Dot Net Perlsc# regexTop 37 C# Example Pages

["K...w...yr.r.y..y....y.r.yfysy.y.y.y.y.y.Z([CCCST~~}T~~YF7475FbCCCEP649466F4FcCCP869F`BP6657ZBCCEP66559FXCCEP6496FZCCCP54777F+CECCP966FsBBiBBBBBXBCECEVCE.B#B/BbBXBBB[CECEP4647FXCECECEZ(bXK(XS}T~~}T~~","Regex."," We live in a universe of great complexity. An acorn falls to the ground. A tree grows in its place. From small things big effects come.","Now consider"," a regular expression. This is a tiny program. Much like an acorn it contains a processing instruction. It processes text\u2014it replaces and matches text.","Match."," This program introduces the Regex class. We use its constructor and the Match method, and then handle the returned Match object. ","Namespace: ","All these types are found in the System.Text.RegularExpressions namespace.","Pattern: ","The Regex uses a pattern that indicates one or more digits. The characters \"55\" match this pattern.","Success: ","The returned Match object has a bool property called Success. If it equals true, we found a match.","ins","class","adsbygoogle","data-ad-client","ca-pub-4712093147740724","data-ad-slot","6227126509","data-ad-format","auto","ins","class","adsbygoogle","data-ad-client","ca-pub-4712093147740724","data-ad-slot","6227126509","data-ad-format","auto","Based on:"," .NET 4.6\n\n","C# program that uses Match, Regex","\n\nusing System;\nusing System.Text.RegularExpressions;\n\nclass Program\n{\n static void Main()\n {\n ","Regex"," regex = new Regex(","@\"\\d+\"",");\n Match match = regex.","Match","(","\"Dot 55 Perls\"",");\n if (match.Success)\n {\n Console.WriteLine(match.Value);\n }\n }\n}\n\n","Output","\n\n55","Static method."," Here we match parts of a string (a file name in a directory path). We only accept ranges of characters and some punctuation. On Success, we access the group. ","Static: ","We use the Regex.Match static method. It is also possible to call Match upon a Regex object.","Success: ","We test the result of Match with the Success property. When true, a Match occurred and we can access its Value or Groups.","Groups: ","This collection is indexed at 1, not zero\u2014the first group is found at index 1. This is important to remember.","Groups ","regex-groups","C# program that uses Regex.Match","\n\nusing System;\nusing System.Text.RegularExpressions;\n\nclass Program\n{\n static void Main()\n {","\n // First we see the input string.\n ","string input = \"/content/","alternate-1",".aspx\";","\n\n // Here we call Regex.Match.\n ","Match match = ","Regex.Match","(input, @\"content/(","[A-Za-z0-9\\-]+)","\\.aspx$\",\n RegexOptions.IgnoreCase);","\n\n // Here we check the Match instance.\n ","if (match.Success)\n {","\n // Finally, we get the Group value and display it.\n ","string key = match.Groups[1].Value;\n Console.WriteLine(key);\n }\n }\n}\n\n","Output","\n\n","alternate-1","\n\n","Pattern details","\n\n@\" This starts a verbatim string literal.\ncontent/ The group must follow this string.\n[A-Za-z0-9\\-]+ One or more alphanumeric characters.\n(...) A separate group.\n\\.aspx This must come after the group.\n$ Matches the end of the string.","NextMatch."," More than one match may be found. We can call the NextMatch method to search for a match that comes after the current one in the text. NextMatch can be used in a loop. ","Here: ","We match all the digits in the input string (4 and 5). Two matches occur, so we use NextMatch to get the second one.","Return: ","NextMatch returns another Match object\u2014it does not modify the current one. We assign a variable to it.","C# program that uses NextMatch","\n\nusing System;\nusing System.Text.RegularExpressions;\n\nclass Program\n{\n static void Main()\n {\n string value = \"","4"," AND ","5","\";","\n\n // Get first match.\n ","Match match = Regex.Match(value, @\"\\d\");\n if (match.Success)\n {\n Console.WriteLine(match.Value);\n }","\n\n // Get second match.\n ","match = match.","NextMatch","();\n if (match.Success)\n {\n Console.WriteLine(match.Value);\n }\n }\n}\n\n","Output","\n\n4\n5","Preprocess."," Sometimes we can preprocess strings before using Match() on them. This can be faster and clearer. Experiment. I found using ToLower to normalize chars was a good choice. ","ToLower ","tolower","C# program that uses ToLower, Match","\n\nusing System;\nusing System.Text.RegularExpressions;\n\nclass Program\n{\n static void Main()\n {","\n // This is the input string.\n ","string input = \"/content/alternate-1.aspx\";","\n\n // Here we lowercase our input first.\n ","input = input.","ToLower","();\n Match match = ","Regex.Match","(input, @\"content/([A-Za-z0-9\\-]+)\\.aspx$\");\n }\n}","Static."," Often a Regex instance object is faster than the static Regex.Match. For performance, we should usually use an instance object. It can be shared throughout an entire project. ","Static Regex ","static-regex","Sometimes: ","We only need to call Match once in a program's execution. A Regex object does not help here.","Class: ","Here a static class stores an instance Regex that can be used project-wide. We initialize it inline.","Static Class ","static","C# program that uses static Regex","\n\nusing System;\nusing System.Text.RegularExpressions;\n\nclass Program\n{\n static void Main()\n {","\n // The input string again.\n ","string input = \"/content/alternate-1.aspx\";","\n\n // This calls the static method specified.\n ","Console.WriteLine(RegexUtil.MatchKey(input));\n }\n}\n\n","static"," class RegexUtil\n{\n ","static"," Regex _regex = new Regex(@\"/content/([a-z0-9\\-]+)\\.aspx$\");","\n /// <summary>\n /// This returns the key that is matched within the input.\n /// </summary>\n ","static public string MatchKey(string input)\n {\n Match match = _regex.","Match","(input.ToLower());\n if (match.Success)\n {\n return match.Groups[1].Value;\n }\n else\n {\n return null;\n }\n }\n}\n\n","Output","\n\nalternate-1","Numbers."," A common requirement is extracting a number from a string. We can do this with Regex.Match. To get further numbers, consider Matches() or NextMatch. ","Digits: ","We extract a group of digit characters and access the Value string representation of that number.","Parse: ","To parse the number, use int.Parse or int.TryParse on the Value here. This will convert it to an int.","Parse ","parse","C# program that matches numbers","\n\nusing System;\nusing System.Text.RegularExpressions;\n\nclass Program\n{\n static void Main()\n {","\n // ... Input string.\n ","string input = \"Dot Net ","100"," Perls\";","\n\n // ... One or more digits.\n ","Match m = ","Regex.Match","(input, @\"\\d+\");","\n\n // ... Write value.\n ","Console.WriteLine(m.Value);\n }\n}\n\n","Output","\n\n100","Value, length, index."," A Match object, returned by Regex.Match has a Value, Length and Index. These describe the matched text (a substring of the input). ","Value: ","This is the matched text, represented as a separate string. This is a substring of the original input.","Length: ","This is the length of the Value string. Here, the Length of \"Axxxxy\" is 6.","Index: ","The index where the matched text begins within the input string. The character \"A\" starts at index 4 here.","C# that shows value, length, index","\n\nusing System;\nusing System.Text.RegularExpressions;\n\nclass Program\n{\n static void Main()\n {\n Match m = ","Regex.Match","(\"123 ","Axxxxy","\", @\"A.*y\");\n if (m.Success)\n {\n Console.WriteLine(\"Value = \" + m.","Value",");\n Console.WriteLine(\"Length = \" + m.","Length",");\n Console.WriteLine(\"Index = \" + m.","Index",");\n }\n }\n}\n\n","Output","\n\nValue = Axxxxy\nLength = 6\nIndex = 4","IsMatch."," This method tests for a matching pattern. It does not capture groups from this pattern. It just sees if the pattern exists in a valid form in the input string. ","Bool: ","IsMatch returns a bool value. Both overloads receive an input string that is searched for matches.","Bool Method ","bool-return","Internals: ","When we use the static Regex.IsMatch method, a new Regex is created. This is done in the same way as any instance Regex.","And: ","This instance is discarded at the end of the method. It will be cleaned up by the garbage collector.","C# that uses Regex.IsMatch method","\n\nusing System;\nusing System.Text.RegularExpressions;\n\nclass Program\n{","\n /// <summary>\n /// Test string using Regex.IsMatch static method.\n /// </summary>\n ","static bool IsValid(string value)\n {\n return ","Regex.IsMatch","(value, @\"^[a-zA-Z0-9]*$\");\n }\n\n static void Main()\n {","\n // Test the strings with the IsValid method.\n ","Console.WriteLine(IsValid(\"dotnetperls0123\"));\n Console.WriteLine(IsValid(\"DotNetPerls\"));\n Console.WriteLine(IsValid(\":-)\"));","\n // Console.WriteLine(IsValid(null)); // Throws an exception\n ","}\n}\n\n","Output","\n\nTrue\nTrue\nFalse","Matches."," Sometimes one match is not enough. Here we use Matches instead of Match: it returns multiple Match objects at once. These are returned in a MatchCollection. ","Matches ","regex-matches","Matches: Quote ","regex-matches-quote","Replace."," Sometimes we need to replace a pattern of text with some other text. Regex.Replace helps. We can replace patterns with a string, or with a value determined by a MatchEvaluator. ","Replace ","regex-replace","Replace: End ","regex-replace-end","Replace: Numbers ","regex-replace-numbers","Replace: Spaces ","regex-replace-spaces","Replace: Trim ","regex-trim","Split."," Do you need to extract substrings that contain only certain characters (certain digits, letters)? Split() returns a string array that will contain the matching substrings. ","Split ","regex-split","Numbers: ","We can handle certain character types, such as numbers, with the Split method. This is powerful. It handles many variations.","Split: Numbers ","regex-split-numbers","Caution: ","The Split method in Regex is more powerful than the one on the string type. But it may be slower in common cases.","String Split ","split","Escape."," This method can change a user input to a valid Regex pattern. It assumes no metacharacters were intended. The input string should be only literal characters. ","Note: ","With Escape, we don't get out of jail free, but we do change the representation of certain characters in a string.","Escape ","regex-escape","Unescape."," The term \"unescape\" means to do the reverse of escape. It returns character representations to a non-escaped form. This method is rarely useful. ","Unescape ","unescape","Star."," Also known as a Kleene closure in language theory. It is important to know the difference between the star and the plus. A star means zero or more. ","Star ","star","Word count."," With Regex we can count words in strings. We compare this method with Microsoft Word's implementation. We come close to Word's algorithm. ","Word Count ","word-count","Files."," We often need to process text files. The Regex type, and its methods, are used for this. But we need to combine a file input type, like StreamReader, with the Regex code. ","Regex: Files ","regex-file","HTML."," Regex can be used to process or extract parts of HTML strings. There are problems with this approach. But it works in many situations. ","HTML: Title ","title-html","HTML: Paragraphs ","paragraph-html","HTML: Remove HTML Tags ","remove-html-tags","RegexOptions."," With the Regex type, the RegexOptions enum is used to modify method behavior. Often I find the IgnoreCase value helpful. ","IgnoreCase: ","Lowercase and uppercase letters are distinct in the Regex text language. IgnoreCase changes this.","IgnoreCase ","regexoptions-ignorecase","Multiline: ","We can change how the Regex type acts upon newlines with the RegexOptions enum. This is often useful.","Multiline ","regexoptions-multiline","C# that uses RegexOptions.IgnoreCase","\n\nusing System;\nusing System.Text.RegularExpressions;\n\nclass Program\n{\n static void Main()\n {\n const string value = ","\"TEST\"",";","\n // ... This ignores the case of the \"TE\" characters.\n ","if (Regex.IsMatch(value, ","\"te..\"",", ","RegexOptions.IgnoreCase","))\n {\n Console.WriteLine(true);\n }\n }\n}\n\n","Output","\n\nTrue","Is Regex fast?"," This question is a topic of great worldwide concern. Sadly Regex often results in slower code than imperative loops. But we can optimize Regex usage. ","1. Compile. ","Using the RegexOptions.Compiled argument to a Regex instance will make it execute faster. This however has a startup penalty.","RegexOptions.Compiled ","regexoptions-compiled","2. Replace with loop. ","Some Regex method calls can be replaced with a loop. The loop is much faster.","Regex vs. Loop ","regex-versus-loop","3. Use static fields. ","You can cache a Regex instance as a static field\u2014an example is provided here.","Regex Performance ","regex-performance","Research."," A regular expression can describe any \"regular\" language. These languages are ones where complexity is finite: there is a limited number of possibilities.","A warning."," Some languages, like HTML, are not regular languages. This means you cannot fully parse them with traditional regular expressions.","Automaton."," A regular expression is based on finite state machines. These automata encode states and possible transitions to new states.","Operators."," Regular expressions use compiler theory. With a compiler, we transform regular languages (like Regex) into tiny programs that mess with text. ","These expressions are commonly used to describe patterns. Regular expressions are built from single characters, using union, concatenation, and the Kleene closure, or any-number-of, operator.","Compilers: Principles, Techniques and Tools","A summary."," Regular expressions are a concise way to process text data. This comes at a cost. For performance, we can rewrite Regex calls with low-level char methods.","Representations."," Regex is a high-level representation of the same logic expressed with loops and char arrays. This logic is represented in a simple, clear way. 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)","url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAG4AAACCAgMAAADasxWRAAAADFBMVEX/6Nn///+VlZX29va5ksB5AAAASElEQVR4AWPACZj/f0DmjkqOSjKtQgcLyJccZiEE9SOmP8mXHEaBMBoIo4EwGggryJccvvVKKAogTnJUclRyVHLklgmjkqOSAALWyrsxEHLDAAAAAElFTkSuQmCC)","url(data:image/jpeg;base64,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)"]

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OKncSrQD7LM29GB+0Xl3LynRLonXdIKiWOnjbCImCYyviO5fRavoHSEX1VQsY8bzzymWZbSR2EeIv2BJe01CfSuimkVmoRwhBTQC8pALfaSdkB83LcyUlO5yOUj2C13t/BlRBqENLSxxUwbSZ+GNnbmRczIW8b8K8Vr9SPRqgg6H9HuHVK6J+tlF/Yw783+OTk3lv8FpdHOjwadQH6NvTiEgAXq8HZf3Os3oToVdqNZV9KdbyGuq5HwCzcIELFw+XczeC+hFEIR8LbhZ+W5dEQhiJYty4W/ZXPqFXJCZU4yZHllMbetL61n8B5Mvg/Sp/9avSZ7ecAfrOLejjP2RHuxHm68vTCY5T5NkLtgNudn5r1HSKBpukVRp0DNwttZcXvbL1PF7LM6rCMc8Fv6REDy83fhZ23MyxjBxkkC3evVMTFBTy39Vmfu4n3cvBfWcf9J+itLXnHs6kYWESF/YZux4XJdTakVZocZYYzQPs5Tu184uHJ/eqfotgMNALaltIZCY4R9nnkNn81zV1H9U61U0s5ONFW3kj38O9/wBCUq8XaGOfltB2cj+fqE64qGSPrVRRC/2JbWFv2Hs5gzeV+S9tQyx1FFBKDer6Qedi9YfwddFlzaZTtDTCQF6OVmkx8CLwXZZasDlsgyaz4tf+a8jqID1yZwe4uTu36s/mooU0WVl1yYqNkWU8U7ITxXbpTelP4f1Zaqy9N+1L4f1ZaV1SfaW3Qbqdve6ldF1G6LqK7MlK6LqN0XQjJSumoXTuhF1JCSLpJ3TTSQhNNCEITXl8Gyf3r559IhVOtavo3RCi49sbVVYF/VF+HPy7RL6Tbe6wtO0LYa9qmvVeMk9U8cVJyvHBGDdnwyK6tkZzZh7nff7liafIFPMVSdnKEHKIX9aV+EPy3y/BawQRxCwRiwjZm+TKeDW8lYmzb2Vl1yWd3vzdfANLpJNQ+k+rpph7e2Eh9jEf0svQVXRPqMuo1MkXppoyCkLffh9Zm3c35L2+idEqPTtXq+kOInVV0s2cr3yACdhCEO6zMORF3u63aqijqQxJvhLwdVDEDjZb0moFGeHqGIl/3LF6F6aWm6SUVuCSTaxD3Cxi1wb3FdLprpslXpoVMIuUlKTkW6/ATcXyXo4YmjjGP2WsrnASFxLe1nZ28nUZoAlgKnfcJDb3eD/NcUNZJHXjXNvITydvaHk7fiywOitWdbokByfaROUJeePf8nW1ZZ+iaaWmQT0vqbYzi+ErLTxSpWMYIxk7QizP/BR1R4zrpzi7BlkNvAmuoJ2U8UK+64sVCydlKydkk8V0UH2hfD+q71wUnbL3LqyUC5rRpSxiZvN1ZkjJVZIyUbK/NW5Iuqsk8kWRmrbp3VWSkzospZq1nTVbOpM6SsyU01FNklNnTTSQhNYNt7oU7b3SV91g4KNki4WdWWXBqNYEFRQ6eIEdRXSPsrdkdkO1M5H8GbwSupxRZmIeLsy6xZhBou8H4ve6lipuI7QyFu09/emk3JWVPFKXg25v8qhZFlNFk1TioWTUkITxSRZSskmnayi7ITSQo2VsD8T+5XZLnjvd/cp5KL81dGVhsrMkZKrJLJFk9orsk2JU5J5IsntFfkpXVDKbJWVgmr2dTZ1SKsuourxJWM6mq2U0lcLqSEk0lYyxrb3Qlfe6Lq5YybLAqKoarpTFp2xEhoIWqdtvyAzvjj3d2+69AzsvOadShFr1VXQEZHVuQz7R/UB25fDjw+STrqpGZiM/ZB3ZejsmldS3JrntfekmzJKTOyE2ZLFGLqWW9PJJSxHxUMUYp5KOSai7JYpIyUck1U7qbJOojzSdJRy3J3RdRuldNRyU1JlWmyE2JWsrBVLKxna3PcourgJXirBdc0M8M2WykE8dxYkz2fzXJqHSLRNIlCDUq+GmlkbII5CsVvNu5vN1F11R71sMpsuSgrabUaSGtoz2tPOLHFJZxyF+/ia661F10ipJpJpKxl49+kGl5P6Q+fsEpNr2l/fO3+V2WSWnNk/C/N+9R6g3g6uybwXket1jP2Y/yl/NalX0h0ynpZJRqBztwDv3kT4i3zdc2lVUNOUm0nGOKnJ4pdp65m20HB/De6zqjSQqg6uYsURO21y9kXy4W73uzLqKgjIZIY4Gph2rzc75lI3FJ7y71Fyu7LXp5ph02echHMnxFmuzPybx963PrbTf73H8/wD0pfWmnf3uL8y879VN7TfJD6R5t8k8lmdcq/uQ+f8A7XpPrCh/vMf5mU+uUv38f5mXln0jzH5KTaS/gKMm8HUmrar7gfm69Q1XS/fx/nZPrVP99H+dv5ry31OXsCm2kl7DfuRk3g6fXanvgb5l/Jeo6xB96H5m/mjbw/eh+Zv5rzTaYXs/uVg0B+H7k8kdbmfnCvQbWP2x+bJOYe03zZYw0heH7laMHuTR1g/Yt+Kt1bXdN0Kl63qEuIETBGANmZn7Iiy59L6Tafq9dLp9NHPHUQRNNKM8TxY5O3C+b5X7+VvNYfS3TpNQho6MNNlrxOVyM6c9mcOLdpiJsLu17Zbk+hND0ipayuPUmnDTrMNKFaQnUZXbmV72Ye7l4KK7owAqfaet7/Ndeu9NINEnqYCoZqjquy20okAgxTi5Rtzy34v3LU0PVanVYKmSroToJaeoOm2Jlm74MPHliLWuVt123c1m9N9H1LXNMj0/TYQIjlaSWUzYMcGfutxXuvRQbbYR9ZEQnwHaiDuQ524sbszu1+SbXUTaPZDYWyu/evG9Jemmo6JqM9NTUcU9NTNCc82RZC017C4+O7cvaxSBLGEsb5AbMQF4s7bnXhanoJX6nJqdRqE1N1qvkEglDbFswFn4cc4xd2bHF3bxXrNC02o0nS6fTqip62VOLAEuGz4G7I45F2eXNDKcjRYDg7Zci5+C8TWQ9KPr7TtCqdanjm1CGplygJhCMgGYoccQArcA5fjZ+9fQaSm2GlQ0eoS9Y2dOMNVNI7+kxBgkM8t/Fvd7uuCo6M6bWavDrdQ8xVdO47D0pYBh7Ij3P3t3raeMJAKOQWMDZxMCa7Oz82dvNKysc8sPdvsy8d9F7UX1RWDT4bbrcm1wtlh/ZZeXOyyZpINL6W9If9I9Lnr49RjYKDZwvLnHb7IPN2s125Oy+kUtJS0guFLBHAPPGIBC/wCVl1io2XSJ3In9pcuixhFpVHHHSPQDsh/oZPk8W77N9/ctJVirFFXCpJpJpK1l5V4Syfd3qJREIuW7EWd977mZt7uqKfpT0YqCf+mbEsn7f/kO5T1Cs0bUKKWipZ+tDUg8UxQnjswNu0Zerfkym72WY2mSO/L8bsuYWhlm6/BnLlCwxYdgwvk528d/yV1EZVdJHU2f0mXyu48/DhXj+lVZqENDTaRpc7U0tacVNTRytgZCJNtNm97vw+PNfRqTSwoqWCiiNsKeMY/yt3+/mky7ayDKIYIx7NuXkuDZo2a1+pl7TJdTLxZO6z/q+TzWTs0tm61upF+yk9IXgKLpdQk9l/ksvCRSxk8HWmNK/gyRUxeCLo6lI2/iWe2fg6bMXg67urn4N80NTH5J3UXpT/a+S47P4KVl0bE/BLZn4OmzqDwk3c/yUYW3v7lbZOIHu+5TxTupDHwqlCtxSxQjBVqTKeKeKLp4KNlYKGU7JXVoipCrBURVllF10AKkpqLKbKK6BZNk0k0lay/Pg1PRyDTqjVJdW2U/HhpFRDGUhSC/3kbdkv4rio/pB0mGjl02gpi0ylnLOTBspC8dofrF5rzWq/af5j/+Sz4+0n371c5uz7mZfRPo9lpNf6WtPWE9RPaQuI3LIY2bjwPsvyYrc19whp4KdnGCMY8n4se9fCfoi/2sh/4eo/iK++IPuUR5JIQhQUks0sxyYL8Vv3Jd6gX9bD/Df+KHdDMz/J1bdCaSag7KopYr/aDl72uuKWae2cNbAIX9Zmdt3dfJc3+/fh+izX/qIf4hfqpMyRRruqanVcH2FXTGXsiw/wDks8NU6R3cRhA/2yYGb8OJVxdtlpw/Zn7v0UlQUbI0TUdTq6yanr4mAQDMSFvNt1+S3cVl6T/WJPg/Va6a5jBmd2VeKMVNCFDcoYp4qSaEMLJYqTIUm5pKwRZOymySl3pK0WTspqKkkrWTQhCSmv/Z!piVBORw0KGgo)NSUhEUg?AMk?ABAC)ACVEgzJ)kklEQVR4Xu3YOwrAIBAEUO8PucjexhOZysVGQtgiH96UUwy8Stk2ZnqbGUuy7OMylan61uclJCQkJCQkJCQkJCQxc6QklmR5ZLUFVKbqW+1+tpLKVH3rUQkJCQkJSZ+JtcpkGVltJZWp+pZ/FwkJCQkJCQmJ24rbygMSEhISEpLfvIz+XW+RkJCQkJCQkJCQkJCcKq7/sEUc4H8)ASUVORK5CYII=!piVBORw0KGgo)NSUhEUg?ANw?ACLC)?vuqgS?AFVUlEQVR4AdyVsZEkIQxFL1olQAa4JE?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)EWA8+bhuc+Jq3feHFmxrs0cmYi+CoeVuZeHVKw3tdD1b/uD1cKNaRdtg7VbALAQAwgLAThAu1qYdgEq1LLqQDNE1gTYBYBhAsxEuBfUBHGBKAW1?H1gRf5wAGb4MN/ZIBTRJfwEAsyDD71ALWAiwCwCwCwCwCwFktYAtrAVsBNgIsBNgCIBNgJAIBIEgebNR1RXau+ttVOJNwcWXkVt6tSkvMLddS7U41XatuMM8XKlclqq9TiQPR?E?IsAsAsAsAsBNgFgIsAs?WAmwCwACQAEgAPPmZZXKupdt9VtwcmTjbxWBKrdeC7i224lvvCuPibuuvW9JNgdpYC?CwCwEWAmwCw)ALAL)BYABNg?D:Z!piVBORw0KGgo)NSUhEUg?ARg?AB9C)ABcqyMN?AOAUlEQVR4Xu2csW/iTBOH+UtcpKBKkzodJWUq12mtK9KloUmVhhIpBcVJ6KST09BEcuUmcmOlsXQS17hAUQqncFBYMDaY+XZ21yyw5vMFyBvD3Uhx7PnhSPtodvDMblyB7WwcT3UtT5gDDN8KnIo6R7VcthWYvnGmueB+V4SUDN6mMJ2sOkerTvWWGaoHDubXTV0bBffPijAbv7/N0zhVnXPhLLjlcMH07i51eGw9JZlQz5hMyJBGxBQye184oxWnNPWWwwTz0r2+g2bj4XVF0ADSeDSBaJzMl4U0yHHCW6bGuerBgZk4zSeoX7Z9JWVOtSm8k0m6ImCMvL8I5zqYOarylsMF4/8gz9rFra8IaTxP34Z6muOMqHMIqqWhUPNteChg3l2wtPOrV1ADBZK3wWhe4CxSVSs/mPQV2qcnlzBOFCgwGQwIZFBailPYRL1FOvOt7F/Xc2jWtGvw1UiB6P1tBOny+DXpzE8YQlWzyGHlmElLP2mB9StVmQwHESSzdaemOgUD5ZZDBTP4eXXuzG/td2XyxKPBFKJknudUSwKh9uUthwuG2LcX8e9vP3K+jqMhzEZxuuJMlpwDLqhqbhhJULlq6cC09aaTO5DJMJr+f2d/k6pMRsWpqqUDc71JGRU6NUVV5sUBTyVtk1I8Ok1Vjx/MPzCnm5RBofPHJjVeE1Snqh5ISfDPKo+blGmhs66ouc0Vxfkh9V+OOX4w/8Dom9Thxzsuw6PJMfnq8VgFtrfWB5orhf2YY3qO0RT1780x/5LvPzDGJoUUOvt56kfaDmQyudCkenJSh+7Jycnvd3q4hcuTk3N27QI9NOAKr212fSauz9i1DWeVMiVfFQx8BIxvnJ08gduR6g52fRz9GK9R10av3Zc1tfU355hfLV2Hxztvmgl1qWo7RMwhg3m+v7qD5o21qmp7AaOVCkxrkzpZF8aPzadJ3ej0Nw5pUjow8Nn2u0P62kXTVwSl4BrsAOaw+jEDBx4WC+DF/Zj+35B8pwHcnVYvYTwtKAlae8kxjwcBZvZ2iwvg/b?9NEm33qOGjX1k9a73Zv/afNSE2rpwDxsUpICp2Jhxzhz06ZNth3Sjx3AlLQfM7BuLqa9q5/9j/djBlLdwR5K2o/5rrfcdLt+TF+qdfh0C8iqEIafm3yvt247qMnXM9E8C48B/KGdwh+Z3TFXyPQ6nedPBaPtEYxZQTMNPHp7zjHdToexDj2fCW6n0/vUfoy2XT8GTZOqzgRPp0RqnlWr6GawZzChwzgEGY/YdeNP7MfISN4CzA9FJVVKxnEqVY6Fzyw+rwI8t3CWIcFMsACMoNfrBY7DA4F4NDQcQTVw7R4a+ukJ4YFiMzJ4EwPUc5ywx1y+0+l0e3Gp9se0hOBRMNVqxeEKn1k4r7hSMXCWIbFMMFi24OaxoOPnATBBGDISTn7NT5BGbFHBZK6Y32rvKcc8bptj8vsxbWRRExcODaBmoFcdAkCQg+VVdRx/0KT8fLOC9ektjtly6IGwFBIE9NwVA+25AgDhOUZGjE1FDs98tjmrnh88458pXfJFs3iUiCufkjGq/kKq6jrhCiWjV5s8eCmAELoiAigJemqLIGF0QIAIlnNMj584GGmBbaPruYu3doKd+jEqmOIHvOJ+DJKwqmzuyADKwACm5gwMQX4STAz2YqCWuQBjAhSAEbehhfTzFgMD0r6kVFH7MUSvmOAgDCKCxMQ4CUSQeBgn4oPVgHJqZ2D82OTPJQijx8EQHKRfAMajAUZiN8w8CGY:ZjHveyP6TPBlI8xLGbYpbjwRO4VyVcIhsijOAfMmD+u2GYnix5uwIFktEwLHUIg+GF+r08ZWej+wgU3tR+zPRgPwVgUTcjyhEkvsnzjdU1vDQzYwpERCy1Uwkxy9gbmtAjM5/djcIiECCEOwkzp+TGGgQUrFqwXTSSIhRQG8c79GHV0cl78x/0Y9riSI2DaQXv+mn6MJtTd8nbrE8BAgPPCCb6oH3MthaPpx5x/wf6Yon6MZaIR+AIrbz8GjX8lOR8AcA77thKXBM0v6PmWsx9TXyoiG7QKWMyroGGgELQNwyTC2zCaXlmb4YNN/Zj5B/5V60eOWqs0nMVcMiiiiiGKSayT5GSzIDNj/2BuNylRoVNT1P30Y3ysrCmF9qJEqOJpjbpNlJhPx3ZEAJ9lpezH4LCNataR8egJRklA+SAYgweMAw2EJOz2r0i+ekWYL8AYPI64NTkYDzOR+Xk5poT9mIBNIsJbVRIMVLEPQTzRoWojP+fzwJSpH9MXUweR4FFMG7wUM6xKZ5gl8jDlosMngvE2KbNCp76eY2a7/ZPFYDMY2Qo2fEAyOqqkhE++yQguK7nqHEi4Jkinai2pFsYd8bwFi0CeIs1ygHm9OtcewB0o/Rh8HVUC0/kqFOnMMU2oh74/xr+90J5Jx1dyTBoN38L111GhM53HcgKqqiZv+XwwJFAX+Xfvx/jfjVry1HQiZYAT7Z29aihZcRJ05gaKVPP7MSazvYPB1qanLPLvVBKED40mtK+7L0ruSMYRTEZGmuNcjp7Naj8vjJkVp9aP7jnyRcsXnt1QLvJv2Y+ZPrUeQb+86y05hTKZwpBMZiu3SKdquWo/51uuKSqhvVvPCdmvjEfo9LbKMS/3wUir3/xSEk8ap/O39/GCyTV3hsKpGqrzXFXLOdUrOi2MGuvVNTENoymyhNc0Gkvkzv1ez/dtl6uBa3ZMl3DJdxwq9nw85b+I3em4vlzkxxPbDZkW96xOx/I3gxk7b652ZvQVWvMpTN8GJF0dHXeGkGfKLQVgsCoy29lcktU10SuLJUlzrWOj2Z2lpre1WCYCyASbn4vVSXmCKEMTP860Z/7pXm4/5hXuz7SLMB4pI4Rw8DbE3yvOeKBxJwFpUpW3FICpyyLSx8rIWa2um5SEwxlRtepQTtZKM9zBhSVAuRcENH34YqDP6Pf5FLJXIgZzjFjSDTgYcJ8D+rGu+o6qdl27hP4LKDZ5p0zSNNe5GJ2iEqp+9D9OG2JVrblSXWPboW3SA4fVxkMDhOlsjZqwlX2A0O6YNAh6GYtnPPAIsWWOkUu2bGW3Z3tMM9mi/ko/5u7ytAH201RpvUzIYAzTab5TWq768a8WUhFWhbUiklmNgzHByQQxZgugsxio3VmAcSAoACNuE1KXg9GAxdR17QGaD6HyfB+P3hP5winFKexxk1psdWVWWWwSOWKFVoJpMIcjPqJDO2tlgdgfQ/AQM0hOtoPBx1zjFoCxKL2YODH3hAEH4zT18MX4ruzlfptGw3lKJrNCJ4CmqFsU5str157YoiiLSLFwXas0RR7W+Q4IwRSZmKZcs7fFlqq4K3MvoDPgtLouByUzLj91cdUb3RXt4taOc0uCYZQUOCUYVd0/GGCbZmosZEgDT31YBtNFLmwoLBMLCMQxu+4amJgRlGDARxZuLPIxUrW/vB9Tl0Ifiszzgkwg4lSCsSGMM1HWQO4z/VkvBeIgWAuGMJDr/UpJ8NUrpIMdbsVgsPPLIzSTHNwbh1p7ibv+JjDgWx32FPw1YE53n4XH+T+R2leDOTlqMC3Y2qolBWPsvO8+39KE25wLSWbr0qxDBVl6cGWpsI8mKXfMEmGzciff/H6MtNmQm6jMh5ktSSMkk6Agx8oVFBg1QkX6E7EPCkv+GzDXn5Rj0oiOJxkPhxMmTHBECfUtSzFSqtOPyIiZLI89RS7jIQczG+FdCYqHnXzZEKYUwSKAqC+KFKm6HDAwHo4RgKSUQiKuI8Ykig4KzHk+mPmEHhZgMFdIZlSKFTApVeLFXOKI0iiKBZiIpaPSg2ltlmROSJZTTrQijdnwdQmGKWlKpSlzyNs5GLTZYb1r80cumNFYjF6NmFEUi4tIguFRgQAmGZiYC18QMY87FJHFOWa4PJXYV24mybhDMBEPpvlQGBEJZ0go1zQBmWOSZFbqqTQZg16RQuU3sJdTXYmXU1Wf4FTTbsDQtPOxfXp6Zg9PtfPb5Fo7PYcnKtlwflq9gpvTs8oSmIRNoinOmGzKRZhzEgmm1N9KwbdzzQJ3uEGWSSWJ8JjmPcckq6lIPqrM8Cj0sRAT+cGygvFv6tozEf/XXwwmHWG+2BrMPGFPMjP4AjAPf86kfVmHp5abwEcsTWEnm83SEvdjXruNJtw1uq9H8xLS3XesJy5bAG:zpd3LyKT0hWRxTmm: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)AElFTkSuQmCC!piVBORw0KGgo)NSUhEUg?AMc?ABPCAM?ABoOCFB)GFBMVEX::y/P/a8/q93unk+P+l0uGCwdVMrMegq+Pr?ADkUlEQVR4Xu3Y7W7iMBCF4Zz5yv3f8ZamHBnGZuTCxlTi/VdhxXnk1A5s7xYAbH8+mHxl7yQxSdUM+Ql/05Htf9oBYSjHjgGAmRyZAXhbB2BDKUxShmUOGyOM0krBXuCwa3MOlFb053y5A4yU6f/z2pEZ1kbHKyoc5U3WDjIst8Kx4Zgav6FCrN+ZDgYYFXMOa7p9phc4ysBbzR/0PwLsLzmMbf8pzDhEVZ5zoAbgiJe04+h/2oFrEvtXIah3cdw05UC7VcAen/uxp8oHT64jNQ15lIjM7Yp0UEHJSxxBMmYcJjK/Ht8jYTcR8pxDdqaFQ1SsqXWIelwnj1CV4YMOWO4FDt+ZP3Kox5fU2ujQzrwhA4f1Oschflw4OUBFLjkehacdWj9XtGYHP5x14NJwQZRRVO7nO7PRzyi0ys1+/E2N/TcOFOcoKx1Mu48Vy442kDHlKA/SeQchbnMOCucdPd3zDph7uNhvHC3AVURU3SMeO1reSx1HMw4CmaLJ1MeOPg8rHU6G4TbD6O0Ab+jIq8HszgE9sp+/vo+kcH3WIUz0p+EQ5+1KW+MQVBBpDim0Z45POuaP/r1os5ujJ0lGjoPEQlY75P5VIEOyo7NXy1pHIw1sR6VDdM8td7DgLlE4yGiLxQ5vVIoRhI5xutahe5sLIaXDVdR3Fi/Ydyma33dxJwu1sSN/ybIgRLYJR01+/j3RtXZwVzA6fI2D+Z4KJaPvCOQrxzoHJ8qpdR35KkbcQgdXJBcydkj3e5gsdBxvtdJfkpFDWwac4xc7AGwaXcjWdUjLgK5x4M5hOOpJtHJg5?DHWAE1EPHDnAqWOMALFNQrwek57CBw77L385+4wAveHUw8bQgfQdrHLHUQUj3+Zpx+Hs4mDYOmXDocscYorVDew6c5ODvEgB6kNrBug471UHtnR8zjkXneaL2mnCAZiw6z59zrH/frZN6v8pz63mOPJvh4dT1+aEk26kOv/eFyp0CToZXDm2GnuEQzoeOz1WMIz0fg9lBBrNTHKDD7x0sLu1tsXUd4XqhiHJ0XmemdCiz6aGZuofiIpDLDHT0s+QYFVM/OMnsUNa/YTqK6UpH4CwH5h261Q4yznJsOukITlY6HNt5js1nHKFbSgrwSY5NOw6oR0Y4FZUjnIrTHJt5f5cRUfU4cm51Y4eKHgm2RYk675fUunwOvn8fx/v3cXwcH8fH8XF8HB9H/PR+jn9WRHacjtkenQ)BJRU5ErkJggg==!piVBORw0KGgo)NSUhEUg?AKo?ADJCAM?ACEyFlE)YFBMVEX:/8CAwNX2O4GUUchKiv58/Xv6O6/iLRFbHaoZaa3P2fBy82wt65kLk91na3/u7vg3eMDSoDgzODRrc+JfIn/2Ng+TVmy/vE7kaYDf5f/nJxyu83L+fiO3+48usnn/PzCl9xt?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)ASUVORK5CYII=!piVBORw0KGgo)NSUhEUg?AKo?ABXCAM?ACjpC53)YFBMVEX::d:zs:368v/68P/p+v3D:f0+v73:778:z9P738f/j/f389v8CAgLg:z7/P+Vk5c9PD7y:7Pztf+/P/n:3w6/fj:39+f/i3ebu9/7h9/zb1uHo5en8:8ORpD4?AGkUlEQVR4Xs3ZCW/cNhBAYUva8z5852j:78sd0jqcWYAEtKmjl9QwC0WwdfJkFLspy/tNfT0mqp87P7Jp/yJl9vpdLt+MVTX/n8SwPUkXf+Gk5qfDeaXU+rlz0oq0BlUmewtU2: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)ABJRU5ErkJggg==!piVBORw0KGgo)NSUhEUg?AIw?ACICAM)Cj/Ma)GFBMVEW87/XI8vf5/v7X9vrz/f/n/P/s/P::8eJxHv?AEG0lEQVR4Xu2c227jMAwFeZP0/3+82ASFW5yapA8C1UDC51oekxyldanIomMWsS4HAWNaxHjGHhgpYifM6sHMW8DoVhhtwcQbwngO4zeEsT0w4wNzErO35+2BiTvBGLcB8zD8FqzvDKMNmHhLGM9g/IYw9kKY2AETFYw/VrF0tdGASSH893sI3ue/lDP1YRIbMNxjov+CooiveG4Vlnwe0DDmIqI2oZgA44ediRIm/KdB6HfnRgJjhxLpmvwG7AczPq6gJj+TYyRMkpbT1MhpL3hSKi1horRwILXgPaBUhjDMBmz+kxpTLwjeKJUTe17o79gTYMAR6GMCpuBXUFby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