM4OOlHhCCaW+km88XAhmEUiMPu4AACjoAMgYHAxiu1UlGL9fwOepW5kkm9urvqu3lboVbC4+z+J7S0vI2+zpqKif0ZC2CPy4rmdI+Hl94qvZEhRtrbvNdvlS3UdWc9lHr1JwBkkA7nigTX/iBVU7RbybpGJ5Yg5z9e/wBcVqeIfFUVjpdxFbxw2/nu0jBUVWQNg7TgcAYGF6DtiuqMmleO7OcdrPjmxhl3W8Kw2NtEkFhDuJcKuAuCSTgKABkkkcmqulCTW5hfak26SHBt7dl8xR3y46AHGADyck8cZPg78J9W+KWtW8em2LXl1dO32KBpEj80RqWZssQAvBAycEgjORX1F8BvC+q2Pim80yTTFsda09RFqGlmctZajGxMcskpLMoZCxJ27wxddqABieXEVqdBNLf11OnD4edb079L+b6euxwPgz9pnSdK8OWui6v4R8OXmmxunmXMOn/ZbzYuON6bScYHPJOeSc4rO8V/FzRfE3xV1K/8N2KafZFlisIVCwvblgFaRRjYC+5iVII+6M4QVv8A7Q+h+Fbb4tSaHoOnmG8luDAws1aRJp2UDasOCd28lcIQuMYHBz5D4g+G+qfDzxbu/fR3dqwkxCysuGG5GDqcYIAKnPIII45rlo0aM7yV02tn5lupOCjzbRe636fd5frYh8Y3l1F44/sdZm1Bo8yR+UCyorDzGYL0U8/MBwNp64zU3jp/sk6SW8jXcFm6R+YqbfMAG0HGT125xk4rH1ye4vb3zpbqaJrmRYXdiS7Zcttz1xuJYj15PStbWWm0zw5tkCuyuVyvRmIyDn6H9a7FFR5TCpU52/17G58JLTQ9W8P3UmrRq10LxwMrnCYUj+ZP40V57osE9patumlVpXL/ALvcR0A5x34/LFFOdCTldSZCqJdEfrBqL2msakturLN5a+XuOQCepOR78VljwnfXVy7QmyOn2+/7TE0TmYgBtrI+/A525BU5GeRWwtna+EblIVkheVGAmcuoznt1/wA/nUjTTaIklzDMGW6bAQcq6Ht+VfD+0aXLSenS/X/I9qPNfmZR8HaEmi211G1rb2vmMZW24HmOccn1Jx1618g/DH9n/X/iT4v8Ta9f2NuJJHks3l1MSCS1lkY+bKiY+eRF3ABiuGZTnivsXwzdSapJfxyRhI2TLOSflA+tYmoaa0mobmmURtj5d2CB754rvwuIlTnPu7Gcqd2udnzn8Zv2Rri10vw2nhLTri8uluWjlnllEjkZUxlwcJtHzchQMD5uvPlf7SXwFuvhTJeWsy+fG0e/zoo28gyMu5hGzZJ2McAk5OM4GcV92N4ht9F1CP5fM8tCu0dj614j+3BJNP8AA+SVrdoUa9iJcqf7r967sLi6znFS2/zf6GOIoxknN7nxv4gvPJhs4WZZi6jbjp0GXP04rlPFGsxtIlnHtjWNucfxH1PrVvU73dbRXCr8xykag9h1/NsflWX8P/Dcfjb4teGdLuZhDHq2qW1nLLt3CNZJlVmxkZwCTjvX0lGCirvoeXq3ofY37Ef7Ni+A/CUnjDWrWG61LxBZtDaWtzAGSC1fjcytgkyDBIGMocZ+Y4+ktI8C3l94XsY9UsNGawiBRYY7fZbxoAVTy4m3c7doxnA5wcDBm8Y+JvMvsRzWrPgBQVHI7HpXSaprHk2lhbXEedtvtdVxhScYOPwNfF4zEVaklUktZfgj3qEfZQ5Yr59T5t/bZ0rUvEnhrw7oOl2c62rXEkQSGM7DJhRGCBwDgtgegPvU3hn9jaxsbXT7jXLW0NvY2qWcVpp8svlXRCkyTTOwVmdnYkBdoUKoyw6e3W+n2kmsGObcsIX5Dg7pW9vbrUd3r91ZxLYRxhl37NjH5gfaumGKkoKnS9X8zJU5c95ddD5H0v8AZW8Va54b1W8urIQw6ZII7OBIQ11dMPlwoT76hSPmbdnaAvcjxyfSJNC8Xagh/cyLEoKsu3cwY/Njj5h3r9JbeJdB15FkZiilGZmHQkV+fP7Vl55v7Q3idUYM1zqE+1uRtUsTn8jXfgsTKrNw6WucmJp8vvy3POrjWYLe3a88tcKcIW53k/xVo/s7/Bu5/aN+KVrocN21nbXDmW+uzGZBawD77kDueFUEgEkDI61xXiC4Mkflr8sK5C/yA/AV9if8EmfAyT+APEmqLN++vdSWzEQA+VYYlcMTnuZzx/s988eri6vsMPKonZ9P6/E5aFP2k7M+k4PAGjeDr7RbHw/DpNrY6PZLpiH7F/pphUFhtlUjrJhmUrgks2c1Zs/BtpZ6/JcC3t7e8umIllRAHlBbPzNgEk8Eg55PU9TqyND/AG5Cuzy1hUhiCCT6cU+XT9tit3vXzPMypc8AA96+LUnGybevfU9xSXL7unf+up8jfCH9n3X/AB/418Saze2VrHcTNJp+7VUl8y2mkYiWVI8fPLGpYAMVAZlOciuk+PH7Jlx4M0bw+nhDS7q4u90kN7cXDR3BdWKmMurDYACD8wUYwMnODX0g0FxrN808k0VuEO9nUZ5+p9eOBVzxNp039l2zNJIWZdxOOp7DNdjzCftIp29DnVHkjo2fn58fvghefDmymW4hkaOWLzPMWJvJ8xly3ls2SdpOBzkgZwM4rzzxDeeRDZwsyzl1G3BwOgy59xxX25+3VerqP7NYbaiS29/AsjAfMQUkH8wK+A9Tvd1tFcKvzHKRqD2HX82x+Ve7l9aVePNNbNo8/EQUH7pJd+MI9Jna3jSELHwcjkn16UVxt+nn3BZ2bd3xRXrKjDqc9pH6zWEDXd232xm+bcxBPfBq5Y39nLpsKbppphL8y9VjwDjH1p2jaNNdTzagZAqwfMNw4Y+nvSeSbdVZlhaXzN5KuOnPHb1NfFzlFytc+gp1LQZq6V4iuN0tqzbUuXCqzrt2gfj0rUuPDljp2nyXEVxJ5rSbQ5OeM81lXWlReIbWS/jaPcsir5fJKHgdQf6d6s63D9nsreLeTGkYcnHc8kH6ZrglFOS5HbXVBKTVyt/YS3MLTqym3jO3J4LMenWuF/bbvI9Q/ZU1S1cR+cgiZSQCyHzkHB7cEjI9a62zlk1CzaOOWSO1hYye+R3ryn9rnWreL4RTaTNb3E41Z9hus4jtVjZXIY/3mxgL3wxz8uD10aLdWLm/hdzOtUSg0vQ/P660+S3sWk+ZkgjG0/XPb+tRfAC6Z/2jPh+rMV8zxFYszdcD7Qn54roPFDrJvgVtsGS9wAc4U42oD9Bz75rz/TtVutE8eWeqWbm2uNOu4poHU4MbK6lT7EGvuaPvwa8jwdmfsVq/gGwtFtbqOSaZpI8liQNxz7jj6dah1LW21DU4beQRwtgI5BwQB/8ArrJ+NfxSs/Afwb1qSa4ksZJ7WaDTpVJWQzMhCFSOd245yOmCeACa8p/YC8c22tP4g0/VvtVxMt19va7lLSeZJKAp3MRgNlM8tltx4+UmvhadGrKhKvUu+Xbv/SPcnXUaqg+p9B+JfDcMTRzttdZIk2hm2hdox3IHvUXhfwdZ6q0l8zM1zbH5F3BlZu2cfh3p/izWILNozeTKttaIfPlkcIiR8HeSeAAAc9hjNM36bPo9ndaPcRzROgcywuTHITgq2V4YEZIPIIrgjKp7JRu0316f0zolJ35jXfRLK8h1BpoWkbbuLE8o3oB2r84P29dGW2/aU1k2yLCPJh2xoBgE28ZJ9OSevcmvv+Hx3LFd3Ec+2VbjCkID94dOtfBH7UviaHxZ8VNU1ye1m0+W5dPMtpTiaFYlVFVh2dioJXnGSOetetklOpTrNz2t/kcePlzQ5fM+dfFyyWF2kBUqsaljz19v/r19wf8ABJORrj4B6lJg7/8AhIbokjsv2e2xXxP47MhtWaTD3cxG89kHZR/n1r60/wCCR2uT2/hHxxpkk7fZbe4tJoogejypKHP4iNPyFfS5rHmwTt3X52/U8/CytVVj640+9hGro0hYrtPmNjtVW719reGaSLdNHcMyKpQlePT8K+Xf2ofii2kfHrSlt9QmvrPRHgmubSOYrD9ojldivTbv2kKWwSMkHkED6ospVuvDOnrtZNzh1EqNHIA3qpwwPPQ4PYivnsRhfYxhOWvMepRqRlOSXRlo6heaRFYpcLG1txJIAg3EnqM4rSjMfiWe786OWK3VTt3NgEdscVT8Ravp6eJF0r+0oZLxbdZVtgV80R5xv25yFyQM9M1Y07WoYBEredthfEr7dwx+GfavKlHmgpxWvzNvae9boeT/ALZcFrH+z34itLdd2I4QGYZ2sJ4/mHocEjPoTX50XWnyW9i0nzMkEY2n657f1r9F/wBsnxbpqfCPVNJ+yTTNrzqjXeNsVqkbpJyf7zbcKvf5jn5cH4D8UOsm+BW2wZL3ABzhTjagP0HPvmvpslk/ZtNdev8AXyPJxluc8zkvGVvm5ZvmOSaKj1yKS61SVljwoOAM9KK+pjFNXOP2h+zsvgu+so5FaZGtYx5gZT8rdf8ACm6v4maS08r7PDNxgMw5BHrVTQ7LVNY0uS3t1kWNkLbucEdMA/561k3Fle6UI4pkuJnY5yVJA/GvzmNPmnao02vkfRey5afMtzrvDdpC3g64edktfOkwqqwXOCOf0/SsPXfFENrp0kCrGRyFKuueep68mrUmnSW+kaX51nfXH2yZo0ZF/d2/ys+X7gNtwCARnA4yM4viG1+z2srR6fcTSZA8qIoGbJxxu2rx15I6VnQjBzk276mnNFct1qzU0LQ7jXfC73NqWjUEq6q5IHsOxr5j/wCCgHiRtBTSdJVpJfLt3nDlv9bJI21QR6LsJ59favpjxt8TNL/Z++GcV1rWpWun28zF0gMBmnvRtJ2RhWGGPy/McqO45yPzv+MPxFvPit47utVvnEJuJDIsQOfKB+6o+gHT0AruyxTqVpS+wno+5y4yaa5Vu+h5vum1Dzo+fKhJJbp5j/3vzzXP6oiwrz/eJf8AOu01xZrPTmKqqxlmKkDG/jj9K5bWlhnsVdF4YDJ/vE9a+woy6o8VeZ6/o3xFvvG/gbSodR1W+v49JT7NbxXFw0iW67QMIpOFBCrwPQelevfsaeK9U8LeNb57HT11DQ2jEmqh0Y+WqhijIVVmMgJbagB35IwMbl+P9A8Q3WgahGkKyFZFzwOp9MV9cfsR6lpWsX+tSW8d3D4x/smZbCGe6VbC8I2uEK43B9yjkE5QtwNuTx46EYUJRa0ZrRp3qp3PqPwZ4iuvjjY/bLax1PSkfLOl5G0E0ShiMMvUdMjPYiux0HSbmw07UIkhkktVGwSlepwRnPqeePeqvw11OWW0hW6tm0m6eD7PfxSRGGMTKSGZCx+aMkEqwJBBHIOQHap4mhvLy6tbO7uP7P09/JkKSwvBdyY+YcFmG0nBBCc/3hXw9aq5y9nBe7pb+u/Y+gkrabJGL4qMnh/wlqWpTWjFdLje5SMZTzNqliCT0zjGe2a/M/4oeJZr7xBJN80zI+Dn5t8p+8foK+nP2p/2nzfaLqfhnSdQt7iP7Tm6mg3rmMDKp3VsNwSG5IUgAV8wx2rS7dm2abeCRjI9T+uP0r6TKqMoXnUPMx8ru0Xe36nKa1ZtGY2mLMzYduerY61q/A7x3deBfGcklnqV9prXSeTK9rO0LMucgEqRxkDiqmqT+bqMkc48xtpZB/tf/WzXPTr5F7M8atujzgeuK+ijHmjys86NrHuj3MV3d+YIzx0r7k+FPjjWPFcPhnSPFWi6lHr2pRvLLdW9m7W8MaKSrXD4CQyPjGwEnOMhdwUfnD8NfHf297eHVLe6msdwEwhl8mbbnkI+DtbHQkHB7Gv0W+H3jCTw9B4XuNCt7i48F3Wi29ra3pb7RexTgFds+0lQFSMBmxxIxBIAOPn87jaCilrrZ+fr/V7HZltF8zs7+R6F4zS3WVbeFfKVTgEY47ck1jXem3GlaisCTqy3Cr8gziTPHWsTxZr2pNp6Sw+dIs0y28SrIqvLI2MKu4qC3U4zng0z4nePLH4C+ELS71jUbeS4tHBAuFzJeEnJRdmCCBg7trAAYIywNeHGDpxUE7vtuz1vZy5VJtLXS/8AWh4Z/wAFENZ/4RW603R1DGSK3acndw8khwq4/wBnYTnvuHHFfHO6bUPOj+byoSSW6eY/978816Z8a/iPe/Fn4h32rahcLuuJmkAUkhQThQuecADgEcDFcPrizWenMVVVjLMVIGN/HH6V9Rl8HCmoz+L9Tw8RrK62OTKpE7ZUlixJ+tFXHSO4VGjj3BlyT6k8mivUIjax+uVp4uvtO0/yoY1W1gULvHc//XrFgklaOOfS7bSbfSrWVjcoWEMMCKW8woQpUMG5KnAyGyQcmujuZ9LGmeXcLJDO6jO37p75om1DS9E1vTdIe6tYkMIlhgNzvlmABO7B+Z/u5J56EnPWvznnik7Q1d/682fRxvzXtp/X5GFe+OdVu/FE1tqUMcOj/Z1+ytjbskLbdhO/PPBHy4O7qMfNxv7Qepa58NPg3q15DrPh+zuNSMLWBdGjuVTcRKqgsQ7gNHggDALnAIU11U+lP4vuL631zydUhm1Nrm1hUEeXApBjjYBQG27ckNuBOMk18e/FTxNqHx5+MOqyXVzI2g6DFJMwkuBAUs42wsSHBCu7FVGActJ06mu7B4aU5KKXKlZtf15/eZYqrC1o72tpt633v3PKfiH48vPE2qmTUr661W6U7pLu5neR2CjAUZPQDA/ACuZjNxd31vfSbvs+8qB/z0fjd+AyK9e/aG+FmqaSun65deFV8KWOqQLBa2I48too0SQ7GPmKGb5vn5O7q33jY+BP7MuqfFOWGFGhs9NtHVZ72cHZGzEbggH33AOccDgZIyM/T0alKNLnW39X/pHjVuZzSlvtp5f1v13PMfHuqte+ELSMRNG3nbG2oQduM9fyqCfwNb2C28kLM8K/Mwc5PTnPtXsP7U3wj0b4SfEhNF0S8uNUsJo45/8ASCrSQMQQyswAH8O4cDAYD3PXfAX9jTUfiL4WuNa8Rebp+j6lHs0xYkHnYPSZwf4D/COCw5yBtLKOMpwo87dk9vn5GUqM3Oy6bnzvonh1dG8Reeilo2yUU9Ap5x+FenfDW+urf4nWuraPbQ2t5YGOWKCGbyzdbVVWUBnBd5DnKISW3kKAOB7V4Z/YZ01/DHjCK9upbPXtKvjb6fdXEwFsYFhSWN2UEgLIsvzHll2j+6ysmn/saabrngHTI9NvNMvtekU+dqCXcnkSHLEheWQhWIUHaMhMnGSK5amZYeaev9W39Dsw+Cq86bVvXb0PUbLx3eeKILLxDousWqQzQpFHZ6jYDbHcBtp/1Thk3HB2lnI3/QV82/tWfEjU7z4paxZ2OoWf9lXtyhTTtGJC3rNhgJSn+tlLNznJDZAwAAPTv2ro5/gt8J41c7td15oxd3AwzXJjRd7Z/hG7ZtAACgnAHSvJ/A3wj1jVPC95pKeG7fWdc1rTEuvtyyI39ixSMs0SM2NsbyRxsfnbcVkQLt+ZW83B0KdlW6bfK+/yPSxeIV1Tp9Ndl62ff53v2PC9R8QNqjJa6dZRwT3kKoyBjL5km7IcFuVyR2xwDzgkVpfDtf7KsVkaWGaRZxBIhyZMEZ3gYxtyMZByDjI5Gb2j+CTB4rhFvuupEVUSKJG3rMx2+XjHJHONuQcjvwPdrz9ip/Avwk1LWtbvks9Qjthd20MBDRR4UMUkJHzOT8gCHAIyC+cV7lSpTjBQva+3d/qeRJSlUk2r+lrfhp9x8t2ukJ4h8R38svmI0cp8vqqgZI6fhU7+Ct9u0Qx5sZL8HJ288Z/l9K9G+FHwp1n4u+KU0nQbWH+0byQnzZwfKhjU/PJIRyqjkZ6k8AEkA+2/FD9irTfDM2jyaddalqC3N7aafqYASIhJJNjzRnPy8suFwxGc5IBrSpjqcJKnJ2dvwMY4ectY9/8AI+c/DNlDaaK8DWsMzSqsaPKWBhIZSXBB64BHORhjxnBH1H+zP4q1DRfDNv4KkvWhh1TdNpd/CY7qO2cgOYyd5CkYyYtu/M3O0kExXP7HOi6Z8S7XdqGn/wBh3MUkkWjy3L/a2fBG0EEMY1+9v3bsrtIPLHpfhj+z4vg3xFq3mRwyeH7zY4s/Mkdd8cm6JnLD5gqk/KWIJIJBIBrycZiqVenZO7/U9TB4edKXPUsl+Pquj+dh3x38S6x4O+Feq20mqeG7iZJIvs0txZ7ZlkHEjIjMw8za6kEYKhmPBwa+PPG3jy612+nu9aa81yaYSL9vubmQnzFC4wcndsUr8ue616t4kmuvj58ddeummhj8P6DFLf3TTSx25e1iIRY13Ky+bJ8iL8rfM44wM1g/tE/Cy6tpbLWbjwzF4Ksb6xWGzsCGP72FESRdvMil2BbMg5LcseWowsKcJqM93r/wO/n+Yp1pyvKNu1mlb1SenTsvXU8bR7jWtXs764eOG1Z1hDbNqkgKCxCjnAxkgEnk8nNa3xKumPhyG0ARmiuWhaSEEqyj+JW7qeMHuK9O+CH7KutfFKP/AEdY7bTtOIW4vJgxVHJBZYwB87gHOOAOMkZGbf7Unwc0v4QeO9P0fS76TUoLu1iuZFlKmS1c7lKOy4GcJu6Lww47n0pYin7aMIvVdP62PNUXyXa+Z45a+CbeGELHMAvo+WOaK9k8E/sceOviBoKatZyaLptjdsWtkvvMWWWPjEgCq3ynnBOMjnGCCStpY3DqVpT1NKeCrSipJrX+ux94eHWGvz21nMq+XGpcnHLcY/rWVqvhyGa4juNzq0THyxwdnVePwyPoaKK+FcnCq1HsvxuetzO7+ZqalYx6FPb3FvuVxDu555OR/SvJfhT+y/ofhe9vpvkvrhZftUM11bJJJAEyUCnswzywxk44GKKK0oV6kaTknqaypxTulszb+MHgPTfipYaVHrUT3X9lAywkOVznGVb1BwPfjgjmte0s4bnQdLula6tV0YPCltayLFbzowChXQL0XqoUqAfWiiuzlTpRXn+ZFXSba6/5G74m8H6JJpml6hcaPp9zd7FlWeSFWmj24KhXILDDNnjuKvWOvJdaNN5VrHAu0DaDn+ntRRXm0489K8tde/mVUSVNWMnRrYajrzQ3Ek0se4hQ0jNsySe+eAScDoBwMAAUT+HIfDGqI9vt8y3mYo3lqMMcgsPQncefc+tFFdFSTVXkWzWxhGUnq2M+NP7L2mfHifR5tQ1C7tVsZDIYkQMsqMF3qc9Cdq4Pbng54lTw1p/hPT49P06ys7G3mYvKttAsKyOcDcQoxnAAz7CiivPweJqzfJJ6Lb8TZ046u25heCfgR4X+Hur3yaXp/lzX2ZJJ5HMkijIIRSeiA9upwMk4FTWtvNpnhyPRri8uNUt41cGS+IlklVt2VY4AIwcYx0FFFelTqSnrN30T1Ippcrj0Oy8G+ANL8N+BLaTT7K0sXuXZj9nhWIAkHJwuOSABn0x6VyXiyyWDU41XcvkkEFWK5JBHPPIwehyM89QKKK5sDUlKtLmfV/mEtLW7FzXGbSIfLXZL5eCjOuShIK5HvgkfiatQ3apotlDHBDGGfc2BjczHJbjvkk/U+tFFb8qdNSe9/wBDdayUXsea+BPgDofwnudSmigg1W4kuhJBNfW6SSWwQkptOOGGeWGMnsK7aT4BeH/jxpNpNr0UrtpsvnRiFtitnGVYdwcD344I5yUVOMxFSOH9rF+9pqZ+xgm4paGhb+B7Y6xZkXF7Da6SjBLKB1itplZcAOoXonVQCAD7cUnjv4caK99Z3jadZy3MCq0Us0KySRHO4YbqMHkYPXmiisY1ZqrGzCUm7plO9hmt59v2iQ8Aj0HsOaKKK7Iydjsi9D//2Q==>

So this isn't ideal. You can use a huge number of ordered groups and keep 
switching the group when sprites move. (I've found you have to then set 
groups for x placement as well, otherwise two sprites with equal x 
placement will randomly decide which one is in front every frame. For a big 
world, this is definitely a huge number of groups.) Or you can set 
collision boxes and game rules so no two sprites ever overlap. 


The ideal solution would be to enable depth buffering, draw a bunch of 
sprites to a buffer (against a transparent background), disable depth 
testing, draw your backgrounds to a second buffer, then draw the first 
buffer into the second. But I have no idea how to do this. Any advice 
appreciated!

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