<%@ page language="java" contentType="text/html; charset=UTF-8"
pageEncoding="UTF-8"%>
<!DOCTYPE html PUBLIC "-//W3C//DTD HTML 4.01 Transitional//EN" "http://www.w3.org/TR/html4/loose.dtd">
<html>
<head>
<meta http-equiv="Content-Type" content="text/html; charset=UTF-8">
<title>Insert title here</title>
</head>
<body>
<br> 网页输出九九乘法表
<br><br> <%
for(int i =1;i<10;i++)
{
for(int m =1;m<=i;m++)
{
out.print(m+"*"+i+"="+m*i+"&nbsp&nbsp");
}
out.print("<br>");
}
%>
<br> 网页输出三角形
<br><br> <%
for(int i =1;i<=5;i++)
{
for(int m =1;m<=i;m++)
{
out.print("@");
}
out.print("<br>");
} %>
<br> 网页输出菱形
<br><br> <% for(int i =1;i<=7;i++)
{
for(int m =1;m<=7-i;m++)
{
out.print("&nbsp&nbsp");
}
for(int n=1;n<=2*i-1;n++)
{
out.print("*");
}
out.print("<br>");
}
for(int i =1;i<=7;i++)
{
for(int m=1;m<=i;m++)
{
out.print("&nbsp&nbsp");
}
for(int n=1;n<=13-2*i;n++)
{
out.print("*");
}
out.print("<br>");
}
%>
</body>
</html>

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GchLtqCG+/UmdP68kfJR/EHcJQanX2VgrhNc/qMAypZyIeDy9Uf00JP3skvl+q2L5QatuuAF9ak3BHhoUJ5EO0SbjWkhJnrT20Ngm3Y6nDMIQPK6temOQvZKpSJbO3UgivttTwEPG1kXaFiOnEtZHB2pzfuFTtoQG3WFsPAOAOzQkA4A7NCQDgDs0JAOAOzQkA4A7NCQDgDs0JAOAOzQkA4E6HmPZoybL653b1Q3TZ54aShmEoZ7WJ11x4QqmFQ1ji5oQx7X1L1X70WBXTbiq1kH3+OAttwEc1pj3+qLJ8zaEo/LAS375QPvTKpT72ZkjaxDtoj2m/HIP/BrLVZbRDtDHthpJyZz37V9kCdKqYdkOphezz8ikUapbEtPcs1ZAor4lpt5WazT6Xr1kVFiaLab8ej/+CgYoVEeM0kGnp97Ev1vpT9tBPKDXofPWAabyn1iTceTC5KIBVO0Qb024oKdw4c70oChTXxrQbSq1mn2sXVRPGtHctVZ0or4ppN/0AFLLPb7mIYqqY9lmx1QXXQ+fj1/H4FZz1I4hkEK2NWTj0uqUu/msYVubFO+gQ0x54/Popph4iiWk37z+3Krk8UPxxYFlMu7nUUXzZoc2Wlce09ytVnSivjWlvKzXOPt8ILkTC7RUx7SHBMvb3ff2cv47nwirp+t9RwkOvW6o2JQvvqT2mPdgiuH8izM6Rx8uGZdRu69lLSrZkQ6C4OKbdXmo0G4VTyFHFtPcsVZ8oPwyKmPaWUtN3q8aCBROrjWmfnd/8nnDS7Q7b1/7rWozwCJM+BGZnvXap42QubkfTnLDQGtO+GKL9CdMOkcS0t+w/leCnDhSXx7S3lDpkZkOzxLgipr17qapE+XBcNabdXGqcfT5Xj8zQxrQvji68UTa9B5ZvTqo3hNKHXrPU2VtQUa8ChqFH2ODkOff0VFnp6v0vzrolUFwS095S6pCZDWGdDafWpVRFovxCNaZ9fhR1qdH12eyfyhPVkpUuvlH2eNwj15y0wc3ye3TK7QulXuaXsbznhKWOzWl2f0Z4C0V+S2ewZKWrS1qcdVuguCon21JqshLhN67h1DqUqkqUXx5e8Va84WfytmXyENW70A1Z6Y8nG4fivbJj6p/CQ+iDm2eHfmapI30aJN5Ct+ZkyDJXDVl7/6PCWRuiReW/kGpLLWxvCz5XPUPRXKo9UX7Q/I5i+AGYDpEcKNihMSs9enxGJL5yMuxHO6RXqeWvAx1i2u/bq2646YbYstJNJWXPeqVA8ftxFaWWZ0P7jRuUp9ajVHui/HqzGsg1S1ETtWWl6+8KTMeaJcqHkzM+itn90F1KHcXvyQGTPjHt2ht0qiG2mHZ9SZWzlrzQ2GLaVaUWZ8PwjbvtU/6AX6dSFYnytph2Van57PPqo+oJ+qx07Y21e3HBK374s6cpuOmenq3UaVa5m4cC1tYDALhDcwIAuENzAgC4Q3MCALhDcwIAuENzAgC4Q3MCALjTIQl30Kea6ofo4mVtJZVjZO8fXql+duQJpZYOMSg/1prbfuVSK6cQUyXhmkoNDzT7Lk8fIdIujTF+2Km68Kv+c1HZUlW70ibhWkst5QgnZ6lcbbKqjrOaKymebayqPQnXlmqqGqJNwrWUVIyRla9Pqk3CNZRaSMJ9VKt97ZBEZuhLLcxG+RQSNEm4th+Axz4Xyy7cl8tTLZQnTMIdFn9WrsC7jJfV7EqbhGssNb+eS2KW8jtJH7r3rBZKWs421tYeNqhONdUO0Sbhmkq6yZ218NVNm4RrKLWahCsM7S1u36fU3GxUTyG1K0USbtsPwCKzdbZGrex3Z1US7qx3qn43T5aq2ZU2CddWai5HuHSXIpY/dMdSyzdOlrONtfVpTqpUU9OQB0ESrn3/qTynne0nUpaE2zQVQ3RZoA3t1SThNpVaWC1UcmWjTMI1lpqKl43XqK1c52mTcMMfMPmC68kkXNuuprHVJFzD/nM5wvlZypaXOXTfUtMlVXOHsYYOSbjJVNNyPIEtCHUqo3pbz1BS5qzHjM7jfaT0R1OehGsuNZqNYVCH9uqScM2lFldrTYT5ZssVJ+GaSs1ltqoiMAxJuNNt1eXdzpRyEm5iVzLCJFxDqY9vR/QzlpilYoWJU+tXaqGkeu4w1tAnCdeQamoLQpUn4dr2vzjrcSfb7WF8RRDedNYm4VozYZezoQ3tNSThGkotzEZ8CgLSJFxtqcnMVm1zsiXh3p/1kF5JFJJwtbsayZNwbfsfh05TV52l9Pj8odtLLZQkyB3GKrrkORlSTY1BqOIQBOP+U83pMXx8vRP+mi9OwrVnwoazoU22NSXhNsXXJmfDkGohS8LVlprObI2a03glXW5O6iTc0/7z/PMjfjqglISr3NU0Sho8Ztv/VG1w42TtWdJtny+pnjuMlXRoTslU0/ItFFsQqjxIxlBS8qyTt036JuG2lBpWok22NSThmkvNzYY5GUjyHpWq1H/ZzFbde06GJNyw1043pmzxssldCUjvAWpLXexzukruNUsdS/0vU1JyiC3BElrtzcmQamoJQtWkmtqDVpPvOU27iv5TVQh+ITWWWp4NbS6ibPum+Nohmo2WmNqVZnUqLPe0nuB3Z20S7mL762G7VWU55p5RlO9KnGzbVOow+46vPUuGUuslceX0ZO1JuIZUU/UQZRKuPWg1Puvw1zTVJ2Zk76ZYSq3OxjrNyT6rQzQbtmjjeD9rlBrHy94fRBZdCmuTcMPnyrQf8yw8rSffleqGhLnUxa8Ia8+SodRqSTSnJ+uShKtINTUMMSXhGkrKnrV8rQFTEq6uVMlsrNOc1KXmZkP7DTUl4Rp+AMKym1aI0K5NENxv1L32pd5z0u5K91yfcv+lHOG1Z8kwq+WSaE5Pxtp6AAB3aE4AAHdoTgAAd2hOAAB3aE4AAHdoTgAAd2hOAAB3aE4AAHc6x7TLF6RRDrFnn2vWyEmf9dMS5VXrM8WHiNaOk660ZIhpbyx1cv/YY/2zjeaYdu0iSakFBUpB4zmGmHZNAlOpJOGaCC0x7aqwqCExG49PSbd/tLlLqfnZsJcqXOvdMKuF2TBH0HnTJ6b9PqeVNZsnyiGWmHZtSZmz1gZ+W2LalaXmZuOxfPKgi6JQxLQrS83NxuO48v9F2ph2/Q/AY5+LquSrK813Io1pnwKlJKHAgpKE2S6WmHZDqanZeCx2Fy4aVGCIaVeWWpiNz6DU+s9S7tAdZzUfQj/10ZdtTsMgTsJd/I4mWeFDO0Qb024oaZKMWJQHfmtj2g2l5mZjfmhF/Kswpt30ja7MhmqhQnlMe9sPQJzGnQsazxariWmfTYt4ZeFSSeJAcW1Mu63U5GyEhxalTSpj2g2lpmcjTJYZRCuOFg7dbVbLIfQvs8xSa3NKrZJZSV4wDAlVY9pb9p9sTtNXVNnkkpj2xqkYshdz0hWj5THtjaUuZkN750EV024uNZnGnQsaz1HFtGvzoqolmQPFqzHtDaWWX21FWdiqmHZbqYvD5e5CC9aBzB26W6nlEPo3bE7pWyiLq/LphaCQnfNfZois4HpMu6GkcE3SxQ+fLVFeGNPeUmo0G4Wj5yhi2ltKjeoZ/wce7yOl/5GEMe3WUktp3FHQeI4upj364b+9NpmyzyunUJ7aaky7qdRqHLs8zUQR094yq+WqwvyUpNyhe5eano3bLt6vOd1Ev6rP3rGQ3UE2DLmRxbTb959fKl/xGqqJabeXOuSbkPAKTxnTbiw1no1xPrfbw2UYxG+QzMqoxbRbShWkcdcjM/Qx7bPT1186z0oyB4rLYtrVpZZnI1i0XpGkLotpb5rVfJqlpJVWDt2r1MJsvG9zioWPUQlfxA1DRsJUb/P+U2dtT3zfCK7QzaUO2dkQ3dMzxLS3lBrOxuI/z/giJX/tkMS060sVpXEL3nQ0BJCHdyalr9SpkuyB4uKYdl2pktmIroYLRerC7M2zWrint8Ys2UotzAbNKenxe1xLenehJH2qt66k+KxtifKLQ69UamY25DfxlwwJ9IZvdPSfpxqEOj89QUy7ttR8TPt8X7X7pYYA8tB0CWjIPm8IFNdFOslLzWWf53ZVYE2gl5Ya7C09G7bgZlU8qbzU8mzQnJ49xPbD0Ry71xT4Lf6FNHnoksJsGCZqtXDCmWA2ZrMqfu7rcfSVZnVUvnISfOxBFUAuOm55VFySalfimHbD/kWzIbgLbU+I185qcjYMU2Q4tHVWl7Px+s3JcJWgnBHFEFOqt6Gk+Kztgd+aTxrpSi3PhvDOZ0jzCm6Z1SGajfDXPdVvl+vN6iT/f1v0q4k2gHwUvzslLDZZkvbjE9oHRFWf767NhmhWbQnxhlmNZ2PxIzc+4Nr90Krty7OhvbJ0qzWmfbq5r3rGWjXEnOqtvIDInbUi8Fsb024otTYbikcKw31WqzWUWp4N+bob2ph26w9AWPb0f7sUNJ6jCSC/7d+2NkThCk9crfyenqHUYUjNxvwdQfn7zTvxEGOp8WyEP8Oyo2sPbSw1Mxvh0+q6D6U4xNp6AAB3aE4AAHdoTgAAd2hOAAB3aE4AAHdoTgAAd2hOAAB3aE4AAHdoTgAAd2hOAAB3aE4AAHdoTgAAd2hOAAB3aE4AAHdoTgAAd2hOAAB3aE4AAHdoTgAAd2hOAAB3aE4AAHdoTgAAd2hOAAB3fqc5bTaJ4ya/KB/ebqXdAgC00k1Cwrz9kGoD41eE7eF3m5PtBAEAcsYrmMI2huGLVqfaPvlXbbMsjKqegqRgAIBK5+ZUHRu/9Oeuogpf6X6ZYjidQnOiMwFAI+NlivzKo3xhMe0t7lib/OVU3+Zka7S55kRnAoB22c4R94/kXxejcnuTbFmqcrXmlOyOhv5a/jMAQEV0WRP/tdxyyq/R8W7jHhC3H23zUDE0v9yVU3kUAECiclsv9zJtbk7xHoTNL3esXDGqZiZvTsLd0pkAoMUvNKfFq3l7c2qnbWZx2auWBwDv5hdu68VHiXvV85uT/K+LL0o2BgCo/GZzEu5fcmnS2BJ6NSfu7AFAF/2f1ktuH262uFfmpDl1vK3XpSQAeGfpl93qpUPhlVf4qi2/refwyql6hURnAoAWxhdW4eWCqofJ74+Vr9vkhPvXNic6EwA0Ujen+Mpm+rrqGiLXnJJXTvJOY1BudfEG2sssAICW5copfjmW9LPcF6cGULiUqTK3BMPJ5jZo7JEAgAkvpgAAd2hOAAB3aE4AAHdoTgAAd2hOAAB3aE4AAHdoTgAAd2hOAAB3aE4AAHdoTgAAd2hOAAB3aE4AAHdoTgAAd2hOAAB3aE4AAHdoTgAAd2hOAAB3aE4AAHdoTgAAd2hOAAB3aE4AAHdoTgAAd2hOAAB3aE4AAHcqzel8PGwCH9vD9Tl1AQDeWLY5XX/OH5vN4XgOv3j5Pm02m9P3Zf3CAADvK92cLt+n/EXS9bD9pDsBANaTbE6Xz6AzjZdQ4wXT9ef8uT9df85f8ysqAAA6SjSn8/Hr/HPrTWNnGu/j/Tse7n++Ho//nlomAOCdxM3p+rX/ul82XXbB207n42Gz2Y039P4djzwZAQBYSdycLsdUNxqG62H7sdufxj9z5QQAWM+yOV1/zv9uD+PNLpvC+3u85wQAWFW2OV1/zh+bj/ubT9fD9mN6fu+03/O0HgBgPdnbeuGl0mn/ub3f0zsfDwcumwAAayo9EHHa7zb3h8inP4+d6fJ94qO4AICVJB4lFzSey/72ZAQAAP2lV4g47T+njzpFLrvHI3wAAPSXW1tv9gTE5LTfbehMAICVlVYlnxYumvA+EwDgCchzAgC4Q3MCALhDcwIAuENzAgC40zGm/XrYzp6fYCEJAIBNn5j28/GweSzEd8Nz5wAAmw4x7af9LneRNCbnNpYIAHg3rTHtl+9T2JnutwF3l2E4Hw+n70uYqwsAgERjTHsYmxuGE14O2+345yAgCgAAkaaY9sUl1Gae/3SPzX1E6wIAINEU0375/pfqRsvYXK6cAAAqTTHt5+PxtunssmnW1XjPCQCg1RTTPoPriB8AAANMSURBVDWn8/Ew/ev8GXSSnwAAak0x7dNtvfBRiM/tdnpu4rDdctkEANBqimkPHoi43P55s7s8/ny78JqutAAAkGiNaa82HsHeAACYaY9pn31id7np92nHe04AAKUOMe3JVfjGG310JgCAQbeY9sX65Sz5CgAwI88JAOAOzQkA4A7NCQDgzm8l4U6fhaq/mwUAeDe/kISb+nr64UAAwHt6chLu9bD9yF0kLXILAQBv66lJuONXpo3HJZHGLjh+7JeFjgAAw3OTcGcrlJ/2u7EtXX/++7zf0wsCogAA7+t5SbjhInvzGMPHUUgmBAAMz0zCncKfFj0v7GpcOQEAhmcm4Y4XW8Oy5z3u7w2EawAAhmF4ZhLu1JxO+910jRU+mx7eJAQAvLPnJeFOnSx4FOK83W7vLXCRxAEAeF/PS8KdHoiYnk3/2B5+Hgufj51p9vgfAOA9PTMJt954wqfYAQBv66lJuNGCETPhDUMAwDt7dhJucnW+zB4AAG/qd5Jwp3ewBIudAwDeDnlOAAB3aE4AAHdoTgAAd/5AEu74DIXw3SwAwAtwnoSbeOSPR/sA4OX5TcK9/pw/8hdJxU9iAQD+NrdJuIsWeLsNeDie7+XNogsBAK/EaRLufAmlR3jHf9+n6Z7etMw5AODFOE3CnV9CfcwjNj7uS6EfeTICAF6SzyTc6cpsGWMYJhNy5QQAr8pnEu7UIGc9b14S7zkBwMvymYQ7NafLLnhyPXwGnXANAHhhPpNwp9t6j0ul8/Gw3W7vz02c4vXOAQAvw2kSbnBxdpiOO/157Ezh4xgAgFfiNAlX0HgIdAeAl+U3CXfxid252Q1DAMCLcZ2Emzxcch0/AMAr8Z+Eu1y/nCVfAeDlkecEAHCH5gQAcIfmBABwh+YEAHDn1WLaNQUDAJx6nZh2VcEAAM9eJKZdVTAAwLnXiGlXFAwA8O8VYto1BQMA/oAXiGlXFAwA+BNeIKZdUTAA4E/48zHtqoIBAH/Cn49pVxUMAPgTXiCmXVEwAOBPeIGYdkXBa88mAKCLV4hpVxUMAPDvRWLaNQUDALx7mZh2RcEAAOdeKqZdVTAAwC3ynAAA7tCcAADu0JwAAO7QnAAA7tCcAADu0JwAAO78D6OQqJ2aVsw6AAAAAElFTkSuQmCC" 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