xiaohao930120 发表于 2012-12-26 11:09:10

vb乘法口诀的小程序【简单、主要看循环方法】

嵌套循环:循环中用循环,程序很简单,但可以理解下VB嵌套循环的应用,写VB的看一下啦
**** Hidden Message *****
data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA0wAAACcCAIAAADDKbxSAAAgAElEQVR4nO3df3AUZZ4/8M8ku0SzpadGOVQIIoKI4BJEQGL4TYiEYAIJJBBCCERCCIkJKIoIKoeeinsqu2Xp3dUXvlu131sXl9V19ax1Xbytr2WtWrB4KnrhDEkmk18Gksz0JJzhuT96MunM9PR0P/1zJu/Uq6jQ6X6e59PPzPR7nplJ6N1zXaL3znW9d66Lsj93rTztWnmaln9Ny7+mFWcDchtozXla30wlHvFf1+Z2Kmmj9R4qbqOSNioeVNgBAIO6ACCgqBUAqKg17DIx/MKRJ3JTXgdleyjPTXluyvZQXgdld1C2h7KbKLOZMpspu4myPZTtoewOymynBWfG3X9Uiv5wruvd+q5367vEbDdqmzepbiBlL7vpaXbT02ziIXb7iyztMEv7OZv3Mpv3Msv4Bcv4BVvwakTiDgCQoXhPARhpbL8/AjhH+L1DjFjBfyNJOxxq4iE28RBL2ctGVf1AC85Q2sepK46lrjg2FPJcK08nbGwbtc2bUNWdtPtyyl4WzHkTnmMTnmO3v8jufGlI2s8DpBsBAAAAQNntLwZI/ytmNXFxTYxeQRMPDfuvGM+CxMyWspcl1Qwk1QxQYS+lnwmGvAu06K+U20hrvnWVd7jKO2jb96KEqu7Eal9izaWk3Zdp10BiHUusY+L3SbsvBzeK34gbR9VeTqoL7AkAABDkqroMAK6qy+LdQQxRYoISuSovJZT3J1Z4E8u7XaU+2tRD6320qYc29LhKfYEtpV0BxZ1U2kWbeqigPfA6b3EnFXdSfhMt+YIy6lNXHKN36rto0V8p+3Na/92QEg+VtYmBL6GqW5RY7Yskoao7scI7pLwbAAAAAFTZ0pm4pTNxc4drc3vCxraEjW203kOFLVTYQgXugPymgDXnac15ym2g3AZXTj2tqKcVZ4c+SrHkC5rzKY35zfjs/0s08yNaUU/Zn9OabwMkOS8Y9QK29wwJbtz2vau8Y1i0BICANgAAgFDrPaHEPBeW4QZj3GCYCxJT3ZIvaMkXtOAMZXwWMOdTmvkRzfyIbjhKge8W/dW18nSkkBcUEuxc5R1U1hb4mG2JZNBi9gQAAABwtuRi95Hffd8rDDCNX0d+931ysduARgqbKL+JchuT8xuOnOjgaeSN1uQFn9OcTyntY5r5EU19jyYfpxuOEt32K7mQ1ywb8oLBTpLtPFQyPIcWSpYWAUa44Oo6AIjrEwAOc+REZ717YNfrfaWH/QX/IOTsF7L2+hY/4lv6qG/+Lt/8Xb70Wl96re/uKu/dVd4Zld4pW73jN16Yta3hzH/1HDnRaUwjuY2U23DkRMel8/UdL+xqe7zUU1vQUpnjfjCrefPi5i1LmzfNb940v6k4vak4vXHt3Y1r725cM6MhZ0r9svGn18y6cPbMkTdaKe3jQMi79X267Vd09RNEY35DMz+ijM8SloWGPNfm9kCYC0a9ze1DG0uGrzcGQ7HtjyMAAOBAdl/LAWQxxh75l76XTvT//O3+Q/+v7+F/6at+ta/iFf+DL/nLfubfdNhf8oK/6B+FtYeE3KeF+/f5Fjzsm7mjZ2Jx04zi/98rDBjTSG4D5TYwxjpffOTCL1+6+Kufd71+qOPFh9ufrW5/qqLtwINt+8paH9vU+lhJ68NFnrq1LdW57or7m0sXNBTMPJ058d3sGb3CQGAlb9onMiGPln89bBmvpE2MdCLxzYDi+wGHXp+VfYnW9rUTAOew/bIK4Bx2X8sBZDHGyl/yv/pO/+vvXXrujf69R/vqXu/b+Yu+ilf6yv/JX/Yz/+YX/Ruf9xc9K6w+KKzcLyzZ45tT3TNlU9MNme8zxoxpJLeBshsYY20Hyi/++tXu4693/etznS/v7Xihrv3QzranKlr3l7ftK2t7fHPrno2tu4taala7K1c2b1lyvmjOmRVT3rj7BsYYzfmU5nxK0z6hWz6RhLy0j2nBmcCftchvGvojFpKcl7i5Q/qhj4SNbfIrebZfUwEAAABUY4wVPiM890b/i2/2H/hlX+1rfZVH+rb+zF/yvL/oGX/+00Lek0L2Pt+Kfb6lj/oWPOybV+edVdUzdXPTmKw/MsaMaSSnSQx5rbsLu/71uQvHXvz+Fwc6nq9tP1jZ9sTW1kdLPLuKPDX5LTvz3BXZ7ooVzVuWNpcuaCqe17B21pmVU4/PHsMYo9lnaPaZQMibfFwx5A1+IeQBAABAvGKMrX5aeOz/9O071lf7Wt+2l/tKX/AXHfKveUrIeVzI3ONbtMs3r8Y7t9o7q8o7s8qbtsM7Y3v3tLLmcSs/kIY8aSNRPyoR2shgyPPUrO58+bHOI/s6nq/1f/YfjDFPXZFn5xp3RU7z1szmTYuaNsxrKprLGOv945uNBWnfrZnxxappb84bFyHk3fQBzfmU0s/Qinpac54K3EMhjzFijCRfYtQL5rzA73GRhDzZSkyaEpNaBgAAU+QBOBFjLGe/UP1q30Ov9VUe6Ss73LfhGX/+k/6cx4Xle4SFdb55Nb5ZO70zdninb/dO2+6bvt131/aeaVvcgXwm10jUkBfayGDIa6nM6Xi2uuP5h9oPVgZ3dlfkNG9d3rxpYdOGeY1rZwW3N66e/t3qu77IkQt5gZdrb/qAZp+hhfW0op7ym6jATUWt0pW8QNQbHviG5byhP7g7lPOSxxxMHnMw+L2xjxTB8gxvGQAAAEYUxljmY76KV/oqj/SV/1NfyXP+dQf9ufuFFY8JSx72ZdT6Zld7f7rDd+d235Rtvtsf9E2t8E3b3jO1rHnsyj9JV/KkjUQNeaGNDIY8d3lm21MV7Qcr2/aXt+4pCe7fvHlJ88aMpsLZQwlv1e2NuVMb8qZ9kTP1zXvHMsZo7lmafYbuOD18JS8Y8vLcVCCGvE4iYoydPHlSupIXjHqJGzulqLgtmPNC4peY9syYEoQ8AAAA0EnMZ6WH/WUv9pW+4N/wrD//af+qfcLyR4VFu33zan2zqr3Td/imbPfdts1364O+Sdt8d1T03LGl+ebs0JAXbIQxptAIYyy0keyhkNe6t7R1X1nr3tLW3Rs81fnBVNdUPG8o4eXc1ph9a2POpIbcO/5z5R2/vffmQMi752yEkJfbSIUtgWW8wZAn/ZIGvrCQ10mFHWLOC8Yv8RsqaA+Stia7Mfgj2Y3hTSWPORiyHQAAAEA9xth9dd6iZ4WNz/s3Pucvesa/5ilh1X5h+V7fokd983b7ZtX5ptX4bq/yTawUbtku3Frhm7S9Z1JZy43ZHwbzSUgjjDGFRhhjoY3kNFFOE2OsaeN9rbuLWvdsbH1ko6euqKVmjXvHqpBE1Jx3e/MDE5tW3tKUc+v5ByZ9uWLSiTk3DoU8cTFv6nt09RNEt3xCc89SZjPluamgPfAHbku7wkPeUN4iSiztDgjJeYUdITsnjzko3S59GTfw93Qlh4g/FQ+R6Xdwf2lr0o0AjmP3gxcAAChjjM2p9uY9Jaw75C96xr/ukH/1U0LOfmH548Kix4T0Pb5Zu33T6oTJNcKtO4XUHcL4SmFCZe+EspbR9w8LedJGGGMKjTDGQhvJ6xDf2NdUNMezM6+1bl3rriJP7bqW6tUtlTnubcuDWci9bpp7zWR37q3unFR3zvjGVRO+un/CiXtGM8Yoo57mfRNYzJt8nFJeGB7yCgcT3qaeKCGvvHso55V204Ye2tBDhV1U2BWMX5IcNmx7yPfS/wa3BDeG5cWu8NYAAAAA+DDGZu7wZj/hyz8orP0Hf8FB/+qnhZwnhawnhMX7hPv2CrMeFaY/Ikze5Z9Q6x9bI4zdKYyt9I7d3HJd1p8ZY7KNMMYUGmGMhTaS10F5HYyxxvyZ7u3ZnofyPbVrWx8q8NSsbqnKCYlDnoLJntUTWlaNbckZ27Ry7FeZY39393WMMUpvpPQGuucsTfyKpr5HKS8QjT9DGfWU2UwFgyFvU4+r1Kcc8p588snEzUKQq9RH63203kcbeobi14aeQG7b0BOyXfp9+H+lG0ND3vCfhhwCAADOVdgL4ECMsTsf9C591LfqgLD6aWHNQSHvaSHnKX/WAWHJASFjv3DPPmH6Xv/kPf4Ju/031/rHVPvHVHpHb/L83fKTjDHZRhhjCo0wxkIbKeimvIuMsfMP3Nm8ZWnLjlWemtWemjUt1XlD2a48Q/zmsq+7NX9Ca+7NnpwxzSvGfL149Ntpf8cYo0WttPA8pTfQXfU09T264RWi8WcovYEym6mgXUx4tKnHtbU/+Pa7kydPyoY88SuhvF8a9VylvmD8Ev8bJN0eso/sIbIhT7Y1AMcKPPkBAACnYoxNKuvN2OXNety36klBdnlr+j7/5Mf6btnjv3GXf3SNP2W795qNrclL/8wYi9TIqqeE7CeF5QeExQeE+w4Isw/4g40wxkIbKeimgm7GWEP2pKaSDPe2rJaqVS07c4cSXsViT/l9rWVDn65ty72xdeXo5uUpZxdc89b05EDIW9RK6Y2SkDfxK0pvoMx2yusIJLxSn2trf0J5f2LFpcQd/yP9cK0Y+IIhL7HiUmLFpYTy/oTyftfWftfW/mFZsLQ/REhiSx5zMGRj8CjZUyz70/BeAAAAAFRijKVu7J1d7V38iO/+x2XWmBhj05/wT9rbl7qn7+939V2703/Vg96fFHlGLTopTSYhjazY78/aLyw7ICx6Ukg/INxzwB9shDEW2khhLxV4GWPfLUttLJzdXLbYve3+YO8tFcs82xZ5tqa3lt3TXjJ9KOetuLZl6VVfp//krTtHMcZo+QXKbA/kvJkfSUJetocKO8SEl7hZCCa8xB3/M6rqB1FSzUAw7SXVDCTVDCRWs4TKywmVl12Vl1yVl6h8gMoHgh+eSB5zUEx+UrI/lW4Mbg/ZqPDT8F4AAMBpqPQHAAdijI0p6r2rwjuv1rt4j3zIm7qv77a9feP29N2wq+/qqr4rt3h/vNaTsODPjDH1jUi/Qhsp7qeiPsbYfy8ccz7vrqbiec1li30f/YEx1lK+pKV8UcvWDE/Z3NbSmW3FU9uLbmOM+f/9WFvW1e6FV349+8e/uz0hEPKWX6BFrTS3naZ9Eny5tpGyO6iwSwx5IQkvqWZgVO3lUbWXk+oGknZfTtp9OakusGVU7eXEapZYzVxVl11Vl8XABwAAEE5cCABwGsbY9Wt7J5V503Z47631Zuz2ZewW0h/23fuIb84e38xHhWmP+ift8Y9/xH9jnf/a6r6fVPh/XOpNWNPiyviQMWZMI6U/UHE/Y+zcfdc3ZE86n5/WtOHe5pKM5k0ZzSXp7pJ73SVzWjbO9GyY1rpuUlv++LbcG9tWXNu69CfNGT/+6u6EE5NdjDFa2RtYzJvbTmkf0w2vEN10KhjyQpbxRtVckkl4gwIhr44FVA+x/aEEAAAAQA3G2NW534/dcGHKlos/rbh4947uWVXdaVU9aTt77qrpmfpQz6SHesfX9N6405tS6b3qQW9SaW/C+ouU00jz3meMGdJIcDnw7Jyr/2vJ2HMrp/z36p9+V3B3w7pZDQVpDWvTzq+9q7FgavOaSc25490rb3RnpbiXXNU8P6lhbsLffkpvTKRAyBNz3tz2wZdrh4c8MeeJb7YTl/GSagaS6gbCQ55yzgOARDzhAQBwvF5hYErJdykPfHdzwXcT1jdOKj4/eWPDbcXnJ5Y0TihpTC1pvHmTe3SJO2Vjy9Ub3FcWtvwov8W1qpGWfTF+1b8HQ57ORqh8gEp/6BUGPr9/ymdzUz6bf/OppRNOLZ90avnkU5m3nV4+8W+ZE84sS/1y2c1fLh791cKULzOu/ureK7+850d/m+H6j6n0m/vGM8Yozzss5KW8MCzk0Yah9+SJ63mjKvtDo57ktVrZhGf7bAEAAACodOSdntPfdk9Z+5erFrx77dI/Xbfsj9cve/+6pe+nLPsgJfNP1yz78KplJ5OXfXTF0r+MWnQyccFJ14K/UPqH41e9f+rs90fe6TGgkd/3iCHvyNs9XV+d/sPSKb+686rjM679Tdp1v555/a9nXHd8ZsqbM1N+m3bNWzOuevuu5HemX/HW1FFvTUl853bXb2+j4/eNb//PU0dOXIwU8hqCIU/8N/BbjjcLiRXeQNQTDX4IQ3zHXgixTnEVEAASKy7Z/l4TAABQlryt/8jvZX47r/JXrzBw5Pc9ydv69TbydndymY9K+6m4P3mT78hb3TyNnLiYnNc97D15oSEvp4nym6iwhQpbpH/6IrG8O6DCK3FJ/EStFJUPDH6ECgBE9n9wDMAxbL8/AjhDcT+V/iB+opbW+6iwl9YJVOinQj+tE6jAS3newL/iN0F5F2nlBcq7GPhp8E14IUJDXnoDZTdQxme05JRr6emEZacTlp2mFWdFrpx6EeU2UE4T5TYGrDk/9L0opwkAAEBGZgMAUGYDZTdQdoR7xJJ6WlhPC+spY9D8bwP/XThI3DL/W5r3Dc37huaeDfzJ2rln6Z6zlN4QIeQtOUVLTrmWnHItPR2MerLEHVxLT7uC+0sOBACReJ8CABKvEQCw5JTL1Pua+GfNAp+uvfFU0qxvR1d2XVFwrrPtLAAAAADEKMrqpvRvacKvKeUwQh4AAABAnNAQ8ohIW9Ma99dzFAAAAABIqQp5wT9TK3M8UWdYMlPYX2koXEcBAAAAQLjQkHel9pU8rdujDAghDwAAAEA3yuqmjHoad5Qz5Mmu5CnsH31ACHkAAAAAuukNeUpNR0h+0i/9vQAAAABAOKtDnklHAQAAAIBUaMi7Iu0brOQBAAAAxDqrQ55JRwEAAACAFEIeAAAAQBzSEPIAAAAAIFaEhryktLMIeQAAAACxLhDyUhHyAAAAAOIIQh4AAABAHFIb8jj+sCzHRyis/PO1WvvSMzZ8mgQAAAAspirkSTNKSF6R/bNmfHlIoRfjy9ZeEffYLIutAAAAoBLFzhd/jVpfrg3vLFL3uoZlYSpSXxHf2HTOEAAAABiOiJjjv2prttoZ8khu3Ut2T62n3sppVlkRx9iitgYAAADWE0Ne94VGxzr+b69ZGvI48k34xqgrkPYu42ndX7kihDwAAAAHCoY820cSifEh74rIIU9/HjLvKM7iTa4ouD9CHgAAgKOEhDzpoowT/u00KuTNr6dxx6KEPI4+OFbyYjHhKVSkZtkSAAAArCcNeU67RovjsSjkWbMmF4sJz4GlAQAAQFQj5eVaNSGPY0WKI0hZtu6ltS+dY0PIAwAAcJSRuJKHv3gBAAAAcW+krORlnKNUhDwAAAAYMWRX8pzwTvpg7wh5AAAAAJqFr+SFf3rSroGJ3yDkAQAAAGgWvpLnkHfmmbiSp/ArVLSuXvJ9QMGyNVKOz5FwjA0VAQAAOFDUlTzpdumFT/pfNdtlW1DYx+iVvHoap/jLkEMGEf6j8I186SHqiTZwarVWxDE2VAQAAOBMpG4lL/zCF5LVom4Pb0028En3ISNX8qKFvEjVRtqivF3lqbdymjX1zheJrGRNRQh5AAAQu1Su5BkS8kJW6RTalH5vRsj7RlPIUxl+OU69ldOssiKtY3NIyDOpIoQ8AACIXZat5KmJdOau5KWqCHlaX4GNdLJC8qzOXnROsNa+ZBfJIlWkXKkTKpLdX3mOrC8KAADAcKTu07W2hDzxG0tDnuwpUD59ek69NXNsakV2rXvpT67mHQUAAOAEpPr35IVs0RrywpuVjQfhKyyxF/KUV4k4ejFkmvXsplBRjIY8B84RAACAscJX8pzG+JCXNFMm5PGFFSeve2ntS/9al5Mr4ptThDwAAIhdsit5DmHoSt65KCGvM2ytUv0QtValtRc9Z1B9XyoXt2KoIu6xWVkRAACASUbMSp6KkAcAAAAQN7CSBwAAABCHzFjJMzYsGh/yov4yZAAAAIBYZ+xKnrHvZTJ0Ja8eIQ8AAABGkBGzkqc65Jn9wQszzpFRfcXKxxTMrii8C7Nr5DjnDq8IAABsZ8Z78mJ4JU/2skdhv9avU9810sqLq6aKOKaQ7yiHVxTShdk1qq9IYX9HVQQAAE4wElfyFD54EenyGan7GA15UUcecyHPwIqU97cs5CmPQedKHoIdAMBIMBJX8hR+T57s6JXXVPiqsiwPaa1Ia10WRwcLKlLe3/AatVbEfftByAMAGGmwkhc6bq0vhMlulH7p70XnTOjPN1Ersmxtkm+OtFYUqQuTlvE0tawQ/tRXpLwnAADEB6zkhQ5af8hTs79li16WVWRBUXrOniFJ1/aKjDoDWNUDABgJRuJKnuwHL6IuhKgvVaEpvl64p0FrX5F2U67IpIk3pKJIY4valEKZNlak56YVaabMnjUAALALjZC/eDG/nlKP4VeoGD8kW+ICR0V6QqEFdenMrHoqctrdHgAAjEIj5G/XIuSp2Y1vnYxvac2CivSMLSQGca8gGl4R3/7hh1g/awAAYDGs5AEAAADEoZG5khfx9+QBAAAAxIeRuZKHkAcAAABxLmQljyS/hMsJ/3Yi5AEAAABwwMu1QyeC4831HO+XN/st/Hr6MuRjCnracWZF5s0ad8vcNzynzZGeMyA9xLw5AgCIXUTEGDv+b685mUUhT+Eche/Adzmx8vLDURHHOGXTg0n1OqEie+dIOkK+XsKbdc4cGVURAACIiKi2Zqvz2RnyFH4aoyFP50+V97clQFhWkbG4b3XcQ7Ix5Mn+VH/vCHkAAJFQ7Hzx16j15drwc9QZ4SqidViG1KO/L4WKuOuK+n1MV2TSrHFUFLVSNXU5Z470n9tgs5bdswAAwDk0r+Spv05ESn6RLjnmXVyVx6apL9nLs/JF1LKQxzdH8VSRQviLGnSC251TkcL+DqkIAACcTPOna3WGPAuONa8vvlFZE4n0jNOo/e2tSDbTcLSPOQIAgPhgdchTswKhqRcDToGWVSKOimIuQGiqyJpZUxnyIg1buaLwnR1SEfccOeSeBQAA9rL65VqV+5t9KdLal1GrkubVqKcio2bK3oqM2tk5FRl1v7PyngUAAM6hdiUv6tqbTNNcr5pp7YW/ci19RV3cUn8ezKtRa8vcI3FsRbLDU9mFtCPnVMR3v7OyIgAAcCz8xQsAAACAOISQBwAAABCHEPIAAAAA4hBCHgAAAEAcwgcvRu7HFOKvItnhcfdie0WyH6Hg68U5c8Q9p5ZVBAAQN/T+ChXxv4Zc9RV6Mb5s7RVxjE32ymRSjahIOkL9vZgRIPTMkZ5enDNH3Lc6yyoCAIgnmkOeTBMRfqon5JleNldFxtZl3uXWyoqsCRCazir3MKwMeWp+qn8AVoY8uyoCAIBI9IY85TUVbUNxRsiLehWJuZBnakW2BIhIFelMAMEDTUoSWisiyZeeHp0zRwh5AABWUhvyOC42Cq+mybam/5KmaWx8fckGC+XWDEnAJlUku7/WikyaNY6KIiWAqBV1yiUh2ysKH5KmOQpuV2jH+ooi7a+1IpNudQAA8YSyumn+ORqHP2tmQkWRjjKjOj1nz6iZMjxAaGpZNtPo6cuMkGfZHEmPcuAcObYiAIB4YnXIU3i+7vCQF2k3NSsQatqxviKFEaqvyFEBQuGmpVCR1vJjYo6kRzlqjhxeEQBAPMFKnuaLk9l9WV+RUTPlkEhk1M6GT5Y1cxR+lHPmyPkVAQDEE1Uhr1PyPFtD01yvmhm+fGJIX3pWd0IuSCatEnGcPe5hRFqDsXeOIg1PZRfhHTmhIu4zEHKUc+bI+RUBAMQNyuqmDPzFCwAAAID4gpAHAAAAEIcQ8gAAAADiUGjIS0LIAwAAAIh9qkIe38cFuN9bbcH7qTn64h6Y7CGGF2hZRbJHmfqOfq2DdOyb+rVWpOcMSA8x755l5f0oZGZjfY4sqwgARjLNK3kkd3UP36jz0crKRzqVFXGMLdJ5MPuh3NSKwpu14MqkpiK+cytbEceZMXuOjKrI3jnSc26lM+ucOdIzX9ZXBAAjjbaQF+myqn5nVWOyL+GpGQDHQ3n4FsuuTGZUFH6UlZlVuUc959aykKeyIv29WxbyLKgo0szaO0d6hoGQBwBm0xvylNdUOMdka8gz4/m6pvadX1H4URaHvEgV6Ty3Noa8SOteOhdKg83qbMfAioyaGofMEfcwQlpDyAMAM1BWN2Wco3FHo4c8/StYncOvN1Y+ZKsfodZDtFZkasjjmCOOiiIVZXtFCuFPU0WmRiL1zSpc+NXc6iwLEJoqijRm5YoUZtbeOVLYX2tFUW+iAABaWR3yTDqKs3jLK5K97tpYkVHnwQkhT8+5jRSD7I1EZhxle8jTc5Qzn1ro2T9SOjSpLgAYadSGPJ0XTunGqM9uLarcoMdxNWsq6ne2sqJIB3LMkRMyq8KwNVVkasizZo4UurO3IoVzq3X6zHussOCRgeMuBgDAweqQZ/gh/JXzXpwM6ciMSo263HJ04YSQp/886DkzZo+Nb45I7jXBmKso/BBTHyiMCnncFSHkAYBRAiEvFSEv2s5qFk7Ud2R7yJMWpf88xHTIk10l4phoh8yR7FGxXlFIX3ruj2ZUZEhf5s0RAIxYakMeAAAAAMQQhDwAAACAOISQBwAAABCHKKub5tcj5AEAAADEFbUhj+9N+ppHY+Fbj7X2xT22kENMfQu8BRVFOsoJFfGNxOKPKahvWefHCxxYkc6ROLAivjmSPcohFXGPJNJRZlQEACqpCnkhj63hPwrfyPcYEakX48vWXhHH2MLPg3k1WlZRpO8NnzKtFfGNJLwXZ84RR1/S9ODAivgyhNMq4psv5SQUi3Nk5SMDAKhHWd00/1yUv12rfLePdB+O0ZAXtXdn1mVlRbI9WhnyFMasZyRmL0JorSimQ94IqYhvGGbf0oyaIz2xNbgdIQ/ARnpDnvKairahOCPkGfh83cq6rKwo5Kio7VtWkc6R2BjyIq2pBL84OrI3EkVdJYqPiviGET6zznlkMDDkmfTIAADqqQp5nZJHJQ1NR7jbK1y6+C5pnJXruHyqr6gz7EHTvBr55oijovCiZM+M9RVFGomaOQGNBCQAAAUYSURBVJI9yt6KFC63Ue9H0kMU2rG+IoUxq69Ia7/mVaRwVhUqkr37OKcijjmS3R4+awBgsdCQd4X2l2sjNu3IFS8rK1Luy9ga9bRsyEyZkR40jVD/SMy+BVozR+HnwTm3Op33OwdWpH8Msvk1ducovCKEPAAbBULeuKMWhTxNz25NLFt7X5F2U6hIuS8nXJxk91euSNPOVlakfNNSM0izL0vWzFH4j5xzq1PYP0YrUthN063OORVxz1F4RWrKBwBTWR3yVO5v9oOCngc+o/py7EM533kwfMq4zxX3zuGXW3sr0nlrCR4S67c6J1eks5BOuVtdLM6RcjQ0sBwA0ERVyOuUPC3T0DTXY59lT/s09aXnWWmkZ8P2VsQ3EoXz4ISK+EYS0oueuXbCHMmeh5i+1Tm/IkN6cVRFfPc72aPMqAgAVAoNeUlpZ/EXLwAAAABiHWV1U0a99NO1CHkAAAAAMQ8hDwAAACAOIeQBAAAAxKHQkIcPXhg+NoqjD16EH0XDv+ytSPaEc/TikDnSeW6dOUccw1AYf+zOkWNvdQbOUUxXFOkoM8oBMM9gyOP9FSok91snuO9RkXoxvmztFXGMTfZx3KQaLatI4Sh7K5Kecz29OHOOOPqSXmsNrMKoivhudZFqtKsivvmKlVsd30jioyLZOTIpswKYR2/Ik92ivD3iUJwR8qL2blRdlj3wGV6R7FFWXm4VutPzKBz1Km5xRTEd8gysyCEhT3n83E8tdDZl6hxxjCTSU6+Yq8iax20As5mykie7Z/ShOCPkGfh8Xbkve5/d6qlIoRd7K9KZ0mwMeZFWIPgWD0Ja427HjIr4egkfv0mTxX0/isWQF3WOYi7kGVgRQh7Eh9CQlzQzynvy+O4ksu3IXqRNuhopj0TTUZoqCj/EvAL55oijItminDBHkS7DauYouN3UG6GmxknxYqbQVMh5UGjH+ooUxhzpp7LjjzTXFlekcFaVK1LYbntFHHOkfB6cU5HCRCjUa3Y5AOahrG6aX0/jjkUJeUMH6Hvgs+BY8/riG5XsJcrUGrW2rH9/s+dLTfshl3/uXmJ9jpTPg70V6T+3IXNk6g3PvEcG5fMQu3PkzEcGvv2tf9wGMIPVIS/qc0GtvRhwCrSsEnFUFHMhL+qzW+snS+XFKdKwNd3qYn2OtE6fxXPEUZHsHKnZ2Zo54nhkUL6NxegcOfaRQWF/jjmyoCgAA6kKeXw3cT13P7PvSFr70jMeax4s9FSkc05Nmizuc8W9czBAxPQchR8S6xUpxw4Dy+EboZ6p6YyjW53ZU2NxRQh5EB9CQx5+T57yzhzDi/Tc0d6K+EYiex5MfTTXf8I5eonpOZI9D7FeUaSjHFKRIb3EwRzJNmJGUTbe6syYIADzqPp0LQAAAADEFoQ8AAAAgDiEkAcAAAAQhxDyAAAAAOJQIOSNQ8gDAAAAiCMIeQAAAABxCCEPAAAAIA7JhLzrVrvFnJf0QLselNUNAAAAAPbIqKfpHw4LeVct//aa/O+S7//mR4vO6kHzz+mVUR/b5uuTcU43e8+A7vHrPIGxfgu0ffy2D8CAu8DIvgfpvQHY/iBm7/kf8eOP+RuA3fcgAwage/xzTtO0Dyj1l5RymGj0byn1KKUepdRjg9/Y65g+do9/nN3sHb/e6Ttm/wD0nsBjuth/D9I/g7Yy4C6scwC2s/sxEOMf4Wy+C9t+B7TdUUr9JaUeo5v/mVIOE13/GqUcBgAAAIB48r8yEgSVv39SbAAAAABJRU5ErkJggg==

那迗涐哭ㄋ 发表于 2013-1-5 11:13:49

:lol以前用vc写过

爱你宝贝 发表于 2013-1-12 09:32:19

这个比较简单一点..

腾飞888 发表于 2013-1-16 09:18:48

看看看看看看那看看看

拯救 发表于 2013-1-21 23:49:22

小甲鱼怎么就是不讲vb啊

s0512 发表于 2013-1-22 07:40:51

看看!!之前用D写过。。

Subtract 发表于 2013-1-23 22:45:18

还真没有学过Vb

ykb0711 发表于 2022-4-29 14:08:47

好好学习一
页: [1]
查看完整版本: vb乘法口诀的小程序【简单、主要看循环方法】