黑脸艺术家 发表于 2021-10-10 16:45:37

小白求助!!麻烦大佬们帮忙解答一下

1. 输入并运行以下程序,观察运行结果。
# include<stdio.h>
int main()
{ printf("*********************\n");
printf("    very good!\n");
printf("*********************\n");   
return 0;
}

我按以上要求新建了一个源代码:
#include <stdio.h>
int main()
{ printf("*********************\n);
printf("        very good!\n");
printf("*********************\n");
return 0;
}

简直是一模一样的,但是编译它显示第三行有错误,我不知道哪里错了,应该怎么改呢?

黑脸艺术家 发表于 2021-10-10 16:48:31

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3x9bi1sfu4b2L9rxKf9PHM63Hnji3DJzeyYc1i0uTo9xtNH7bjf7X4FP+1x3XlOcDf5p+qV92R1m8XIR/IX7dbfGiPO+gonGft0imFME9QKB/7fWbN+l8t8q9uorQ+Unv8T5qki4eG2boYykiX2/rVtyzPpR/dTzRsiR9/O/HJTbz+WB5DfZbrf0fxyfbFzz0vo8N4dsbA9TM6j/X8Gnn9TBfT1INGYP9UUvx50Cc7nSFLIAABCEAAArMSwLxiXoOgTKNlYuNRBhpf0YtvJja+rmYL89q7IixtPmz+as5SL9rS+sW8yt2H1TGvs15/MK/P3hwyvwOY197llQkIQAACEHg9AczrZs1rP4ITRwJMI2Oq2ew0OFN+1rxmlss2OpORxcYCVM0bmZu3Mmfm3x3m5JFl+MT1er+AuXysqU9z7O/nut3jxu+1HI/X6+cuIsb05h53lM/TM0w9auP8by2+TM//2fxbTku9vfVaH+1NnNz6Th3nVQfj8rtuN1IXXUEMt9HntdleI8b/RI453y01+pwa+e0OZ+rI4tfP3IK1PKO+26PrJXd/rAcBCEAAAhDII4B5xbwGpZjG39RGyuKNr76pX6+RuQyfXBOXa1KuJmIZ83Etx0iTYsxB7nHnXcbGrGXqEfPag7e0fno7602Yehl9/THbY17F38iY/tfyxLxOJ8iWEIAABCCwDAHM60bM69UUhMdgQ6O66zM6cnq8OTCNv9GNxyBQY15zy2GPPxlBmpj/86fP1vmY8v0c1wf6aloem9Lrek/qNNGH+/l6GsrBcmqPw/fn82m2v2DWbV9KPZ/1u8Pah7Et1fi9Z583g1lbLsvoJ10Ms//R159nb2o9u//0kY1aMvH6Np8O+qXFvPZ5MAUBCEAAAq8ngHnFvAYVztR4W7rxNTH/50+1rfMx5cO8JqrccsK8tqAsF8yrf6qjpZKQ0hKzJ17fMK9LVAZ5QgACEIDAFglgXjGvQZem8To68hGyWbrxNTH/50++rfMx5cO8DlR5yyuKJD/9tuH7u63/O4pPR/9G4T+FFN3boDWCrX1jZdTjnvOZlnX0c5+On2v2P/r6Q+TVa0Ej+8knV9IVEJaYetDH6nnb8CA5VoAABCAAgXUIYF4xr0FpptEyuvEYsploLrMb4RPzf/502jofUz7M60CVt7wwr4ppHf3o3uKh2f/o6w/mFfMaq4o5EIAABCDwfgQwrxsxr5G0jEmL7qTP/gKcZxuP4QhMuWfv82qO+/1f2GTqJURCIj0E/Fcz9rjv6lVvptE/8KKb8flf97TlMXvzZC1daUT2Gokd97iuLXdKF7nsx9fvOP2ky2F0Ptq8mu0HdByVw15XXtUne+nrZ3TgYUb0SavwOP1sb+FO7Zj5EIAABCAAgXEEMK+Y16AY0/gb3XgM2Szd+LKNzKnlHHeezPBY41Q+pl4wr6NrLmcDawIxr8vc/EjXhdH56PPabI95HfX4uWBe09JkCQQgAAEIbIoA5nXz5jXRiDQm8dmIy/N9zoKuTblmj7zavnFdn6yjFH+OUv2TJtmzrP5XiU/l3zbZ5cPTpnE8unEd9mDNtz7ea8udaEwO9WnLNWH1f6X4dI349fte+m9j3v0+pqlf97sUn6p/dZOGOW57jZifHt99XUVHE+q3/F2KT8NvEza6Uj2INF80jvI3M+LyHsUb79R5YDaPJlP5taW8rj5ZP9cszJjhMPH8isv/uP7iyHd7Hoy+nobz4no+Ja7b5qijSXN+zX/9NHtMlHup7xKbvTMJAQhAAAIQGE0A84p5DaKZp/Eoize+TDkxr72TPm68t2ZmNvNh6hfz2sMvgnkV97NobnzcvflhcF0nzXmNeW1evoR5vSqEMQhAAAIQgIAnsKJ5PcnlcpIv55rknJMp6fB9Fp8uLzKdc+13SH5XE5K4g29MRHakwGynkbz84UCfPJP/Yo2vKIKpkcOB4VBfNlP+fC663wE+icjx0H6K34X4pOul69v2QdRypYatvso/hfjkjUeO+bj2jUzlm5qfl//Q+bH48qCD0ZG0qboMN2HckD7tgY/e35A+F9bPRs8vPa/Gf+/XmG6tRx2OrU/DZ6nr5/X3Rc/ToAv7BIjVG9MQgAAEIACBFxPAvL7IBA/V+7VxkWjsm0ZO2syYPZnttNGWPxxo/Jr8l2p8aYTrai60ETYwHGpMmvLnc9H9DvDBvGaZY6Pa9SeDDq76SpyHtmSjzaTqJgyH9Pn0/ob0iXn1Bjb/D/Oaz4o1IQABCEAAAs8TwLxu3rzeb2wOmtuUNpY2Zyb/xcyrHl/oG5r+fmZrCnx/2Ed9YjU7+9jz/OY17GmgT6s+jqt9Jm25Bm9WDORveUzVU9f38beT4rcxYhp96g0zTWBXIS8eCWa0/HMUn+zj16nSaV/K8nchPqV0VPwuxaeunlMZDs3Xcg7sz+X2qV1KP+b6kOKSnn//ehjjaWuq+lOIT9ebEEajvm48s//qJsX5ZM6ZerPDZm/4LHb91Jssv49S/M7XtS0u0xCAAAQgAIG1CWBeMa/JhvX9BuRA43GtxpeeKZhXJdEfLmU++ntpXvrUvPgJ89ojg3nNfOFX78aGMZZ3lw1cf7pawLz6G1zJP8xrEg0LIAABCEBg2wRWNK+X3fdTnau/q8+HPwhAAAIQgAAEIAABCEAAAhDIJ4B53WjkNb8KWRMCEIAABCAAAQhAAAIQgMD7E8C8Yl7fX+UcIQQgAAEIQAACEIAABCCwewKYV8zr7kXMAUAAAhCAAAQgAAEIQAAC708A84p5fX+Vc4QQgAAEIAABCEAAAhCAwO4JYF4xr7sXMQcAAQhAAAIQgAAEIAABCLw/Acwr5vX9Vc4RQgACEIAABCAAAQhAAAK7J4B5xbzuXsQcAAQgAAEIQAACEIAABCDw/gQwr5jX91c5RwgBCEAAAhCAAAQgAAEI7J4A5hXzunsRcwAQgAAEIAABCEAAAhCAwPsTwLxiXt9f5RwhBCAAAQhAAAIQgAAEILB7AphXzOvuRcwBQAACEIAABCAAAQhAAALvTwDzinl9f5VzhBCAAAQgAAEIQAACEIDA7glgXjGvuxcxBwABCEAAAhCAAAQgAAEIvD8BzCvm9f1VzhFCAAIQgAAEIAABCEAAArsngHnFvO5exBwABCAAAQhAAAIQgAAEIPD+BDCvmNf3VzlHCAEIQAACEIAABCAAAQjsngDmFfO6exFzABCAAAQgAAEIQAACEIDA+xPAvGJe31/lHKFIXTWpLJz45IqyScdaxKfd/pWFiE9TD+Tot/V5VG3aLQgKDgEIQAACEIAABN6fAOYV8/r+KucIMa8pDWBeU2SYDwEIQAACEIAABDZHAPO6F/NaH0XqYxM1ayJnrhDnCimPdZM2pywKtCkC9bEQn5xzvVQca/Fpd38acXVOpEmFiCtE/KHkHE5VivjUbR/yKY4iPvEHAQhAAAIQgAAEILA5AphXzOvmREmB5ieAeTVMMa8GCJMQgAAEIAABCEBg+wReYF7Pcrmc5fR1aNLBOfHJRoQOhy/x6XS+NOnyIpO51H7HSiNlPlxxFJ9yA05j9/v0+qGv5bEsxKfCtWlqF8Wny/OpGbxLn1d9zNdGTCsR8WnsXyo/+sCOJcn6EIAABCAAAQhAYHECmNcXmeKxNYt5HUuM9XsEMK89HN0E5rVDwQgEIAABCEAAAhDYOoEVzetJLpeTfB1ck2ykNT19EOcO8n2+NGmpSOja+Y4Wxk77vMamu+2rS+R1tAI+e4Og/6iP6lxCSpnYqRHdz64tjh4CEIAABCAAAQgsQgDzupPIq39Z0x5f2IR5XeS8/bxMMa+fV+ccMQQgAAEIQAACEDAEVjSvbV/X78NBfPr6PjXpfLmIT13k83ySy/kk3wfXpC4i+3US9+Wjtzfr7njc1MPbTmJe37ZqVzqw0Ju7cCI+aV/X2d8KnNiP828kLlc6VnYDAQhAAAIQgAAEIPCIAOb1RQb4UaW80zLM6zvV5iuOJWEqMa+vqAz2CQEIQAACEIAABF5KYEXzOjJievqSy+nr+hbij4m8tp3sSufEpy7ynBovK3H+zaiZf5GZ1LcV15XUddW8Edi/FTjeb/iubFVLWXlDYf7Cp0fi7TKOoXdsr+oT2+eu3z+tj6X4VDjXJP9tXZ+6rpbhuO3y4e/vtqasOpbiU1G4JsX82v0VZSU+BStn4N9OtmscCyc+xfmFeVrvmZ9F7fZg6llfyltXR/HJf4O4/Q5xf99FcRSfvHTuyafL345En7QZ+T1Xm9/QdLS/EO2l7+sQOZZDAAIQgAAEIACBxQlgXjcXee2bqKT5UMOHeZ3pJOlzx7wmsGJeE2CYDQEIQAACEIAABCCwNAHM66eb1xBJvEYO+xGz2DybyKMq1JiaeLuhfHV5In/dz2JDY16LQorCl0XLZYZlKa4sm+j4/Qh5Kc6VzadHfc72ryqd+JTMP7nfoUj7upFXz+ghJ3scYyO+pRPxabG+rrZmQmzb9rHVELNdnWkIQAACEIAABCAAgdUIYF4xr81jsJhXzGvWVcfcpMC8ZlFjJQhAAAIQgAAEIACBGQhs1ryevpz4pJGpr9NFfPrctw33zZVy8f1dn+rzaiJj+rhsp63wiZLI3GbuN+pja/uMdjt69chjvrX4/qbVnUhrP8J6jag+jiBXZSE+lceqSXUt4lP0V1ci9e1+H+cbbd/NMBHZsRFQzceY106HRSmuKOM+rZPL/+IIaPTdV946rBJgCAEIQAACEIAABF5FAPO6uchrSgqPzVVqKzs/NpPXGwTeiGBezYuygknHvAYlYV7tKcU0BCAAAQhAAAIQgMBKBLZnXt/8LcMaOR5fv8ua18i0dgV8br+xWZ4aOewKtNCIPc5+RFXCe37tW3xtV8jcyOvYg3g+34Uir5kRXKsDyy3m0dZH19dV+7x2r3mOt5h1TjDp1/0TeZ2VL5lBAAIQgAAEIACBCQQwr0Rem0ezMa+Y16zrh428Yl6zsLESBCAAAQhAAAIQgMDzBLZjXkPE9eCc+OQO3006Xy7ik0Ys32U4vuqsuQqP+2b2PdX92QhY9N1SXbEbPrff8fvrdrzyiDnOiGte5DI/Qtrmp31foz7Fpi9y17d0cp/hvPIPQjfmNX3To5+T1cHkyGtbTf3Ml5iKIq8Lf192iWMgTwhAAAIQgAAEIPBmBDCvLzLG43VkzJWam8hkPc7ZmgjMq/IyfCOueeYP86o8+0OrO8xrnw9TEIAABCAAAQhAAALDBF5uXs+nL/Gpiyy9ecRVI8fDVWPXMOYK82oBPTlt+C5mXs1+tB6zh1P7DOeZ70GIr4680ud1sIpYAQIQgAAEIAABCLwrAcwrkdfmO69pT5AwW5G5u3+K2IjbcKT3fj7LzzXHGR1fnvkbjrya/WSbVn0rNOZVvFiX/oseG+aFTUsjJ38IQAACEIAABCAwROBl5vX8fRCfuojr10nc16np3/qOfVw14qrDoYqJlydMT2Sy4i1v54w3k8/td/z+bku75rg5zojrPOY14hFeeFTV0nwjNXXEw6Y4taXOzyu/rp0crhZ5bcsrhZMm6duGh583ThZ91AK+8zoKFytDAAIQgAAEIACBNQhgXom8EnltzjTMa9YFB/OahYmVIAABCEAAAhCAAATmJ7CieT3L5XKW09ehSRpxPXydxCeNSH7KcHxVGnOlj5tGEcLHOUeRv8G31z65X2N2tN5z31L7+GjmXGqOM+KaF7kcipBa/kVZiU8hzng9oLoWqWupjmWTrm8j/pTHhgOK0on4pJFXt/Tjuy+O+F4VwBgEIAABCEAAAhCAgCGAeSXyumjkVTCvvS6amNe2727207+YV3PJZhICEIAABCAAAQh8LoH1zGv4jqtG3qYOD99n8WnvEdqU5Ky5mcrJhb6UNqIX5z8UyTMRydER38T2mk80HCpPityz8005F4q8Sn0Un66RVH0RU+5wgE/iZkG+jkpxrpSWxh2mJv/cCLrVXbZ5Dfu7Rl5DFDZZwDtlHjMr1M9q+ziyjiwAACAASURBVBtTNtaFAAQgAAEIQAACH04A87qxyKtt5OebDmN+MK8jT23Ma6s1zGtzg6F7THlhszxSpawOAQhAAAIQgAAEPpkA5hXzuuxjw3p21ZVIXUlZFE1Km/KByKLmN/twJfMayl1XR/GpKFyTIh5FIc6zquom1VUpPg1+ashERqN8o0i3uenhNmZetTewfetwcRTxaba/RF/X2fczW4HJCAIQgAAEIAABCHwcAcwr5hXz2pz2mNdNRl4xrx/3o8QBQwACEIAABCAAgRSB9czri0ziVvvGpiqE+RCAwB0Cqb6vx1p6b8S6s2nWrOi7rjwunMWNlSAAAQhAAAIQgMCKBDCvLzLVK9Yxu4LA/glgXvdfhxwBBCAAAQhAAAIQeJIA5hXz+qSE2BwCKxJIRkhrkcr3Wx35lzLF2a9DHrk/VocABCAAAQhAAAIQmEwA84p5nSweNoTA6gQwr6sjZ4cQgAAEIAABCEBgKwQwr5jXrWiRckAgn0DpRHzqPmlTiLhC0h+oNVkTcTVAmIQABCAAAQhAAALbJ4B5xbxuX6WUEAKWAObVEmEaAhCAAAQgAAEIvD0BzCvm9e1FzgG+MYGyEPFp6luH9TFk+ri+sUg4NAhAAAIQgAAE3oUA5hXz+i5a5jg+kQDm9RNrnWOGAAQgAAEIQOBDCWBeMa8fKn0OGwIQgAAEIAABCEAAAhDYEwHMK+Z1T3qlrBCAAAQgAAEIQAACEIDAhxLAvL7avHZvS719c+qC4x8qdA4bAhCAAAQgAAEIQAACENg3Acwr5nXfCqb0EIAABCAAAQhAAAIQgMBHEMC8Yl4/QugcJAQgAAEIQAACEIAABCCwbwKYV8zrvhVM6SEAAQhAAAIQgAAEIACBjyCAecW8foTQOUgIQAACEIAABCAAAQhAYN8EMK+Y130rmNJDAAIQgAAEIAABCEAAAh9BAPOKef0IoXOQEIAABCAAAQhAAAIQgMC+CWBeMa/7VjClhwAEIAABCEAAAhCAAAQ+ggDmdXfmtRBxhUhVt8nK9FiI+JT6fqxdn+k8AnUlUldSFq5JrijFp2MtTcrLhLVmJ1AWIj5REbOjJUMIQAACEIAABN6TQH0U8ako21SLiE97+MO8Yl73oNPXlxHz+vo6uFcCzOs9KsyDAAQgAAEIQAACSQKY1xcZwEvGfp1zskbKKcvtOp2aUhHSaH6IuA7dGiHy2qGdc6Q+FuKT1VJxrMUn/gKBYPKPZSE+Fc41yXLT6cnc1LR250nm+aE7rESkih9Q6AK44TwrnIhPupuyEvFp6l/pRHzS/EIxpmYXbUf+EZLeDPj0cEQT8ImQ9GbAp4cjmoBPhKQ3Az49HNHE1vmo2dPfbx3O/TsegZl5Rmimde0QPQ7/UKdPQzZj5uJMyu7tI6/aSF56eGtMc8a72upUc9OivTsvU1WY1w7tnCOY10yamNeHoLb+4/yw8NIab38Meoma+0cbPo9rAD7weUzg8VL0A5/HBB4v/XT9YF4f62PNpaub1/P5JD59HQ5NSpnKw+FLfDqdL03KMYT31tH8l4Kq+d/b96N5XXm0FTg0TIV8ogjUTcvyXp7djhkZRWCnjw3XVSk+FYVrUkpGo1jcXbm1MaVz4pOeF0PDu1k9mpm6OTPWRYX17SkyV+S1KkV86vILx9T9+Jt7UXontDyK+DT0R/6PCcEHPrcRBM6vVg9cf1oOXB+4PjxzfejOo9DcLny/0Yzf7cfU11+aMuOuFPFpy3+Y1ydrRxvnj4zqvWXdbm3rOTWdch2Y1w7loiOY1wG8mNdbQDSObmnE4/CJmdzOgc8tjXgcPjGT2znwuaURj8MnZnI7Bz63NOJxzGvMZO05K5rXk1wuJ/lyrklq+nKHX6eL+HTPCD6ap/kvBVbzf1SGe8u68qTMqp1vQzjJWyZEXju2jDT9dG/76qbugTyLyj5WXZSV+DRb34mU3u15kXsgicirDeDaH6lBfom+snpntgsch8hrdRTxyZ7uthzdYZF/wwo+4aXz6KfRA+dXuEJwfeD6EH5bfGSR35f2t3W264OeZuEtvd3vtnmSqvu93slIqnk12N554fFhXp+Ej3l9EiCbL0rAmsqlLkZ2P5jX/oueZvvxpHFK45TGafMStdsXqXF+hZ8Rrg9cH7g+LHd90NMM87pouzUn8/XN6+FLvpq+rGc5nc93Iql+3llO34cmqTl0Xyfx6V4U89E83T4HxpR1NP9HZbi3rNtXd+tmIGJqI0z6XEfu9rpet2NGPoGANZVLmdeqdOKTc2WTkpGx0dAHWmOj8wsbJLK15baRV3sapnavd7zt24r1NEwNtX5C8VLZd3fUyf8+Ivg//l4ffOBz7xrE9Sd+CuaWE3zgc/uLY9sHqo/bdfY03j0ZZuyIbRdt4Zgwr0/WAub1SYBsvigBzGsCL+b14cfIMTeYm9tGu45r44ybK/cb8fC5zwX9POYCn33x0VYF5lVJrD9c0byO7a9q+sgSeW1fXaoa2WrkNZRLTX33Y14dpa6OUhauSbq8GxaluKKUqpYm6WHGw7bZdCyc+OSKY5O0MdW9XTf6vqj/Rmsh5bFuUpyvzjH5p96ca/arWw8OJ/IpiqP4lORj8u24psqfnD8tcrpY5DXS+UydS4JgushlIlt7JzI38mp1kHyvWmK/dvuhafJ/TAg+8PGn/NQ/9POYHHzg84nn19zNk6jvqbYPapG6Fjn6Lxj4NwGbyKhOa3v7sRofLA0hVs1Ph0/na9tbofxT21P+CDCvD+oxZ5GahHuPBj+a1+Wt6hga2lqOzpqEmm2+3Y4XGjEmSkXvjSvmVdrvp1TeILafk8nlg3lVfevVXB6HxobkbS+miWwxry1IGqePBQUf+Hxi411rHf0riftD+NznonP3yidqhifaEXqcQ0PM6xCh6/LtmVffD/Z8lu8v1yTnDuLT9/nSpEeG8N4yNQnXQ553TPO/t+9H87pSWHOZmt6peS2KQnxSTsPDochf6zqukdc2Ynssnfg0nH+7TnGsxaf4z+SfilDOFHkdzSe1X3PTIJdDvF6Cf7iqFlFEO595b1/hOGL+Zo59LkffzGJW29okj90+vrcAH/jc+6nrbuYN3JtCP+gH/bQvBbx9cdk9JrfzOL/SUUvPKZdP195om4vRC6I0n269zJHIvIZ79t0TYnoPf2Bo7ULm7rvV7E37Z7/7GuWn5X/ie7KY1666po1og/yRUb23rNvb7ZXl0bhVY3TLR9UwMOx2vNCIMVGjzdngC3+MuQyPG2Neyyaqq3qcPsS8znFm0LimcX3vcq6NmtDmSUoN/aAf9IM5S10guD689vrQ1QvmtUPxaOStzOvpy4lPyUb24Utc81bii5zOY/vLXtfX/BWsTj87tPndM6iP5un2yYfX9ZerKEV8sn9JNWzLvHack31ajRkNkc6pkdHUJ1q0L+y1PP2+shZvPG3KmYqAxhv25xhzfy1Pos9vXYnUlZTONcn32/XJ3svo7+Q6NdsLm1aPvM78q3BFsuxYotgaMO5O2/B4kTZC9HTXYfLtfuTPpzCCdviO4zWKwvkVLmtcH7g+cH2IIqGzXR8SrYcoljTx8eFU5FXbBXocXTES5/uzkdJUOZLtkq5A90e6do+1J3uMvGJeQyWrKlNDzKs5G9qztXts2DzWi3nt48K89nksPpX4MdEfne4ijnltGhh62YNPUCb6wXxgPpYzH5xfnF/PnF+JBgTmNQEmzO7aPR9hXjtT8mF9XrUVl9JCKlSjrcChYSrfuebbyGJZiSur5rMc/ncj+Wcje2G7eP321+dqXnMjkWa70ZHTZ7cPR2L5ZJZjqgmdul3M/fGc+d82nHjtXW7I+XFxF1+qP2a2uF0XXnNnNgTYpTxKk4YKSP6PCcEHPj4y3V61m4dX/AMsnF++X59vQHL9EX+N4Pp8/zrB9fM+l+TccKGxfVO1m0hyO7MgFfEcsgVdu0LN4RMRzaZIiebX1MirXogtH3v+GRwPJ1/W53Uw8op5vV9xmNfmVR6Y1/blAvdFcp2Leb2yWHOMH//HtOEDH8wl5il1FnB9SJFp58PntXyivWNeIyS9GQk+uzSv6f6gZ7lcznL6/mrSwTnxybmvJp0uF/EpvX1/mfYp7IGccULzzy2PrtcVwUZKh26x7My8pvuudgTCSHtPp+vbmYxItmfB1bwmXjBks3962uw3Wb6BHYVfHdVNLp+pJnTqdgNHES1eLfI6+dZfVOSXzLB3SOc+HPJ/XK3wgc9jAo+Xoh/4PCbweCn6eW8+elOha9aPjICmIq9DJs/q6tk+rxIaJt1xhIjuUDke1+68S18WeVUTFw8xr+INbOoP82oir5jXlFT8fMzrIzrrL7M/MpjXfh3Ap8/DTsHHEulPw6fPw07BxxLpT8Onz8NOwccS6U9jXvs8lpzaoHntR07P3wfxSSNVX6eL+BSb3vvzdLulIGr+ueXR9bry2FsbdjoViU32gNaH3hPDbscLjUyMLEq41UPk9X69TDWhU7e7X4r03NUir1u69ZfGwRIIQAACEIAABD6JwJMRy61HXue+2f6MNDCvz9AT/6r+9nM/akpzh91urVm105jXpq93xyv0/OaxYfq8XjXBGAQgAAEIQAACEHghAczravAxr0+iXty8qpm1Eafo+YREpFW31+GTxzu4+dTIq9nOv6HYp/jP9D11PDYcM7rO2W/kNdHDf+zr+64oGIMABCAAAQhAAAKLEogejMzs+7qVyGuqHEReR7xw6eMfG1bTiXkNFxvMq79hkuvhMK+L/kaROQQgAAEIQAACEOgIYF47FIuNbDDy2r6w6Xz6Ep8+7m3DalbtcK/mtaykePCd17oqxafCuSY5N/TdVszrM+bVhbckV7WIT3P9zd/nNZTMviHi6dfozXXE5AMBCEAAAhCAAAQMgYmPD6cinrb5b/bWfLvZN5U625AZ6bX56PRU863bR8PAw37nNfe79lF+vstmbh/N9dbDvF4VeKNGq969PDaMee2fd+bx6LU/lYN57VcHUxCAAAQgAAEIQGA2ApjXPspdm9fTl1xO/lut7QuO8of+TcMH+T5fmjTWROfvZ2y5+uuPLVdXs92tkhujem/eTs3rWP7DZm7hyKsxl2PL74b64Jr8h4+3Vcrkx3/DrbxrZLuv2/j4pvUhXizymrpJEy6G3XnECAQgAAEIQAACENgIgbERzJdHXtvmtUQR0irvBaEp7KlmnFoda29S+dzOXy/yinntfd6nqwStvaGhrd0hNaTy63a80IgxZ7E5emyehs0c5tUzze3zKpjXhYROthCAAAQgAAEIQOA+Acxry2XIrlh7c59mf+72zOvhIO5wkK/vU5POl4v4NDayOXV9NVtTt8/drquGlMm0823tDqnBbq/T3Y4XGhlpXouiFJ+qum7ScKkwr6PMqwINJrYsCvFJdR4PNxZ5DZ9Gim4Fpj4hpcfLEAIQgAAEIAABCLyKQOLx4dSDY6+OvEZmuxBxhWgrbDrFRERXbUl2MOamBJhXY4y1MZ9rQqeu19WB1t7QEPMakGFeMa9OBPPaXUIYgQAEIAABCEBgYwQwr22F7Nq8GpM41fQtvd1uzGvqFs2QCV763DaR1+HHgJcuEPm/BYHUkwb2ps5bHCwHAQEIQAACEIDAOxCwEc2t3XtP2YkpEdFH9ZXaz5Rm3HqRV8xr79HnroKHzKYut7WbUoGunxp2O15oBPO6ENgPzxbz+uEC4PAhAAEIQAAC+yOAeW3rLGVbrL3JqWHMqzHVm428pm6BlIWITymzaufnqOKZdTCvz9Bj2yEC9ldA9T33h2uHysFyCEAAAhCAAAQgMEAgZdpSfV8HspttcV2J+KTNqG745HdiowKGx4b9t2h736N9ok8t5hXzGunsqRmY16fwsfEAAczrACAWQwACEIAABCCwFQKYV2ne+oR5NYZzzn6wm428+ld+5bz2K9W411sqS5/NmNelCZO/J5C6Cr76Via1AwEIQAACEIAABDZKYCjiGgKlk0ufMutqQ3Q45XFhLRSRV2OEMa8qjYlDzOtEcGw2igDmdRQuVoYABCAAAQhAAAKYV2P85oyAviqv7ZpXFx5MDxHYVB8/Iq9cmT6JgPb5fuYW3ifx4lghAAEIQAACEPh4AhohLUoRn56NuCpQzVcjrPrgaHkU8WmO/RB5NQYc86rymzgk8joRHJtNIoB5nYSNjSAAAQhAAAIQ+FwCajIxr8YIvip6+sx+t29eNQI7cfi55ylHDgEIQAACEIAABCAAAQjsmACRV2O4Ma87VjNFhwAEIAABCEAAAhCAAATelgDm9dXm9W2lxYFBAAIQgAAEIAABCEAAAhCYjwDmFfM6n5rICQIQgAAEIAABCEAAAhCAwEIEMK+Y14WkRbYQgAAEIAABCEAAAhCAAATmI4B5xbzOpyZyggAEIAABCEAAAhCAAAQgsBABzCvmdSFpkS0EIAABCEAAAhCAAAQgAIH5CGBeMa/zqYmcIAABCEAAAhCAAAQgAAEILEQA84p5XUhaZAsBCEAAAhCAAAQgAAEIQGA+AphXzOt8aiInCEAAAhCAAAQgAAEIQAACCxHAvGJeF5LWytnWlUhdSVm4JrmiFJ+OtTRp5dKwOyVQFiI+URFKhCEEIAABCGyBwNH/NvnfqKpNWygTZYAABAYJYF4xr4Mi2cUKmNdtVhPmdZv1QqkgAAEIfDoBzOunK4Dj3ykBzCvmdafS7Re7Phbik3Oul4pjLT7xFwgEk38sC/GpcK5JlptOT+amptU5kSYVIq4Q8VWRUx2ViFRhU83C3QRwQz6FE/FJd8MN9Mk1xoYQgMBEAqUT8UmvQ64U8Sn7L3E9G5tPfRTxqStHKFO4nGYX5+UrLn39r0oRnyyo4ijiE38QgMCmCWBeMa+bFmhu4TCvmaQwr5mgWA0CEIBAHgHMax6n7LUwr9moWBECn0hgO+b1/C2X87ccnGuSRn7c10l8uhiTudS07nep/DXfTxTbose808eG66oUn4rCNWm5yGHbGiidE59U50PD0XWmj2HZO9pjb/0v3XgZfWBsAAEIQOA+ga2YVy2dLc/uAoprXf9Tv1fL/RBrFTGEAASeIIB5NaZYG/NqMpcaPlFnbHqPAOb1HpWbeZjXGxiMQgACEJiNgDWLYx/31e4UthvE6HzCEdnyYF4TVY15TYBhNgS2TWAD5tVHVU/y5VyT1Dx2QyKv21YQpXuKgH3ceakbvnY/RVmJT7ldUAcPMtXZaupbhhN33sPsrji2kbYUv26HjEAAAhAwBOx16NWmM7ocj3zlgDm89SfXvv6nTKz9wVmfBHuEAATuEMC8Enm9IwtmrUXAmsqlzJfdD+Z1rRpmPxCAwLsTwLzOXMOY15mBkh0E3ovAy83r6cuJTxpp/fr+Fp+6vq9EXt9LcRxNj4A1lUuZ16p04pNzZZPmu6GceE3ms8+pJbK15baNxqmB3l6lMAEBCEBgBAF7HXp15FWLbsu11O+L7m+24erX/8QOp1bkbCDICAIQuEcA80rk9Z4umLcSAcxrAnSiLYF5TfBiNgQg8DIC1iRO9Tw2n2fvAdr8MK8piSR+cKZWZGo3zIcABGYh8DrzevqSy+mri7gevs/ik3/jcO+tw0ReZ6noLpPwfTONdOuPWV0dxaeycE3S5d2wKMUVpVS1NKnLLxppfwSOhROfXHFsUvhpaN6s27xdN/q+qP9GayHlsW5SlG03w+SfenOu2W+3+dDIRD5FcRSfknxMvh3XVPmT86dFTheLvIbjun4vb6bOVbYtkcjWdlUi8jok8MTyxGN6en1IbHWdPXH78J41iT4LfPvNTP8t37JNeh257vj+WLLRHjJI7S+5n4nH15Xu2e27jOYdqY4iPkUvCjL87cvDdXpIH13+hUjhz+FEvso9ef1MHPbS+efqMzqusd95DcdndfuseZ378pzsS1uL1LXIsWxTxCPU+5Beump+1fU/AhYKHs7frnxjR5LgMr97PnZ/rA+BNyeAef20yKsxUfpjgnkNZ/pEPphXbZUmXObYC+mrGi9jy/ku6z9rriZun2sO1NxgXucVXGf+/A0CPYVHDPX3I1WqLn/MawpRbz7mNeB41fUf89rTIxMQ2CqBF5hX83bhw7e4w7ecL5cmEXldWCrGnBVFIT7lRwKHIn/tr8418tpGbI+lE59y91Mca/Ep/jP5pyKUM0VeR/NJ7ddwz+UQr5fgH+7sFlFEO595b1/hOGL+Zs7crS2TPZPrErDV6TLvRYxt80WBiFzDFMozFAixx1EeRXzKjjAmImc236X4LF3r9omFVKRsaH7KvD6b/9ATFFvPf+rTplZfz0Ze9XXyVvepehvSXeq8tfkP6WaofofKsdxy65rDhWkqsFQFKKDJ+S5HgJwhsAcCmNcPj7yONmeDL/wx5jI8box5LUUqbzwnmsluO8zrHi6sey2jbTwvZc5SjWBt0yWHmNdZpPWs+dP6SbW9n81/yNxsPX/Ma/oRca+dofqdReSTMsG8TsLGRhBYmcCK5vUsl8tZvg+uSc75/q5fcrpcmnRRE0mf12UlkIoAJvu0GjMaTNTUyGjqEy2+H6xPnblLRTCTdEw5R28fMh7LJzz3WDonPvl+uz7l/jjP9sKm1SOvc//IJyuWBSsSSJnKIT1b05uMGCVkk3osWB8rtpGdZP6BlS2Pmi0147ZvZW7keHE+S9f1yMe79bHfjl8IRKUi3ymOqfpK1a/WU5BLR2Xp/FP1m9KnFizSWyJyr+unhtaUp7iltk/Nj7hlPlFh80vxUX1E5U2c71PNvS3PYtO2IiYXOAXg2YjuYkdOxhDYBQHMq5rmMFTz1Jlps3yu+S9TR/gV0+PshpjXtkrG8sG89jvLpUIxLxM8Ox5DINU4xby2FBfnM6aypqyLeW1fGpUwb6n6xbw+1j/mNXUyYl5TZJgPgWcIrGZez98H8UnN0tfpIj5FZpDI6zP1ObytNWdlJa6stGdGevvwq971qQzbxRu0F+uuz2t2JNJsNzpy+uz24Ugsn8xyTI2gTt0u5v54zvxvG060godczuNisvTVBBJtrSiiouUcKYNwekVvnU1F8rrdtE/dX7dLmA9dP4qEDUQMU6YlkvNIPql8h45Xj2P2oa2vAY76w2Aj3xGXUNCIe2YEMqULu5+l848CbkN8njxuW792/7PdC0zodmz+KT0nrw8z87G8FpuOBJkp5FSBInCZwkrlx3wIfDgBzKuJrKq5jky1We/Z5S/TnTVnmNd+VVg+mNc+n27KtoKDO7CtzW59RnZBINHITTZOR8ogahMOmEplFm030PaLTM7AfqK2ZUrOI/mk8sW8as22w6h+E/yjes30FLn5W/OYeny5X3qRqeWy+dj9jzWXNr9uOqHbsfmn9Jy8PoQCzMWnO56lRyLBZAotVa4I3MAFLJUP8yEAgYbA8uZ1bCR17Pozm8pPM6/pvqv2DGmbW13fzqSpa38lr5HXxAuGbPZPT5v9Jss3sKPwo6U6yOUzNYI6dbuBo4gWrxZ5fVmrPDpkZjxBIGq7Jdpa0XoDbTzbONfHDacOU3JburEcHXeCT3S8A3yeqLK8TQMwyztlYrL7vCbM0ZCp6QqdKFd3L2zp/ENBrG5yy2+3m9pF0uolVS8dt5EjkW5H6jHyYImbDLZYc/Gx+S42HYFKnOCLFYCMIQCBRwQwr8b8qml5NrI6tP2jSll0Wbgo63HmmjORtnWBeb1fO1NN6NTt7pciPRfzmmbDkphAbtstWm+gMWwb59ZEjZ3GvMZ193BOwiSmTBLmVcQb2KG/ucyZPT9S9TJUntTyseerzQfzKtI8Sm/BMA0BCKxKYHHzavu6qmmaPky8pdiY0CHzmFqu5Uotn2v+qrV8uzPM6y2NeHwin6kmdOp2ccEfz1nNvHahksflYenGCSRMjq1e22gfamzbxvlYs2rXf5V5Dffyrn1wbQQqESm0/F6lgqn1kIxEJo43ub498CG9bTx/ex5sNfI6qFtbL2b6c83rwF05w4lJCEBgWQKYV2N6Ma8pwbWtCyKv9/lMNaFTt7tfivRczGuaDUvuEBgyE2ET22jHvLbfsBz7oqM7NbDoLMxr+x3S7mbCk+bYngeY17585+LTz3XBqWdD1AsWjawhAAERzCvmVfyjw4N/JiLp31DsU/zXtgLo8ypyF48Btl/zmmjtDbkXc/xMbpuANTldJM2a28wuYVGbMHO7sZTWaiyn+EQRqoWOcyyXlKkuChGfbGRbX1iUe1pP5R7pIkSyg8y6w9xc/onL4FTz2h3owiNWt7nljXRtnzhIlHtqvSWyW372VEDLl4w9QAACgnmNPtVD5DVxXmBeE2Da2VNN6NTtHhbmzsL5I6+JVltuK/dOGZm1PQK2DYd57ddRik/UyMe89sGZKcyrAbLwpNUt5tUAnwrIZMMkBCCwDIHFI6+j+4jytuFlalpzNSa0KCvxKVgRXasb1lUpPnXfdx38bmubE5HXaZFXF96SXNUiPs31N795DSXb3S31uYh+Rj4pE3YsRXzSSF1naoew2IhtiNwUpYhPyetQLVL7cyJ87/VYifiU+ltLlhGfcDzKRYdbuacTlVdNdeCb4p/ibOdr/ehx6zClj7oS8UnX64aJLoavyr97vDgcsJbbfv92qPyWVzcdwJeFiE+az2K6SZyH9ji78ulxH0W8hrR8Ohzabq3z0ZZ3/HSoCFuxz1ZE9OazcOINgRt/AGwBgY8ggHn99MeGMa/9E92a+2Od9Vj11Aiq3Q7z2q8Opl5LIGV2MK9tvUR8MK/NDQY1NTrEvA6cx5jXAUBrLca8rkWa/UDgGQKY1w83r/qYdO5w+NM67cV/scirMZe55b6uN/DdWZP/8PG2p581odk3akPr9xrZdnIt673xgfInrgaLRV5ToRDbWS1RLmbvg0AUOTEmbWwAISUbNTtDw6HzKypvIpI3F/1of8pHI5sb+cJGrtlO8dcI+dCTnQRAWgAAIABJREFUIUkeyiU1DLyGLh+L5Z/wLikeOt8G6nIfw1X9JetlYf2MfTo2Vc6h8z+qr4XPR+U6epg6wCFBDu0oAqAnwMIVPFQulkNgpwQwr5jXAbPUN1DDZg7z6s3nUOO6u16EH0vMa0eEkQ0SSLa9QhtsqPFqDwnzaomsM51qm6sJGxpiXuNHZj0zzGt4y3ZCxtH1A/MahIR5TUiG2RB4SADzinl9aF6LohSfqrpu0kM1NQsxr6PMqwINrcqyKMSndPR1Y5FX7aVoW2+p5wT1eBnuikDSbD7ZCNW+g7avnzVR+jbcob6uCnXtxnKKz1ZPgyjipoGgkcOhgJRysZeHrn5D2708ivgUAp9ajYPDxfIPBUnpUvWoEWgtR3dcY8+LxP6yb4IOkkqsECqwK3eo/1S9pm5+DN28Wvt8TBztg9mhAqxQ5zqBU+AUfAr4gxKzCAKfTADzinl9YJRcY1wxr/6H7fHf5MeGNVvMq5JguEECUeNcTc7YRro5NsyrAbLSJOZ1AHTCTKrXwLz2I9CY1yE9Jd50pYLCvA4AZDEE+gS2Z16NmRz9tuInt9eI19L77VfDilOhFarHOfwY8IplY1f7JZByN0Otmv0eMSWHQEcgJf+ttUkj05r51GIqcMTp3Ulg1yNWF3MFHHcDxQJYylRG+8k8AXcDkoJCYB0CmFdjdtXUYV7XESB7eRMCqdY7rds3qWAO4xGBlPwxr4+osWwrBKynwrwOPD89teIsaId5nYqS7T6bAOYV85r1KZjPPk04+mwC0Y+zNgJm/nBtdoFYEQLLEYg+3xjkvnhfxbGHlOjSp2/FDYvjXMOC1GnNvakY2R7npCLrW7v5Mjvb1F2nuU9g7R+hEV0dftxdgtlrkAw/lADmFfOKef3Qk3+Rw061cvXNJovslEwh8BoCmNfHb5l9Ta2w17EEMK/aiX+hu0+Y17GSZH0IPCSAecW8Yl4fniIsnEQger1keDzq7W/lT6LFRlsnkIpcmjavfkpmq4eTurekgaDcIQGjrdYw5coisHTEdfBE43HhrHpiJQgkCGBeMa+Y18TJwewnCGBen4DHppsjgHmVW2OLed2cQinQGAKY1zG0WBcCmyOAecW8Yl43d1q+UYH0Q4l0jnujSv3AQ0mZ1xBAmbuL3NKE9XFn/eTLrTG9N64RZZ7+X7pmyH9VAhohnfsE1nz1ZNITLfdD1atCYGcQ2B8BzCvmFfO6v/N2PyXGvO6nrihpmgDmVbyBxbymJcKSHRJQk4l53WHlUeRPJoB5/TTz+slq59ghAAEIQAACEIAABCAAgd0SwLxiXncrXgoOAQhAAAIQgAAEIAABCHwOAcwr5vVz1M6RQgACEIAABCAAAQhAAAK7JYB5xbzuVrwUHAIQgAAEIAABCEAAAhD4HAKYV8zr56idI4UABCAAAQhAAAIQgAAEdksA84p53a14KTgEIAABCEAAAhCAAAQg8DkEMK+Y189RO0cKAQhAAAIQgAAEIAABCOyWAOYV87pb8VJwCEAAAhCAAAQgAAEIQOBzCGBeMa+fo3aOFAIQgAAEIAABCEAAAhDYLQHMK+Z1t+Kl4BCAAAQgAAEIQAACEIDA5xDAvGJe30PtdSVSV1IWrkmuKMWnYy1Neo+D3OFRlIWIT1TEDiuPIkMAAhCAAAQg8JYEjr5t5ttoVZt2dJCYV8zrjuT6oKiY1wdwXrgI8/pC+OwaAhCAAAQgAAEI3CGAeb3IxZjAvU4758Snpct/R0bMeoJAfSzEJ60/HRbHWnziLxAIJv9YFuJT4VyTlJcdTuamptU5kSYVIq4Q8VWRUx2ViFRhU83C3QRwQz6FE/FJd/PsDcTSifik+YViTMZgNyR/S6Q/DZ8+DzsFH0ukPw2fPg87BR9LpD8Nnz4PO7V1PvVRxCf9/dbh3L/jlsvs00u3f6pSxCcFpMPiKOLTDv6IvBrTrY13zOsO1HtTRMzrDYxHo5jXR3Qa4+p/oPVaPveP3tZ//B/CkdbYwydNifpNs/FL4AOfxwQeL0U/8HlEAPOa+fQv5nVMxPUkl8tJvpxrkprE7OHXSdyXz2PMPsevq+VZej+PTkCWTSCw08eG66oUn4rCNenZyGGaXGvDSufEJ9X50DCdX2KJPoai7k+HY13gwnce9dptu+J2jSMTKA7ykvIoTUocfTeb/DsUd0fgcxdLNxM+HYq7I/C5i6WbCZ8Oxd0R+NzF0s3cO5/udzzciN5RQLGtg4XbP11Fp9pryzVEu10/O7Ji5BXzemuIn604tjcEMK8GiJ3EvN4S2fuPM+W/rc14HD4xk9s58LmlEY/DJ2ZyOwc+tzTicfjETG7nLM0H83pL+8E45jUnwol5xbw+OIk+dJF93HmpG152P0VZiU+5XVAHqyf1vI4NbQ5mFFZI3HkMs7tc7I/UIL9EX1m9M9tdy0PktTqK+KQBZB3acnQFIv+GFXzaLt7opz13OL/CFYLrA9eH8NviXwHB9WHm64OeZrbvq3mSqvu93urIUu2f1PF2DZ+bPlO+sZP8IU9ltN58Iq/mMWR9jPLWaC4xvl4Vs6ctE7CmctB8TTwYux/Ma/9FTzSug7BoXNO4pnHdvATu9kVwXB+4PuiNy4dteq6fr71+qkwxr+NaipjXRxFYE3ldqQ/rWOOJeR2nedZ+joA1lUuZ16p04pNzZZPmu6E28Gs9FU8iW1tuG3nNDfTqHW/7tuLbBsq9ca2fULzk0ZH/45dKwwc+nF/tDbRbk3yPye08rj/xUzDweczkE/noD7NtH+j5o8s3O1y4/RMfd2KHzr+RuIxX38Cc10VeMa8bqH6K8GoCmNdEDSSupZjXlhfmD/N32yjVcW2ccXPlfoMePve5oJ/HXOCzLz7aqsC8KomhYaLBhXn1EVkir7dR4CEpLbY89JTXCHP3Y14dpa6OUhauSbq8GxaluKKUqpYmpcvXngTHwolPrjg2SRtT3dt1o++L+m+0FlIe6yZl5596c67Zbzo/s2Qin6I4ik9JPibfjmuq/Mn50yKni0Ve9c0L+uvuO/KM+Z6rwd9N2mtpIlv7tEtu5LXbTxiJPkurXT8S+7XbD02T/2NC8IGPP+Wn/qGfx+TgA59PPL/mbp5Er/bQ9kEtUtcix7JNXXNI2xFhqO3tx2qU9s5sffNkhu4nLNLt52r/aH7Nt189NHsANmrQbZA5kgRnDigzO78akddP6/NqTJSeTN64Yl6l/XBz5Q1i+zmZXD6YV71KJ66yIy5KzaqY11HEaJw+xgUf+Hxi411rHf0riftD+NznonP3ygfzqjWYOYyAhXYd5vXmO688NpyppplXM+a1KArxSc3a8HAo8te6jmvktY3YHksnPg3n365THGvxKf4z+acilDNFXkfzSe3XcM/lEK+X4B/ubBVRRDufeW9f4Thi/maOfS5H32xiVtvaJI/d8titvbnsp7ubVQM3hNEP+kE/N5EhvXc5MOT8ioNatzqCzzx8uvZG21yMXsCmnLv1MkeiAGLQ+9h3Z0x9QiyzmE+sNjMw/Z5FCtDUiiDyGr9gShvwt4/4LjH+hLqe29SYqNHmbPCFP8ZchseNMa9lE9VVfU0fYl6fOwHarTEfmI/bRqOO629p+AlPSg39oB/VzO0Q/cxjPji/OL9uzysdzz2/ugv3zF4M89qRzRxJVICt0Mzcbld73WPDqYiZO4hzBzkcvpr0fTqLT0sYyHt5qqm4t2zOebeVsOq4Ma96vL4/6/0+rcaMhnqbGhlNfaJF+8Jey9PvKzvMyJQzFQEdymgsn7oSqSspnWuS77frU+6dtdle2LR65DVxUdJflyHOr1qeKLYGjLs+JOHpZ21E6bVWh8mnaMj/tZ9KgD/8w7nLdzSvRpLrW/jB4frw3teHRLsiNOuuXTkn9m5KmVdtF+h51hUjobcNvwepLXrXENJHKaa+dTgFIOT7RHsR8/rhfV6vZhHz2py1mNf20e7Bx4YTF6UnLkbdBX/JkUSx9Uenu2ZjXptHreyPMnza54ntU1DoJ5y0nF/vbQ6oX+p3yzeHEm0HzGsCTGp290OPeY3fNpyMvN7vo3f4OolPc0Y/7+WlZu7esjnnpTSz+HxrzspKXFnpk+np3dvIXtgu3qD9dev6vGZHIs12oyOnz24fjsTyySzH1Ajq1O1i7o/nzP+24RB7VHejw9yQ8+PiLr5Uf8xscbsuvObObAiwS3mUJg0VkPwfE4IPfG5fSs751eqB60/LgesD14dnrg8RvcRNl7H32lORV715Ge03zOjO62e9YGoHc8/XE1Dbdc+GiiNwpoE1ofwbjLxiXifUY/4mQZRq0r1xxbze4LN8MK83cG5HMa+3NOy4Xvsxx5ZMOw2f+1x0LnyUxP0hfO5z0bnwURL3h/C5z0Xn7p2PHkc3xLx2KLJGVACY1/jFSOkopu/fepbz91eTDs6JT74frE/f50uT0tuP2Ve8rpq6pfLXfLMEtMRKQZR6nOm+q3bnrVnp+nYmTZ2JgA6+4MnuZ+q02W+yfAP5T+QzNYI6dbuBo4gWrxZ5TXYGjYq0yRn2Dunch0P+j6sdPvB5TODxUvQDn8cEHi9FP+/N51lPFgUQQyTV3qS2FK2ung1k2vxnn45APR8pnbuMK0ZeY6OoRq4/xLzOXcm9/CaaMxHMa4+jmZhqQqduZ3Y/OIl5HUTUrGB/ZDCvfW7w6fOwU/CxRPrT8OnzsFPwsUT60/Dp87BT8LFE+tORJxv5HiLM68A35Pq4F53aoHntm9zTlxOfNFL4dbqIT33DO9+07mep/DXfRWv1UeaY10d0ms/ZSOU/R9NqLjcyPdWETt3u8UHES1czr0O3IOOiMQcCEIAABCAAAQgsSyDcje6ehs2MnGqhPte8jnT5CmzBIeb1w982nGvOiLw+PgunmtCp2z0uTbwU8xozYQ4EIAABCEAAAh9CAPOaV9HPhqjz9vLUWphXzKt4Azv4ZyK2+qKneDvT95Q+rzGimzn7Na9tPTffU/HfDdFbmWNf33fDglEIQAACEIAABCCwJIGpX4L5mMjrVEBLVprJG/OKecW83p4UxqTnRqanmtCp290WOWd8/sgr5jWHO+tAAAIQgAAEILAdAlO9GeZ1O3W4PfN6PsvlfJbT16FJ2vfQHb7Fp/Pl0iTtOzr3UPc3d742v5dJwJqzspLiwXde66oUnwrnmuQGv9tK5NVrKDcAac2rC29JrmoRn+b6m9+8hpLZN0Rs/jV6cxElHwhAAAIQgAAEdkdg4uPD729eFwpKVEcRn/QJPf8RX5+eeEcK5vXTI6+Y1/5115r7Y50VmbYmFPPax8oUBCAAAQhAAAIQeDkBzGuiCjCv8duAz99yOX8332xtv9t6fYOwRjvvDg9f4g5fcjpfmmQjmHNPaxnmztfml1DO8rONOdPjzR0OP0a7cOT1yfK7oT64Jv/h422rbKp5lXAr7xrZHjov/JuQy/Dhony5LBZ5Dbyud9RC/9fw45BfQtaEAAQgAAEIQAAC6xAY+/jw20deUwf4bHsuekJP35My/fux60VeMa89Q7/OqXlnL8ac5ZpWXW/YzGFePavcyCvm9Y5GmQUBCEAAAhCAAAQWJIB5NXAxr3e+u5ppXg+Hg/j0dTo3aek+rjYiqibNzp972khmvcmR5rUoSvGpqusmDRcU8zrKvCrQcNEoi0J8Uh3Gw41FXiXxmElxFPGJPwhAAAIQgAAEILA1AonHh1OBxpS3G+q6GQUeN/fZ1IXbcSlw2gc2BfyBXjYXecW8PqitORZhXh8/dmv4DEea20qZ/Niw1inmVUkwhAAEIAABCEAAAssSwLwGvpjX3qOxc0cr18hPI11L72vZM/JB7hPN2YMcWQQBkaCrqO/r0C1J2EEAAhCAAAQgAIEXEbCPD3/cg2MWwBMR0YdVGO1nD31ezVt9lzaHU/PHvD6UHgshcJ8A5vU+F+ZCAAIQgAAEILBZAtZTYV4XevGmBa2fzAmB3zECWe+xYcxrLyo9ppJmXZfI66w4ycwQiC5OehGc+cO1ZrdMQgACEIAABCAAgbEEUl0yJ3TFHLvr166fCjpkv3E0s/h1JeKTRnR1+MRdAsyrMdVEXjPFyGoQuEcA83qPCvMgAAEIQAACENggAcyrfromDDGvd946bMzi1Md7l9oO87rBKwtF2h+B6PV6oW/D29/K3F9VUWIIQAACEIAABD6EwNIR11QQQyOuTzwurDVE5NWYacyrSoMhBJ4ggHl9Ah6bQgACEIAABCAAgQUIYF73F1kdithiXhc4UcjycwmUhYhPvHX4czXAkUMAAhCAAAQgsC0CGiGd+zFhzVcjrUUh4tOxatMMFIi8EnkV/y1T/iCwCAHM6yJYyRQCEIAABCAAAQhMJqAmE/O6/0js20deJ6ucDSEAAQhAAAIQgAAEIAABCLyOAJHXT4u8vk5r7BkCEIAABCAAAQhAAAIQgMBkAphXzOtk8bAhBCAAAQhAAAIQgAAEIACBtQhgXjGva2mN/UAAAhCAAAQgAAEIQAACEJhMAPOKeZ0sHjaEAAQgAAEIQAACEIAABCCwFgHMK+Z1La2xHwhAAAIQgAAEIAABCEAAApMJYF4xr5PFw4YQgAAEIAABCEAAAhCAAATWIoB5xbyupTX2AwEIQAACEIAABCAAAQhAYDIBzCvmdbJ42BACEIAABCAAAQhAAAIQgMBaBDCvmNe1tMZ+IAABCEAAAhCAAAQgAAEITCaAecW8ThYPG0IAAhCAAAQgAAEIQAACEFiLAOYV87qW1tgPBCAAAQhAAAIQgAAEIACByQQwr5jXyeJhQwhAAAIQgAAEIAABCEAAAmsRwLxiXtfSGvuBAAQgAAEIQAACEIAABCAwmcDrzev5JJfzSb6/Dk06HJz45JxJXydxXye5GLM597Tud+58bX6Ta4wN+wTqSqSu5FgWTSpcIT4da2lSf2Wm9kbgX/VXfPpT/GzST/dTeqn4LT+L3/Kn+tekvR0f5YUABCAAAQhAAAIQyCeAeTVmGPOaL55NrIl53UQ1LFUIzOtSZMkXAhCAAAQgAAEI7I/Ay8zr+fsgPqlZHBwSed2fulYocX0sxKerfvw4kdcV0C+6i3/H3+JTL8pqo673psv/5Gf536JlI3MIQAACEIAABCAAgdcQwLwSeX2N8mbaK+Z1JpAbywbzurEKoTgQgAAEIAABCEBgAwRWN69RxPVwEHc4yNfp3KTz5SI+2T6ia01rBG/p/W2g7t+iCJjXt6jG60HUf0Xqv/Lb/WzST+ejr+k+rf+qP+LTdf22T+yfSsQn/iAAAQhAAAIQgAAE3ocA5tUYZczrvsSNed1XfQ2WFvM6iIgVIAABCEAAAhCAwKcSWNG8+jcFn+TLuSa5w7f49OpIq42wvr959eGoSkrnmqTHW1YiPkl9bFJZOPFJl+uwKI/iU+1XzThr6uooPpVF0STN5zps+6gWZSU+JfOtSpGqjMpzzScu6/1lj/vEjjfD93m6shKf4r/768/FPyp/cRRXHKWuqybpW5ljNi2XsqrFp1f92ceFfx//iU+Df9UfkerPtY/s2L6vQffinLSpEHFFK/LX4Rg8bFaAAAQgAAEIQAACn0QA8/pxkddlzZM9eTCvlsiy/DGv4VM6mFcrPKYhAAEIQAACEIDA7gmsZ15PX3I5fXWRs6/TRXyykc9XT2tEaulyvE45CfN0PEp5PErhXJOUQ3KYjCy2RxaZKPvd3tR0UYorSmlLeUPp3SOvM/GPuYfIdm69useR6ZsamXnUR1f/yd/iZ5N+Oh9F/SP+vcGP3h2c/JRO8Vd+Fn8zyhhi/YUT8amLvIbxLiSekRWrQAACEIAABCAAAQgsSgDzSuS1uaHgjSvm1T8xPfbTO/dvBox+bHgm/qnyZ9+UwLz2DSzmddEfIDKHAAQgAAEIQAACYwisZl6vbxn233Y9yPfp1KQv/6Zh/8bhRCTucPgSn07nS5OWjohqOZbez5hKmnfdhNlS/hr5rEXaro9tZKoqnfikfJzz/U/vREhD30FrllJ9WvWx4mj9Yy3FcbizYcqs+U0zNo/Qjs8vwTMZmU6sPxP/uPy3deYapj2uifpKm+8I2Uwz2hjrH/dTfPJRU5/aeOx1F8lIa/TN1zZye90yNUbkNUWG+RCAAAQgAAEIQGBrBDCvRF5vDKlrHtltHtvFvAYuQ4/RJswo5nXktQ7zOhIYq0MAAhCAAAQgAIGPI7CaeT19OfHpGrkbOx4itueLfJ+X6yur5fu8yGsikhpOiTiid9/UZUdozakWbadvyR14q3FuuczukpPj85vLvM7DPy5/e575aGsv4toRGFv+bsOZR+6b1/+qv+LTn+Jnk37aCGvxR34Wf+Rv9a9N5U/5W/qXNuVGXsNh8LbhmeuT7CAAAQhAAAIQgMD8BDCvRF7DDYV5zFNkQlOPFxstR9thXnuEYlN6/+ZBvB7mtQcyNYF5TZFhPgQgAAEIQAACENgMgdeZ18OXuKYv61lO5/Odtw77eecmWtuL2H6dxH35b8YuE3392Mhr8jHXXK22fQePhROflOP04WMzraWKzdp9U6frDw3H5zc2cjl2/aES95cvX/7+/uabMpFXG2HVaRNpve7//tuKr8sZgwAEIAABCEAAAhDYOwHMqzHBaraWMsea7+uEs5R5wryW+tIlP0zeDFiKf6sozGv/UzuvO8/YMwQgAAEIQAACEIDA3AReYF7H9l31UdaTfDnXJHf4Fp/Ol0uT1AzONcS8TpUY5hXzOlU7fjsbOfX9Vv1bh/t9WtN7MJHb7O+8pnNkCQQgAAEIQAACEIDAtghgXom8to/4JiOFuYLFvGJec7Vybz3M6z0qzIMABCAAAQhAAAIQuBJYzbxev/Pa9of8Ol3Ep+GIqYm80uf1WnuTxpZ9bHXqi5cmHYp/E/GxaJJGzJ1buc/r6O+kLst/PI9lyzO2Xv8rf4pP+lbhP5WIT4N/1R+Ryr9hOGxb/ic/Sx+N5Q8CEIAABCAAAQhA4F0IYF6JvM4UeW1PCcxreFlVMpK9rFnEvGJe3+XHieOAAAQgAAEIQAAClsBq5vVy/hafDs41ybkv8en7fG5SFIE9n+RyPsn3wTVJI2v5EducqG68ju4nKo8xuc8utxWx3vSy5kmqUnxSjjosykp8ah8ujo+2rmvxqSqLJh0rEZ8G/1L7S37XdCDHzPzq6ig+Fc41SY+zG2JeB0AnFtd/Req/8tv9bNJP91t8+lP9a5Ld6l/1R3yy6/+tRXzK/quOIj45F1Ih4gqRY92m7IxYEQIQgAAEIAABCEBgKQKYV2NK1Xw8a06Htl+qQofzxbw+ZIR5nTUS/5D1vYWY13tUmAcBCEAAAhCAAAQgICLrmddgEm3fVzWLg8OF3zKsZlPLodNLDV+nvoXNaziw6PHh28/IZIyXlYhPw3+J40nuY6hP7LT8oggskdfhqnuwxr/jb/Gp68OqfVkHhr+P/8Sn0X+lE/Gpi7zqeIjAph4ZGL0jNoAABCAAAQhAAAIQmEoA80rkdZFIG+a1ar71Gp+YCXOcNLtxDo/m7L3Pqx4b5lVJMIQABCAAAQhAAAIQUAKrm1eNZJ5PX+LT4eCapBHPbng4iDsc5Ot0bpJut/RQ97/0frQC1h8ua57s8Wjf0LIoxCfla4dFUYpPx6puks1ncLquROqq2cej/WS/jbjLz0lZhJcw3URztbxVLdKk0ok37N1xJc3osvzfxbxqfXd9Wouf8ru4voW4i8hmfwdWc0wMw1uj48hriMC21ZbYmNkQgAAEIAABCEAAAmsQwLwSeV0k8qrixbwqCR1iXpVEzhDzmkOJdSAAAQhAAAIQgMBnEHiZeV06sjk1f42cTd0+d7vPkBdHCYGdETj6Nwz7fq70ed1ZzVFcCEAAAhCAAAQ+gADm9eMirx+gag4RAlMJYF6nkmM7CEAAAhCAAAQgsDgBzCvmdXGRsQMIbJ5A6ON8jbiGyGtxFPGJPwhAAAIQgAAEIACBlxPAvGJeXy5CCgCBlxPAvL68CigABCAAAQhAAAIQGCKAecW8DmmE5RB4PwLR48Hax1WHfN/1/SqdI4IABCAAAQhAYO8EMK+Y171rmPJDYDwBzOt4ZmwBAQhAAAIQgAAEXkwA84p5fbEE2T0EXkDAmteiEPHpWLXpBUVilxCAAAQgAAEIQAACjwlgXjGvjxXCUgi8IwHM6zvWKscEAQhAAAIQgMCbE8C8Yl7fXOIcHgQgAAEIQAACEIAABCDwDgQwr5jXd9AxxwABCEAAAhCAAAQgAAEIvDkBzOurzavTt5uuM/w/ESHBAA2gATSABtAAGkADaAANoIG9aQDzinnFzGLo0QAaQANoAA2gATSABtAAGti8BjCvb25enYjcpr3dXaG83BFEA2gADaABNIAG0AAaQANowGsA84p53fwdFi5WXKzQABpAA2gADaABNIAG0AAawLxiXjGvPCKCBtAAGkADaAANoAE0gAbQwOY1gHnFvG5epNxl4y4bGkADaAANoAE0gAbQABpAA5hXzCvmlbtsaAANoAE0gAbQABpAA2gADWxeA5hXzOvmRcpdNu6yoQE0gAbQABpAA2gADaABNIB53ap5PdYiPtm/6ijiU+b3YW/fNOzHOelhgAbQABpAA2gADaABNIAG0MAeNYB5xbxiaDH1aAANoAE0gAbQABpAA2gADWxeA5jXvZnXLhJbiUg1GIEl8spdtT3eVaPM6BYNoAE0gAbQABpAA2jAagDzinnd/B0WK1qmuZChATSABtAAGkADaAANoIHP08AK5vUsl8tZvg+uSc45eSZ9nS7i08WYzrmmtWxz5ZfKpwugZvZdlbKSJnUbhpHSifiUyIfI6+ed1FzIqXM0gAbQABpAA2gADaCBd9QA5tWYYMwrJ/o7nugcE7pGA2gADaABNIAG0AAa2LsGMK97Ma+uEPHJv4D49iXEx0LEJyKvPP7MSwbQABpAA2gADaABNIAG0MAbawDqZMCCAAAFpklEQVTzinnlBH/jE3zvd9coP3eI0QAaQANoAA2gATSABlQDK5jXqf1TbV/ZL3HuS06XS5NSfUmfnb/Zx4Y1shpeMtx1fSXyivnGfKMBNIAG0AAaQANoAA2ggQ/QAOZ1N5HX8FImzCsXpg+4MOndNYbcaUUDaAANoAE0gAbQABpQDWzXvJ6+5HLy0db27cSH77P49GxkdWh73d/Qes8u7yKnGlHNHWJeMa+YVzSABtAAGkADaAANoAE08IEawLwSeeXE/8ATX+9eMeROJhpAA2gADaABNIAG0MBeNLBB8/qavq4aSd1d5LUqRXxKRG75zisXo71cjCgnWkUDaAANoAE0gAbQABp4pAHM694jr5hXIsdEjtEAGkADaAANoAE0gAbQwAdoYHPm9fx9EJ80ArpWX9fdRF6PtYhP3V/oBFs4EZ9MBJbIK3evHt29Yhn6QANoAA2gATSABtAAGtiLBjCve4u8Yl65q/YBd9X2cgGlnPzYowE0gAbQABpAA2hgPQ1syLye5HI5yZdzTfLfdF3ju64acdWhRnzHDnX73GEXODWRUhs5jacLEVeIVHWbuozMSOlESidEXtc7mbhwwRoNoAE0gAbQABpAA2gADSynAcxrIvKKeV1OdJzQsEUDaAANoAE0gAbQABpAA2hgrAY2Y15f3dc1N2I613pdnJTIK48B8xgwGkADaAANoAE0gAbQABpAA4MawLyayOtc5nQoH8wrd5rG3mlifTSDBtAAGkADaAANoAE08Mka2IB53UZf1yGzOffyyeaVFzYN3pH55BOaY+cHDQ2gATSABtAAGkADaOBdNYB53VvkFfOKeeWREjSABtAAGkADaAANoAE08IEaeLl5tX1dv04X8WnuSOfW8psceQ2fde22r0oRnxJ9Z3nbMHfe3vXOG8eFttEAGkADaAANoAE08FkawLzuLfKKeeUu2wfeZeOH6bN+mKhv6hsNoAE0gAbQABq4p4EXmlfT1/XwLe7wLefLpUlbi5TOXZ4ucpqImKYiqWLN67EQ8SmRD5FXTvx7Jz7z0AUaQANoAA2gATSABtDA3jSAed175BXzSiSWSCwaQANoAA2gATSABtAAGvgADbzMvJ6+nPjkXJs+pa+rRnCJvHKna293uigvmkUDaAANoAE0gAbQABp4pQYwr0ReuUv1AXepXnmRYd/8yKEBNIAG0AAaQANoAA3MoYH1zev5Wy7nbzk41yTfz/WT+roSeeXEnePEJQ90hAbQABpAA2gADaABNPBpGsC8Enkl8krkFQ2gATSABtAAGkADaAANoIHNa2B98/ois6gRz60Mx/d59W8ULkRqaZNmwAubNn+SfdodMY6Xu8BoAA2gATSABtAAGkADS2gA8/oiM63eM/WJm3g+5nWJE4A8ubCiATSABtAAGkADaAANoIF9aADzuhfzWlYiPtm/0on4xHdeicDyqAsaQANoAA2gATSABtAAGnhjDWBeMa+c4G98gnMXcR93Eakn6gkNoAE0gAbQABpAA8MawLxu1bweaxGfUn/1UcSnRMRV5zsRuU2cFMMnBYxghAbQABpAA2gADaABNIAGtqcBzCvmlcgrkVc0gAbQABpAA2gADaABNIAGNq8BzOvezGt1FPFpIOKqy2+jrn6cO0gwQANoAA2gATSABtAAGkADaGCPGsC8Yl4xtJh6NIAG0AAaQANoAA2gATSABjavAczrVs1rZmRVI6y5wz3eYaHM3BlEA2gADaABNIAG0AAaQANoAPOKed38HRYuVFyo0AAaQANoAA2gATSABtAAGsC8vtq8pt4mzHwIQAACEIAABCAAAQhAAAIQ6AhgXjGvnRgYgQAEIAABCEAAAhCAAAQgsFUCmFfM61a1SbkgAAEIQAACEIAABCAAAQh0BDCvmNdODIxAAAIQgAAEIAABCEAAAhDYKoH/B/XAaDn7v4D8AAAAAElFTkSuQmCC第三行的右括号怎么就变色了呢?

黑脸艺术家 发表于 2021-10-10 16:52:01

哦豁我知道了,第三行后面差一个双引号

hrpzcf 发表于 2021-10-10 16:52:47

第3行字符串少了个回头的双引号

1162514620 发表于 2021-10-10 17:00:56

第三行)前面少个”

傻眼貓咪 发表于 2021-10-10 17:24:27

我按以上要求新建了一个源代码:
#include <stdio.h>
int main()
{ printf("*********************\n"); // 这里少了一个引号 "
printf("      very good!\n");
printf("*********************\n");
return 0;
}
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