• 抛出问题:

我在CPP文件中,打算输出一行阿拉伯字符:

aaarticlea/png;base64,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" alt="" />

当试图运行时,会弹出以下提示:

aaarticlea/png;base64,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" alt="" width="610" height="216" />

即便点击“是”,运行之后也是显示不出来的:

aaarticlea/png;base64,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" alt="" />

为什么会出现这种情况?我们先拿txt文件做个解释:

如果你在txt文件中输入阿拉伯文

aaarticlea/png;base64,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" alt="" />

另存为ANSI格式后,再打开是这样的:

aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAARIAAABaCAIAAAD7KU7BAAAgAElEQVR4nO2dV1xbV77vVx7uw325D/dhcubc48SA7cSOY4MNuNCrDS7YBnXUEE0STRJNQiAkVBFIgKgC0buoNtVUx3biidvYKU7shDi9nNTJmcycuTOT+7D23toqgOxk7jnz+ez/5/fhs/fa7a+11tf/1fY2+B//83/979/8tlKt+/DTz530CX73C09CD33yOdRHn37xJPpy8/QvP/r0y48++9KxvenJrtrEVU/65IsPP8FtuOnxJ5+76uPPPsDrI0QbDn2K1/sfbqZP3oN67KRHjz959Phjhz5A9NCDPnp3w6F3Nj565330L6IP0b8fPnj/wwfvffjgvccP3nv89nuP334E9cHbjz54C9NDJ73ppA1E76J/3914892NN7zS+2+8u/HGO1DvQ93/b62N++9s3H93477bb7n/7gZy9J0NoNEbX/ndHX1Tt7DMACUoMwhkm6laIKsWllULy6pz5NU5ZdW58uo8eU1eRU2+orZAYRJVmkWVZomyTqKsK6yqL6yqL1I3FFYhKlIjcqRAqRsKURWpG4rUliK1pRAnidoiqWrAJFahqmoQVzWIVfUOKeswidxUUGmGyldgMuFkzqsw5VWYcitMORU1QnmNoMzIl1VnSQ1ZUkNmqT6jRMcr0qYVabiFao64ii2uYhUomQXK1LxKRp6Ckaeg5VbQciuoOeXUnHKKsJwslJOF8hRBGUkgJwnKUrJlydmyC1nSC1nS85ml5zJKktJLkjJKzqaXnOEVn+YVnU4rOpVWmMgtTOBIErmFCdzCBI7kJEdygiM5wZbEs8VxbEkcSxzLFMemFkQx8qPoeZG03HBqTihZGEoWhlKEoZScMIowlJITSskJpeSGUXKPk3OOpwiOXMgOOpcZeDbj8BlewGme/ynuwUTugUTOgQTOyyfZ+0+yXzrBgn/3xbP2xTP3xjFfhIplvhCT+kIMY09M6p5oxgsxjD0xjN3RdKhdUbRdUTS/SJpfBM0vguoXQfUNp/qGU30jqD4RFJ8Iim84xTec6hNG8Qmj+IRTfMIpO8MpO8Moz4eSoXaGkp8Pc+i5MPLzYRScyM+Fkp8LIz/nlOik50LJz6F3c1XY1vJwt53hVEQRNIfCaY70cOrOcCron5jDgNkWGwcwcmOu3JhXbiyoqBEpTGKlWaKqg0iUaCylukapvklmaC4zNJcZWsoMLWXVLXJUSIoBl+KqVrxkhhZvJDU0YyrVe1CJrgmqWIupEVVTsbapSNNYpGks1FgKNRZJVYNIVV+grMuvNOdWmHLKawRlxmxZdZbUkF6s4xVruYVqjqSKJVIxRarU/EpGfiUdZYYiRJghYcDwHcyczyw9l4Eyk15yNt0BzCluYSJXksCRJHDEJ9nik2zxCTYERhLHlsSjG7FMcXRqQRQjP5KWG07NDaMIw8jCEJIAgYeMABNGyQul5IVQco+lCI9cyA5Myjx8NuPQGV7AqbSDiVwEmBOs/SdYL8Uz8cDsjWNhwOyBimZAuQIT4QqMTzjFJwIhxDec4hNGhszshILYQFpwlfu5UBKs/c8h5OBAcqRTPMHjQsimdLle5TE9nOKCh7NQtMIoQFim9xIblBljbnkNAkylSaKsQ1DRNkr1zfLqloqatspaq9LUrjLbVGZbVb1N3dCpQaWuR+RIcVZVQ2dVQ6e6oQuqqr4TLxVedTZVXSeUss6mrLMp6zqUdR1Ks6sqTYgUDrXj1KEwdVTUtlfUtpfXWstrrWXGVll1q9TQUqpvLtY2SdQNYlVDgbIuT2ESymv4supMqT69RMst1HAkapaoilmgoucpaLkKWk4FTVhOFZaTBXKoFH5ZCr8MCzIQGMjM2fTiM7yi0zwkwiSitJxgiU6wxPFs0QmWKJ4ljmOJ4xBgCuPYkliWJIYpimIURNLzImi54ZTcULIwhMQPIQlCSA5sQql5oZS8UGp+CDnvWIrwyAV+YFLmoTPp/qd5CDMJnP1onPEIzIuxqS/Epr4Qw3gBAhNFRxRN3xQYHDM7w8g+YWSfMPJOjJlQ8s4w8s4wj8yg2ISSnwsjOQlLd5anwOIBg+exp3uB087NsHE7EwicsdmCmRx5dW65MU9uzK+oESlqxUpzUVV9icYi1TfJDC3lxrZKU7uqrkPT0KmzdOsaewzNvdUtfTWt/SbrAFRtGyq466aatoGatoEaK9Qgsts2UNM2YGwdMLbh1NpvbB2Aqm7td6jFVYaWPih9M6ZenPp0Tb26pl5dc6+uqUfX1KNt7FFbuqrqO1V1nQpTR0VNu7y6DfIjrmooUNblKmoFcmOW1MAr1nELtWyxiilSMgoq6fmVtNwKilBOEcjJaJBxbpUhzCDApBWdTis6hQKTwJFAZuJZBfFMUSyzII4limOK4liiWKYolimGzMSyC2OY4ihGQQQtL4yaE0rOCSEJj6fwjyVnH0/hH08RHCflHCfnHCfnhJDzQih5x8l5R5IFQeezDydlBpzh+Z9KO5CY9vJJjhswaJMM0hILG2ZokyyKvjuKviuStivSQ5MMASbcAcxOBBiyA5hQ8k58GEGrO8oMxIPkkAObTclxQsgZGy9rvys27hduciYQlOkFZQYBxownbGCcgcygQcZcrG4o1TWWGZrLjW2Vte2qOpvW0mVo7jG29NVaB0ztg/W2YUvXaGP3aFO3vRGnpm67S0pjt72xe9RtdxRLtHTZLV12S7fd0m23dI1aukaRlC57Q9coVH2nR41gqoOyDeM0Yu4YNncMmzuGoEztQ+b2oVrrUE3boKG5X9fYq7H0KOtsClNHmbGtVN9cpLWIVPV5CpNAXpMlNcDWGktclSpS0fIUVGEFRVhBFshJAnlKdtmFLNmFLNn5TBhkSs9llJ7lFZ/FujHcwkSuJJErge0xlBlRHLMgNrUgJjU/hpEfk5ofk1oQkyqKYYpimOIYliSaKY5iiCJo+WHUvDAKwszR5OyjF7KPJmcfTeYfTRYcIwmPkYTHUnKOkXKOpuQEXeAHJmUFnMmAzOxP4Lx0gr0vnr0vnoWFF6QPA8MLHphtm2ThFKzrggSTMPLzYY7Agsm56UXaWjtCSDtCXBK9xQZX7137JDgMPLfr8I3JLQCD2CDkuDOjsFjh3xy5UWGxFlTUKCzWQlWdwmKV6pvk1S0VNValuUPT0KVv6qlp7cdoae4Za+2bsA5MdgxNQ9lw6thag0677YOo8NuD01a8BjBN4TQJ1TYw2TYw2drvWS19Ey39Ey1wo2+iuXeisWfM0mWvt43Wtg8Z2wb0zb0aS7eyzlZea5VWtxZpGwtUdbkKExJzSnQsiZopVtHzK2m5CqqwnMQvI/ERYDBmzqaXQGDO8IpOpxUmciSJXEkiR3ISdvpZ4nimKJ4pik0tiGXkR9Pzoum5UbS8KHpeND0/kp4fRc+PSi2IYogiGQWRtPwwam4oOec4WXAsmX80OfvI+azgc1nB57OCL2QFX8g+kpx95AI/6AI/+AI/EIkzGQdPpb2cyH05gfPSSQ6MMy/GOzr9e7YGBgaZyE2ACaNgtDyPMRNKcgDzVMzsCCE992TkOGPjsU/v3i96gh4RHhuZXiDTu0cYy7Xfx18g3/j067ik5NXHX8YlJU8/+jQuKbn/rQ/jkpJrbrxVe+339cYildmmtXRXN/earAMIML3jbQOTHUPTXSOXeuyzvWNz/RPzmPrcNT6Har5vHL871zc+14tovnd8vtdpd85dPWOu6rZjmu22z3TbZ7prMgC7sWt0pmt0pnN0pnME/Tsy0zkyYxu5ZBu51DF00Tow3dI30dg9Vt85Ymofqm7t1zb1KOs7y2utUkMLjDk5ChNfXpNRqk8r0rIkVYwCJS1PQRaWkwTyZCzOZJaeTS85m+5omJ3iFiZyCiEwCRxJAkdygi2OZ4rimAVxqQWxqfkx9LwoWm4kNSeSmhNJzY2g5oRTc8KpuRHUvHAkyOSGkITHUvhHk/lHLmQFn8sKOpcRmJQRmJQReC7jcFJGYFJm4LnMQ0mZh5MyA85mHDzNO3Aq7UAid/9Jzksn2fvi2XvRhtkLsal7YlP3bEtLJNU3guobgWuPYcDgWl87HcCQnPr93tHigRmvyXFgg2PGZxtsKHjYng4bJ3LyK03Ga/ff+/bHB1//8Psvv/vdZ99c+fjfFz74YvLRpwNvf2i7v6G+csd49W69mqu1dBtb+kzWwXrbSFO3vbV/wjo4ZRu+2GOf6R2f659cGJxcGJpe3EyD04uDU15pYGpxwLG9AHcHutRHQtRNU4sDUy2pwN3CimwLWq6HA86WqR6f7x2b7xmb67HP9djnuqzKQJCuGJpu7Z9s6h1v6Bo1dQxXt/ZrG3tgzCk1tBRqLPlKs6C8JlNWnVai5WDYCMpJfPmFLOm5TOm5jNKk9NKz6SUYMEhPhi1OYIsTOJIEtuQkHFxmieOYotjUgmh6XhQtN4IiDKcIw8nCMLIwjCwMJTtGyULICDBHz2djwBw+m374TPqhM7yAM7yAMzz/Mzz/02n+p3kHT6UdPJV24BR3fwJn/0n2vhMIMC/iOjC7vQQmgoIo3BFe8EHGQ4TZihkPFGHAbM7M5tiEbY2Nt90bb7TTGRsHOdKG7rqrdx9+88NbX/1w5/NvX/3k69UPv5x9/7Pxhx/3vf3Y+vv3K1du2m49qFdzDc09tW39de1Dls7R5t5x68AkZKZvfH5gcmFoenHk4pJ9ZsU+s2KfWcZr1EWXlvAauejQ8JYy8ADgtXk61MYC4SU9S0PTl/EarMsGaS14GgenFvsn8Vro7VAFgQzlyEz70HRr/6Sle6zONmJsG9A191ZZuhTmDthUE6kbcipM/DJjeqmeU6hhilTUvEqSsDyFX3Y+U3ouUwonZM7wih1df7YkAe3JnGRLEjiFJ9mF8SxJPEscmyqKYRRE0fIiKDnhZGEoiR+aIghJ4R9P5h9PzoY9frRJlh18PjMI0nKWd+gML+BMWsDptIOnuP6nuAdPcQ+eSjuQwH05kbM/gbM/gf3SCVdgYIR5GmCcOzCOVplLeMF6/B7qvbPQrv+OUNKO7WPR5o00FJud22Hjridlxh0bBB7V4GzL+q0bGx9fff+j1YeP597emHzj0dDdd7puv9184w3j1buiiaXh22/Vq7nGlr7atsF623BTj721f6J9aLpr9FKPfbZ/cmFwanHk4pJ9dmV8bnV8dnV8bnV8QH8cRJT1r47NIrIjWoFqV0aCUG07gtmKfWYFh9aKM2krqKxsECHtW8GlIOksEFHauzxyaXmkV3t0s0jDaxuELG1jR9NrBg0t/VUN3QpzR5mxrVjXJFFb8irN2fKajFI9p0jDKFDR8irJgvIL2WWwM3OGV4IFmQS2BO33i0+wxCfYkpNsyQm25AS78ARbEssUxaaKoun5kbS8cIowlMQ/npx9PDn72PmsoxeyjpzPPHI+88j5rODzmUHnMhBgzvAOnU7zP809mMiBE5cHEjkvJ7DR6UtkoGxvPBMCg9CCArMrmr4LB4xfJM0vkg6Z8Y2gOQETvjkwSHvMAzObxAoPwDgmZxA9GTAuQwKeOjbUrbHxnhx0tIDqCRupXjN/vX3lxv2vvr/9xbevffbN+kdfzn/w+eSjTwYffGh744P6248kl175/Rff1Ku5xtZ+U/tgQ+dIc+8YDDXdaKgZvnh5dGZ5fHZ1Yn4N0aA+BESWDayNz+M0t4qpQxkJQnXtsw6uXABz2cZvjM2ujs2t2WfXxmbXxmbX7LPtbBAh618dnVkZ7dMdC9W1XVoeubQ80sAH6W0jl5ZGLi0P12djkWroIhaXhouPAwAAYDd2DF+0Dk419403dI3Wtg/pW/rVlu7Kug55jbVE1ySuasirrBPIa9JL9ZxCNRxMI/Hl57JkSRklZ3klp3BB5iTa6Y9PFcUzRfFMcTxLfIItiWdJ4lgSJNTQ8yMoOWEk4fHk7GMXso6ezzxyLjM4KSM4KSMoKT0QjS2HzqQFnE7zP4UBw345gb3/JGv/SdZLJ5jOY8qpL2JDydH0PQgkmPDhheYXSfNFx5d9Iqg+aE/GvT3mAoyHCLMtM6HbTMu4A+Nh+t8pBa3cLtP8HoahITzUnWH43Sdgxg0bqV4g1fOleu36nY6Fa1fe+2j53cdzb29MvPFo+O673bcfNN9403z9ftX67ezB2Q++/Lpeza1p7a/rGGrsHm3pG7cOTHaOXOxpVx5B/4nmNK6Mz69NLqxPLqxPNgufcXQ6DOaqKAAi5QNrE/NrpsxnABBwMx3Hj6vGndHyqA6k2xKm75hft6ki3UJEZNnA2tjcuCx08ygSqmu7tDJyaRnf6kstVweDTBoHUAwX2wanm3vHG7rste1DhtYBTWOPos5WZmwr1jaJ1Q25FSY+go0mtUBJFlZc4Jedy5SeSSs+nVaUyEWAOcEUxacWxKXCTn9BbGp+bGpBbKoojimJY4pjU0XRjIIoWn4ENTecLAxJ4R+7kHXkXEbwuYygsxmBZ9MDzyCx5dBpbsAprv8pzsFE9oEE9oGTLGSmHwGGuS8+dW9c6otxjBdjGZ6AoaGi74r0AIwvIqpvBBVdFOPaHvMKmO2YQZtk20zIPOcRDFd5N2mzrbzChuqGDcqMoNyou3K3deGV1z//5von/7764ZdzG59PPvxk8MGHnW9sNN19X/vamyVz1/7297/Xq7m11oE623Bjt72lb7x9cKprtLfweIZuanFoeslaGQGAwDS/PrV4ZWrxyuTilcnB6hAQKR+8MrlwZXJh3Zz1DMi0TQ4aQkCkfGB9Yn7dVhUFwgw2LDrhyMFvo1ofn18fbxKCMINt4YqtKhJkdU4sXEHVyQWRZQPrY3NrY3NrdqxB2CgAGVakIderOxqqRaLQxeWRi8utinDAaxvsUgeDrKqxRipIrxicbu6baOiyw/E0taW7ss5WZmwr0jaKVPW5FaYsmZFXomdL1PSCSkpuxflsaVJ6yem0Yjghc4IpimeKEGAY+TH0/GhaXjQ9L4aeH8MoiGEURDNEUbT8SGpeBCU3jJQTkiI4lpwNg0zQ2QwUGF7AKa5/IgSGcyCR/TIaWyAte+OYe+NTX3QAw3ghhr4nhu4ODOy0IDMwkVQ8Nr64Lo0PHGJG2jAILThgSE/WHsPp+VDsZPzCGVQemXGrtdtUdPfJfo+XPwk5Lpc7YcOX6vlSfWF9d83qrYbZK4vvfHDxrffH7j8cvPtO5623m2+8ab52T/PKHdnc9bKLa9/+8AMOm9HW/vH2wemu0Uu943M6HhY3BOaFdYSZxSuTQxg265ML65MLtrRnAACA27Q+MY9ho0exWUfxGJeHY2FK3+FCDoLNuhs2V8bn18fm1moyt+u2gIjSHpSZEE3LxaXBbnUwyKwam+1oVRwGPFnfREPXaI110NDSr7Z0K8wdsurWQm1jvrJOWF6bJavmFmtZ4ipqnoIkKD+XUXqGVwz7/fEsJMjE0PNi6HnRuGHlSGpuJC0vipoXScuLoOSGk3NCScKQZMGx89lHzmUG4SIMAkwi52AC58BJ9ssn8MCk7o1L3QtbYnGMF2IZLyDAeIgwWBffL4LiF4FuOwEDezU03wiabzh1J7rscmcYBUcLlMdp/k05wcsTMx6jh9N0JDZ96RPhEEzcND6EU58Pp7qsr/Ei7Hjo7eCbZ07Y8KUOlQ1eMi9eN19au/LJV5cff3Hpvc/sDz/uf/txx/0PLHceGW6+o1i93fTaGz///HO9mlvT1o9Gm4n2wanO6nQAwBH54ODU5VEL/xkgMC2sTy5cQQQDy+D6xALUBOSB27QOY4utKtIBxpzHFtqqa1MNYgMbaRCb+SsT81fG59fHBwzHgLAGBpmZldGZlZGZlRGLAKRbRy4tj1xaHu7RHA3RtF5cGppe0vMAANn66cuD05f7O6uCQaZydKZ96GKrLg2AY1mmkZq2QV1zr6q+s8LUXmpokWgseUozX16TUWpgF2pSC5TUnIrzWbKz6SWJ3MKTbFE8SxSXWhBLR+Zhoqi5kZScCAocUxaEk3PCyMJwck4YSRhKEhxP5h9P5h89n3UkKTPwbHogPsJAYBLYL8Nll+7AxCLA7Imh745BaPEIjG8ExS+CgsxXRlB8I6hOwCCjAnSfCKpPBGTGaab/6SKMKzMheGaQ4IBWcaSWu/5LH05FUImk+0TSfSPpvpF0n0j69uS4jYB53WZzHjNwOwG4MMOX6ivnrpkurVVPr02++d7ovYd9dx6033qr6cYbtdfuaa7cKVu+JZlc7blxD0YbY2u/uWMIznJaB6ZM0lBwTGmZWBiYWjSkPwMAv3Z+DTa9OubXxwf1x3FDArWZz4CMjrEm4TMgUta/OjbrGBKwe9aKHWXAqdEVqq9RRR4LiwSZHWiTbM0+u2ZvFIBQnXXGytoi0oSom6YWm8rDQYi6yePkD8NkUbEBOJpmgPM2nWXGthJds6iqIafClC0z8or1bHEVLVeRIihLyig5lVZ4ki05wSyIS82PpedF03KjaDkRFCEcVg4jCUJJ/NAUfkgKPyRFEJLMP57MP3YhGwITnJQRiA6RBSRy/RM5/gmcgwlsGGRwwDAdwMQgtOyOoe+Opm0BjC+2jD+c4gN34TKZCGQYzRfXt/EJpzq30H5Zk8y1z4Nnxnngy71xFU71Caf5REBaGL5RqCIZDnJ+fWy2EcADA7s3ytXb+oklzdTa3MZnEw8/GXrwUdebj1t+/5759kPd794pv/Zmydz1m598BaMNNpLW1DvW1j/ZMVRPQxtoR0PCAeDXzK3aVJEgTN8+tzo2O1YWhnTEZRnPACAwzq7aZ1eNGc8AwDfCIS8AAADHKkddJ3ZmlkdnlmGUGJlB/o7OLI9a+AAAkNFuVUaAjPbRmVWokZmVNkUESG8bvrg0PL00NL00OL00OIXM2wxMLQ5MLg50qo8cr2qcXOifXMCtWpjv6VAFgQzF4HRr/2Rjz1i9bbTGOqhv6VNbuhSmDpmhtUjbmK+sE8hrMqQGTqGGnldJFpafz5Ke5hUlciQnWaI4Rl4MPTcaAUYYRhaEkQRhKYKQFH5ISvaxC9nHzmcdPZ919FzmkfMILSgwvEOn0vwTuf4JXKRVhlvev88NmD0xMLbQnHv8rsAgy/hx8g2n+oRDZvDA0GEjDWLjsvLS+x7/psygocYx6oXEEIZvFMMHiyHOCPlE0Hwj6b5RDL+oVJwYvriA41WH/lcixyeCBlyYESrN6rXbhollw6V12Kvpvv2g7fW3Gl69b7x2T3vlTvnqTcHQ3LuffQmjjaG5t9Y6YLYNWbpHm/vGrYNTnSOXeuyzfRPzA1OXhy4ujcws22edZlRGZtB6j/TFt5nQxOQ8cQmHjJf0PHBUMTJ8cWm4R+M2ORNe3HUZrifon1zUpiGpwfLBPtxqHcdiHPtst3222z7b2VYZCHjlA1PNveP1cIlA2wBcloaFmlyFOVNWnVasZYpU1NyK5GxZUkbJaW7hSZYoPjU/hp4bRc2JpAjDyYIwEj8shR+SzA9Jzj52IevYhcwj5zOOJGUEJ2UEJ6XDgbJDp7FuDAcBxvl9mH1xzH1xqXtjU1+MZbwYw3ghhv4C7PFH0ZwnK6l4YNA3w8g7w8nIihhsST8kB7bTouiweeaHYgNbaI5VZJsA49QA84aZEBI2NbkTZcY3iuEXzfSLZvpFp8JI4uAnHM5a0n0jccxEp/pFp/pFpfpGMrzEZusW15My48AGG0YTNfSob7xteP0d8+2H9Xce1d1+VHf7oen2Q9OtdxvuPGq488h0893ihdd+/vlnGG10jd2Glr5a62B950hTL7a45lK3fbZ3Yr5/cnFgatFpkt4h1+Uz/VMLiCYxLTq2JxD1OW/gd/HqHV9AV7LN9ziWpc1222e77OiCtNEZG7oOzTZ8sQNq6KJ1cKq1f7KpZ7y+a9TUPlzd2q9r6lXVd1XUtpcaWiRqS26lObvMyCvWMcUqWm5FMl92LqP0FFeSwBLHIcwIEWYgMCkIMEfPZx45lxGUlB50Nj3obHrgad7hM2lYvx/2YQ6c5BxwAoa1L465N5YJgYHM7Ilm7InyMESGDy9OzDheF0PX8yNNNSTgIMxE0nwjqD4RsHG/xeSj5+6+ax/GQ/OMhIQaPDMxzF2xrN2x7F0xrF0xzvCgXRonbJ4k2niY3NzmXbQthY5GAL7UMYbGl+r5UgOmRxuPv/3hhy1Ur+Yq62waS7e+ubfGOmDuGGroGm3qHW8dmGwfmu4cvdRln+0dn+tzq9N9E446jV+X2eNpOWbPmKPGe6NOFAlkaebwJdvwJYhE+/B0+xC2bnrKOjjdNjDVNjDVCtU/2dI/0dI30dQz1tBlN9tGjG0D+uY+jaVbYe6QY3GmwpwN44y4iparIPHl5zNLT6cVJrDF8cz8GHpeFDUngiIII/FDU7JDUvjHk12A4WEdmEOn0AiTCIGBA2UIMxCYffHOs5YxDI9jyh4jzM5w9NUX3Op9BzbhFF+3dhocD3g+jPL8VnP2mzLjGRinGEXGevm+kQy/6NRdsaw9cZw9cZzdcexdsThyIhmOMQAPLTSGz5bYbLYg4GmxcRrEA/xNmMmW6tXK3Ho1dwuZqyXltVZlXYfa0qVr6qlu7auxDphtQw1do009Yy19E20Dk9bB6Y6hix1D8C+i9qFpTM7r/6dc1IZf9r/l+n/HWwBw/X/fRHPveFPveFPveGPvWGPvWGOP3dJtb4BCX9Gpc7yHM2K2DZs6hk0dQ8a2gerWfm1Tr7qhS2HukNfAtZuN+ZV1wnJTlrQ6rUibWqCi5ilS+PJzKDMnmAUwzoST+WGkbCzIHD2feeR8RjAeGEeEcQIGfTkZNsmYe2O9B4biCozTYmQSfvU+shYmjOyDxBwqXmgVJG+BzRPQ4rZ++Xk8NlEMv2jm7ljWnnjOnnjOnjj27ljWrlimn4McOoxIeGwgUb5oLNqJDnz9YmZomwkPjE8EzSeCDjwCky014MWXGfgyg1BenSM35lXUFlSaRQAG+R8AABLaSURBVCpzobq+RNcoNTTLa9oUpnZVXYfa0qlr7jG09NZY+2utA+aOofrOYUv3KHy9rLHb3tg91tg9hrxthrxzZrfAGuz5PTP0DTPbSJ0NbgzDbVjL0ZfMEJnah0ztQ7XtQ7XtQzXWQVQDNW0D1VCt/dWt/dibnjqopl5dU6+msUfT2K1p7FZbulX1XZVmW3mNVVbdWqpvkagtIlWDsNyULTOmF+vYEg09r5KSW5HCl51LL4HMxDHyY2i5kVRhOEkQmpKNdWPwrbLDZ3iB6GS/a4SB7bH41H3xzL1IHwYB5oVNgHHp8eOBQd5Gdsy0YONgJGzWElKE9HmQRTT4KYtN52SeGhj8mkscNmi0iefshtjE4LBB5dSlQXHycbwR4DTZ4vTdAoe2iiQ7XcHYWgg2eGbcpc+W6nHk1ORW1OQrakUqs0RdX6SxlOgaZYZmubG1otaqNLer6m3qhk5tY7euGXkvGnmN2eryVjMmz+8zu77M3NLn+hpzUw+60atr7NE29mgbezSNPZrGHrWlW23pVlu61JauqoZOVX2nsr5TVd+prOtU1nVWmm2VZluFqaPC1FFhaq8wWctrrfIaa5mxrcyIoFKkbSrUNBao6vMUZmF5bbbMyCvWcSQaJvJ2gPxCtuwsrziRIz7JEsUx8qNpuY6GWXLWsfNurTKkG4OtjnGf7HfMw7wYsz0wfsgkDBwiI/sgHZhNgAkhPR/i6Ls/j2HjeFXL9Y3lX48Z1zWXOx2NNLpfFGNXDHN3LGt3LAtpocUghPii5PhFp/pFM3fFMHdF46JQBB4bKh6eJ2mGPREtqCLpAANGIDPg+YGcQGbw5AjKqoVyY065MU9RU6A0FSjN4qr6QnVDsdYi1TdJ9c1lxlZ5TVtFrRV+3UJptqnqbI4vZiBfz+h0+3qGzfWLGWaPX8xwfCujora9vLa9vLZdbrTKjVZ5jVVe0yY3tiHfu6lulVW3lhpaSg0tpfrmUn0L/HhNsa6pWIv7Qo3aIlFbxMh3aurzlXX5yrpchUlYXssvM2ZJq9OL9WlFGraoKjVfSc2pIPHlF7JlZ9NLTqcVJbDFcAVAJDUnnMwPTeGHpmQdRyMM2irjHT6NW06W6AEYp4lLZFh5+ybZlsA404Iys8kiF6dZf4/DYi7MPHGEcf5QBqzWPhE0n0iEHL/oVNil8YtO9Y1moEIjDGQmhrUrhuUXzUTG0JwaaU+np2IGw8YBjMwhl2iTLdVnSfXZCDkGQVm1sNwoLDfmVNTkKWoLKk0ipVmsqpeo6ws1DcXaxmKtBX5dqVTfLDO0SA0tUseXmRwqxYT/LJO+qUTfhPs+k+OzTFh1L9RYCjWNhWqLpApWfewTavViVb1IVSdS1uUr6wqUdfmVdXmVdXmV5lyFKUdhzik35ZSbhPIaobyGD7/hJDNkyQyZUkOG1JBeos8o0acVa7iFGra4ilmgYkBaBPJkftn5TOnZ9JJTXNj7F8Uy8qNouRGUnHCyIDSFf/xC1vHkzKPnM4OT0oOS0gPPYqNkuG4MsgQT7fQ73oFhOJiJdgeG5tYkc6fFeSLfObzgtSMkZUdIynMhKU86CfOLmHF615/iGMyNROZkUNF9oui+UXRcnEmFzOyORZtwjoDzdNg8aZPMtYXmE0kHCDPwBbWyaii+zJAt89BUy0LDTrbMwC8z8MuqBfJqodwolBtzKmpyK2rzFKb8SlM+/Iof/KKfqk6MCH4BENkWKVGp6h2f/1OaC5RmkdKM+w6gy4f/alGZcitqc8prcypqhRW1wvIaSIJAbhTIjdll1dmy6mxZdaa0OrPUkFGqz4B/S/S8Yh2vWMct0nKLtByJmi1Rs8RVTLGKKVYxCuAHaBS0XAUlp4IskKdkl8HB5aT0kjO84kRu0Um25ARTHMvIj6HnRVJzwymCUJIgJCXreHLmsQuOIHP4TNphNMIcTMB1Y9A1yy5TMchkPzoP49YkQ1+ACafudGbGw8qX7YDB9JwLPJsgtD0tXgPzvEsLKgJbNeMuum8UEnBw2LB3OY8WbEvOL8BjE2YgNigz1YKy6otLV1ev31q5ftNJ11y17KyV6zdXrt/CtAr16u3VV2+vvnprDdN15+3rt9eu3167fgvTKm5j9fqt1Ws3V6/dXL12a/XaLXcfVq7dXL56c/nqzWVs4+rN5auvL72C6PKV30EtXrmBaWH9xsKVGwvrr82vvTa/9trc2mtza6/Orb06u3Z9dvX6zOq1mdVrMyvXLq1cu7R07eLS1YuXr05fvjp1+ZWpy1emkBWi63CF6NjsKjJ7e2l5+NLy8KXloYtLQxeXBi8uDU5fHpi6POD80mgfooW+ycXeiYXeiYXe8YWe8Xmo7rH57rE5vLrG5rrsDnXiNQo1C2XDNDJrG8HtOh2a2VKzTnK9djt5fKJDc5g67V5rbL4L0ULX2EL3+EL3+GL3+GL3+ELX2AI81Dk2793d5rG7deJl96jNbwI1Nt85Ng/wzBSWKZ/13f+s7/7fOOml3/g4yxfTfi/1LKKXn/V7Uh3wqH+B2uWVfrvr4G93/xL5/+seqACc/P91j/9v9/j/djeU6yUO7XGS801+Vb3grkOoPB71eKZD/8cbvYjX4a31by8GbqLD/4Y/uhfRjr2BO/YF7dgXtGNf8I6Xgne8FIzuBu3YG7hjr+PMzbRjb+COvUGOq/YF7dgLFejlHTzeE/CRtplx9fqtZ/1e/vvffyZEiNDWwrCphtj87e9//+vfCBEitJUAMnSGYvOX//u3n/78V0KECG0hgC0CWL1+61nf/X/+y1//8Me/ECJEaAuBbKkBzsasXL/5G9/9f/rzX7/7w39uqbc0QYA9tsnRMV6Q7i38LuBMb3fDX65pNuCNOu0e1dx1PW2UAxPf0gS5vF+Av/Yf416Q8bYj9zz45jkbx3j/eN+8K0dHxm5h/39cdSnr7YWW+68pBJtsFJsf//iXL77+aTtNMUGw8nUPhwZZSDqyMZwGWFMu59yoCgasqS++fkMZiMvzQIOSBQ5XveHF0900nHa46o0vvp5ieipM5jDqc6Dhxtc/ffH1G8pAvPNvKAPTBrf2DaQNfv3T4FO753j0T18Mpzl753i0p1/kmoGoez998fVPX7xuOOy4j+MXPaWfro65mvs9sbJ2F/RzkAVcSv9GVfDTF7Sbh8xhXIk7Cte16D36iS9otIZgubp9cQNkKlOmh9j84T/+8ulXf3RRZSDYxgIN177646c3DIfhxleTDLgxlAaYk053c5xzvzIQMIbwD7pfGRhcecP16dvpfiUTfShI63M+2scEjKE/9uF5CkxjuP4c9KqtfHtK9/BZd1hlYOAed00VDJiTn341ydgud5E8dLj3x0+H0gDAOXPDcBhgDj9dNuIzLbhSlXZYZWC4lN1X97esCW7ZOJQGnEoEy9Vf4iG+lJHta6rgw6r76CMc2QszpI/p9qwtCvqG4TBy/62cBMjaGRSbL7/+6c1H33jUnCyQ1OGc2ME+ILuFPwFQRmC6e6bCM1soAL3JreIA4H5D5A7eq4NN6oAXskmeChM+ooUSWLy0za228e3p3Hv0zZtL6gMB6jlHBo4gfm5xqyX1AbejOPdGSMBT1gF2yy/x89E3LRQ0x2DJwnL0cKtN8mdrP5fUB36RhyPO5ctueTRCAuyWJfUBgBXureIAfNG7XIKctlVBe+ekR2y+9awlzQHKKD6lhRJYvITtjpIAAJTRNx/dLg5A0zvYwOkS3KFHt4sDAKnD7REBmrnNHPAkWNIgQDP3aJQE2C2bez4nCzwgu+0RaRCgmdvWt6dy781H387JAtF/OG6/uaQ5AAAAbBIFFry3We2aqx7cGCUB9ISnzsYtjDK6/Tmu2fhtCwVgFWBOFuioDE+Vk2g+YPmGlThWXo6jc7JAWIJYLUU3tizoJc0BrFw2dxJAZrJl+uVrN3/ju/+rb/709vvfbaLbpQFBpavo7qrGP0CzgB5dkAf5U9n+1NG3VzX+1FHkHBsbYNvvf/f2+6NkwG5z3M2R4f7y224neKnbpQHwklEyCPIPcC1Kf/ntBXkQvmhLqYBsc3dpU99wP+Ep3BslU9nkAM3C+9+1UQFwunyUDACgjjq5BwAAQaWro2Rc3ro+2sYGrkcRn9Hf9RR+fvf2++4PxWcvLkU+6nLtgjzI86NXNf7ILt69p/HQLZeAv1xDBmwyFdkl21wLDk2BlRbb2LygEcOObuokgMxkSVFsvv3Tg43vN9Wa1j9Au7jx/YMNOxkEla45Dlnl2sU1rT/N7nR+JwfgUxyXf/9g405pACB3ujziTmmA02231SKam/40jn8AhxzAsW7YyTT7g06Ov/zOojzIX34HOxNuW2ku2cSxeuXbU7pH7rSTHZnm8s8z9sTvH2xgp8EHcayec/77B50c5wvdfXtiPx94dA+fP24Z7mJIdjllIy4n17T+Tvd5ag/Rqzo5/nIt2dk3fL4tyoPInfgUdGPrgnbyc1MnQZZUDwWx+fdv//TuB99vpS4O/BdRuu52aF3rT7OjJ7hZgPbyB3YK4LQj59+RBgBKl8tN8Cc8obo4gKaVukeb8jvwhHYa4oaUhn8u9sRtfXsa99rLtZc/sFMCtJc9XI6le9htp7k4gL/WTgFu7nVxgNMJT5GNLv5gWYG71bqWEhAEaHaXay+XB6H+uD76cnkQoNnh319U0Otaf88VCwBHbji8RV3CfhR2aMuCXtf6e5GNrth8/d2fHz7+YSuhVFC63A6ta/1pY64nO6WMUUCQbB1u35UdcrvJutYfcDq2dmBzl/zLx2SHOB2Pxyi0sYddHP/yu0vlQf7lY7JDAADgfyjIv/zuw8c/dLhFmw5vfHtq9x6PUQ5pl5BH4C/H0j3tYlm3rvU/pF1ycu+HpfIggNt9uK71x5fIU/vpuU6it4KebPLPIvp0Jz9RZ4L8D7knPp2H6FVdHFiasEDRp9+VHeLIyrF4GCQrx067KzvkRUHjHdvcSSdsnvXd/833//neRz96lI0OAACAPoHfDVDcc5zzij4APYqohwucU2x0QO2B2/fKDmHbm56/rWx06NIEFQSVvXKv7BDX9tEElT7xXg83QHFvRRGEeYhtYz4gvwgAcEi/4uYbzoLKXnlK99776Mf3PpqgHtKvwA2Xuoako6dh6fQJxAf6hLvbjtx29/Bps9G7rObaNrn5iiII883VT/hDnH7pL8hJwLWhdwhQ3ENLEPn5LnVyRREEsPNx125VCV/RB+AesZmTIFuqzyrVZ5Ui2Hz7w39ufPyji+SHAACA1uuavvHxj2uKIFj8ax//uHFVH8CYcDqhlwtcUq7qA+DJHnRPfihIftXjoe3Uyw1Q3Nv4+J78ELcTSZyAQQVze00RFKC414mbJaH1wtPQS7by7Ze4N0FDbot7liP9nhxBFH8I/xPQh27j3i/ys3PbySOsHHs9/6+OjuqxvZ+/oKBdS9yLp6AOO873Kie3chJAZvDYfPDJf/xDtV4ZDBgT7uldDBBQee8f/XQ3TdAAt2s73/7r3PMq6/65/Pzv7+G2Trpi890f/vL40z8SIkRoCyF9m8xS3fK115/1e/n7P/zlw89+IkSI0BYCWVJ9Zqk+E0Ybv5fnlm8RIkRoawHIDIbN94QRRth2hsfm9Wf9Xh6/9iDVshxWNk6IEKHNBDJL9Rmlugy0bzN79/NXN779mTDCCNvcQGapDgo20mbvfv5f7RJhhP13N9dGGoENYYRta8i8DToAfYDAhjDCtjWXkTQCG8II295AVqkBavnazX9xwwa/6OgfkU4YYf+MBrKkhiypZ2zcq/6vm04YYf+kBrKk1Y5os4vAhjDCtjeQJa3OklZnSj1jg6/ieAx+lXTCCPsnNZAlq86SGjxi43rqJtX910onjLB/FgOQmW2xIZghjDDMAGQmo1S/BTYEM4QRhjeQUaqHWr76OoENYYR5Yyg2JbotsCGMMMLwBuD/n7wFNpvNUf5a6YQR9k9nCDbpJbolAhvCCPPOQEapPr1EtwU2hBFGmIsByAyBDWGEeW8gvUTHK9byirUENoQR5qUByAyBDWGEeW8gvUTHK9HxiEYaYYR5bYBXrOOV6NKIaEMYYV4bjDba9BICG8II89YAZAbp2+w+SGBDGGHbGoDM8Eq0S1df/y2BDWGEeWEAMgOjDYENYYR5Y4BXouMV63jFOgIbwgjz0gBkhlesvUxgQxhh3hkyJJBWrCGwIYwwLw1AZtKKNZev/o7AhjDCvDHAK9amFWvSijSXXyGwIYwwrwykFWvTirRpRVoCG8II89JAWpGWW6jhFhLRhjDCvDXALdJALRLYEEaYdwa4RWpukYZdqF585XfE4hrCCPPGALdIzS6sYheqF68Q2BBGmFcGuIVqTqGaLa4isCGMMC8NsCVVbEkVS6wisCGMMC8NcCRVbLGKLVYtXrlBYEMYYd4Y4EjULHEVS1xFYEMYYV7a/wN7tJy1c0zZAgAAAABJRU5ErkJggg==" alt="" />

但如果你另存为utf-8编码格式,就能正确显示:

aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAARMAAABWCAIAAABjKeWEAAAgAElEQVR4nO2dZ1wbZ77vx5/PfXPf3Bf3xebsucexwSWx49hgAzamVxtcsCnqQg0EkmhCVBWEhCoChBAdiS6aqDbVVMd24o3bOs27duLYCYmTnNTN2eyevbvr++KZGY0aYLJ7zzl75v/5fZyZZ9pfzzNf/k+dQP/jf/4vtb6mf3xWINFjxZfo+WLPEkiqBZLqHGl1jtSQKzXkyQwFFTVCeV2hwihS1herGopVDaVqc5m2sVzXJNY3S/TNEn2LRN8iqW6RIoJT9JgUV7ViJda3bEXl+mZUZToPKtU2AZVoUDUiairRNBWrG4vVjUVqc5HaXKQyF1aZhEpTgaI+v9KYW1ErkNbwJYZscTW3TJdRqmUXq1lFKkZhVbpQSStQ0PIrKXlycm4FOUdGFMiIAhlBIE3jS9L40jS+JJUnSc0Wp2SLk7PKL3LLLmSWXcgsTcooTcooPZ9RcpZTfJZdfIZddIZVlMgSJTBFCczC04zC04zCUwzRKYYoniGKY4jikY1YemE0rSCKmh9Jzg0n5YYRBWEEQUgaP5QgCCUIQgk5ocTcMGJuGDEvlJgXQswNThUcT84OSOIeO5959BzH/wz7SCLrcALz9dOMQ6fSD51Kfy2e/tqp9IPx6Qfj6Qfi6Afi0l+No78aS38lhrYfKJoKtC+aArQ3irw3irwnAoi0J4LkG07yDSf5hBN9Iog+4USfcKJvONEnjOATRvQJI+4GCifuDifuDiXsDiXsQhVGeDk07eVQwsuhhJfDCC+HEXZhhEknvhxG3OUqx012hRHcjnqTlzPDibvDSd4Fnwb971/88o1f3RVIdFskB8HGkCurgZmprBMp6mFaNI3lumZpdUtFTVtlbbuirkNptCqN1iqTVdXQqUakMsFypDirqqGzqqFT1dAFVGXqxEqJVb1VWd8JpKi3KuqtinqLot6iMLqqsg6W3KEOjCzyOktFbUdFbYestl1W2y6taZMYWsXVreX6ljJdc7G6sUhlBhQBhLLFem65jlOiYRWpGYWqdGEVNb+Skisn58rJAhlZICPwpUCpPEkqTwKYSc4qB8wAbM5nlJzjFJ/lFJ9hFyWyihIRYE6lC0+lF8YzhKfShfHphXHphXEwM0VxDFFsuiiGLoyiFkRS8iLIueHE3FCCICSNF5LGD0lzkBNKygsl5oWS8kMIecGpguPJvIAk7tFzGX5nOTA2CcxDpxmHTjO8MfNqLO2VWNorMdRXADNRFFjRFK/MYLDZHUbwCSP4hBF2o9iEEnaHEXaHecQGISeU8HJYmpPQdGftcpFHGMKJu9Cnb4Go3d7IcT4NqlRpNY2dfGdyNsAmR1qdKzPkSQ35FTVCeW2hwlhcZSpVm8t1TWJ9i8zQVlnXoay3qBs6teZubWOPvrm3uqWvprW/rt0GVNuGCOy6qabNVtNmq2kHGoB322w1bTZDq83QhlFrv6HVBlTd2u9Qi6v0LX1AumZUvRj1aZt6tU292uZebVOPtqlH09ijaexRNXRVmboURqu8zlJR0yGpbi3TNRdrGgurGvIVxlx5LU9i4JbpOSVapkjFKFTShApqQSUlT07MkRH5UiISalBm0FBzIRNhhl18ll18BmEmgSkC2MSnF8TThbH0grh0YRxdGJcujKULY+mFAJtYRlEMvTCKWhBBzgsj5YQSckLSBCdTecEp2SdTeSdT+SfTck4Sck4SckIIeSHEvJOEvOMp/MCL2ceSuP7nOH5n2IcT2a+fZroxQ4eZAcDE0l6Joe6Poe6Poe6LhpnZG0neG0neE+mFmXAHM7thZggOZkIJu7HBBHnjEWwAIWkOOcjxCo8TRc7kbAUAD+S4X+jpNOj2/Q9yZHq+RMeX6PkoNp7IAdEGYIOEGmOJqqFM2yjRN8sMbZW1Hcp6q8bcpW/uMbT01bbb6joGTNYhc9dIY/dIU7e9EaOmbrtLSmO3vbF7xG13BE00d9nNXXZzt93cbTd3jZi7RuCULntD1wiQqdOjhlHVA1mHMBo2WoaMliGjZRCormPQ2DFY1zFY2z5oaLXpm/u1jb0qc7ei3iqv65AY2sp0zUVqs1Bpyq2o40sN3DIdp0TDLFKlF6oo+ZXkXDlJUEEQyAh8aWq2JDlLnJwlvsgFoabsQmbZeU7JeQ5SPWMVJbJEiSwRqJgh2Ajj6AWxtIIYWn4MNT+Glh9DK4ihCWPowhh6YUy6KJpeGEUVRpDzw0h5YUQYmxMp2SeSs0+kZJ9I4Z1I4QenCYLTBMGpOcFpOSdScwKTeQFJWf7nMgE2hxKYr51iHIxnHIxPR4MMiDNwkMEys2ndLJwI6mMoM4AQNLygcq6DpW2snSFpO0NcErdKDubVJ3snwXMFD1ur9AYY9HT9GV+s40t0KDzu2MjN7eDfHKlBbm4vqKiRm9uLlPVyc3u5rkla3VJR064wWtQNXbqmnprWfhSY5p7R1r7xdtuEZXAKyIqRZWMNOO12DCDCbg9MtWNlQzWJ0QRQm22izTbR2u9ZLX3jLf3jLWCjb7y5d7y5d6yxe9TcZa+3Dtd2DFa39uuae1XmLkW9VVrTXq5vKVKbC5Sm3IpavtTALa9mlWgYIhVNqKTkV5JzKgh8aRpPnJIlvsgtR7E5n1EKmDnHKT7LLkpkihJZokSm6DRTdJopOpVeGE8XxtOFsbSCWGp+NCUvmpIbRc6LouRFU/IjKflRlPwoWkEUVRhJLYgk54eRckMJOScJ/OAU3omU7OMXs4IuZAVdzApKzgpKzj6ekn08mReYzAtK5gXA0SbzyBn264ms1xOYr51mgmjzajzd0Z7ZmBkQaiK9MBNGRIHZhWITmuZgZlvY7AxJe/nF4HEmJ4LsEIqQexvpBVpHLuTAcmXGfP3X8cmEm599HZeUsvLky7iklKlHn8UlpfS//zQuKaXm5vu1139tMhQrjVaNubu6ubeu3QYz0zvWZpuwDE51DV/usc/0js72j8+h6nPX2Cyiub4x7O5s39hsL6y53rG5XqfdWXf1jLqq245qpts+DasmE2KYu0amO0emO4eRf4enO4enrcOXrcOXrUOXLYOX2myTzX3jjd2jps7h2o6B6tZ+dWO3wtQprWkvr24pVpsLlKYcuTFbUp1ZpmcVq9MLqygFlaScCoJAlpItAeRc4Jadzyg9n+GooZ1hFSUyiwAzCUxRAlN0ilEYTxfG0QviaAWxtPwYSl4UOTeSlBNJyokk5UaQcsJJOeGk3AhSXjgcanJD0gTBqbwTKbzjyVlBF7ICL2QGJGUGJGUGXMg8lpQZkMQNuMA9msQ9lsT1P5955Czn8Bn24UTWodPM104zDsYzDiA1tFdiaftjafs3BSaS5BtB8o3AVMxQZjDVsN0OZtKcugG2BowHbLYMj4McDDY+m5BDxPK2bXKc4MmvrDNcf+fDb3988PUPv/7yu199/s3VT/91/uMvJh59ZvvgqfWdx6qrdw3X7plULI2529DSV9c+YLION3XbW/vrCDsgov5Sj326d2y2f2J+YGJ+cGrBmwamFgYmtyTb5ILNsT1vQ1JsXarjIaqmyYX+iRYa5G5hxdZ5NcvDAWfjqkbnekZne+ywOtsrA6AM+cBUa/9EU++oqXOkrmNQ39qvaeyprLfKatvL9C0ilTlfYeTLarjianaJmlFYRS1QEHMqCHxZSjZcSUvKKDufUYoyA7dqGIUJjMIEpiiBITrNFJ1iiOLTC+PowlhaQTQlL4qcG0EUhBMF4QRBGEEQRhCEEhz9ZiEEmJkTF7NRZo6dzzh2LuPoOY7/OY7/OY7fOY7fWbbfWc6RM+wjZ9iHz7AOJTAPnWYcPAUz8yqmMbNvi8xEEGGFO4IMNtR4iDMbYeMBJJQZ79h4JydsY3K22tTZHjkOeMobuuuv3Xv4zQ/vf/XD3Wffvrn+9crTL2c++nzs4ad9Hzxp//VHlcu3rLcfmFQsfXNPbVt/fceguXOkuXes3WYk7YAohum+sTnbxPzg1MLwpUX79LJ9etk+vYTViIsuL2I1fMmhoc2k50AQp83ToTY6FF7afWVwyqGBySsD9VkQuwUFcmByoX8Cq/m+8fleizIQyqwcvtwxONXSN27uHjVahwxtNm1zb5W5S1bbUV7dUqxtElY15FTU8SQGTqmWWaSmFiiJufI0gQw0b85nlJ7jlJzjlDh6AhiiBKRVc5ohSmAWnWYUxaeL4tMLY2nCGGpBFDkvgpgTThCEpvFCU/khqbyTKbyTKdmgAwCpm2UHXeQGAmDOc46e4/ifY/ufZR85w/I7wzpyhnXkDPtwAuv1ROahBOahBMZrp1yZAXFmO8w4N2Yc1TOXIIN2AHh49Z2F9ATsDE3buXlE8l5bQ8jZvRk57nohbHZ7IQfmRzkw07J2++bjT6999MnKwyezHzyeePfR4L3fdN35oPnmu4Zr94Tji0N33jepWIaWvtq2AZN1qKnH3to/3jFoIu+AKIaZ/on5gcmF4UuL9pnlsdmVsZmVsdmVsdmVMZvuJBQh7l8ZnVkZnVmxw1pG1aGIhEI1HTBsyxi6lp1hW8aonQFFlPctOycuD0+3pUMRZb1Lw5eXhns1J7zFG07rwNSVgfrszeLSiQzDgLa5r6qhW260SAxtJdrmQlVDbqWRJ63JKNOmi9Q0oZKUI0/lyy5yy5MySs9xStFQk8AQId0AhafSC08xRKcZolMM0SlG0SmGKJYujKUJoyn5keS8cKIgNI13MiX7ZEp28MWsE8lZxy9yj1/kHr+YFXSRG3ghE2bmHOfoWbbfWdaRRObhRObhBObhRObrCYzX4b5muOvsQDwdMAMDgzCzN5qyF8PMnkjynkgKwMY3guzETLh3ZuCKmQdsvEQMD8w4Bm1gvRgzLj0Enho5pI3J2To8oPPAOznlOvXcjY7lm+989f2dL7596/Nv1j75cu7jZxOP1gcePLW++7HpziPR5Td+/cU3JhXL0Npf1zHQ0Dnc3DvabpuwDpkoOyBq7ZxtYn7o0pWR6aWxmZXxuVWHBnQnoUiJbXVsDtHsCqrRmRWLIhIK1XbMwGihAoy5bGM3RmdWRmdX7TOrozOrozOr9pkV+0yHg6g+7YlQTdvlpeHLS8MNPCijbfjy0tClxSFTNohXg5cWMaFpqPgkBEEQxDBbhi612Sabescauuw17YO6ln6Vubuy3iKpaSvRNhWqzHmVxmyJIaNMxywC5FQkZ0suZJUncUrPYELNaaQPIJ4mjKcL4+mF8emFpxii+HRRXLoIDjiU/AhiTlia4GRKdnBy1omL3OMXuEFJmUFJmYFJGQFIhDl6ju1/lu13BmWG8XoC49Dp9EOn0187RXfuaKa9ivYvR1P2w5ygwgYZ8p5Isi/S6ewTQfJBWjXuFTMXZjzEmU2xCd1kuMadGbfRG5cU5P1GIXHHBoYH8EPaHYbd3So2u8NJnsgp1/HLdbxynWbtrmX++tUPP1n67ZPZDx6Pv/to6N5vu+88aL75nvHGO1Vrd7IHZj7+8muTilXT2l9vGWzsHmnpG2u3TXQOmyg7IKpUif6BZzatTsyvwWoW7HA0QPR1VZEQFCm1rY7PrdZxd0AQn8V1HD+pHMPQ5U0WFnI369yaRRnpFigiJbZV+8yoONR7LAnVtgGKEOk4EE2mCoK4ZAZE1F9qG5hs6h0zddlrOwb1rf2qxm650Sqpbi3RNgmVDbnyOp60JqNUyxCpqPnKNEFFcrb4fEbZOXZxIgtm5hRdGE8riKOBPoCCWFp+LK0gliaMo4vi6IWxNGE0tSCKnB9Byg0nCEJSecHJWccvZAZdyAw8nxlwPiPgHBxhjp5l+Z9h+Z1hHklkHE5gHD6dDs8DgJmhH4ynHYijvRpHfTWW6okZMiLK3kgPzPjCIvlGkHzDST5hRB+3itmWmNkMG6RutslAzcse2XDV1gZzNtWWyCF5IgfBhi8zaK/ea51/4+1n39xY/9eVp1/OPn428XB94MHTzncfN937SPPWe6Wz1//y17+aVKzadlu9daix297SN9YxMNk10kDdAUFQlm5qcWR6yaKIhKBI2eDVyYWrEwtXJ+avTgxUh0CR0oGrgCVj1g6Ia50Y0IdAkVLb2vjcmrUqCgrTWZEYhcKD3Ua0BjTeJIDC9Nb5q9aqSCirc3z+KtDYnJUFRUpsq6Ozq3ZszdDMhzLbR6aXRy4vD/dq4Fh0aWn40tLQpcUWeTjEaRvoVgVB3KrRRiLEqRiYau4bb+gaqbMM6lv6VeZuudEirm4t1jQKlQ2CirossYFTok0XVVEKKgk5sgvcsvOc0jPsotOMwlN0YTxdCDNDzY+h5EeT86IpeTGU/BhqQQy1IJoqjCLnR5LyIoi5YWk5Ian84JRsEGoCz2cizHD8z7D8EgEzzMOJjNeRCAOAORBHPxBPe9XBDPWVGMr+GIo7M6ABA4/MRJKw5Phimjc+oN8ZrszAwGCYSXuxihlGu0LRk7EzaxB5xMb5xd38XXefCuDx8heBB3u5B3J45Tpeua7I1F2zcrth5urCbz6+9P5Ho+88HLj3m87bHzTffM94/b76jbvi2RuSS6vf/vADhpyR1v6xjoEpQA6tfmFwanFkenlstoO9A2K3XJ1YQASTg0SheSt7BwRBEKtpbXwOkBOJkLOGwWZMEo4GK53FBR6v5KyNzq6Ozq7WZG7WhIEiynoQbELULZcWbV2qIIirtM9YWuXHII64d8zUOVLTPqBr7lOZu+V1HeXVrUXqxnxFvaCiNrNczyrW0IRKUq48lSdNyiw9wy5KYBTGp8OhJoaSF0PJi8b0NUeSciPJeVGkvEhyXgQxN5yQE5omCEnhB1/MPn6BG4iJMzAzicwjCczDpxmvn8IyQzsQRzsAqmRx1Fdiqa/AzHiIM2iLf08EcU8Esu3EDGjhkH0jyL7hJHiOGTwJAAUGyOMkAK+oYOUJG48xxGmkEh3Z9IlwCCR6jRLhpF3hJJcJOFsIPh5aPmg9zQM5vHKHJAOXjQs3jJdXr65/deXJF5c//Nz+8NP+D55Y3vnYfPeR/tZv5Ct3mt569/nz5yYVq6atH4k54x0Dk53DDZQdENU4PzB5ZWR6aXS2g7UDYjVfnZgHWoPDy8Da+Pza+Pza+Ny4NByQA0cVQI4F1NA8VNVWPNTZADmAuqzO8bmr43NXAVSjNl0wxK+ZWbHDfQbLw9PLww18RzunR30iRN0ytTg4dUXHgSAoWzd1ZWDqSp+1KgjiKkamOwYvtWjYEBScVTdc3WbTNvUqTZ2y2o4yfXOhqiGv0siT1GSU6RgiFa1AQRDILnDLz3FKEpiiUwxhHK0glgKPz0SRciOJORFE0NHMDyfkhBEE4YScsDRBaBr/ZArvZArvxMWs40ncgPMZAdg4A5hJYLwOZme6MxMLM7M/hrIvBgbGIzO+EcQ9EUR4KDOC6BtBcmIG7iSg+ESQfCIANk7zALYXZ1yxCcFiA4cI5C2HX3TXv/fhJJiWSIpPJMU3kuIbSfGJpGwOj8vb/wIVOecuBOejDnKw2PDKdZWz1+sur1ZPrU689+HI/Yd9dx903H6/6ea7tdfvq6/elSzdFk2s9Ny8D2KOobXfaBkEA6DttknrsImyA4JOVjVNLgxdXqrJ3AFB/Lp5UAfTW+ZWxzA9BKOzq7XcHVCmZbRJsAPpcEN7COwetAxvTC9j00cbBVCYrkYZGRwWCXEtoJ/APrNqn1kZMfOhUG3b5bb0DeJNiKppcqFJFg6FqBonPQ0KUerMSgYEnWDr+zWNPZVGq8TQVqxtKlCaciqMcFVNqCTlghZOSSKr6HR6YTw9P5aSF03OjSLnRBAFoK85LI0fmsYLTeWFpPJCUvkhKbyTKbzg5GzATFBSZgDSaeafyPJLZPolMI8kMECowTBDdzATAwOzL4ayL5q8ATO+EUTfcCI6ndk3gugL5tFEwB1rvph2jk84ybmq9vPqZq7tHyw2zl1h7rWscJJPONknAgBD9Y1CFEl1wPO3J2cjweRgmQFNHcXKHd34onpydfbx5+MP1wcffNL13pOWX39ovPNQ+6vfyK6/Vzp749b6VyDmoH1rTb2jbf0TFtAr7WjpR4j7V8ZmV63KSCgM9JiNisPgdrk4cwcE8Q0zKyPTy4bMHRDEM0wvj/RpgiEIgqDgyhHXMZ/ppWHQOTYN/wunm/kQBEGZHe2KCCizY2R6ZWR6ZXh6efjyUqs8AuK0DU0tDk4tDkwtDkxeGZi8YqvPgtgttokF28RCf2fV8ZNVjRPzmDkNc71jcz0WJToS2tg9Wm8drmkf0DX3VjV0VdR2lOtbitSNeZVGnrQms0zHFKkoeZVpAmlSZulZdnEiUxRPy4+l5kbDzAjCCPywNH5YKj8klReSmh2cnB18MevExawTF7jHL8LAIMxwjp5h+yWy/BJYcPUMsxbgoBsz+2NAhCE7dwC4MgPP+cfIN5zkEw6wwTJDAbU1QI7LBM2tdwB4xQYJOI5+MDiSUH2jqD5oJHGmyCeC7BtJ8Y2i7omiYUT1xYSdLbXv/0bwQE/Xn7ljI1AYVat39ONL+stroIXTfedB29vvN7z5juH6fc3Vu7KVW/zB2d9+/iWIOfrm3tp2m9E6aO4eae4bax+Y7By+3GOf6Rufs01eGby0ODy9ZJ9xGWZBXn2gLYx1AmEHNAenQD/y4uClRT0HOiEfHrq0ONijdhu0CS/pWrAhY50aNpwaJLGhU3gcs3XsM932mW77TJd9xtomD4A4MttEU++YqWukzjKkb+lTm9GRnCZhVYOgoo4rrmYVqWlCBSlHlpxVnpRRmsgUnaYLY6l50eScSKIgnMAPS+OFpfJCUnghKdnByVnBydzjFzOPJ2UGJWUGJWWArrOjZ9EmDRNmxnn9zME4+sE42oFY2qux1FdjqK/EUF4BHQBRZOdxTBKWGbhbOZywO5wAT5lB5/8DeECFLYoC6ml7EHJAVc0x08wLM041sa1gE5KGjlruRrDxjaLuiabviabviaaBeOJAKBwMaFJ8IzHYRNP2RNP2RNF8I6lbJGeDqteLyieC7EQO2rEmbOhR3fxA//ZvjHcemu4+qr/zqP7Ow7o7D+tu/7bh7qOGu4/qbv22ZP6t58+fg5ijbezWt/TVtg+YOoebeu2t/ePtA5PWocvd9pne8bn+iQXb5ILTEL5DrvNr+ifnYU2gWnBsj8Pqc97A7mLVOzaPzHab63FMXQNgTMOT1kamrY65apcsQIOXOgan2mwTLX0TjT3wvJvq1n4N0sIp1TUXqhpy5cYscTW7REMXKog5spRscVJGyRmm6BSCTRRJEE7gw8ykwsycuMg9fiEzMCkj8HxG4PmMgLOcY+fYaDcAaM8cPs087MRM+sE4+oFYOmAGYLM/mro/ykOnGTbIOGHjWGGGTP6H62xw2IGxiST7RpB8IkBFf4NxSc+tf9f2jId6WhoccLDYxND3xqbvi2XsjUnfG+PMD9K8cSLnRWKOh3HPTZavbagIshM5fKd2jh7Vo8dPvv3hhw1kUrEU9Va1uVvX3FvTbjNaBhu6Rpp6x1ptEx2DU50jl7vsM71js31ur3XfuOO1xk7f7PE0a7Nn1PHSb0WdCBXwDM6hy9ahy4CKjqGpjkF0hvVk+8BUm22yzTbZCtQ/0dI/DmZMN/aMmrpGjJYhQ5tN19xX1dAlN1rE1W3wGE5FHVesZ5doaAVKck5FKk9yIbP0DEt0Ol0YR8uPBhPPCLzQ1OyQVN7JFBdmOGhj5ugZJM4kAmZA1xmMDWDmYLzzgGYM1WNHs8c4szscWSqDmervICec6OtWYQPdA7vCiLs2GtH3io1nZpwiFQFt9PtGUvdE0/bGpu+PY+6PY+6LY+yNxcATSXV0CXioqlF9NiTH23SB7ZLj6NNzra25YJNdrlMpck0q1gYyVotkte2KeovK3KVt6qlu7atptxmtgw1dI009oy194222ifaBKcvgJcsg+BdWx+AUKufFApMuasOuEdhwsYBjyQBYLNA33tw71tQ71tQ71tg72tg72thjN3fbG4CQJT31jnU7w0brUJ1lqM4yWNsxaGiz6Vv6NU09yoZOudEiqWkv1TaLVOb8ynqBrJZbpmcWqakFClKuPCVbnJRZeoZVlMAojKPmR5NzIoj8sLTsULhJk3XiIvf4xcwgLDOOOOPEDLKqGdTN6Adit84M0ZUZp2nLadip/vBkmTCCDxx5SFghbyFhA3JeABi3mc67sOREUfdE0/fFpu+PZ+6PZ+6PY+yLTd8bS9/jgIcC4hKWHACVLxKRdiNdYT8bG7I3YbvCYXL4XpjJLtdjxRPreWK9QFqdIzXkVdQWVBqFSmORylSqbSzXN0tr2uR1Hcp6i8rcqW3u0bf01rT317bbjJZBU+eQuXsErEhr7LY3do82do/CC9TgZWp2M3iJPS9NQxalWYfrrWBjCGyDFx1ZlwarDixK6xis7RisaR9AZKtps1UDtfZXt/aj60O1QE292qZedWOPurFb3ditMndXNXQr6jvldRZpTbu4uhVmRmESyGqzyqs5Jdp0YRUlv5KYI0vJKk/KKDnDEp2iC0FPWgSBH5rKC/VUPTt2jhOATAVwjTOgYhZPOxhPPwC3Z2BmXvHCjEsHAJYZeBmzYwQG7RlLQwc0AUhw+weeZYMdyvA6VrNtZrBTMzHkIDEnnrkPkBODIQeRU/MGIcrHsXzAaRDG6ZsHDm0UT3ZHuOKxgbAxB4uNu3TZ5ToMPDW5FTX58lqh0ihSmYrV5lJto1jfLDW0VtS2K4wdSpNV1dCpaezWNsMLquH1z+0uy6FReV4I7boKuqXPdf1zUw+y0atthFdBqxt71I09KnO3ytytMnepzF1VDZ1KU6fC1Kk0dSrqOxX1nZVGa6XRWlFnqaizVNR1VNSBbw+0SwxtEkO7uLoV0FKsaSqsaihQmHLldXxpLbx2ulBFLVCQc+VpfOlFbtk5dlECo/AUvSCGkhdFygkn8EJTeSEpWSfdq2dwkwadPuM+FUDvDLkAABHbSURBVMAxPvNqzObM7IEHZ0CnGcEHbsx4YSYkbVeIoym/CyXHsbrLdanz3w4b16mZux21NcqeKOreGPq+2PR9selwVS0GhsQXgWdPNG1PNH1vDH1vNCYWRWDJIWH5eZH62AsA40KOgxm+WI/dBagAbLDw8CXVAqkhR2bIk9cUKOoKFMbCKlORqqFEYy7XNZXrmiWGVmlNW0VtO/g4hsJoVdZbHR/cgD++0en28Q2r6wc3jB4/uOH41EZFbYestkNW2yE1tEsN7dKadmlNm9TQBn8xp7pVXN1apm8p07eU6ZrLdC3g8zcl2qYSjeMbNyKVWaQyF1Y1CJWmAoUpX1Gfr6jPqzTmVtTxpTU8sSGzTJ9RomWJ1OkFVdR8BVEgS+VJL3LLzmeUnmEVnaIXxlLzo8i5EUR+WBovNDX7ZDI3OJl7/AJaPeMcO4uZcpbogRmnMU24r3nzutmGzDgDg2DjZRaM05wAjx1lLti8cJxx/s4GeLN9Isg+kTA8e6JpoHmzJ5rmG01FhMQZgE1M+t6Y9D3RdLhXzam2tj1tBxsnchzMiB1yiTnZ5bqscl02DI+eL6kWyAwCmSGnoiZPXltQWSdUGAuVJpHKVKRuKNE0lmjM4BNNZbpmsb6lXN9S7vi8k0NlqLDfdtI1leqaMB95cnzbyfFVJ7W5SN1YpDKLqsDb3yCqahBVNRQqTYVKk1BZL1TU5yvqCxT1+ZX1eZX1eZXGXHldjtyYI6vLkdUJpDUCaQ1PYsgWV2eJ9VliPbdcn1muzyjVZZbqOCUadrGaIVKlC6toBQpKXiVRIEvjS5OzxRcyy85xShKZotPphXG0gmhKXiQJDHHyTiZnn0zhBidzg5IyApMyAs6j/WaYJg08UxPpA3CsmaE6sIl2Z4bsVjdzB8Z5mN85yGC1MyR1Z0jqyyGpLzo487OwcfpOABHt4QXwYCpmFJ8oim8UBRNtaACbfbFIXc4RdrZHzovVzdxEgcmBsQFr2iTVQDyxPlvsoc6WhQSfbLGeJ9HzJNV8abVAahBIDTkVNbkVtXnyuvzKuvxKY0GlsUBRL1TUFyjrC2GZCpUmdFuoQKQ0CRX1QAUKY4HCKFQYCyph5cvr8uV1+XJjXkVdXkVdbkUtorrcitocWW1ORa2golYgqwEw8KUGvtSQLanOFldni6u55dXcMn1mmS4T/Fuq45RoOSVaVrGGVaxhilQMkSq9sIpeqKQXKqkFCmpBJSVfTs6Tg0XRaTxJCk8CBmrOZ5SeZZckMItOpReCaTVR5NxwoiCMwA9JhZk5gfQEHDvHPobEmSMJmCYNMrvZZYgGngqAjM+41c2QBTPhpN3O2HiYGrMZM6heduHHC0WbA7NlZna5VKUi0Gk17qL4RsFhB0MOY69z58Gm8PwMQjxjA5ODwaaaL6m+tHht5cbt5Ru3nHTdVUvOWr5xa/nGbVQrQG/eWXnzzsqbt1dR3XDevnFn9cad1Ru3Ua1gNlZu3F65fmvl+q2V67dXrt9292H5+q2la7eWrt1aQjeu3Vq69vbiG7CuXP0V0MLVm6jm127OX705v/bW3Opbc6tvza6+Nbv65uzqmzOrN2ZWbkyvXJ9euT69fP3y8vXLS9cvLV67dOXapSvXJq+8MXnljcmFqxPzV8fn18bm1kbn1kbRuXCXl4YuLw1dXhq8tDh4aXHg0uLA1BXb5BWb81LTPljzfRMLvePzvePzvWPzPWNzQN2jc92js1h1jc522R3qxGoEaAbIimp4xjqM2XU6NL2hZpzkeu1m8vhEh2ZRddq3rNG5LljzXaPz3WPz3WML3WML3WPzXaPz4FDn6NzW7jaH3q0TK7tHeb8J0OgcUlvDYFMkUbzke+gl30O/cNJrv/Bxli+qQ1vUS7Bef2nPi+qwR/0T0N4t6Zd7j/xy38+R3z/vB/LHyO+f9/v9cr/fL/cBuV7i0H4nOd/kb6pX3HUUkcejHs906P9sRa9idWxj/curAV507F+wRw/A2nkgYOfBwJ0HA3ceDNr5WtDO14KQ3cCdBwJ2HnCc6U07DwTsPBDouOpg4M4DQAFbvIO7oKfrz9BGP19iWLlx+6U9r//1r89x4cK1gVzIqQbk/OWvf/3zX3DhwuVVDnJ4Yj0PIedP//cvP/3xz7hw4fIm6On6M+wUgZUbt1/yPfTHP/35d7//Ey5cuLzJQQ4YpVm+cesXvof+8Mc/f/e7f99Q76sDIcaol6OjnEDt+9hdiDm12Q1/vqYYEGfEafeE+p7raSNMkPi+OtBlJQL22r+Pe4GGO47c8+Cb52wc5fz9fdtaOToydgP7/+OqS1lvLqTc/2ZyIicbIefH3//pi69/2kyTdChI8baHQwPpcDq8McSG0iddzrlZFQSlT37x9buKAEy2B+gV6dCxqne38HQ3DbGPVb37xdeTdE/lSR9CfA7Q3/z6py++flcRgHX+XUUAe2Bj3yD2wNc/DWzbPcejf/piiO3snePRnn6RawYi7v30xdc/ffG2/pjjPo5ftE0/XR1zNfd7omXtLuDnQDrkUvo3q4K2X9BuHtKHMCXuKFzXovfoJ7agkTcEzdVNihtDTrkuW6wD5Pzu3/702Ve/d1FlALSJBeivf/X7z27qj4GNryaoYGOQDdEnnO7mOOedygCIOoh90DuVAUGVN12fvpneqaQjD4XYfc5H++gQdfD3fVikAthU15+DXLWRb9t0D5t1x5R6KuZx15VBEH3is68mqJvlLpyHDvd+/9kgG4IwztzUH4NQh7eXjdhMC6pUso8p9VSXsvvqnQ3fBLdsHGRDTiWC5urP8RBbyvD2dWXQMeU7yCMc2QsypI/u9qwNCvqm/hh8f69OouTosOR8+fVP7z36xqNmxQFpFudEC+Ow+Db2BIg4DNLd8xWc2UKEkJvcLvGH3G8I32HrsjDSLOBCRpqn8gSPaCEGlCxucqtNfNuee4++eW9RddhfNevIwGHYzw1utag67HYU495wGuQp6yBGy8/x89E3LUQkx0DJgnL0cCsv+bOxn4uqwz/Lw2Hn8mW0PBpOgxgti6rDEFq4t0v8sUXvcgl82kYFvQUnATk6T+R861mL6sPEEWxKCzGgZBHdHUmDIIg48t6jOyX+SLqFATldgjn06E6JP5RmcXuEv3rWmwOeBAob8lfPPhpJgxgt3j2fFQccFt/xSDXkr57d1Ldtuffeo29nxQHI34477y2qD0MQBDHSiKDst5rVrrnqwY2RNAg5YdvZuIERRzY/xzUbv20hQugLMCsOcLwM28pJJB/QfENLHC0vx9FZcQAoQfQtRTY2LOhF9WG0XLw4iSFHrMsW65au3/qF76GvvvnDBx9950V3yvwDy1aQ3RW1n796Hjk6Lw30IzH8SCMfrKj9SCPwOVYGhG5/9N0HH40QIEab426OPPeT3nE7YYu6U+YPLhkhQIF+/q6l6Se9My8NxJZuGQkiWN1d8uob5idsw70RAolB8FfPf/RdGwmCnC4fIUAQRBpxcg+CICiwbGWEgMlb10dbGZDrUdhn5Hdtw8/vPvjI/aHY7MWkSEdcrp2XBnp+9IraD97FurcdD91yCfKTqgkQg0CCdwlW14JDUsBLi254L2jY0KOenYSerj8DzGSLdVnlCDnf/uHB4++9alXj569ZePz9g8d2AhRYtuo41C7VLKxq/Mh2p/M7mRA2xXH59w8e3y3zhwidLo+4W+bvdNtNtYBkqB+Z6efPJPgz2x/bCWT7g06mn/TugjTQT3oXPRNst5NdcorZviXftukeodNOcGSayx9p9InfP3iMngYexGz3nPPfP+hkOl/o7tsL+/nAo3vY/HHLcBeDs8spGzE5uarxc7rPtj1Erupk+kk1BGffsPm2IA0kdGJTkI2NC9rJT89OwuRklcMC5Pzrt3/47cffb6QuJvi7WL7mdmhN40e2Iye4mb/mysd2IsTsgM+/W+4PEbtcboI94QXVxYTImnL3mCO7C07oIMNulJOxz0WfuKlv23GvQ6a58rGd6K+54uFyNN3DbgfZxQHstXYi5OZeFxNyOmEb2ejiD5oVmFutaYj+gRDZ7nLtFVkg4o/ro6/IAiGyHfz7swp6TePn+cWCIEduOLxFXEJ/FHpow4Je0/htlo3Q0/VnKDYoOV9/98eHT37YSAgYxC63Q2saP/Ko68lOKaNEKFC8BrbviY+63WRN4wcxLRs74N0lP9mo+CjT8mSUSB592MX0k91blAX6yUbFRyEIgvyOBvrJ7j188oPFLeZYtuLbtt17Mko8qlmEH4G9HE33tItm3ZrG76hm0cm9HxZlgRBm9+Gaxg9bItv20/NridwKeOLlLyPydCc/EWcC/Y66J27PQ+SqLiYoTVCgyNPviY8yxTI0KgaKZehp98RHt1DQWMe8OOmBnJd8D33z/b9/+MmPHmWlQBAEQZRx7K6//L7jnDd0/shRWD0syDnFSoFIPWD7vuQouu31/E1lpQCXxklQoOSN+5KjLOsn4yTK+Ic9LH/5/WV5IOohuo36AP8iCIKO6pbdfMNYoOSNbbr34Sc/fvjJOOmobhlsuLxucDpyGppOGYd9oIy7u+3IbXcPt5uNW8tqltXLzZflgahvrn6CH+L0S39GTkIsK3IHf/l9pAThn+/yTi7LAyH0fMy1G72Eb+j8MY/w6KSjhyCrTJdVBpPz7Q///vjTH10kPQpBEETudU1//OmPq/JA8Aasfvrj42s6f+q40wm9LMgl5ZrOH5zsQfelRwOl1zwe2ky9LH/5/cef3pceZXXCieMgtKBur8oD/eX3OzGjJ+RecBpyyUa+/Rz3xsnwbTHPcqTfl8KUYg9hfwLy0E3c+1l+dm46qISWY6/n/3ek4/XY3M+fUdCuJb6FpyAOO87fUk56dRImB2CDJefj9X/7u2qtMgiijrund1Eh/8r7f++nu2mcDLG6NvPtP869LWXdfy0///N7uLGTSG3NmZzvfvenJ5/9HhcuXN7k1M7hlmmXrr/90p7Xv//dn55+/hMuXLi8yUEOt0zHBTFnz+uzS7dx4cK1gWByADYoOd/jhhtuGxr0ZP0Zig23TAdqa2PXH9DMS2GSMVy4cHmUg5zMMm0m0s6ZuffszcffPscNN9y8GEqOFgjU1mbuPfuPdgw33P5TG/R0/Rm3TOtSW8PJwQ23jQ2OOWAwB+mVPoyTgxtuGxv0dP1ZVpke27f2Tzg5uOG2mcHkoHpRcma5wcZHf1cPccPtP6OB8Rw9LEDOXpwc3HDbxKCn68+yxNVZ5dWOmPMi5OCG239Pg56uf5FVXg3ELX8Rch4Zg+Gp5R7DDnwYD0m4/UMa9HT9iyxxdZa4Oqtc/0LkOMDxgMcsF/J+EDfc/usbQk65nrt1ckDjZpbLnYV34Q3YHhmDIQhNmuVCzodxw+0fwKCn619wEWwyQa/0FskBUHARMB4Zg4ONjxz/dTsbN9z+gQx6sv4MMAO0dO1tz+Rg618vanjMwe0fzqAn689QbDJLtV7JeY6Fh2sEjRzuLKa9gyS6GB5wcPtHNAw5pRuSA7DBMcANt+fPn7uQk1GqXXQmB9uBBgUbHz1/ZAzmzro1ZXDD7b+bQU/Wn2WW6jLLdBml2g3IQUjBycENt+fPEXK0GYgWN2jn4IYbbohBT9afAWY4JRpOiQYnBzfctmLQk/VnHAQbnBzccNuiQU/Wn2WUaDNKtZxSLQevreGG29YMJodTouWUatl4zMENt60ZaOdoMkq1nFJNRilODm64bclgcgA2cDtn3xGcHNxw29hADwGMDadUs3jt7V/i5OCG22aGxJwSDQeJOTg5uOG2qUFP1p+B7gFOiZZTosXJwQ23rRggRwOw4ZRoruDk4IbbFgyeQwCaOuwSNU4ObrhtxRw9BOwSNbtEfeXar3BycMNtU4PJ4ZRo2CVqdrH6yhs4ObjhtrlBT9afsUu07BINu1jDLtbg5OCG21YMerL+DDDDKlKzivCYgxtuWzIQc9SsYlgLODm44bYFg56sP2MVq1jFKlaxmlGkWnjjV/jsG9xw29Sgjz/9HJDDKKpiFKkWruLk4Ibb5gY9+fQZu1jNKlIxi1SMwiqcHNxw24pBTz59xipSMURVDFFVeqESJwc33LZi/w9aNf8W6Po/PwAAAABJRU5ErkJggg==" alt="" />

VS中的cpp文件、.h文件也是同样的道理,这里显然是保存格式的问题,我们回到VS。

通过高级保存选项:

aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAI7CAIAAABN7lorAAAgAElEQVR4nO2d3Y8c2XXY83dsrURmubI+yMWuNZwdBhLXilY7XO2XNWBI7gZISNkSaWsznBEQaOQRCMUrAQosE+SsuXb6YTdYwQgsMIGptmwvv3ZJPwcQMH9AnvLiPARp+CVwECgPB3Ny5tyPquqP6Xt7fo0fiGb1rerqrqrfnHvq9j3/ZGlppWmeXDyWllaeeeY5AFgk/slCCmtpaQUAFo/FFBYALCQICwCqAWEBQDUgLACoBoQFANWAsACgGhAWAFQDwgKAakBYAFANCAsAqqFEYe3u7q6vr899NwCgNEoU1vr6+u7ubvSlnZ13R6PR+vr6cDgc7T1s48y6AFA7BQlrfX19FDx2dt4VSel/3Vq7u7s7O+9G1x2NRqurZ1zj4XDY7IlPnkcbDIdDxAdQGgUJq2meFD3Jc42V7MKwvdOKjbCcsGxjlaDre6qwmj0Vzv07ATg8XLr0zXyDsoTVNE8Oh0ONmGRJSlirq2dUSdHwynUYrZ5EXru7u/oughWW3QcAOAAGg8Hm5uaRI0dTDQoSlugj2iuMOiiMj5p0hOVyWyIsUZ7tGFphNaT/AQ6WwWAwGAw2NjaWl5ejDQoSlhLKRSIsu9wmrUQr+RzWcDi0JtLuoWbxZbkTllsLAGbKYO+xtbV1+vQLYYNahZVqnLpL6BJSNp9lO4ZOWNxzBDhIBuaxvb0dNihIWGHXT/qDktVq9utDluuT6Lojc1fRde6ssGzHMBQWaSyAA0NtdeXKlePHT4QNChKW4uKa4XAorrHLxTJNYKJMhJUSVmM6hggLYI6IrS5evHjs2NPRBmUJS3wh4lDFSHa8iYlMho822buEsm6mS6hvLekwuoQA82IwGORHNhQkLJWFakIsYxPtTh+jYChpSjGppLsiIZu7aagdTwA4ANbW1vINChKWYqVju3JhhBXeDUwJKzqswbUJh78zdhSgKMoSlo5O0Cx7qoNmI6bUmAZ5RAeOdkHTZABQCGUJa6ZoVJWxmz6avTH3c99tAFAOkbCaYNRCBn78DFAgh0tYAFA1CAsAqgFhAUA1ICwAqAaEBQDVgLAAoBoQFgBUA8ICgGpAWABQDQgLAKoBYQFANSAsAKgGhAUA1VCcsDrOQqUThHaZKAYAFoOihWXnFLUPN0WMKzCRUV60xoQ+7OxXTC8DUCBFC8sxMlMhWzoKy02LLFUn7Abt9KQN8yMDHDj5ChRNUcIKaws6PU0oLDtFsrxXtI2beXnuXwvA4WEwGGxubh45cjTVoCBhCTOKsFwRilFQbkdwInNbBoCZInUJNzY2lpeXow1qFZZ06Lo8JGKyRSvkLaLucy+54mAAMFO08vPW1tbp0y+EDQoVlvzroptMhGWXR5VnE1LS18sIK1VYDABmysA8tre3wwZlCUsHK0Q1kbKMW54Slmqoe4RFGgvgIFFbXbly5fjxE2GDgoQlgxj65rDC9q3CajrnsBAWwEEitrp48eKxY09HGxQkLKGvsMJq8q1dwmZPjtG3sM3oEgIcJIPBID+yoW5hRTt30S2E6XNJ27vtOz2FNgSA2bG2tpZvULGwpL8WDjvoMqxBcCO/wk0xdhSgKAoSlv5QxgY19jeD1jiZ7FKXgaNd6PirRgA4MAoS1qzRn+Z0Gb3VNE8Oh0PCK4CiOETCaoIfP2fgx88ABXK4hAUAVYOwAKAaEBYAVAPCAoBqQFgAUA0ICwCqAWEBQDUgLACoBoQFANWAsACgGhAWAFQDwgKAakBYAFANZQnL1r/Jl+0S1tfXu8y+YCfVCqeRUXSCQH3iatm7h53OwZaV1skC3YSlYaXYcMlo/xzN0UkjRsHEXjLjsz4yuz33QwwwCWUJSy5gdzXu7Lybmpeqo7CUcIorO0uf89T6+rqbpzQzQ5YtcqFrra6e2d3djRonWrNH3sJuJ2rJlDft7umH0oXMRwgLQFnCamJzGWcu71BY4UVua3bplnV5VFjaWFfJRytun91sqG6e5bwEXYwpgZv9jLo/4eypCAsWnoKEZTtQ+cLOTSL6WF09E5akD8XU7A+CnLBsQGeFlSl96KSTV4NrbEMqu6JtJm0k/Ix+nHCVzFcHUC8FCUsuQqsbLYqTKrcVBk0pYUUNuLPzbigsWSLq7BJhiTpDYbl3TIU5NqSyAWMm7xZqWlYhwoKFpyBhCTYZZEUQ1ulq9qe6R3uRV1RYIZJgSnUJZTe6RFgiJgkPrUeiyTXbRhrYLdvgrqNfRntRoX1r2ydFWLBIFCcswYYtqrDwlpntRXYUVqb7FjZujbBkB8JkvCs0bT+Uu4EY3bKuG72NKI8w/U+XEBaesoQl+rDJmia4AWevZxt25YUVvXpTEZYudOMSwiBFXg2FFY0HZWF0xIPFCSsVqbUKyy0kwoIFoCxhWd1ov0Zuk432bpnZ9vYG3BQjLNWENpbskubU3G6E+mhNunUX1ngRVn4hQKWUJSx7GeuVJhGWXMY2crF16tU7UxGWe+tmfz4+3EhUCtY7uldOWOGtAPmkNqvVfaCZ1WtKc71KyQKURlnCUkFYGclCvRo1uLAB19jCstj+o9xwdHpyufbo7TnF7p56pzXCsh+8yUZYo/13VBuT0bdWIsKCRaIgYTlJ2eRUOF7BXdg2hHFXdSgs+6p9yYVRsg+rq2dcTKfPw2DQocPcVcR296LCcoNOMxGW/ULkQ0U7oQgLFomChOWu1cZkysPGttdmw4pohJXXhG7Bxj7RAVMpy+R/smM/QirCsntoN9UrwhLyA7goZw1VU5CwAADyICwAqAaEBQDVgLAAoBoQFgBUA8ICgGpAWABQDQgLAKoBYQFANcxTWEtLKwAA3SHCAoBqQFgAUA0ICwCqAWEBQDUgLACoBoQFANWAsACgGhAWAFQDwgKAaihLWLYUTWpWcjcVevcqWABQO2UJS2ouuNp5Ozvvpko89BWWFuMJizvY4jpanxkAiqIsYTWxmsmjoFSXbeyElSnz5QoFhkXD7KZsTWkAOBguXfpmvkFBwrKVr8KSyPbRJIobh+ULrbBG+0vAhzHUyJTYCmuOAcCsGQwGm5ubR44cTTUoSFgS5kSrpYZhl2CX54XllkeFJf1E/a9WPwWAg2EwGAwGg42NjeXl5WiDgoQlWE3YkGc4HIbpKuudUbZUvVs9KixXTTr6jgAwOwZ7j62trdOnXwgbFCcsQXpkWttZFBbmwm0vMi8sl5PKCEt1mQrrAGBGDMxje3s7bFCWsEQZ0jXTSMfGXCIy/a8NglqFZft3XSIs0lgAB4za6sqVK8ePnwgblCUsqxv1hYxFEJE5y9i4aXJhuRwWwgI4YMRWFy9ePHbs6WiDsoRlu3jD4dB2CSWwsiGVDYjkeTNZl9CmzMJNAcCsGQwG+ZENZQlL4yArI1mo/lKtWOm0CiufdBchuhS7tScAHABra2v5BgUJy0nKJqfC8QphvkleTQ0cDYc1hGO7HIwdBSiNgoQV5owyNrEdRmkjoVnHgaOtaMgGAOVQkLBmjXYDM2Po1Y8qRAAoh0MkrGZ/TzMDP34GKJPDJSwAqBqEBQDVgLAAoBoQFgBUA8ICgGpAWABQDQgLAKphnsJaWloBAOgOERYAVAPCAoBqQFgAUA0ICwCqAWEBQDUgLACoBoQFANWAsACgGhAWAFRDicKKTqa+s/NuOGexVtAJa09k5oMHgEopUVhS0sYWjHBF5HVh0zbrsRNW2NiqTbbP/MgAxVKisJqgbmC04I2tiKO44hFWWG6boRaHw2G06ioAFEJZwgrLBYYPW5u+l7CsnqQLGa5uX537twEAjrKEFZLRirw0HA4z2Sv1jqtX2BpDaQ1qACiH6oVll0hkFI2wbKn6aEbM4UrbA0AJLI6wREOpLqENqVyZ+yguIgOAEihIWJmhCdE0lpOO9hBTwtKQqqOwSGMBlEZBwgqR/FSq72alYwcltAqrMQO4UiAsgAIpV1iqjFQ0JMtdQqpLl7DZU2H+3ekSApRGocKS8Q1hAGWRBk5nKWGFSfTd3V237u7urv53Z+ddku4ApVGcsERVoSzC7qHVjZhLHm6hPI9GTG7Yl5MXY0cBSqMgYaVUZZGwKJp0V6y8XLTVcWiVNR0AlENBwpo1+tOc/C3IJuhXAkAhHCJhNW2/lBb48TNAsRwuYQFA1SAsAKgGhAUA1YCwAKAaEBYAVAPCAoBqQFgAUA0ICwCqAWEBQDUgLACohk7C+sxnPvvss7/Zkc985rNz/1QAsJB0EtZXv/ridzo/vvrVF+f+qQBgIekkrKtXrz5+/Pjx48cPHz58+PDhxx9/8ujRI1ny6NGjjz/+RJbLkqtXr879UwHAQtJDWA8fPvzww5+9//4Ht2/fvn//vujp/v37t2/ffv/9Dz788GfirMmFFZ2Lamfn3XDKF53xKlPAwm7BTtUQLdqa2Ss7H2mGfInW8EN1bwwAPYR19+7dra3vr62dPXv23LVr1+7du3fv3r1r166dPXtube3s1tb37969OxVhhUXko5UEtax8ZsYYdZCd1c+2V1/opH3r6+vRybA6CqvJTlCTn4or6k35gKma2GJh5sOBQ0IPYT148ODWrfcunH9z5flTqy+d2d7+wfb2D1ZfOrPy/KkL59+8deu9Bw8eTKtLqJPtCaGtmp6l6rWxXcvOm2yfR98uKqyUR6JmSe2zxU126r6HJhHBMaEzHBL65bAeP3588+bOhfNvLi0tLy8/v7z8/NLS8oXzb968uaMNJhFWl+tfr8zuwoqWs2/2xKRvGlZa7dLTTL11K11mEwzVGRUWRcngkNBbWI8ePbp+/frLL79y9MhTR4889fLLr1y/fl1z8FNPumdCktFe5dSMU0amao64aTgcavcwM8V7mDIbBZ1HR6uw+laKjRbOSOXIXOFFgIWkt7Du379/7dq1lZVTIqyVlVPXrl3THPzBC8sukYs5VeYr1JkopmMJwlZhSYGMlH0sYUcvWow6LE3WpIUVbQywYPQQ1qNHj8RWqy+dWVpafvWV11595bWlpeXVl86IsyTOmpew5JrP1CV0EZZNw4dyCRXWKqxoyBYNu8SSoUAd0cxUSlhUfoXDQA9h3bt375133tEs+40bN27cuKE5+HfeeefevXuTCKtvj8ldt6O9HmJHYWlIEl7qq6tnRBb53bBrRUOkJpBOGIXJPtglupFoLy8jrKj1ABaJHsL66KOPNjY2Lpx/8/K3r2iW/ebNncvfvnLh/JsbGxsfffTRdCOssHiqxV632iwjrFREEworTGC1DpgKe3lCa2ops1mEBeDoncNqfUxLWHoFpi5pWe6GaKWEJYMSbIQVTTmJdNwIBtuFTO1tSqx2ed8xEHQJARyFCstFNFEdqETs1ZsZh9XsDXZ36nGX+vr6usteq0Ey6fbMSNFUACU7MwrybvazdE+6u3H8AAtJJ2GdPLn8+utvdOTkyeVJdihVsD7sHtrr1mbQ3cImcFBeWJLtSr2p5r90iURq0c+S6qbZMEp2WD51OEa017AGxo7CwtNJWE880Y/xdiWlKovYIT9q3MpLWkpUJa/KcvsuUS+EYgp3VTwY5r9s587KTvNotn1Uu/q+qZ5mdG/ncgIBHCRM4Fc0msvPJLya/oPsASoFYZVO6y94+PEzHB4QFgBUA8ICgGpAWABQDQgLAKoBYQFANSAsAKgGhAUA1TBPYS0trQAAdIcICwCqAWEBQDUgLACoBoQFANWAsACgGhAWAFRDJ2E99+K5r719Xfj8ya986lNHPvWpI//0M1/457/7ztfevv6bXzv/+ZNfefH3/mjpG28/dXypaZq5fyoAWEg6Cetrb1+/ev/Xwsob35ISqp979tTl239/9f6vz6zfXHnjW2//7T+ee+9Xy/9i86njS3P/VACwkExNWPLqufd+tfSNt+f+qQBgIZmysN7+23988ff+aMJ9knp8YSVBO027I1OcZqa0Tgeq6HztUt5minOEUqT+UHHIJ5gdX1hPPf355a//65U3vnXi+RdVWFfv//prb1+fZIe0nkJ0nvLowjnWEO0uLKvaTFmwMeglLLvDttS27s8hvx4OjFSlklb6HqDoUa6X8YVlmaKwtL5eXljdi5J2v5j7njpNZ2GlCtlPhe7CsuWp5QvUl9bX161PKWkxO7Tkki5xVZ3yJ2EvYWWOcqX0FtbLG3+y8sa3HC9v/Mm0hKUXdscIa4oumJ2wUsUEp0J3YdkPmOpcN1S9nyWtZ8J0hZU5ypXSW1itTCIse6l0zGGJwlKNMwWZbTTu4jWtZiixht2ODbClQVii1b2127fV1TP2nJMt2B2w+xndoEOEldqC/W7tFvKxp6QR5352Lh6Z6LXjSZgSVvS4549yjZQlLFtFWYMpWyXURViZWCAMvO1R1I24uvZh3VNXctW2cQ3cH0+bqHIvOWHZ/em4QYvsht1Cqpn9LOGnyzSGqSBncv4vQetJ2EtY+aNcIwUJSwOl6GEO22eKM4sFMnWhUyILzxXXwP15tBGWi0psXzUvLHv+2aRDZoMWdwa7tIXdVbfz+ic9/A6j1bBhQrqkL1pPwl7CarJHuUYKEpZ8ofK9j7IPLYYcTSG1dvJFZ2Gb8FyxbaKm0x2wfTf7kPZ5YdmPoLrJb9B93ugWwk8d1bT2WO2FRBprFownLHei2iW9TpLwKNdIQcLSA+aOsfjFiUn6hhKUpRJY1m4OPdIurTOhsFLR/tjC6pJImlBY+upo/+0khDULRm1Z8F7Cciu2vrs7yjVSurDkOpd/wyOtYyDcEe14Z8TlpFrPlfBssybNnItjCCu/Qfd5OworszVnKLqEMyKa9LDMVFgL8HeoaGHJRa45LAmpbOMxhGXF5zziBBE9V5x3rLBcml/uBkbfqKOwMhu079tRWK6Z6x2Eu7EYKY8CCROsu7u7vU7CXncJM0e5RgoVlu0QubuErddVa4Rlu5Bh4ma0/45yZl0JQ0JZhJ3N8YSV2aBdq6OwwqDJdpzDmwkLNn6nKNwIhl4nYWuK1pE5yjXSe3qZVp578dwkO2T7gLLE3SW0krLP7Qip2jOLM6JjUix1WxZg7jCB3yFCf5ozSj+aPklAgAMGYR0uWrMYfXscAAcJwgKAakBYAFANCAsAqgFhAUA1ICwAqAaEBQDVgLAAoBoQFgBUA8ICgGpAWABQDQgLAKoBYQFANSAsAKiGhRVW98kVdX53mV1rinMVuKn18nubmfIlNTtVl5m/Rkx8DAsEwto3KW2q9t949BJWamq91HR6HefntpOddhFW+L3J9Jhh/VrcBwdPHcLqOFWmpaOwpljpPmTqwnJT62Ye9n3X19flvzqBX4poA/kmo8uZ5w8OmMMuLDfb+nSZXYQ1nmdbS0uE37N+P6mXZvG9AaQoTlgaI8jl4WIKOzO/vKR/+e2c7tLAXpy25KSu4goaSlkaVx7C7oDdz+gGHSKs1BYsfXNYstlhoiCj7E+qymb4yHQY1bnRPwD5WocAU6csYY1MrsR2N0ax+t2u12PbuAYujLKJqnw9G7s/HTdokd2wW0iprVeElQltXGWwcH+cdDIViZr9tYtkyy6m6x5CAkyFgoSVqXUcFZZrEBaq0mvJ6cD2p/LCsn6x5bMyG7S41E+qAJeltdcm7xVtExa8y3+NzX73hTkpu8Pyvq4Btx3hgClIWM3eJRdeA6Gw+haRDx/Sfuwi8qkNWrpUDOzYcdPtyPcTrcbYmlCXdx8lBjqEUZ4zY1jonDQWHDBlCasxF7C9/CYXVqqXNLawuuRuOpY4dbudEZ+kriQKSyWwwm9Pv0OJj1xHLyUsmxNMeRlhwQFTnLAEl5PKC6uJdQldVJK6AT9eTebMBi19hZXqYYXbiUZYmV1y3VtNXdlNuS5hNDHnFtIlhAOmIGGtrp7RC8Z5xAkiFJaEG9Y7VlguFS13A6Nv1FFYmQ3a9+0lrEzg5mTUV1iZ0bB2Lbu3qZ1xX5fdE/cXIvocYEIKElazf5yBTR5r98QOa8isK3/5Q1mE3aXxhJXZoF2ru7Dy+XLnju7CEu9kgiC7ZRsuhbc17CrRoMzd5Yg+B5iQsoR1CBE1uFjGjT5zF7wVls00Od+5brWS2XIqxIuS+s0QwOxAWPD/0Rx8NN1uH01b1gxgFiAs2EfHHlzrKAqAWYCwAKAaZiKs/3PqFCwAcz87ARwIC5LM/ewEcCAsSDL3sxPAMVthzf3jwRhw+KBYEBZ4OHxQLAgLPBw+KBaEBR4OHxQLwgIPhw+KBWGBh8MHxYKwwMPhg2JBWODh8EGxICzwcPigWIoWVrS0lKVvPVGZtjw1G3p0spTW7e/u7toG2r51xdSk6ak9OTAQFhRLQcLKV1WwDzsxps5BGjZz06TohHPRiZyiC7sUWbATddrnobDcTtqp8kbpmfNkvpfUFKD66hQne0FYUCwFCasvEis1exft6uoZe9GGAtKJOvPCcrN9Zh52FmDRTaaAc2bHMqUcdEa96PShdub1sKpg4YcPYAyKE1a+Tp+t+6BXsnvSJGbv1ZCnY4TVvb8p6nThWGpd+0bRz5iqbxbGjHaS+ClW3EJYUCyFCiv6ki2cZ+OgsIZzNIrRzXbMYclGUo1bu2AdhRVOxB7tYDaxGhZhYa7uM7LP6PABzJRChdUaYQkS18hzUZJcwNo1s702KyxbUtQttFuL7qGt8aU6k4gvs+e2lE4oLF3oStfYkMqV3goDQNd+LocPYKYUJ6zuhNX6XAE+m5aKJq1T0Zwsj1780XpcdondZjTI6i6sMC1lJ1y3RZuFaZU1RVhQLGUJKx+k6KMJArH19XWxklRyb4LoqWmelP/mt6w1Y6K1GFI345ywMjcKm57Cipb/0lcz3d65HD6AWVOcsPJZmC4ZLhkYFV7PbkXtxDkxqfV0MEHebs1+Mdl+mS63lQSjwtKdzwtLe4XRGwIICxaeQoUVNUUTCEuMI4bS5alyx+5ilgte/g1vGvYqB2+9M4rdKBzurwgvH0eHxVr75LuEzZ4Qo7tHlxAWnnKFZa9V9ZEd/DkyGWh7bVvBWUKV6Na0I6n0LQe/unom7DBa7UqD1I5FX4om0cVK0VDU7rONHFPPp374AGZNucLqEmEJmn6WmEWTQfpcsFuQd3F5LnsldxSW3jGMpqtasTsc7nMqYopar9lvbZuDSz2f+uEDmDWFCitEtZX5wU0qeNHnLvXj9GclZZ/bH/2Fv7bRJR2HNdhtpm5E2mix49CqTHbvwA4fwKwpS1jg0OAxo0L1NT/NgYUHYZVOl04cP36GQwLCAg+HD4oFYYGHwwfFgrDAw+GDYkFY4OHwQbEgLPBw+KBYEBZ4OHxQLAgLPBw+KJbZCguqZu5nJ4BjHGE98US+QTP3Kw2mwtzPTgDHmMI6cfq1cz+9f+6n95/9rd/+9KePPvtbv/3b/+72059/7jdfu/yFF74x9ysNpsLcz04Ax5jCOvnqpav3f331/q9X3vjW0SNPrbzxrcu3//5zz576+tbPXvq3//ELL3yjaZq5fzYAWDCmI6znvvKNtT/8L7/xhS9e+OOHl/7Tf//q+ntz/2AAsHhMKqwvn9/8jeNLyps3/+7q/V+f++n9uX8wAFg8JhXWv/qz/3ru3/+Ncvk///0UhZWpXqPoRMO6xM1LFVbu61iXUBhvZj6AGTGtmTkyReHcW2jBl2nNXzQJkwrrO3/1D7/3l/9T+Td/+4/TEpZ8TW5OTsVOquekY2cBHAWF/JrOlZ+bPmUddBKYsNxpeAYA2JO2V/nbvueSvVJcEbyUsFy5vMlVldqHMWgR1hNPRGiaJ49/+bWzN/7u7b/536Itx+TCcpMFp5xlv3EtqqrCcpX7dBLRvLBsTen8I1oiMCqsJlFRAg4hthCvYOetbfVXL2G5s1Gq4el2upTdDesz9TVsZh/GoD3COnH6tZOvXnrm9GufevLTn3ry08+cfu1zJ3/rM1984fR3dt76s1/9/vAfpi4s6bK5jpizvi7U2dnD6ljumx3FatjYN3ULo6W0otg3SglrWjW4oGpap/+frrAywVFHYYU73FdY0+1Ltgvr3E/vX73/6wt//PDokaeOHnnqwh8/PLN+85kXvvH1P/zlyqUfv/VnvwrjrLGFlZnpvIn9aVJPSaUvWSjCclUkrC865rC0mla0sZ40rlRESlhNh6qLsPBkAm0X2ksz0ZO8JKdZpppvdGEmUSVnuL6jfUnfy3UpMtfLGPswBmMK6/nXfufyX/6vr//hL09/Z+fsjb+birC0cleyD7aXopKEUcojNrPuKkToG0WrQ9sDkAmInDfDcjupFTv+TYNFxVZsSjEKeovugu8lrHB195LNuuhm7Vv0irD67sMY9BbWc1/5xonnX1x541vrd//v797+H8tn149/+bWTr16ynDj92rSOceriz2CrKI/26qRGa+qkKs1k7k6K+NxNSWu6jLCmVegUKqVLkiEqLNugl7AaE7i589ltx5630xVWZh/GoKuwfufP/9uZ9ZvK2R8PJZg6+eqlJp2bn5yMsMIgS7uHNqOkcY1sKhO+6RbkSbQuYSaPFh54B2msQ854wgqr8+oSHXDgHqFQ9GLRd8/0DHoJa5J9GIOuwkpx8tVL03KTkK/uN9rf03aduFBY9k6ik4Xkv0Lry2bVdK12Q1jQnVFbBrqXsNyKre/uEiNTEdYk+zAGxQmr+1fQRViuervbsv7FC8+h7qXq6RJCd6KpCctMheVuPc1FWBP+2V5MYdnIKLopOQaaw5KQym68u7C6J92j24TDRjQNasdh2XNsQmGFb6Rn4CTCSgWJffdhDOoWVpc+mtuUvVPj7hK649dRWNFhDfah22HsKAjuJLHXs94lt8Ma7LopYaWwb+RUOJ6w3B5Osg9jUJCwUtm78CG66dIldN+ay3q6u4RWUva5HWkRzReOOgylS92RBIDutAvra7//U5mrL8qJ06/NNMKqAv1pTsqwTSI6A4BeTGFOd4TVtPXM+4bxABBlJkUoAABmAcICgGpAWABQDQgLAKoBYU5ekCcAAByWSURBVAFANSAsAKgGhAUA1YCwAKAaEBYAVAPCAoBqQFgAUA0ICwCqAWEBQDUUJ6z8TFiZGVpaJ5xyE7zYWUbDia5aZwcd7hWaBoADo0RhpV7Klw4MheU0pKtn6lxEJ/BrbdyY6WXCGUelEAbTywBMzmEUltA9wkpNNGobq4/scwvzIwNMTonC6tgl7C6sYVBiO7rxaHluady9llxKWNT4ApicEoWVeklCJJ08v2+Epb6LZrtcLQk7RX/KntEVU8Jq0pPNA0BHShRWPpxxlejzD92UNJZMU6raRbSgbrMXQFnHWUmF1UdSwnItAaAvxQkrX2zZasWRj7B2d3fFVlrP2a0eOkgDOtmOq8+qndNoIdUwEGsopAowMcUJK0U4zsAFLKGwNMuuHUnbJUypUG7qhUn3VBo+LFWfshJpLIAJKUhYmdEGUbN0F5Y0ixbaGgU9UB2dEOopNFeDsAAOkIKElWeSCMv9t0t/U9/O9uM0a2bfJewSZoRFlxBgEkoUVrTG3xSF5bYQlYi+nV1L82uZ3cgIy0Vtrc8BwFGisJq91LVbEgqrtfOYEpbYTTYoz92AA3k77cTZ9rJQNxUOa3D7oLttYzEr5dRzAHAUKizFWik/3CG6bigsHd8QfSOVhQhL8lOhPZv9Zgl9F9L6U0cAaKV0YVWBdgNTgV6TSPkDQC8Q1nTId+VSmTIA6AXCAoBqQFgAUA0ICwCqAWEBQDUgLACoBoQFANWAsACgGuYprKWlFQCA7hBhAUA1ICwAqAaEBQDVgLAAoBoQFgBUA8ICgGpAWABQDQgLAKoBYQFANZQlLJ24PV+G3hV9sGW45LmrWBEWhgiXhBUrwjlCw7nbXSGMzG7P/bsFWADKEpZc8Ovr664UTWZCdFvHVNeSyvJR46QqWUiNHLsboSVT3rS7p25yhabdPmu5VrdN3T1mVQYIKUtYzZ50VD35aMV5zZVWdiVO8xLc3d1VWUi05aZp1/0JC+T0EpYNCV09Hvmv7obbf4CF59Klb+YbFCSsnZ13w2J/LiZyF7+TTr6UVlj1S9VjV3SVU7XMl+xG9C2csPKStcoLC4iN9lc8pC8Jh4rBYLC5uXnkyNFUg4KE5YqVtkZYrqCpbsH13TL9MlXh+vq6BlPSssvDdt86RljRqqt2r9wnsh1egIVnMBgMBoONjY3l5eVog4KEJcgl2iXCEjFJft16JFpuy7aRBnbLNrjrWPFUVndJKBsTRYUV1rUf7Q8Y3Vu79gCLzWDvsbW1dfr0C2GD4oQltEZY4qkwGR8NSWy1Z72BGN2y66xFH2FeqXuX0KWlQt+lvgeAw8DAPLa3t8MGZQlLgxE3LiGMeuTVUFjRkEQWRkc8WJywUpFaq7DcQhcVWivZCCsMrxrSWHDIUFtduXLl+PETYYOyhKWa0KtdsktyzctgBds+1EcqJEkN0bJMJcLKL8wIS3bA7RvCgkOF2OrixYvHjj0dbVCWsPQi1wtbPKVBSninL5SC9Y56ygkrHFQlarBZre7JI6vXlOZkl6JdQv2vDkOzS+gSwuFhMBjkRzaUJSxRhoYVqV5V9Pac4gY6uduOKRNpEKcrptQz2j/UvjEZfeuaVNiVSbrLp3O3EUm6w+FhbW0t36AgYamVZMTm6uoZN9RAn+vy1Ah4vew1UrOxT1QBrvOVMYWNekRV0SAoum+twxrs2I6GsaMA+ylIWOKI6ICplGXyP9kRPcl/UxGWFVnm/l0+whLyA7h0lVHsbmCUjgMsAA4PBQnrkKA91ozdRrGEHQAgrDngfqUYhR8/A4QgLACoBoQFANWAsACgGhAWAFQDwgKAakBYAFANCAsAqmGewlpaWgEA6A4RFgBUA8ICgGpAWABQDQgLAKoBYQFANSAsAKiGTsJ64oknT55cvpp4vPXWW6dO/bO9ls3cPxIALCpdhfX66288ePDgvff+dOfmzs9//vPh8K92bu7s3NwZDv/qz//8zzc3N1dWTn3600fm/nkAYIHpIaxf/OIXzz37xaNHntrc/O7OzZ2jR546euSpnZs7jx8/vnPnzg9/+MNnn30OZwHA7JiOsD755JNf/vKXP/zhD1dWTj3xxJi7kp9G3T6ksnz3xs1efUN9r7AeV/cJ3eVBMRuAg2c6whJn3blz58yZl6e4c72q8rXOgG4nJnb+EgPa/9q6NVIzwpaECGvq6Majpaftq0x8DDA2kwrrzTf/5ebmdzc3v/sH39++e/fu66+/MXaEFdK9yFXHAjOjvcqDYX3ASSIsWwkxL6xeHwoAHJMKS3nu2S/+4he/mFxYYU1m9+jecpSoxyU+0pqpTSAsR6sNR6ZyV6uwqD4PMDYlCitVts+JwxZJtWIKl9vKzK4kvaApLVm31YPy0OyYffdWYeU/IwBkKF1YVi5jCyu65e7kIyxnqC7CirYBgFYWRFgu9skLK9WXtO/bvfKzy0l1EVavmwkAoPQQ1t27d//g+9ubm98d/IfBz3/+c8m1K9NKuofC0udTjLBcrzDMK2WyWvnAraOwSGMBjMGkI92V99770wcPHkxXWE4N04qwmv339WSzLqvVK8JywgqjJ4QFMBWK7hJq301sMpUIazgcyquSiRd3hLmtXhFWOCTCreLegi4hwHgUJyxld3dXrmoNoFwQ1FdYGh+5JdFMfPcIK+wDhiGY05MddzoyQ7pSzwFAKK5L2OwFVi7AkfDKaqvXOCzb71MZiarkubND9wgrGi7ZfYumtHTjbkxp9DkACFOYXsY+Tp5cHltYOlrKRVIW8Y7e7MsPUwhVotZLvbtkoFo96Gw4SoRpmY8w9wMPUCNM4DcFNIXf6rimw28eASAFwpoOHXtw/PgZYBIQFgBUA8ICgGpAWABQDQgLAKoBYQFANSAsAKgGhAUA1YCwAKAaEBYAVAPCAoBqKOjHzwAAefpNL3Pr1q0bicetW7emNb0MAECUHsK6c+fOiRPPpNqcOPHMnTt3EBYAzI7ihDXedFHMggCHhEN+qndNuncX1oQ7ZIWlU/q5h6uirEvCahTu0OokMG4GZFto/jCfDXBg2NOvV7nMXqdo6jyvl3ZhnTt3/urVqz/5yU/u3r37ve9tpdLt3/ve1t27d3/yk59cvXr13LnzY+9QJsIa7Z+MNJxJOT95sa2UY583+6ddd0UlAKaLSMRVWtITu9VffYWVLy9QHe3CunHjxl/8xV988MEHknQfDoeP2x43btwY+0Dah5srORSWO7R5YdlTwR1IO/MyNbhgdsjZlZkEfKbCsud5pXQS1ve+t/XWW28Nh8MvfenLt27dmpGw7HeaOpZjCysTbenGbXmxqg8qFEsmfnd/sKWZ6ElekjM2JazoVZM/z2ukk7Du3r3713/915988slwOHzw4EE5wnL984ywXDGu6F8e3Xi0ejPAhHQJcMLe4mh/4aVJhBWtGVwXnYTVaqipCyt6aCeJsMJyp6636Coz197VhwLp4ouosGyDSYQ1qr/YZVnC0jJcqUMyibBs42j4bVckjQVTZzxhuWvBLtHrxT1srjZzntdIb2F98MEH4TD3Dz74YHJhyR+TGeWwQmFlYiiEBTOi1Rq9hOVWDBfmz/MaaRfWj3704zt37ty5c2c4HH7yySfRkVavv/6GZLik5Y9+9OOxd2g8YclRHLtL6KBLCDMi7OI5EFaedmF99rOfO3HimRMnnvnSl748HA5TwpJ7iNLys5/93Ng71F1YYQwsorHDR1VS+aR7eJi1se32p54DdEduFrk/vXYclv3LirAcPaaXkbHsqS5hfhx8dzoKK5qVz0RGrcMaLDYc2zUVUlPPAXrhUktWXvrn1g5rsOtOMg5rAeghrGPHnr58+XJqpPvly5ePHXt6kl1xv7MRbFqx9avPd+Va7yjbd5z7gQGAkEM0gZ/+tYneWJFH0zw5HA4X4GYKwEJyiITVdOjH8eNngJI5XMICgKpBWABQDQgLAKoBYQFANSAsAKgGhAUA1YCwAKAa5imspaUVAIDuEGEBQDUgLACoBoQFANWAsACgGhAWAFQDwgKAakBYAFANCAsAqgFhAUA1lCgsO6V6OE17asJ1W+omZH193dV2dpMjuyJgmWmUw4nnAeBgqElYrYVzR9kqlXZ+ZOevnZ13nbBsdRwpXWGLU4RylI1L1Tmpl8FsywBTpyBhhXW3V1fPqLAk6nGrtMZBzl/qu7BM4SQRli2mZD3lqrcCwIQUJ6xmL8Kywkp19/IBl9OQXe5WTLV0O5ZiZAqIWWFR8h5gutQhrNQqHYWlPbX19XWRiFtLU1qucHSX8M3toesJao8SACanaGG1dvR6RVhjuyMfYbnepROWexUAJqFoYdkIK+qmjkGQoMLa3d2NNrY6y6exXAxl38UJKx8hAkAvqhFWtCBzJvBpshGW01+YbMpktZyDXOAWCiu/kwDQnWqEFV75rblwhzWLva8XHS3RK8JCWAAHQ6HCkjR5sz+cCV3QKz0kZhkOh+IXeQsRSpjb6hVh0SUEOBgKEpYyCgaOqsvs4M++o5w0PnJLopn47hFWPuluB2SMzOit1HMAyFC6sFQc2mUTZ/Xtatl+n25TVCXPnTK6R1guBnRGs1Z1to0+B4AMpQsrmmuX5WOMUdDB9NENirZS9xAzcVYqTOubZQOAPCUKqzo0hW911qRtCwDjgbCmQ9it48fPAFMHYQFANSAsAKgGhAUA1YCwAKAaEBYAVAPCAoBqQFgAUA3zFNbS0goAQHeIsACgGhAWAFQDwgKAakBYAFANCAsAqgFhAUA1ICwAqAaEBQDVgLAAoBqKE1a+XI2d1VOq6UQ3IiUqXHmbaN2KUbbYvdBl7tBwNmQKfAFMnRKFlZoH3ZbMaoICqK54RLh66BS3wQyj/VXvow20JI9Wfk0JS+dTDu0slRMxHUCUEoXVMcJq9tdSdRWYLVosRx9in3D7qWjLVooOcZW+ZDdSwrKbkg8btulbchFgMbh06Zv5BiUKq2OE5WgVlv5XQi1XALXZi5LGKPNl/ZJqrPtmn6eERYF7OJwMBoPNzc0jR46mGhQkrDFM0WX14XAYCksauy24CCtqwFAlskSEZZUajbDcwpSwUu8OsNgMBoPBYLCxsbG8vBxtUJCwmiAUGqX7aFpjWa9qm4OPZrvsutEgzr1dNKAL1xX3aR9TtxAVlgvrMsIKA0CAhWew99ja2jp9+oWwQYnCso8wpeVuFNquVl5YbrNNEMW0xlwuzd/sJaTEYtKd1JeiwnLJqfDT5VcHWGwG5rG9vR02KFFY+l+xgw1qXICjxnErdo+wVF7RsvIu1x7mwqW/GQ3ZUsKyisxEWKSx4BCitrpy5crx4yfCBiUKyz5WV89o5BI6Ra9/Z6heXULpV0aF1ZiuWVjb2W1QB39FH/IREBZABrHVxYsXjx17OtqgRGHpf0dmcJM4KMwfqWsy6acuOayUsJr9WaoovSKssEsY3SZdQjiEDAaD/MiGQoUVJq12d3fDC1iCozA7Pp6wooLQ7P4ocXcytcEJk+7dB7UCLAxra2v5BgUJy2agZYl2CSXAsZe3DiYYmRuFKVJJd/fu4e94XMvw1qQu7yisXsMaGDsK4ChIWCGqJNvdk5hLckayJD+AKzoOS1zgsk7yLmKlfHQj76htugur2T9wNEWmfwpwmClaWAuJhnIpwzbpkWIAhxyENQcyNxybbpNDABxOEBYAVAPCAoBqQFgAUA0ICwCqAWEBQDUgLACoBoQFANWAsACgGhAWAFQDwgKAakBYAFANCAsAqgFhAUA1FCes7pWfbV0vh0505aY9cFOqZ6adyuxDuOXo/OujdI0yt5PhQ+eWaZ3qy21TpypsnZ0mnAU/3H5m9cyXH37GLi11Hzo2hsNJicLqWPnZTeXuru1w9VBPeWHZ/zrTucn5wumrUjUN7R66CmPRWf0y5VRd0VbdrC2MmHKQnYLV7qeurt+MzEAd3bGOZsnMlpNxcepQupl59L/MyXNIKFFYmXPXWWB9fV2XtJZKlis8H7PoSR9eJ1FhpSZfDresl3dot0y9iY7CUkbZSq6j/XNPZ9rb56OYTKPCyh+76LeUt15YvS0Mme0JwKyHtZOvQNGUKayOEZajVVhhg8kjrOjky2HR5pSw8tLMf6ixheUCPXk0pqKHdUpjItlMHzbcvb6TpuYnNdT9d9+GXYvCaAvAYDDY3Nw8cuRoqkFBwsrHPqlLunV1OaFtMiWzZd1ax30IhSW74fZtlBaWCzGcZTrmsKIOykRYw+FQqw1pkJjRffhXZBR0Hh2twsqXcbQPnYA/WjYtVQkcakTqEm5sbCwvL0cbFCSsJl2XMCQsYGM7KWH0IVe+Cit8u/Ct3erdI6xwb1uFZetijB1huQx3XlhOCroPHeshtgorpdrWekVNkJ3UfQ5DMCesaBuoCK38vLW1dfr0C2GDEoXlzm+3JPUX1Z7i0ULQ3YWVKTEttOawXPuU1KYrLHWEbLNXhBV+kNH+m5Xu3VuFNYqFbFGhR4tmhxuMpqicsKg+WzsD89je3g4blCgs/a9cFfYsd2e8Xs9hdtb94W32Z5pTj+huNGNFWHrB59u0Ciuzt+G1KpoY7aWcugtLY5NwLSkx25pQt2tFQ6QmkE746fRI6cPeBY7m/t2XEJUd1ILa6sqVK8ePnwgblCgsd75qTeaMR6Ihldt49BKKSioabkSvz3yXUPTRRVj6QcaOsKSlVVXfLqEQrhUmsFoHTIW9vNaPkzlGmXWdARFW7YitLl68eOzY09EGJQpL/6unr1wzYYdCTuLw73leWHo5pXoQ0dvnY+ewwjbiCL3s7f6PJyxb67BLDkvyfTbCioZysrobwWC7kKnjOEqk8O3yvmMgol1C90Z0CWtnMBjkRzYUKix7vsplubu7G82kaNfGLm+NsMKb95YwdzuhsKSxqircsdRLHYUl3mk6C0ueWGGFH03/Gw7RiHZ17T5nRoqmAijNM6ZuXIQHRQ5i63GHilhbW8s3KEhY9k+uLLEBiARZ+pIE/7Kk451sdzFbJ9pm0fxL36S7+1ypC1j2X1fRD2XfNxN6tI7DCldpAgflhSXZLn3uvm3Nf7kdjn7YVH/Nfm+y//K1uC/N7pi7vWDfnbGji01BwgoZmX6TXag34GVJx6t6tJeQdteYFeVwb+Sn2xPb97QXWCrCcrIIwwppEA0H7FU3o4Gj2ib8NqK9qlBMbk/kux0Gv49x/T77WaJBpd1//bbdEUydLfleKiwGRQsLwGJTdWHk2DpUFRYAhAU1kfoFTxjcwUKCsACgGhAWAFQDwgKAakBYAFANCAsAqgFhAUA1ICwAqIZ5CmtpaQUAoDtEWABQDQgLAKoBYQFANSAsAKgGhAUA1YCwAKAaEBYAVAPCAoBqQFgAUA3FCSucmTs/k/fUSc1pmdpVmd99ujNe9iq57qaHb103UxQDoHBKF1am9sGM6C6s0WhfMfcDFpbWd7DvGy32F5bA6ChE+Sq0WoT8F9nBHClIWFJRSoUVrVIV1lnJM0Z01lFYqWrs0/oqOkrTFrmJ1ulL+aW1IpZd13qKUlowO/JVVJuihGVLCmt1L3sF5otNRZmdsLQu/Cy+ijGEpU/0I0tklFoxtFvmq7PCohw8zI7BYLC5uXnkyNFUg4KE1exVagolFS1s53BtXOdIggK58FydThvKSYOwzqjrfGkvSftcLgbRDxKGhNENht9DZgvRfbCbym9cd3KUKHzdxMqp2v9mqiUCTMJgMBgMBhsbG8vLy9EGZQmr2Z/DsirJXyH22rMX4ShWvNPVDXWhhG3gwiibqHIvOWHZ/em4QYvsht1CRm32JbVhly85Eyu5EM+9S697AgDdGew9tra2Tp9+IWxQqLD0wrO6idY6bszlF74UFZZr4KIMG2G5UMLmrfLCChPhrRu0OEGkum+uErV4zSk4ihonVXzUJarc/kSrQwNMzsA8tre3wwbFCUucksm4R8MNCWrC5aGwwnjEXdsqLNcbdbFeXlhWrKqb/AbdlxDdQvip5X01Vop+b87y1pIpYzqxhsJqDeIAxkBtdeXKlePHT4QNyhKWZm3kv3Lf0L6a6YmoDlw2Z0JhpUKVsYXVJfvTRVjybYR3CV3ElPmAmW8VYcFcEFtdvHjx2LGnow0KEpb2ZUb7x2HplZMXlttIuHoTK2gevcL1XcJX3Rv1ElZ+g5YuwpIGKixtY3t54dtFBzqEIxXoEsJcGAwG+ZENBQlL/qqHI91tBJHKYenV5TzirthQWNIDtd6xwhILqPLkbmD0jToKK7PBUXq0emYIQtQd0kEOY6t8LsyZPZN07/KXA2AM1tbW8g0KEpYQCkvJXCf2Hr/NyGhOxw5ryKwr138oi7CzOZ6wMhu0a00iLLFV+EWFNxzCr916PxzDwdhRmDsVCMvmqhn+41CzqFaiY1mjpg5x3eHot535iwIwa4oTFhSCZrvsDccmPRIC4ABAWJAk/JVSx0gNYEYgLACoBoQFANWAsACgGhAWAFQDwgKAakBYAFANCAsAqmGewlpaWgEA6A4RFgBUA8ICgGpAWABQDQgLAKoBYQFANXQS1hNPNL2Y+6cCgIWko7D6MfdPBQALSSdhnTy5/Prrb3Tk5Ml4yVYAgAnpJKyrV68+fvz48ePHDx8+fPjw4ccff/Lo0SNZ8ujRo48//kSWy5KrV6/O/VMBwELSQ1gPHz788MOfvf/+B7dv375//77o6f79+7dv337//Q8+/PBn4qxJhGXL4aVqqabWZa5xWACY0zVPD2HdvXt3a+v7a2tnz549d+3atXv37t27d+/atWtnz55bWzu7tfX9u3fvTigsVwveHTmnJFfBMBRWWJFB5vyVFaP1kKVcDWcMzJpo1dtmYmHZmkypui1SV2nu38B49BDWgwcPbt1678L5N1eeP7X60pnt7R9sb/9g9aUzK8+funD+zVu33nvw4MHkXcL19XVXIlSZUFi2hqgcV/uqnb+cMlYwa+R8ixady5QubyVTEc42OBTCksfNmzsXzr+5tLS8vPz88vLzS0vLF86/efPmjjaYVg6rtUvYV1ju2O/u7jp/pbYMMF20qGXoo5kKS7sR9Z7evYX16NGj69evv/zyK0ePPHX0yFMvv/zK9evXNQc/ibBcZb3pRliprWmtaXda2GwawHTRQrmZukSucxeG/FHp5IUlXYfWKKxkegvr/v37165dW1k5JcJaWTl17do1zcFPHmH1FVb+YSszh8WQ5ciFJ02qPcDk2D+QYWqie4TVV1hOhXP/Hsajh7AePXoktlp96czS0vKrr7z26iuvLS0tr750RpwlcdYUhZXvEjryEVYqLZVKQIa6BJgK1hdy0tozcyrCCq8X+6aHRVj37t175513NMt+48aNGzduaA7+nXfeuXfv3iwirFQ30AVBobBsjeJoF09OjmiERRoLZsRo/x1q9yczLyw5ycOHtonKSFNmmTa10ENYH3300cbGxoXzb17+9hXNst+8uXP521cunH9zY2Pjo48+moWwNITWvxjSYEJhyQZTOSyEBbMg1W/Q028WXUJxYvioMenRO4fV+pi6sHZ23tVQyLbsKyzXJbQHLEwl0CWEWRCexm7h7HJYvdoUS1nCsrGr9sZTWuklLNc4vLM7Go3siSKWnPvhgUUiGss3+0/7UFipIYEIK8nB/PjZRstNQhnWSjoMIvPQg20jJlkx2gdk7CjMjswAKD33nLD0ouh4NiKsJ5uDml5GA6LwTsd4fW8bYTV9xuDxs0SAMjlEM47qT3PyNmwC0wFAIRwiYTWxgcUh/PgZoFgOl7AAoGoQFgBUA8ICgGr4fw2Fb5jvuyxnAAAAAElFTkSuQmCC" alt="" width="346" height="493" />

可以看到cpp文件的编码格式:

aaarticlea/png;base64,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" alt="" />

或者

aaarticlea/png;base64,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" alt="" />

这样的编码格式设置。

  • GB2312:

介绍下GB2312是信息交换汉字编码字符集,适用于汉字处理、汉字通信等系统之间的信息交换,通行于中国大陆。

GB 2312中对所收汉字进行了“分区”处理,每区含有94个汉字/符号。这种表示方式也称为区位码
01-09区为特殊符号。
16-55区为一级汉字,按拼音排序。
56-87区为二级汉字,按部首/笔画排序。
10-15区及88-94区则未有编码。
举例来说,“啊”字是GB2312之中的第一个汉字,它的区位码就是1601。
每个汉字及符号以两个字节来表示。
例如:
aaarticlea/png;base64,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" alt="" />
输出:
aaarticlea/png;base64,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" alt="" />
第一个字节称为“高位字节”(也称“区字节)”,第二个字节称为“低位字节”(也称“位字节”)。
 
“高位字节”使用了0xA1-0xF7(把01-87区的区号加上0xA0),“低位字节”使用了 0xA1-0xFE(把01-94加上 0xA0)。 由于一级汉字从16区起始,汉字区的“高位字节”的范围是0xB0-0xF7,“低位字节”的范围是0xA1-0xFE,占用的码位是 72*94=6768。其中有5个空位是D7FA-D7FE。
例如“啊”字在大多数程序中,会以两个字节,0xB0(第一个字节) 0xA1(第二个字节)储存。区位码=区字节+位字节(与区位码对比:0xB0=0xA0+16,0xA1=0xA0+1)。
aaarticlea/png;base64,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" alt="" />
输出:
aaarticlea/png;base64,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" alt="" />

如果强制使用ASNI编码输出则会输出乱码:

aaarticlea/png;base64,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" alt="" />

如果按照Shift—JIS编码,会输出:

aaarticlea/png;base64,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" alt="" />

我们改为一段日文进行尝试:

aaarticlea/png;base64,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" alt="" />

输出结果就是正确的:

aaarticlea/png;base64,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" alt="" />

当我们把编码格式转变为朝鲜语时:

aaarticlea/png;base64,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" alt="" width="481" height="252" />

日文就显示不出来,但是其16进制编码还是可以显示出来的:

aaarticlea/png;base64,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" alt="" />

我们发现尽管日文没有显示出来,但是其编码是一样的。

其实不论编码格式是怎样的,字符在内存当中的存在都是以固定的二进制形式存在的,只是你用不同的编码方式去解析它,它被不同的解析方式解析之后,显示出来的字符就不同。比如你用GB2312编码格式去解析日文编码格式,就能成功解析日文,原因是GB2312编码中涵盖了这些日文。再比如你用阿拉伯语言编码格式去解析这三个日文字符就解析成这样:

aaarticlea/png;base64,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" alt="" />

原因就在于虽然在内存中的存在是aaef、aabf、aab7这样的十六进制形式,但有可能你在使用的这个阿拉伯文编码格式中的阿拉伯字母编码都在3f以下,所以你只能解析3f以下的,这里的aaef、aabf、aab7显然超过了3f就被阿拉伯编码按照最大的3f进行解析了。

  • Unicode编码:

下面再来说Unicode编码。从ASCII、GB2312、GBK到GB18030的编码方法是向下兼容的。而Unicode只与ASCII兼容(更准确地说,是与ISO-8859-1兼容),与GB码不兼容。例如“汉”字的Unicode编码是6C49,而GB码是BABA。前边的GB2312可以显示中文、日文等字符,但是对于阿拉伯文等字符就无能为力了,这里就要依靠Unicode编码。Unicode又叫做统一码或者万国码是一种在计算机上使用的字符编码,它为每种语言中的每个字符设定了统一并且唯一的二进制编码,以满足跨语言、跨平台进行文本转换、处理的要求。Unicode用数字0-0x10FFFF来映射这些字符,最多可以容纳1114112个字符,或者说有1114112个码位。码位就是可以分配给字符的数字。UTF-8、UTF-16、UTF-32都是将数字转换到程序数据的编码方案。在Unicode中:例如,汉字“字”对应的数字是23383,我们有很多方式将数字23383表示成程序中的数据,包 括:UTF-8、UTF-16、UTF-32。

例如,“汉字”对应的数字是 0x6c49和0x5b57,而编码的程序数据是:

BYTE data_utf8[] = {0xE6, 0xB1, 0x89, 0xE5, 0xAD, 0x97}; // UTF-8编码
 WORD data_utf16[] = {0x6c49, 0x5b57}; // UTF-16编码
DWORD data_utf32[] = {0x6c49, 0x5b57}; // UTF-32编码

这里用BYTE、WORD、DWORD分别表示无符号8位整数,无符号16位整数和无符号32位整数。UTF-8、UTF-16、UTF- 32分别以BYTE、WORD、DWORD作为编码单位。“汉字”的UTF-8编码需要6个字节。“汉字”的UTF-16编码需要两个WORD,大小是4 个字节。“汉字”的UTF-32编码需要两个DWORD,大小是8个字节。根据字节序的不同,UTF-16可以被实现为UTF-16LE或UTF- 16BE,UTF-32可以被实现为UTF-32LE或UTF-32BE。

这里说下Unicode编码和UTF-8的关系,Unicode是一个字符集,而UTF-8是Unicode的其中一种,Unicode是定长的都为双字节,而UTF-8是可变的,对于汉字来说Unicode占有的字节比UTF-8占用的字节少1个字节。Unicode为双字节,而UTF-8中汉字占三个字节。

Unicode编码和UTF-8编码的对应关系如下:

aaarticlea/png;base64,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" alt="" />

  • UTF-8:

UTF-8的特点是对不同范围的字符使用不同长度的编码。对于0×00-0x7F之间的字符,UTF-8编码与ASCII编码完全相同。 UTF-8编码的最大长度是4个字节。从上表可以看出,4字节模板有21个x,即可以容纳21位二进制数字。Unicode的最大码位0x10FFFF也只有21位。总结了一下规律:UTF-8的第一个字节开始的1的个数代表了总的编码字节数,后续字节都是以10开始。由上面的规则可以清晰的看出UTF-8编码克服了中文编码的两个问题。

例1:“汉”字的Unicode编码是0x6C49。0x6C49在0×0800-0xFFFF之间,使用3字节模板了:1110xxxx 10xxxxxx 10xxxxxx。将0x6C49写成二进制是:0110 1100 0100 1001, 用这个比特流依次代替模板中的x,得到:11100110 10110001 10001001,即E6 B1 89。

例2:Unicode编码0x20C30在0×010000-0x10FFFF之间,使用用4字节模板了:11110xxx 10xxxxxx 10xxxxxx 10xxxxxx。将0x20C30写成21位二进制数字(不足21位就在前面补0):0 0010 0000 1100 0011 0000,用这个比特流依次代替模板中的x,得到:11110000 10100000 10110000 10110000,即F0 A0 B0 B0。

  • UTF-16

UTF-16编码以16位无符号整数为单位。我们把Unicode编码记作U。编码规则如下:如果U<0×10000,U的 UTF-16编码就是U对应的16位无符号整数(为书写简便,下文将16位无符号整数记作WORD)。中文范围 4E00-9FBF,所以在UTF-16编码里中文2个字节编码。如果U≥0×10000,我们先计算U’=U-0×10000,然后将U’写成二进制形 式:yyyy yyyy yyxx xxxx xxxx,U的UTF-16编码(二进制)就是:110110yyyyyyyyyy 110111xxxxxxxxxx。

  • UTF-32

UTF-32编码以32位无符号整数为单位。Unicode的UTF-32编码就是其对应的32位无符号整数。

  • 字节序和BOM

UTF-8以字节为编码单元,没有字节序的问题。UTF-16以两个字节为编码单元,在解释一个UTF-16文本前,首先要弄清楚每个编码单元的字节序。 例如“奎”的Unicode编码是594E,“乙”的Unicode编码是4E59。如果我们收到UTF-16字节流“594E”,那么这是“奎”还是 “乙”?
Unicode规范中推荐的标记字节顺序的方法是BOM。BOM是Byte order Mark。在
UCS编码中有一个叫做"ZERO WIDTH NO-BREAK SPACE"的字符,它的编码是FEFF。而FFFE在UCS中是不存在的字符,所以
不应该出现在实际传输中。UCS规范建议我们在传输字节流前,先传输字符"ZERO WIDTH NO-BREAK SPACE"。这样如果接收者收到FEFF,就表明这个字节流是Big-Endian的;如果收到FFFE,就表明这个字节流是Little-Endian的。因此字符"ZERO WIDTH NO-BREAK SPACE"又被称作BOM。UTF-
8不需要BOM来表明字节顺序,但可以用BOM来表明编码方式。字符"ZERO WIDTH NO-BREAK SPACE"的UTF-8编码是
EF BB BF(读者可以用我们前面介绍的编码方法验证一下)。所以如果接收者收到以EF BB BF开头的字节流,就知道这是UTF-8编码了。

参考:

http://www.dreamdu.com/blog/2008/08/02/character_encoding/

这篇文章写得很详细

http://www.cnblogs.com/cy163/archive/2007/05/31/766886.html

这篇《中文编码杂谈》写得不错,里边还有UTF-8判断以及编码转换的C++实现,推荐大家看下

http://www.cnblogs.com/xkfz007/articles/2566434.html

这篇文章中也有判断是否是UTF-8编码的源码:

http://m.blog.csdn.net/blog/zison_sun/5815746

但是当你的文本如果原本就只有英文字符,那么即使你的文本是GB2312,也会被判别为是UTF-8.因为GB2312中的英文字符和UTF-8中英文字符原本就一样,如果你的文中全是英文字符,这个代码会认为所有的字符都是UTF-8中属于范围00000000-0000007F中的字符。

最新文章

  1. qt5.5程序打包发布以及依赖【转】
  2. Thinking in React
  3. JS+JavaBean判断管理员增删改的操作权限
  4. Go 模板
  5. js 键盘移动div、img对象
  6. 工欲善其事必先利其器系列之:在VS里面折叠js代码
  7. uTenux\AT91SAM3S4C开发套件&mdash;&mdash;&mdash;硬件电路介绍
  8. MITMF使用import error
  9. 关于UIScrollView属性跟方法的总结
  10. hibernate缓存机制和事务隔离机制
  11. vim插件:显示树形目录插件NERDTree安装 和 使用
  12. [Bullet3]三种碰撞检测及实现
  13. Linux多线程实践(1) --线程理论
  14. python 结巴分词学习
  15. Python学习之MySQLdb模块
  16. Gradle构建工具从入门到精通(IDEA)
  17. swap
  18. Springboot Download file
  19. 在 Ubuntu 上使用微信客户端
  20. Maven的阿里云镜像

热门文章

  1. iOS 视图控制器生命周期
  2. 监控gc
  3. 自定义控件之--组合控件(titlebar)
  4. iosiOStextView实现文字高度自适应
  5. 《Windows驱动开发技术详解》之分层驱动程序
  6. VBS 批量修改多个文件夹下的文字命名
  7. leetcode383
  8. FCFS
  9. JavaScript高级程序设计:第三章
  10. 二分法习题HDU2199