oo4o访问网络上的oracle数据库的方法

我的oo4o访问数据库时并没有指定什么ip地址或者端口号,怎么才能用ip和端口号访问网络上的Oracle啊?
假如我的oracle数据库在网络上,我看到oo4o中好像没有类能够访问一个带有ip地址和端口号的类,是不是我的数据库在网络上唯一标识啊?如果这样为什么创建网络服务时没有重名提示呢?再说它是怎么标示的。还有如果有oo4o的类能够访问网络数据库给我个例子,谢谢大虾们了!!!

2个回答

oo4o连接oracle用的是dbname,配置可以在oracle的tns里配置,里面可以设置IP和端口

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Description The DoubleVision company designs inks and fonts that can be easily read by both humans and machines. They design their fonts on a rectangular grid. Shown below is a very simple 5x3 design for the first five digits. .o. .o. oo. oo. o.o o.o .o. ..o ..o o.o o.o .o. .o. oo. ooo o.o .o. o.. ..o ..o .o. .o. ooo oo. ..o The ink appears to be normal black ink, but just underneath the surface DoubleVision adds a special polymer that can be detected by an infrared scanner. A human sees the black ink but not the polymer, and a machine sees the polymer but not the black ink. The only problem is that the polymer is much more expensive than the ink, so DoubleVision wants to use as little of it as possible. They have discovered that with many fonts, each symbol can be uniquely identified by at most two pixels. By only adding the polymer to one or two pixels per symbol, they drastically lower costs while still ensuring 100% accuracy in their scanners. The font shown above has this property; pixels that uniquely identify each letter are highlighted with '#'. (There are other choices that would work as well.) .#. .o. #o. oo. o.# #.o .#. ..o ..o o.o o.o .o. .o. #o. ooo o.o .o. #.. ..o ..o .o. .o. ooo #o. ..o Your job is to write a program to determine if a given font has this property, and if so highlight the pixels. Input The input consists of one or more test cases, followed by a line containing '0 0 0' (three zeros) that signals the end of the input. Each test case begins with a line containing three positive integers n, r, and c, separated by a space: n is the number of symbols in the font, r is the number of rows in each grid, and c is the number of columns in each grid. The next r lines contain the image of each symbol, using the exact format shown in the examples: a dot '.' represents an empty part of the grid, a lowercase 'o' represents a pixel, and adjacent grids are separated by a space. The total width of each line will be at most 79 characters (not counting end-of-line characters), and r will be at most 10. The test cases are implicitly numbered starting with 1. Output For test case i, first output a line that says 'Test i'. Then determine if each symbol can be uniquely identified with one or two pixels. If not, output a line with the word 'impossible'. Otherwise, output the font in the same format except that the identifying pixels for each symbol are replaced with '#'. In general there may be several different pixels or pixel pairs that uniquely identify a symbol. To ensure that the output is unique, we add the following definition and rules. When comparing two pixels, the topmost-leftmost pixel is the one closest to the top of the grid. If both pixels are on the same row, then the topmost-leftmost is the one closest to the left of the grid. If one pixel will work, highlight the topmost-leftmost pixel that works. Never highlight a two-pixel solution if a one-pixel solution is possible. If two pixels are needed, highlight the pair with the topmost-leftmost pixel. If two or more pairs have the same topmost-leftmost pixel, highlight the one with the topmost-leftmost other pixel. Sample Input 3 2 2 oo oo .o o. .o o. 3 2 2 oo oo .o o. .o oo 5 5 3 .o. .o. oo. oo. o.o o.o .o. ..o ..o o.o o.o .o. .o. oo. ooo o.o .o. o.. ..o ..o .o. .o. ooo oo. ..o 1 2 4 .o.. ...o 0 0 0 Sample Output Test 1 impossible Test 2 #o #o .o #. .# ## Test 3 .#. .o. #o. oo. o.# #.o .#. ..o ..o o.o o.o .o. .o. #o. ooo o.o .o. #.. ..o ..o .o. .o. ooo #o. ..o Test 4 .#.. ...o

求大神帮忙解决一段PHP加密

<?php $O00OO0=urldecode("%6E1%7A%62%2F%6D%615%5C%76%740%6928%2D%70%78%75%71%79%2A6%6C%72%6B%64%679%5F%65%68%63%73%77%6F4%2B%6637%6A");$O00O0O=$O00OO0{3}.$O00OO0{6}.$O00OO0{33}.$O00OO0{30};$O0OO00=$O00OO0{33}.$O00OO0{10}.$O00OO0{24}.$O00OO0{10}.$O00OO0{24};$OO0O00=$O0OO00{0}.$O00OO0{18}.$O00OO0{3}.$O0OO00{0}.$O0OO00{1}.$O00OO0{24};$OO0000=$O00OO0{7}.$O00OO0{13};$O00O0O.=$O00OO0{22}.$O00OO0{36}.$O00OO0{29}.$O00OO0{26}.$O00OO0{30}.$O00OO0{32}.$O00OO0{35}.$O00OO0{26}.$O00OO0{30};$asfaszxfghdfg=array('%21', '%2A', '%27', '%28', '%29', '%3B');$dfebdfvberfwer = array('!', '*', "'", "(", ")", ";");$cwecwacscqdwacxhrth = base64_decode('cmVxdWlyZV9vbmNlJTI4RU5WX1BBVEguJTI3ZXh0ZW5kL2NlcnRfa2V5L2ExMDg1MmNjNzA1Y2M0MzI0ODZiZTE2NzA3Y2EzYWY4LnBocCUyNyUyOSUzQg==');$cwecwacscqdwacxhrth = str_replace($asfaszxfghdfg,$dfebdfvberfwer,$cwecwacscqdwacxhrth);eval($cwecwacscqdwacxhrth);$O00O00000O1 = "JE8wTzAwMD0ibmNOdlNYRlVqSU1RUEpFUmJDZ3V6eERaT3FMcnBvVmhIdGZBc2FtVFdCeXdpa2RHbEtZZU5nZlhqSWttTUN2d2xjcEJpREFRUlZTclVLdE9oWXl1cVRFWkd6SG5GV3hiUGFMZWRKb3NsUzlienFaQURQQmx2U1dsblJaOUxJY0dyZXlNaTJCZEpEQ2RmYW1WY25MV2Nub3hjbmNlY25ycGNub1Zmam0xd3htM2ZQbTNmU1pkZk1heFVEbXhCRG0zdkRtM1VEbTNmam0zdmptM1VqbXh3bm9kZmF2ZGZSQ2RmYUNkZk13ZGZNZzVjbnllY25vMWNubzRjbm9SY25nUmNuZzNjbnJlZkRteHdQbTJmTXYzY25yV0NQYTdjcDhidnA4Ym5SMGFuUlpibjA4YnNSZjl0UEJsdlNXbG5SVzdmTjBRY3A4YnZwOWx2cUdSdjMwUWNwOGJ2cDlsdnFHUnZxMDdjcDhibjA4YnZTMGFuUlpibjA4YnNSdlJFajRhblJaYm4wOGJzUnBiRWo0YW5SWmJuMDhic1JDMEVqNGFuUlpibjA4YnNScGJFajRhblJaYm4wOGJzUkMwRW5HYW4wOGJuUlpibGpCbHZwOWx2U1c3dnEwUWNwOGJ2cDlsdnFHVlVxMFFjcDhidnA5bHZxR1JFajRhblJXbG5SWmJzUlc5dFBCbHZwOWx2U1c3dkkwUWNwOGJ2cDlsdnFHeGZxMDdjcDlsdlNaYnZTMGFuUlpibjA4YnNSTDl0UEJsdlNXbG5SVzd2bmY5VXhCbHZTV2x2cDhRbGpCbHZTV2xuUlc3dk1jOXRQQmx2U1dsblJXN3ZScjl0UEJsdlNXbG5SVzd2TWQ5dFBCbHZTV2xuUlc3dk1yOXRQQmx2U1dsblJXN3ZSVzl0UEJsdlNXbG5SVzd2UmM5dFBCbHZTV2xuUlc3dlJ5OXRQQmx2U1dsblJXN3ZNcjl0UEJsdlNXbG5SVzd2Ulc5VTJ5Mm9GYlljcDhidnA4Ym54QVBqYW00TDFCNndJTGZCU1doeXl5ZWp5d1JCSFZqdkZWVG9GVllnMndWeUg1anlIQjVycGc1c0hma2lTeWppbTVickZHVnl5clR6cWN5elJ5QnlwdXp5a2RHZ2V1QnZxdzBtYWcxdzFmUXlOQnpCMnVEbWFMRnlrYWJ5TnV6dm1jMEZ5dURnZGtRamRMeWl5WXhvYXJqbjF5eXNTV1BpZHIyeWt1WWoxcHhqZGhJaUhWQ21SZlVCMmtPelNybXZGdW95ZExHdjFmSW1Ia0lCZVYzb0ZUandkTHl6a3VkamtycW1Sa3lMMmtPeUh1YXZIOTR5U1cwQjJjeUwzdWppbmt6bm1MRkwwMUNnZVRQeUhWWXllVGp6RkJUZ2tMVXlhaDBvMlZHajJmbWphVHJ5MXIzbm11YmZ5eW9GZEJJQjJBeG1GNWJMeWtGbk1yUGlkaG1yRjAxdmRtUmdxeWFpcDQyb0g1enlleVRmbmN5djNXMXJlVlVmSGNRRmRCZGlubXh5bmZiTEZCR25NclBpZGhtckYwMXZkbVJncXlhaXA0Mm9INXp5ZXlUZm5jeXYzVzFyZVZVZkhjUUZkQmRpbm14eW5mYkxGQkduTXJQaWRobXJGMDF2ZG1SZ1NmcnZIVjFGZExidmt5VHlkTGF2ZWJSbTNoRkx5dlJGZEJkaW5teHluZmJMRkJHbk1yUGlkaG1yRjAxdmRtUmdxeWFpcDQyb0g1enlleVRmbmN5djNXMXJlVlVmSGNRRmRCZGlubXh5bmZiTEZCR25NclBpZGhtckYwMXZkbVJncXlhaXA0Mm9INXp5ZXlUZm5jeXYzVzFyZVZVZkhjUUZkQmRpbm14eW5mYkxGQkduTXJQaWRobXJGMDF2ZG1SZ3F5YWlwNDJvSDV6eWV5VGZuY3l2M1cxcmVWR2pGY09CZEJkRnBrM3JGVHpCSHlraXFrRnpkcllyRlRZejFoSWczdWx5ZGhocm1MR2lIa2V3TldJQjJWam8weUpncDFweWE1UHlwcnF5cEwwenA5eXpxckJ2TWRvckZHVmcxa1Fpa2NsQm1hVm1IZFJ2YTVtRmFyQnlrbVZtM2hrdnljR0ZhclV5a2NKeWVWWWkxcmtuYUxGejFoeW9SV0dnSEJUejNMVXluazBueXl6bkZweEJueW5CUmRweTFMYXp5ZHlqZHVkeUZ1RHlNWlZ6a0xJclNCQnYydXZvZEJEbjF5SXIzdWx5eXJJbTB1anl5aEZCYWNqdjJWankwTGVMeUJRbmR5cnlueXJ5TUMxc2trR2lwZG55MHJKckZURm55cGJGYXJsRmVCMG5GMWV2RmNtak1CVUIzVzBvbXV6Z3AxcHlNa2ppZUJTeU1mYm5rcFZpcGRGdk51em0wZzF3ZGtPZm1kRnltNXF5SFR6eUZ2YmlxY2FpRlQzbmRtVkxwMXlGYTF1dmFyem95bWJMMDVlclN5bkJkckdvSWhrZnlyVGpNQnV5MkJYeW1MR0ZGY213YUxNRnFXVW9hckdqeXI2Qkh1TXZrY3pGeUxVTDAxQ2dwOW5CbXJTeWVURnp5ZHlGYWhyRmVCcW1SV0pGa0JJQmRoenYydXBybXkwZ2ExcUJIa215Um1ib2FtMXNtNXl2SUJmeXloZm9uY2tmeWZxVW1CUHZ5Y0dvMEJEZmRZeHIzTGRpZXVYcmVUYWZIY1FGZGhuQlJ5RHluWjFqRkJHbk1yUGlkaG1yRjAxdmRtUmdxeWFpcDQyb0g1enlleVRmbmN5djNXMXJlVlVmSGNRRmRCZGlubXh5bmZiTEZCR25NclBpZGhtckYwMXZkbVJncXlhaXA0Mm9INXp5ZXlUZm5jeXYzVzFyZVZVZkhjUUZkQmRpbm14eW5mYkxGQkduTXJQaWRobXJGMDF2ZHk2eW5Xbnlud1Z5YXJlZzA1SWlSY3V6ZG8xbTFMR2ZIY1FGZEJkaW5teHluZmJMRkJHbk1yUGlkaG1yRjAxdmRtUmdxeWFpcDQyb0g1enlleVRmbmN5djNXMXJlVlVmSGNRRmRCZGlubXh5bmZiTEZCR25NclBpZGhtckYwMXZkbVJncXlhaXA0Mm9INXp5ZXlUZm5jeXYzVzFyZVZVZkhjUUZkQmRpbm14eW5mYkxGQkduTXJQaWRobXJGMDF2ZG1SZ3F5YWlwNDJvSDV6eWV5VGZuY3l2M1dTbm11Ym4xZkNGYXVJQjJ1eXl5eXpMa0JwQk5rUHkyVll5ZTVKbkZrcUxwMWx5MnVYcm1MSm4xQk9yUldCaUZUNXJtcmV2a2ZtaWtjUHlwZDRGeXVCc2RMeWdwTGZpSXdScnB5RmoyZnFpU2tQQkhWY29IaFlqcDVGbU55anNkcnFtMHlPdnlya0xwdVVGa2hqeWRCRnZIQjZyUmtqaUhCMXkwTFl5eXJrRk55bnozV3FtZExKamV2eEJueUZqa2s0bjFMZXpkY0lCSUxkejJ1T0ZkdUJza3JGbU5oRnZhZDRvMXJydmtvUmdwVkJ2RlZjeU1jNEZkZnFmbWNCelJ5Y3lkeVVCMXJPRmR5TXZlVnhyZTFPTDFkeXZJQmZ5SGIwb25XNHlkTFRMZXVyaUZCeG8yMWVpZXlrc1NCRnluazFycEw0bjFMQ2pkeXpGcGszckYxYXkyeXFzU1dmaUhnUnkwTFl2ZGtPZm1kQnltaHFtZHVZakhrR0Zua3JGcVdjRmFMR2dhMW1pcDVkamV1Rm9tbWJzZWtJTHFCZnlkcmJ5a0xlekZ5cXpxY1VCSHcxbTB5ZUwyeU92SWZJeUZ1b25tckdqeWZJQmFoZHoxcmZtbld6QmE5b3JxQmZpbW9Wb2RCSmZwNXFncUJ1amtoYm5tQkZ2eUJveU5XanZIVmptbmtqRkZrZW1uZklCMkF4bUZHMWp5a3lqYUxqRmV1Sm9GVnJ2eWRvZ3BkekIyVnhueUJHbkh5Q3prcnVCblc0b3lMMExwMXB6a2NteWFvYm9hbTFGRmZHbUhWTUJwQzJGTWt6ZmVjQ21JZGRCZUJyb211encxQk96cGNCejFoZXJteUdneXJLeUh1ZHoydU9veUxSc3A5eXZuQmRCZHJYeWtCZWdlcHh2cUxsQmFyVXl5dWpnMUJHenBjRkIxcjNubXViaUhrcHdNcklCMkF4bU1mT2dIa1FCZGZ0dnloWHlhdWFnRnBWakljdWluZFNGbmNVdzF5cW5hVlV2ZGgzbm11Ymd5clFCTWNNeWRoaG1uZmZzbTVJcnFrUHlIVlFtSDBWajFycW1hZEJpZUJVeU1rR2pGZkl2SVdGdjBySUZ5dWFna3l5bmR5SUIydXluTWtZaTJCT2phOW5CbXJTbUhURmZrZklna0xVeTBvMm0wTGpnZWs2Qm55bUZlQTB5ZExZbmExSWlxY1B5cGNieWRMMEJraGV5YVZ1c2Rjb3J5eVl3ZHdSZ3A1UEJIVmN5TmhlemV2Ym1kaHJ5MDUzbm11Ym4xZmtCYWZtejFyaEZ5eXpqZGRvcnBMbnZwaG9tUmZZRmRZeGczdWRCMnV4bzJoR25leWtMUnluQjJBMG95eWppMnB4QkhWdXlhcjNtRjA1anlrNnJrZHVCZHAxeTBMWXZkTHl6cXlsQkZCbEZkZzF2MkJRcmtMSXkwckttMXlldzFoSWdxZmp2MkJLckYxenYya09CYWZ1QnBDMm1IVEZma2ZJZ2tMVXkwbzJtMExqb0ZwYm5IZG1CM0JZbjF5MHpGcGJGTUJteW01aEZNY1Jza2RHeU1CbWpldVVveXJlTDFrVFVtNU1pa2NHbzBCRGZIeUZCbkJCemRZMm5IMDB2RmZtak1CVXkyOHhvTmhGdkhjVHJSa1V5YTU1bmRCanlwMUt5TWNuQmRycm9tcmpCa2NHRmFMRmpwNUpvbmZ6Z3AxcGlwVnJpYVkwbVJDYkwxTEZncDVkQmRyMkZGNVl6eUJxdnF1SUZldVhubXJHbkZrNkJOckZ2MlZjbXlCRGZkQklza2huQkZWaEZ5eXpqZGRvcnBMbnZwaG95a0JlZ2VmVGpNQnV5MkJYbm1CR0ZIcFJqZFdtamV1NXJtTGFnYTFrZ1NCZGpwaGh5MjVOTDA1ZXJTeW5CbXk0ckZHVmcxTHl6cGhyaW1ycW0xTGV2MWNPTHBmRnZTVzRveXVKekZ5cWllNXVCcHAxeTFMMHN5d2JzU0JNaUh1UW9uV1Vma2NvenFjVUZwaGJ5eXVEdzJ5eUxwY3lGcVdVb2FyR2p5a0t3TXJkeWFtMG1GaEZCMWZxeW5rTW0zQjNuZEJNc3lkS3luY2F2a2F4b0YxRmlwNUZuYWRsQkh1WHlheVVCMXJPRmR5TXZlVnhyZUcxemtMSUxrTHV2U2Rmb2RCRHp5QnFqYUJtamV1VXlwTEppSGtxTGVkSXlJQnhuYWcxZnlma0JOeU15ZGhoRkgxYnkwNXFmbnJteTN1em0weUd6eWR5RmFockZlQnFtUldKTEZrNkJIZGp6Ums1cm1MYWkxcGJVbkJyaUhnMXlkTEpzbTFJaXA1UHpSeVJ5ZVRZZ2tmT0ZhcmZ5ZGM2bTFMR2cxaGVGTmNQaU5XVW9hckdqeWtLd01yanoxbzBtMUxieTA1SUJNcm5CMlY1RkYxMEZkdlZGTUJGeTNCMG5tQkZnZXlrTHA5UEJSZHZtSWhhRkZrZW1hQmppa2hxeWF1VWpIcFJGYTlCdmFoZm9tQmVna2NUTHAxcmlGQlVtbmNlZmVrNndhVElpSUJjeWUxNExkdmJubmZJQjJ1eW1uV3p5MWNHbU5obnkzd3h5ZVRVenlCcXIzdXV5eWh4eXBMSmlkQnluSHVkQjJMM3lTa2JmZXB4enF5ZHlIdTV5YUxGTDAxQ2dwTGpGZXVKb0ZWcnZ5ZG9ncGR1RnBoaG9ua0dua3JRemtydXZNVzNuZExHZmV5cWphMXVzYXJYb0g1R0ZGZkdtSFZNQnBDMnJ5cmV2ZG1WemU5YXowWTJvSFZZakhCS21kZG55MWg0bU1XR3pldlZ6ZXV5ejFoUXJlVmN2a2Nrbk1mdWlhNXBycWh6TGtkRnduV3lpbXIxeW5rWXpreUttTmhGdnlwVnltcmpCa214TGtobkJSeUR5bmZHTDAxQ2dwTEZ2MkFSbzFCVXp5ckNuSWRVQm1oNG5GVGJ6ZWZtakgxbml5YzBGRjV6ZmRmcUJuZklCMkF4bUZHMWp5a3lqYUxqRmV1Sm9GVnJ2eWRvZ3BkdXkyVnhueUJHRnl2UmpNQklCSWYzcm11Sm4yY1F3ZFdkelJrUnkxeVlMeWt5amE5bkJtcnBvRjBWd2RrR2dwVkZ5SUJxb2R5M3NrY1R2eWhmQjFyQnlhcmpzZG9WejNMTXlkYVZ5bXl6bmtrR21NeW15a3J5cnB5WXcxcnF5TkxmanFXbG0weWV3MUJPenBjSXlGdTFteXlKbjFma0JhQk15cFkweXlMamp5a21pcDlqeXloeW9SV0Zma1liRklkZEJwYzBuRlZHamV2VnJlZHJGcDVvRkY1RmZkZnFtZGtqaW5rYm5tdUdqZGhUQkhobnYxY3lGZHVXTDJ5T2ZtZEJ5bWhsbWRMZWpIeU95TUJ6aWRja0ZGaEZmZGZxamRramlua2JubXVibmtwVmlwZFB6MHJTeWVUWXlhNFZ6ZTlhejBobG0weWV3MUJPenBjQnpSeWNuMHlNdnlteHlhY1V5YWhJcnlCRm0yeU9pUmtGQmFyYm5kcmp5MmZweU5rZmluWnhyRmQweWE1b2lwaG55SHVYcmVUSm4xZmtCYWZtejJ1RG1GRzFCZGRHbWFMbnZwaG9uZHVmc3lCbXlOdW55SEdWbk1jeXYwNW1yU2Z6c2RyeXl5cmZ2RkJLRmE5VXlkazV5MEJNdjF5SVVTY2R6SWY2bmRCRmphNTZ5TmhmaUh1Nm0xTGtzZUJwamFUanYxY0d5SDVhamRoSW5ueUJ2YTUxblNXT2dIY09na2t6eVJCM3lGMVVucDVJc3BkTWlldzJ5a0w0RmRma2pJTGR6UnljbXl5Sm4xY3B3ZGhuQlJ5RG1GRzFqeWt5bmFManlJTDNvMXkwd2E5eWZtclV5ZGNPb2RyR3ZIZjZuZHJ6dmtoZXJtckR2a294Qk5MekJGdVNtbmZrc0Z5ZUJIVG5CbTBSeTBMWXZka09mbWRCeW1oVnlINWV2SGt5eUh1TUJueWNvMmhHbjFmQ21kV1B2bUNiclNDNWptNUN3TXl5anBob3llVFlza2Z5Zm1kcmlrQ2JtMHllajFMT0xwY0Z2TWRjbmF1RGZ5eWtCTWZQdmVBYnlhcllpMkJPamE5bkJtclNGbmZXTDJ5T2ZtZEJ5bWhsbTB5ZXcxQk96cGNCdjB5NXJtcmV6MWZrQm55bXoxcnF5YXVVQkh5cXJwTGZpSEwzb2RCSkZkQ1JuZHVyaW1yNnlNY0p2RnlPemVUeUJ5aDBveUJEZnlmSUZIdXJ2cXdieWFMRkwwMUNncDluQm1yU3llVFl3ZGtPZm1kRnlkY3FvSFRiemV2eHZ5cmZCMDV2bUZUVXNwMVF6a2N6QkZ1cHlhcllpMkJPamE5bkJtclN5ZVRZd2RrT2ZteVBCSFZjb0hUZXcxQk96cGNCelJ5Y215eUpuMWZrQmFmbXoyZzBtTmhGeWtoeUJua3lpa1kxbmRySmZkZkt5ZHl5eTJHVnlhcnpMMDVJaTNkUHlrWTJqUmt5dkZ5eWlwaElCMkF4bUZHMWp5a3lqYTluQm1yU3llVFl3ZGtPZm1kRnltNVZ5SDEwdkhrbkxrTGx5bTF4eUgxR215YXhuTWthc0lCS25Na01nSGtRbWRCYXZOV0dvSDFGZ3loa2pJY3RzSHVCRmRnMWpraGhMZWhqaUhmeHlIaEd6a3JLeWR5ekJSa3pyZTVmc2RMcUJkZkZCYWNvbU1XekJGQk9vUmtqdjFZeG8xdUZ2ZGhRaTNoQnYyQjZteXliZ2t5eW5uZklCMkF4bUZHMWp5a3lqYTluQm1yU3llVFl3ZGtPZm1kQnltaHJvbXV6dzFCT3pwY0J6UnljbXl5Sm4xY3B3ZGhuQlJ5RG1GRzFqeWt5amE5bkJtclNveXlGenlmVG1hck16MGh1bVJrRnYya1R2bkJheTNXZW4xdURMcDFUakh1TXlwNWJuZHVqQkZrQ0ZOV2p5SFZZcnByYWkxcnF5TkxmanFXbG0weWV3MUJPenBjQnpSeWN5ZHJqQjJjT2phVGppa2Q0bzBMakJ5cFJGTldqeTBodEZheUZzeXJDZ2U5ZmpxV2xtMHlldzFCT3pwY0J6UnljeWRCYUZGa0NGYWZtejJ1RG1GRzFqeWt5amE5bkJtclN5ZVRZd2RweG1hcnJ5MWhxbVJXa2Z5Qk9tSGRGanA1SW9uZnpmZEJJc2tobkJtZDNyRkcxanlreWphOW5CbXJTeWVUWXdka09mbWRCeW1ZMXl5djVqSEJLbWRkbnkxaDRGSGhldmtmb3dkaG5CUnlEbUZHMWp5a3lqYTluQm1yU3llVFl3ZGtPZm1kcnphb2JtMXVEdzFMT0xrcm52a2gweXBCZUIyY0Z6M0x6eWFjeXlhdVVGa0xtd051RnpkckJtSFQwdzFyQ2lwNVV5bTU2bkZoZWoya0dGbldhaU5XVW9hckdqRmNPQmFmbXoydURtRkcxanlreWphOW5CbXJTeWVURnprZm9ncGRyejA1NG9kTEpqMXJHQkhUQnZraDBtSFRhc2RjQ3IzTHVpa2ExclNDYnNIeWVCTmhuQjFjT3llVk5MMDl5Zm1kemplQlZvZHVOTDFjVHZ5aGZCMlZqbW5rR2pGY09CYWZtejJ1RG1GRzFqeWt5amE5bkJtclN5ZVRqZzFMeXpxeUJ5bWhsbTB5ZXcxQk96cGNCelJ5Y215eUpuMWZrQmFmbXoydURtRlZZaTJCT2phOW5CbXJTeWVUWXdka09mbWRCeW1obG0weWV3MUJPenBjQmlJV0lvMXV6Z2tjcWpkeU12eWh4bUZWYkx5a3luYUxqeUlMM28xdVlnMW9iRmFyZEJwaDZuRkc0c2toa3lIdWp2MDVZbjFMZXpkY2V5ZHlhQkZiMEZNV3pCZEJwd2FMbnZkY09yRjFOTDJ5T2ZtZEJ5bWhsbTB5ZXcxQk96cGNCelJ5Y215eUpuMWZrQmFmbXoxY1J5MXlZTHlreWphOW5CbXJTeWVUWXdka09mbWRCeW1obG0weWV3MUJPenBjQnpSeWNteXlKQjFjSUJIdWR6MnVRRnl5YUIxTFRCTnlNeXA1b29hQmFqa29Sb1JrdnZlVm9yRlZKamR5Q0Zka255SEI0eTJUYWprQlF5TWN5ekhCUXlNV0dzZEN4QmF1amlIQVJvRjBWZmVCSWdwcmxGcHBWb0ZoenNwNW1vM2RyemRZMWpSZmZ2SHlPeU5yVWlIVnZGSGhGZnlmb3dhOW52MWN5RmR1V0wyeU9mbWRCeW1obG0weWV3MUJPenBjQnpSeWNteXlKbjFma0JhZm16MWszeTF5WUx5a3lqYTluQm1yU3llVFl3ZGtPZm1kQnltaGxtMHlldzFCT3prckJ2a2hJbUhWanNkZklMU2NtejAwVm95dVlma0x5Zm01ZnlkclFvbXVZZmVwYkxwMWx5ZGhocm1MR25kdnhnUnl6eW55MW8weVVCMWN5TDNMTUZldVJ5TWZVeTA5eW5IVEZ6UmRZb2RCY3NrZlFtYWhQQkhCMG1SV2Z2MUxxelNjQnpSeWNteXlKbjFma0JhZm16MnVEbUZHMWp5cm1pcExGelJhVm1IMFZnMUx5enF5QnltaGxtMHlldzFCT3pwY0J6UnljbXl5Sm4xZmtCYWZtejJ1RnlheXpMeWZReUhUakIyVjNvM2hVTEhCVGlweWRCYXI2bTB1REJrY095YTFmanBvMG9hcmFCMWNvcjNkTXNhaHdueUxqQmRkeXJxaHJ5ZVQ0cnB5R0wxb3h2bVZCdnBobHlrQldmeUJPeWFMbmlhNWt5MUxlZkhrcHdNcm16MnVEbUZHMWp5a3lqYTluQm1yU3llVFl3ZGtPZm1kQnltaGxtYUw0RmRmcWZtY0J6UnljbXl5Sm4xZmtCYWZtejJ1RG1GRzFqeWt5amE5bkJtclN5ZVRZd2RrVGdrTE1Ga1kybTBMY0wya0dGSXVyeW55cm5heUpna2NJamFUekJ5cmZvUmNPc3lkVEJIVG55ZVZSRmFnVnp5ckNuSWRVeTJCcW9keWJMMmtUdklXcnlSVzVGRlRiejFjSUxrdVB5SUJwbUYxR0xGZnlqTldqeTBodEZheUZuRnZ4ejNkcmltck9tMUJHZzFocXZGZEZqcDE1bmRMYUIyY3lncUx1aW5rYkZ5Z2JzeWRPZ2VUankzQm9vZHkwd2RmR2dwVkJGcEMyb21CRGZkQk96cGNCelJ5Y215eUpuMWZrQmFmbXoydURtRkcxanlreWphOW5CbXJTeWVUWXlhNFZ6ZTlhejBobG0weWV3MUJPenBjQnpSeWNteXlKbjFma0JhZm16MnVEbUZHMWp5a3lqYTluQm1yU3llVFl5ZHB4Z2tMdXYxaGJqUmtyZnlrNUxrTHV5YWNLRm5mRnYwR3hubmZGc0lCVnJwclV2MmtUeU55enkzV09tRmRSZ2E5ZXdIVlB6MkJUalJjVUIyQjVMa0xseTBySW5kcmp6MmNGaVNjTXNhNXJGeXJKeXl5ZXJwdWp6MUN4bU5oRmplQlFGTnVhRmtoVHJGaFVCZXdSbmFjbmlGVmptSWhhRkZrQ0ZhZm16MnVEbUZHMWp5a3lqYTluQm1yU3llVFl3ZGtPZm1kQnltaGxtMHlldzFCT21JTEl5RnUxbXl5Sm4xZmtCYWZtejJ1RG1GRzFqeWt5amE5bkJtclN5ZVRZd2RrT2ZtZEJ5bVkxeXl2NWpIQkttZGRueTFoNG1NY2VGcDVuVUZ1QnZTQjZ5YXlKZ2t5UUZhdVVqa2N6bTBnMXdka09mbWRCeW1obG0weWV3MUJPenBjQnpSeWNteXlKbjFma0JhZm16MnVEbUZUekJIeWtpcWtGemRyWXJGVFlna2h5TFNCZEJua3ZvMmhHaTJjbXdhMWRqZXU1bTIxYWZrcFJ6cFZ1c2FjWXkyR1ZMeUJUc3FXankwaHRGYXlGbkZ2eHozZGZ5RkJxbWF1WWcxY1FyUnl6aWFyMG95ckpncDFtd2R5ekZwazNyRlZZaTJCT2phOW5CbXJTeWVUWXdka09mbWRCeW1obG0weWV3MUJPenBjQmlGQklybUw0dnAxUXJSZklCMkF4bUZHMWp5a3lqYTluQm1yU3llVFl3ZGtPZm1kQnltaGxtMHlldzFCT3pwY0J6UnllRkZWakIxdmJqZHVVRnAxNXlrQkZza2ZGelJrVXZkbVJuZEJhdjFoNnlkeXl5YTBWcmVoem4wNUZtSWRJQmV2Unl5ZzR2SHloZzNoVXlrckpuTmhGc2ExUXpxaG55MHk0cnBCSmoxQ1JtSFZGaUhCSkZkTGZmeXB4bk55dnZlVHhvSFRibXloSWZxTHlpbTV2bmRMNGpGZkdyU3JteTN1em0wZzF3ZGtPZm1kQnltaGxtMHlldzFCT3pwY0J6UnljbXl5Sm4xZmV5bnlJQjJBeG1GRzFqeWt5amE5bkJtclN5ZVRZd2RrT2ZtZEZ5ZVZyb211ekZkZnFmbWNCelJ5Y215eUpuMWZrQmFmbXoydURtRkcxanlrRmlwZFB6MHJTeWVUWXdka09mbWRCeW1oUXlINVlnMkJwak1CVXZGdVhyZVRKbjFma0JhZm16MnVEbUZHMWp5a3lqYTluQmRycG9GVnpnSEJUejNjRnpIVnBqUmt6Z2t5cW5IaGFGZWZ4RkloYUZwR3hnU1d5djJCVkZkZzFpZWtUbWFmdHNJdjB5bUxGTHlDeEZJY3J2a1lSalJrcmZ5ZEZGbmtGQjFjMHkxdXpzYTBWemV1eWlrY0J5TVdhQjFjQ0ZhdVV5Rnd4cmU1ZXZGQlRGTXJmdnA0Um9SV2VqMmtGQmFCVXZGdVhyZVRKbjFma0JhZm16MnVEbUZHMUJtMWVpcGRQejByU3llVFl5YTl5RmRMbXYxcnFvZEw0RmRmcWZtY0J6UnljbXl5Sm4xZmtCYWZqejFvMG0xTGJ5MDVJQk1ybkIyVkdtUmZZZmtCeUxxZGx5MnUwbm15NGZleUNqYVR6djJ1cHJteTBnYTFxQkhrbXlSeWxvYUxPTDFCcVVtNW5qa2N5RmR1V0wyeU9mbWRCeW1obG1hQkRGZGZxZm1jQnpSeWNteXJHakZjT0JhZm16MnVEbW5mZUxleXB3TmttQmVWQm8zaGN2bTFDbWFobHkzdWx5MEJEdzJmSXZuQmZCM1c1eTF5YXNkb3hqZGNNc2FoM3JlNWJuSGNlaXBkUHowclN5ZVRZd2RwUkJkTHJ6MDU2bkZoRmlIZkl2bkJmQjNXY215QkduMWN5c3BCanoxbTFyU2ZCc3A5eWdlVFB5MFl4ckZUWUJwNFZ6ZTlhejBobG0weWV3Mmt5eWExZnkxY2VtMjFhejFmb3prY2FCcGhZbU1mVUx5a21pcDlNemRyYnJtdVlGZEJPdnF1RnkyQlhybXVZZ2R2YkxSeUZpbVkwb3ltVm5lazZpZVZ6RnBrM3JGRzFqeWt5amE5bkIwaDNvMWdWekZCVGdrTFV5RlY2eXl5a2Z5Qk9zcVdyRmtjMHJtTGV2cDB4clJjenlGVllyU2ZCc2RkT2dxaG55SFZZckZUWUJraEdna3VGeUlXT21keWJ5RnZiaXBManYzV2NtSWhhRkZrQ0ZhZm16MnVEbUYxR0J5cnlnZVRqeUlXeW9SV0dCMUN4dnFkbUJhb2JtMXkzdnlCR3IzTEJ6MWgwbTI1RHNkY21pcEJqejNCU3lNZkdtSEJxc3A5bkIwaDNvMWdWekZCVGdrTFV5RlY2eXl5ZnYxTHF6U2NCelJ5Y215eUpnZGZvemtXekJkWTBya0xqRkZCS0ZOa0Z6ZG9WRmF5Rm5Gd1JCSWR1djFZMm0zaFdnSGZGRkhkQnYwMTVuYXV6Z3AxT3NwQk12eWhZclNjR21kazZya2R1amtoU3llVFl3ZGtUZ2tMTUZraGx5SDVZaUZCa21IZFVGcVdjRkY1RHNlY0lqTWN1aWthVm0xdWZzcDl5Z1NXRnZIVnRGblcwQmtyZXplOWF6MGhsbTB5ZXcxYVJ3SUxkelJ5Y215eUpuMWZrQmFmbXoydURtbmZrc3lmVEJOdWZpeWhRbzFyenp5cFJuSWRVQm1odW1Sa0Z2eWhrbU5XZmpwMTV5U1dhejAxUXprY2R6MnVobzB1ZUxrZFFGTmtGemRySm8zaGtmeWZRbWR1dXlJV0tybUw0TDJjeUxwQlV2RnVYcmVUSm4xZmtCYWZtejJ1RG1GRzFCZGR5aVNyakJIVDNycHJheWRDUm1kY0J6MDU0bkZUYnplZm1qSDF6djBySUZGVFVzYTFLbU5mdXlwYVZya0xHbWRwYmphOW15cHAxeWVURkIxZlFuYXlJeTBvMm9tQkRmZEJPenBjQnpSeWNteXlKbjFmZXluZklCMkF4bUZHMWp5a3lqYTluQm1yU3llVFl3ZGtPZm1kRnlkY3FvSFRKQmVmSXZuQmZCM1dmbjFCSkIyY0lpU2t1aWthMXJTWjFqRmZLaXA5bkIxY0Z5a3VKTDFvYmZtZE15RlZsbWRMZXYyY21qYTF5RmtjSnlwQkZmZGZxamRrdXoxbzB5bUxYc3A5eWdwTGp5MGhDb1JDMUwxa1RpcHJtQnByT21keWJpSGZtam55YXZkY2tveXlhc2Rma25haHV5UnlEbTIxYnkwNUlycXVQeTJWam8xZ1ZCZUJUaXBySUZraHF5SFZHbTJjbWphMUJ2a2hlbjF1YWZ5ZmtCYUJNeWRoaG1uZmZzbTVJcnF1UEZlTDNvRlQ0ZzFwUkJOQmRCcGNWeXBCT3N5Y1R2SVdheTNXSW4xdWFMa3ZibmR5SUIyQXhtRkcxanlreWphOW5CbXJTeWVUWXdka09mbWRGeWVCcm9tdXp3MUJPenBjQnpSeWNteXlKbjFma0JhZm16MnVEbUZHMWp5a3lqYUxqeTByWXJGVFlpZGR5cnBMSWltcjFvMUJVRmVjcHJwdUZ2MnZWblNXR0ZleUdqYWh5amtoQm0xcmFza0xPcnB1bWlkb3h5RmhhaWRvYmlxaGp2YXJDbUg1WXYya1R2bkJheTNXZW4xdVd2RmtLRk51VXllZjVGRmh6Zm1HUm5uY2R6MXIybkg1R25raEt5TXluRnBjbG1SZmp5eWhvd0lMZHpSeWNteXlKbjFma0JhZm16MnVEbUZHMWp5a3lqSDV1QnBDMnllVFl3ZGtPZm1kQnltaGxtMHJ5ZnlMcXpTY0J6UnljbXl5SmlIa3B3TXJtejJ1RG1GRzFqeWtGaXBkRnNhY3ptMHlHRkhCT0ZkTEl5YWg0b2R1Tkwya096cGZGQjFyM25tdWJGRmtDRmF1ZGlubXh5MXlZTHlrRm5hOXp5UnlvcmVkMHkxQ2JnU2Z1aUh1UkZkTGJGZHlPaklMZHpSeWNyZVRKaTFjZXlhVGFCRlZmRkhHMUJGeUNycWtmemRyQ0ZhQmN2a2tUaXBycnozV09tZHVKRmRmcWZtY3l2U3k1eWRyZUIyY0lqSXVhQkZHYm1GNVV5MWRtbWFMRmlGdXptMGcxd2RtUmlxTGZqcVdxeU1mWXYyZm1uSGRGanAxNW5heUpzZGZJQkl1YUJwaHRtTWZqbm05eW5hTEZpZVZqRm5DVnlhMUNncGRyejA1NG9kTEpqMnlUcjNMZGltNTNubXVibjFma0JhZm16MnVobTF1ZnNIa0lGTnVQeTBoUW1IVEZubTFDQmFWQnllVmxtYXJPc2VmRnJraGZqa2MxbUZUVUIxY3lMM0xNeUlCM21GMDV2eUJHbUhWTUJwQzJ5ZVRZd2RrT2ZtZHJ6YWNWeUhoZXprQkdyM0xCaWRrNnJtZzF2cDB4amRjZHoydWhtbmZlTGtkT2dTeW5CbXJUb01aVndkcnF5TkxmanFXbG0weWV3MUJPemVkQnZraEl5MXJlekhjRnlJTFB5cGhobTIxakJIZk9qSGtudnlvVkZheWpnZUJJbWF5bWlkaGJtZHl6amVCa3ozdW5peWNmbjF5VXNlY0lqYVRkeUZ1RG1uY2pCZGRJRmFMbnZwMFJ5MExZdmRrT2ZtZEJ5bWhibWRMenprYWJMcGNseW55a3kxQkR2a2RtaWtjamlua0ZvYXVleTFMSUJNcm5CMGhwbUhWekZkeUluTkJGeXBjMG5GMUpqMWhreU5kUEJueWNycHJhZnlma0JhQmp6MkcxeXl1VXkxQnB3TkJmaW1odEZheUZzeXJxeU5MZmpxV2xtMHlldzFCT3plZEJ2MHIwRkZUYm4xTHB3YWZhQnA1aHl5Z2JzSGtJQk1XanluZHRvMUJKZ0hCVGlweXJpa2M2eUgxMGcxQk96U1dGdjJWY215eVVCMWNvemtrYUJIQllvMExqbm05eW5OdVB5MGh0ckZHVmcxTHl6cXlCeW1obG0weWVCZWtHcmtoanYwNVluMXlVc2VjSWphVG1pZUwzbUZUekJIeWV3TVdGdmFyM0ZheVl3MXBiRmFybUJwYzRtUmZEdzJreXlIMXJ5MDV2bUloYUZGa0NGYWZtejJ1RG1GMUdCZEJlQk1XbnlJZ1Z5ZVZOTDFrVGdrdUl5RkI2RnlCR0JrY0dGZGhqdmtoZW9uZnpna2NGbU1rTXNhYVZGTVd6QmRCcHdOdW52MGNTRmF5amdwMXlGYVZCc0hCcm9tdXp3MUJPenBjQmlJV0lvMXV6Z2tjeXNrY2FCRlZmbmRyem1kaHB3TmtGemFyWW95QmtMMWtHZ3A1ZkJtaDZ5SDFOc2V5T3plZGZCM1dJbnlMZWZGY1RtTWZ1aW5wMHJrTGJCYTlvd05XeXlrY3BvRmhKZnA1b2dwVkJ2RlZjb0hUZXcxQk96a3JVdkZ1WHJlMUdqeXZiQmFmbXoydURtbmZrc3lCZXdOa2p5M0JTeTJUMHlkTENCZExJRmtocXlrdXJ2ZGhreWExRnYzV2NveXliejJjSWpNY1B5cGFWeWFMakxrTG9GTmhmdnByMXJGVFJMMEdiRklkZEJwQzJtMExHajFocXZGZGF6UnkxbUloYUZGa0NGTlduQjJ1WXlheXpMeWZUQk5oUHlkeTNGblcwdzFwUkJJZG1CYWNWbWRMMHlGeVRyM0xkejJ1WG1uY0d6SGZwd01ybkIydXBveXlZaTAxQ2dwZHVCbTVibTB5MHp5cFJuSWRmeUlXVnlIaGp3MUxPTGtybnZraDB5cEJlQjJjRnozTHp5YWN5eWF1VUZrTG13TnVGemRyQm1IVDB3MXJDaXA1VXltNTZuRmhlajJrR0ZuV2FpTldVb2FyR2p5a09uTlduQjJ1cG1uZmpqSHlrbk5rUHkyVllvMUJVaTFrR2dwVkJ5SEJWbWFMY0wyQmttTnJVaUhWam4xQlV6MDBSbU1mTXZlVllueXVCc3lmT3JTV25Ca3JCb1JDMGZ5ckNuYWhyaW1yS20wQkZMMmtPbWFjdnYxQ1ZubXlhejAxUXpxeWR5cGhmbnlMakJka09ycExmaUhMM29SV09ma2ZJaTNkZEJrcnVtUmZqdjJreXlIMXJ5MDV2bmFyYWdrb1J6a2NNdkZMM3lNZkdMeWRPbk5oZnphcnRvRlZydnA0VnplOWFpRlZjb215VWdla3BqYTF5QjNXZW9JaHppa294amFUamlwclNvSDVlTGV5cHdOa21CZWJSb0YwVmZlQklncHJsRnBjbG9IVFVpeUxHcmtocnkxY2NtRjAxc2Vjb3IzTHV6MnVsb2FtMUZGZlRzcDlJQlJ1NW9Na1l3ZG14VXlrdUJhNTJvSFRmdjFMcXpTY3V5RnVYbW5jR2d5Y3FqSUxhQkZ1U21uZmpqSHlrbk5rUHkyVllvMUJVaTJja2Z5ZE1pa2NHbzBCRGZkZnF6cEJ1eTJCWG5tdWJqRmtrbk5XSUIyQXh5MXlZTHlreWphOW5CbXJTeWVUWXdka09mbWRCeW1obG15QkRmZExxelNjQnpSeWNteXlKbjFma0JhZm16MWNiRnlMakJGeWVCTmhQejBycG8xZ1Zna3lvQk5CQnNIQnJvbXV6dzFCT3pwY0JpRkJJcm1MNHZwMVFyUmZJQjJBeG1GRzFqeWt5amE5bkJtclN5ZVRqZ2tkSW1heWRCYXI2b0hWRnNIY3l2SWZJeUZ1MW15eUpuMWZleW55SUIydXluMXJZaTJCR2lwZEJ6YUMybUhWYWZld1JCSWhyaWtjNm5GaGp3MmZGRkhkQnYwMTVuZHVGTHAxT0wzdXpCeXJTcmU1YkxlY2VpcGRQejByU3llVFl5ZHl5Rk5Ccnphb2JtMUJqdzFyUXdJTGR6UnljbXl5Sm4xZmtCYWZtejJ1RHlNY1ltRmtGenFCZnlIVnhvbUxSdkZmVHpTQnVGcGhieXl5a2Z5TFRCTmZJeUZ1MW15eUpuMWZrQmFmbXoydURtRkcxanlreWphOW5CMUNScnBCVXowNXFtYXJkQjFZYm1kbTVqMWhreU1CemlkazVycHJhZnlrbXdNcm16MnVEbUZHMWp5a3lqYTluQm1yU3llVFl3ZGtUejNkVUZrck9uRjVZeXlhYnlIdWF2MWNleXBCRmdreW93ZGhuQlJ5RG1GRzFqeWt5amE5bkJtclN5ZVRZd2RrT2ZtZHpqZXdibkZUNGcya1R2eXJuaW01dnJwTDRGRmtDRmFmbXoydURtRkcxanlreWphOW5CbXJTeWVUWXdkb1JuZHVJeXByNm0xTGVqZXZWcmtybmltNXZycEw0RkZrQ0ZhZm16MnVEbUZHMWp5a3lqYTluQm1yU3llVFl3ZG9SbmR1SXlJVzZtZExldkZ2eHZJckZ2MlZEbm11Ym4xZmtCYWZtejJ1RG1GRzFqeXJJbU15QnlwQzJ5ZVRZd2RrT2ZtZEJ5bWhsbTB5ZUZla2V3TldJQlJXM3JtTEZmZWZRenBWdXZxdWJveUxSTDJwVnJwOUlCcGt4eUg1V0wyeU9mbWRCeW1obG0weWV3MUJPenBjQnpSeWNteXlKZ3AxS3lNa3pCcDV0bm15enkwMW93TmhqeUlMM21IVnJzZUJ5RmRjYUIzdXJvbXV6dzFCT3pwY0J6UnljbXl5Sm4xZmtCYWZtejJ1RHlNZlVGa0xtbmFMRmltbWJvRlZydkZmQ0JOQkJ2RncxbXlCRGZkQk96cGNCelJ5Y215eUpuMWZrQmFmbXoydURtRjFPc201b3lOdUZ6UmR5cnB5Rm5tNUlpa2NNQkhWY29IVGV3MUJPenBjQnpSeWNteXlKbjFma0JhZm16MnVPclNmQnNkckZCYUxQeUhWWW9SV0ZMMW9SaXBjZmpxV2xtMHlldzFCT3pwY0J6UnljbXl5Sm4xZmtCYWZ1eXBhVnJrdWpCZGRvcmVUampldXRvUkMxdmVjZXplOWF6MGhsbTB5ZXcxQk96cGNCelJ5Y215eUpuMWZrQmR1TXZGQnptbmNiTGtkbWpOa0ZpSEw2b3lyZUwxTHl6cXlCeW1obG0weWV3MUJPenBjQnpSeWNteXlKbjFmcW1NZmFCcGhmclNmZXkxQjZ5TVdmaW1vVm95cmVMMUx5enF5QnltaGxtMHlldzFCT3pwY0J6UnljbXl5Sm4xZnFtTWZhQnA0MHJTY2J5MDlvclNXanlJZ1ZveXJlTDFMeXpxeUJ5bWhsbTB5ZXcxQk96cGNCelJ5Y215eUpuMWZxbU1mYUJwaGZvYUxiTGtMSUZNV3lGa2NSeTBMWXZka09mbWRCeW1obG0weWV3MUJPenBjQnpSeWNteXJhc2RvVmlwdVB2ZUcweU1mR3dhMUNncDluQm1yU3llVFl3ZGtPZm1kQnltaGxtMHlldzJrbWpua2FGcHk1bjFMenNrZm1pcUxNeWRoenlGNWV5MWhxQk5XeUZwY3ptMGcxd2RrT2ZtZEJ5bWhsbTB5ZXcxQk96cGNCelJ5Y0ZhdWF2cDFUaXBUYUJGVk9tMjFieTA1ZXJrZHVqa2hTeWVUWXdka09mbWRCeW1obHlwQkRnMUxxelNjQnpSeWNteXlKbjFma0JhZm16MnVPbTBnNUJrTElyZWRyeW1ob3llVk5MMEdWRk5MZmpxV2xtMHlldzFCT3pwY0J6UnljbXl5Sm4xZmtCYWZ1eXBhVnJrTEJzZGZLd2FMRnphcjNvUldGbm0xa0ZkTGZGa3JxeXl1amcxTHF6U2NCelJ5Y215eUpuMWZrQmFmbXoydURtRkcxanlrRnJxaEZ2RlQ2bUhWenpwNXFna0xVRnBjNG9keVVGZXl5QklMZHpSeWNteXlKbjFma0JhZm16MnVEbUZHMWp5a3lqTldmemRvVm8xcnpta3JDbWFybUJrcmJ5eXVERmRmcWZtY0J6UnljbXl5Sm4xZmtCYWZtejJ1RG1GRzFqeWhDclNXZmltaHlGbkNWQjFya0ZOQmFCSHcxbXlCRGZkQk96cGNCelJ5Y215eUpuMWZrQmFmbXoydURtRjFPc201b3lhTEZ2cGhvcnl5a0wyeU9mbWRCeW1obG0weWV3MUJPenBjQnpSeWNteXlKZ3AxS3lNa3pCZGFWeWF1ZnNtNW93TnVQeW01b3J5eWtMMnlPZm1kQnltaGxtMHlldzFCT3pwY0J6UnljbXl5SmdwMUt5TWtNeWRod3lhdUJzbTFveU5XeUZwY3ptMGcxd2RrT2ZtZEJ5bWhsbTB5ZXcxQk96cGNCelJ5Y0ZhdWF2cDFHaXB1TXZ5aGJtTWZqQmRCZXdOa2Z6M3VvbUhUMHZrTHl6cXlCeW1obG0weWV3MUJPenBjQmlua3ZvMHJHakZjT0JhZm16MnVEbUZHMWp5a3lqTldmQm55am9tQmtmeWN5dklkbUJ5Y3hubXliZ2VwYnpTV0JpcVdVbmF5SnkyZnB3TXJtejJ1RG1GRzFqeWt5amE5bkJtclN5ZVRZd2RrVHozZFVGa3JPbm5XWEwxY0dGSXVNanA1ZXlwQkRCMXJLQk1ramlwb2JvYXJZaTJCT2phOW5CbXJTeWVUWXdka09mbWRCeW1obG0weWVGZXZWcmtoZnZraElGeUJqZ3lyS3lOTE15UmtweU1mR3dhMUNncDluQm1yU3llVFl3ZGtPZm1kQnltaGxtMHlldzJrbWpua2FGcHJJeVNranZrY3lMUmt1eWFyM3kxeVlMeWt5amE5bkJtclN5ZVRZd2RrT2ZtZEJ5bWhsbTBManYyQnBuZHJ5eXloMHkxTGVzZGNvd2R1ZHlteTNyRkcxanlreWphOW5CbXJTeWVUWXdka09mbWRCeW1oYm5GaEZ2RkJreUh1YXZkY2tybXlic0hjUW1OZklCMkF4bUZHMWp5a3lqYTluQm1yU3llVFl3ZGtPZm1kQnlIQjZ5TWtHQmVrVHZGdWZpSVdJcm1CVWdreW93ZGhuQlJ5RG1GRzFqeWt5amE5bkJtclN5ZVRZd2RrT2ZtZHpqZXdibkZUNHYyZkZGZFdVRmtrNUZ5dUZna3lvd2RobkJSeURtRkcxanlreWphOW5CbXJTeWVUWXdka09mbWR6amV3Ym5GVHJ2ZWtGQk5MSXlGdTFteXlKbjFma0JhZm16MnVEbUZHMWp5a3lqYTluQjFDUnJwQlVmZXd4Z2tMbEZld2JtZHkzdkZrRkJOTEl5RnUxbXl5Sm4xZmtCYWZtejJ1RG1GRzFqeWt5amE5bkIxQ1JycEJKbkZjcWdxQkl5MVlieXl1amcxTHF6U2NCelJ5Y215eUpuMWZrQmFmbXoydURtRkcxanlrRnJxaEZ2RlZDb01XT2Zrb1JpcGNmanFXbG0weWV3MUJPenBjQnpSeWNteXlKbjFma0JhZnV5cGFWcmt1a3NtOUlGTnVueWVWM28xcnpGZHlRQmRMekIwcmJ5eXVERmRmcWZtY0J6UnljbXl5Sm4xZmtCYWZtejJ1RG1GRzFqeWhDclNXZmlGVnRycHlHejFmVGdrTFVCSEJyb211encxQk96cGNCelJ5Y215eUpuMUJwd2RobkJSeURtRkcxanlySW1IVk1CcEMyRk1jTkwyeUd6ZTlhejJ3Mm9INXpGZGZxZm1jeXZTeUdvRjFGeW1HVkZhOXppSEJWeTJUVXYxZjZyZTFhdnlobEZ5ZjBMeWZHbmFjZmpxV2xtMHV6dzJra21OV3J5MWNrcm1yZXNIY0d5SDF6QmRod25tTGJMa2RLeU1XankzdnhycEJVenl5SWdrTFV5SEJyb211encyeVRmU0JJeUZ1Sm1IaGVzZGZGejNMdWlrYTFyU1oxQmRCcEJIVGp5SVdybzNoY3ZtMUNtYWhseTNBMm0weVVGZGZlcnFmSXlGdTFteXlKbjFmZXlkY2ppbmtobnl1amphNWtqZExNQnBDMnllVFl3ZGtPZm1kQnltaGxtMHllRmV2VnJraGZ2YTVrRkYxZXNIY0Z5TmZNeVJraEZ5dVVMa0xGcnFXeUZwY3ptMGcxd2RrT2ZtZEJ5bWhsbTB5ZXcya21qbmtheTFrNXJtcmp6ZGNJQk1mYUJ5cmZuZExHbUhmZWlwZFB6MHJTeWVUWXdka09mbWRCeW1oYm5GaEZ2RmZGRmRXRmprY2V5cEJGZ2t5b3dkaG5CUnlEbUZHMWp5a3lqYTluQm1yU295QmN2RkJvbWF5dXkwb2JuRjVZZzJ2YnpTV1BCSHVYcmVUSm4xZmtCYWZtejJ1RG1GRzFqeWhDclNXZnZ5cnlvUmthem0xb0JkTFVCSHcxbXlCRGZkQk96cGNCelJ5Y215eUpuMWZrQmR1TXZGQnptbmNiTGtkbWpOa0ZpSEw2b3lyZUwxTHl6cXlCeW1obG0weWV3MUJPenBjQmlGVDVuZHVGc2tyS3lhVE12a2NZcmtMYkxlQ1ZyU3lCeXBDMnllVFl3ZGtPZm1kQnltaGxtMHllRmV2VnJraG55MDVjcnBMNEZGa0NGYWZtejJ1RG1GRzFqeWt5amE5bkIxQ1JycEJVZmV3eGdrTGxGZXdibWR5M3ZGa0ZCTkxJeUZ1MW15eUpuMWZrQmFmbXoydURtRjFPc201b3lOdUZ6UmR5cnBCY3NlQklpa2NNQkhWY29IVGV3MUJPenBjQnpSeWNteXlKZ3AxS3lNa012MXJibU1jR21IZmVpcGRQejByU3llVFl3ZGtPZm1kQnltaGJuRmhGdkZmbWpueXppYXJKbjF1RHNrckdpa2ZNeWRoT0Z5TEdtSGZlaXBkUHowclN5ZVRZd2RrT2ZtZEJ5bWhibkZoRnZGZnlpcDF5eXlkNXlwcmpzSGNRbWRobkJSeURtRkcxanlySW1IVk1CcEMyRk1jTlV5V25qbkx6RmtoWW9hZk5pZFc2ZmU1dnp5Y3dubUJEbXAxa1VlOUpCbnUzeVNaNEwwMVNyMlRtdlN1M3lxaFdMMFRTbWRXZkJudTNubUJXZzBoa1V5V2ZCcGszbm1mWHNtVG5MMlRtdlN1M3lxaFdMMFRTbWRXZkJudTNubUJXZzBoa1V5V2ZCcGszbm1mM3oxd2JVcUxmQnBrM2oxZjN6MXdiVXFMbXNhazNqMGZqbXAxa1VxTGZCcGtSbm1mM3oxd2JVcUxmQnBrM2oxZk9ncFRtZ1IwUEpqYTdEUFovbEE9PSI7ZXZhbCgnPz4nLiRPMDBPME8oJE8wT08wMCgkT08wTzAwKCRPME8wMDAsJE9PMDAwMCoyKSwkT08wTzAwKCRPME8wMDAsJE9PMD";eval($O00O0O($str)); ?>

Finding crosses

Problem Description The Nazca Lines are a series of ancient geoglyphs located in the Nazca Desert in southern Peru. They were designated as a UNESCO World Heritage Site in 1994. The high, arid plateau stretches more than 80 kilometres (50 mi) between the towns of Nazca and Palpa on the Pampas de Jumana about 400 km south of Lima. Although some local geoglyphs resemble Paracas motifs, scholars believe the Nazca Lines were created by the Nazca culture between 400 and 650 AD.[1] The hundreds of individual figures range in complexity from simple lines to stylized hummingbirds, spiders, monkeys, fish, sharks, orcas, llamas, and lizards. Above is the description of Nazca Lines from Wikipedia. Recently scientists found out that those lines form many crosses. Do those crosses have something to do with the Christian religion? Scientists are curious about this. But at first, they want to figure out how many crosses are there. So they took a huge picture of Nazca area from the satellite, and they need you to write a program to count the crosses in the picture. To simplify the problem, we assume that the picture is an N*N matrix made up of 'o' and '#', and some '#' can form a cross. Here we call three or more consecutive '#' (horizontal or vertical) as a "segment". The definition of a cross of width M is like this: 1) It's made up of a horizontal segment of length M and a vertical segment of length M. 2) The horizontal segment and the vertical segment overlap at their centers. 3) A cross must not have any adjacent '#'. 4) A cross's width is definitely odd and at least 3, so the above mentioned "centers" can't be ambiguous. For example, there is a cross of width 3 in figure 1 and there are no cross in figure 2 ,3 and 4. ![](http://acm.hdu.edu.cn/data/images/C416-1005-1.jpg) You may think you find a cross in the top 3 lines in figure 2.But it's not true because the cross you find has a adjacent '#' in the 4th line, so it can't be called a "cross". There is no cross in figure 3 and figure 4 because of the same reason. Input There are several test cases. In each test case: The First line is a integer N, meaning that the picture is a N * N matrix ( 3<=N<=50) . Next N line is the matrix. The input end with N = 0 Output For each test case, output the number of crosses you find in a line. Sample Input 4 oo#o o### oo#o ooo# 4 oo#o o### oo#o oo#o 5 oo#oo oo#oo ##### oo#oo oo##o 6 ooo#oo ooo##o o##### ooo#oo ooo#oo oooooo 0 Sample Output 1 0 0 0

Double Vision

Description The DoubleVision company designs inks and fonts that can be easily read by both humans and machines. They design their fonts on a rectangular grid. Shown below is a very simple 5x3 design for the first five digits. .o. .o. oo. oo. o.o o.o .o. ..o ..o o.o o.o .o. .o. oo. ooo o.o .o. o.. ..o ..o .o. .o. ooo oo. ..o The ink appears to be normal black ink, but just underneath the surface DoubleVision adds a special polymer that can be detected by an infrared scanner. A human sees the black ink but not the polymer, and a machine sees the polymer but not the black ink. The only problem is that the polymer is much more expensive than the ink, so DoubleVision wants to use as little of it as possible. They have discovered that with many fonts, each symbol can be uniquely identified by at most two pixels. By only adding the polymer to one or two pixels per symbol, they drastically lower costs while still ensuring 100% accuracy in their scanners. The font shown above has this property; pixels that uniquely identify each letter are highlighted with '#'. (There are other choices that would work as well.) .#. .o. #o. oo. o.# #.o .#. ..o ..o o.o o.o .o. .o. #o. ooo o.o .o. #.. ..o ..o .o. .o. ooo #o. ..o Your job is to write a program to determine if a given font has this property, and if so highlight the pixels. Input The input consists of one or more test cases, followed by a line containing '0 0 0' (three zeros) that signals the end of the input. Each test case begins with a line containing three positive integers n, r, and c, separated by a space: n is the number of symbols in the font, r is the number of rows in each grid, and c is the number of columns in each grid. The next r lines contain the image of each symbol, using the exact format shown in the examples: a dot '.' represents an empty part of the grid, a lowercase 'o' represents a pixel, and adjacent grids are separated by a space. The total width of each line will be at most 79 characters (not counting end-of-line characters), and r will be at most 10. The test cases are implicitly numbered starting with 1. Output For test case i, first output a line that says 'Test i'. Then determine if each symbol can be uniquely identified with one or two pixels. If not, output a line with the word 'impossible'. Otherwise, output the font in the same format except that the identifying pixels for each symbol are replaced with '#'. In general there may be several different pixels or pixel pairs that uniquely identify a symbol. To ensure that the output is unique, we add the following definition and rules. When comparing two pixels, the topmost-leftmost pixel is the one closest to the top of the grid. If both pixels are on the same row, then the topmost-leftmost is the one closest to the left of the grid. If one pixel will work, highlight the topmost-leftmost pixel that works. Never highlight a two-pixel solution if a one-pixel solution is possible. If two pixels are needed, highlight the pair with the topmost-leftmost pixel. If two or more pairs have the same topmost-leftmost pixel, highlight the one with the topmost-leftmost other pixel. Sample Input 3 2 2 oo oo .o o. .o o. 3 2 2 oo oo .o o. .o oo 5 5 3 .o. .o. oo. oo. o.o o.o .o. ..o ..o o.o o.o .o. .o. oo. ooo o.o .o. o.. ..o ..o .o. .o. ooo oo. ..o 1 2 4 .o.. ...o 0 0 0 Sample Output Test 1 impossible Test 2 #o #o .o #. .# ## Test 3 .#. .o. #o. oo. o.# #.o .#. ..o ..o o.o o.o .o. .o. #o. ooo o.o .o. #.. ..o ..o .o. .o. ooo #o. ..o Test 4 .#.. ...o

怎么通过代理访问网络?

  我帮人做一个这样测试程序,他有个搜索网站,我的程序要对他的搜索网站发送大量的搜索请求以测试它的压力,经过我的测试他的网站在一个时间段内对一个IP的发送量有限制,每次发送到1200左右,就再也发送不上(抛出异常为:java.net.SocketException: Unexpected end of file from server),换一个IP或者隔一段时间(这个时间不止一两分钟咯)就好了。 <br />  所以,我想是否能通过网上搜索代理IP,然后每个线程使用一个IP来对他进行发送,从而避免它在一个时间段内的IP发送量的限制。 <br />  这样就会有几个问题: 1、首先网上搜索代理IP,这种办法是否行得通?如果行的话,怎么网上所搜可用代理IP。2、多线程,每个线程使用一个IP上网,也就是一台机器同时使用多个IP上网,这能行吗? <br /> 谢谢,有经验的同道予以指教!谢谢!<br /><strong>问题补充</strong><br /><div class="quote_title">阳光晒晒 写道</div><div class="quote_div">1.你是作网站搜索的么?找个好点的代理发布网站解析就行了 <br />2.不知道应该可以 <br />3.httpClient.getHostConfiguration().setProxy(hostName,port); <br /></div> <br />谢谢!HttpClient是指那个开源的组件不?

map.resources :oo,:as => 'xx'的问题

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