VB.NET

["c3?0w0*0|string-concat-vbnet;datetime-format-vbnet;do-while-vbnet;vb;-vbnet|dates",["FXd","QEHAOGBENILMKAMLOKIINCKNA[KAKA","OOOCCYFHDADSTUUUUTTUUUUOCPGHDADOCPGDHDOCCPHDGDHDOBCCPGDGDGDGDGDGDGHDOCCCCOBCOBCOCCPGDHDADGDGDFADOCCOCBCBOBWSTTUUUUTTUUUU","t.wtr.rr.....ff.ett...","Keyword","Array","Dictionary","List","String","ArrayList","Cast","Class","Concat","Console","Dates","DataTable","DateTime","Enum","File","For","Format","If","IndexOf","Lambda","LINQ","Nothing","Parse","Process","Property","Random","Regex","Replace","Select","Sort","Split","StringBuilder","Sub","Substring","While","Process."," A process starts, performs a task and ends. With the Process type, from System.Diagnostics, we launch processes directly inside programs.","Functions."," Many new tasks become possible, with little extra complexity. With Start we create a Process. With GetProcesses we check existing ones.","First example."," First, here is an example program. It uses Process.Start to open the file manager on your C:\\ drive. When you run this example the root directory folder will open. ","Tip: ","Process.Start, found in System.Diagnostics, launches external programs, such as Word, Excel, a web browser\u2014EXE programs.","Main: ","The Main Sub calls the Process.Start Shared method. It passes one parameter to Process.Start, the directory root.","Based on:"," .NET 4.5\n\n","VB.NET program that uses Start","\n\nModule Module1\n Sub Main()\n ","Process.Start","(","\"C:\\\"",")\n End Sub\nEnd Module","ins","class","adsbygoogle","data-ad-client","ca-pub-4712093147740724","data-ad-slot","6227126509","data-ad-format","auto","br","ins","class","adsbygoogle","data-ad-client","ca-pub-4712093147740724","data-ad-slot","6227126509","data-ad-format","auto","Text file."," When you specify a certain file for Process.Start to open, the default Windows file viewer for the file type will open. This is useful for many files. ","Tip: ","Instead of just passing \"example.txt\", you could pass \"C:\\Users\\Sam\\example.txt\" to specify the absolute directory.","VB.NET program that opens text file","\n\nModule Module1\n Sub Main()","\n ' Open the file at the current program's directory.\n ' It will appear in the default text file viewer.\n ","Process.Start","(","\"example.txt\"",")\n End Sub\nEnd Module","Search."," Resources can be given to the user in the form of URLs. You can tell Windows to launch a web browser window with a specific URL. We send Process.Start the URL. ","Here: ","The subroutine SearchGoogle() is called with a String parameter. The SearchGoogle function is then run, and it calls Process.Start.","VB.NET program that launches web browser","\n\nModule Module1\n Sub Main()\n SearchGoogle(\"VB.NET awesome\")\n End Sub","\n\n ''' <summary>\n ''' Open the user's default browser and search for the parameter.\n ''' </summary>\n ","Private Sub SearchGoogle(ByVal t As String)\n ","Process.Start","(\"http://google.com/search?q=\" & t)\n End Sub\nEnd Module","Microsoft Word."," Many applications need to launch Word documents for editing or viewing. It is best to start Word in an external process. We use a custom FileName field and Arguments. ","OpenMicrosoftWord: ","This code assigns WINWORD.EXE as the FileName. Then it sets the path of the DOCX file as the Arguments property.","Result: ","Microsoft Word opens the file. You will need to adjust the paths for it to correctly work.","VB.NET program that opens Microsoft Word","\n\nModule Module1\n Sub Main()\n ","OpenMicrosoftWord","(\"C:\\Users\\Sam\\Documents\\Office\\Gears.docx\")\n End Sub","\n\n ''' <summary>\n ''' Open the path parameter with Microsoft Word.\n ''' </summary>\n ","Private Sub ","OpenMicrosoftWord","(ByVal f As String)\n Dim startInfo As New ProcessStartInfo\n startInfo.FileName = \"WINWORD.EXE\"\n startInfo.Arguments = f\n Process.Start(startInfo)\n End Sub\nEnd Module","Executable."," Next, we use a more complex Arguments String and also assign the WindowStyle for a command-line program. The command line program shown here is located at C:\\7za.exe. ","7-Zip Command-Line ","7-zip-examples","Here: ","Two variable Strings are declared. The two strings indicate two argument parameters we want to use with the executable.","Arguments: ","The arguments String here is composed of five Strings concatenated together with the & operator.","VB.NET program that launches executable","\n\nModule Module1\n Sub Main()","\n ' One file parameter to the executable\n ","Dim sourceName As String = \"ExampleText.txt\"","\n ' The second file parameter to the executable\n ","Dim targetName As String = \"Example.gz\"","\n\n ' New ProcessStartInfo created\n ","Dim p As New ProcessStartInfo","\n\n ' Specify the location of the binary\n ","p.FileName = \"C:\\7za.exe\"","\n\n ' Use these arguments for the process\n ","p.Arguments = \"a -tgzip \"\"\" & targetName & \"\"\" \"\"\" &\n sourceName & \"\"\" -mx=9\"","\n\n ' Use a hidden window\n ","p.WindowStyle = ProcessWindowStyle.Hidden","\n\n ' Start the process\n ","Process.Start","(p)\n End Sub\nEnd Module","ProcessStartInfo."," This class stores information about the process you want to run. It has fields that tell .NET how to start the FileName program. We specify property values. ","FileName: ","This is the program or filename you want to run. You can set it to a file such as \"example.txt\" or an executable name.","Arguments: ","This property stores the arguments, including any -flags or filenames. It is a String value.","CreateNoWindow: ","Specifies that you want to run a command line program silently without flashing a console window.","WindowStyle: ","Use this to set windows as hidden, with the ProcessWindowStyle.Hidden enumeration value.","Shell."," Internally this subroutine simply calls Process.Start. It is useful for compatibility reasons. If you have used it often, it may be more convenient. ","Shell ","shell-vbnet","However: ","The Process type is probably better overall. More developers, such as those working in C#, may be accustomed to it.","Kill."," You can also kill a Process you have started using VB.NET code, or one that you accessed that was already running. We cover some issues related to Kill. ","Kill ","kill-vbnet","Caution: ","If you think a method called Kill might be dangerous, you are correct. This method can cause data loss in external processes.","GetProcesses."," An operating system manages many processes. We can retrieve an Array of these processes with the Process.GetProcesses Function. ","Example: ","We display the number of processes in the array by using the Length property.","Then: ","We use the For-Each loop to enumerate the Process objects. We display the ProcessName and the Id of each Process.","VB.NET program that uses Process.GetProcesses","\n\nModule Module1\n Sub Main()","\n ' Get processes.\n ","Dim processes() As Process = ","Process.GetProcesses","()\n Console.WriteLine(\"","Count: {0}","\", processes.Length)","\n\n ' Loop over processes.\n ","For Each p As Process In processes","\n\n ' Display process properties.\n ","Console.WriteLine(p.ProcessName + \"/\" + p.Id.ToString())\n Next\n End Sub\nEnd Module\n\n","Output","\n\n","Count: 65","\nchrome/5116\nLogonUI/3736\natiesrxx/832\nsvchost/1760\nsvchost/3136\nsvchost/768\nfirefox/2540\n...","GetProcesses, usage."," The GetProcesses() Function has a variety of uses. In some programs, we start external programs such as Microsoft Excel. ","Tip: ","With GetProcesses, we can scan the process list to see if any instances of Excel are running.","Tip 2: ","Process.GetProcesses() is effective in programs that analyze memory usage on a computer, in a diagnostic tool.","Threads."," Long-running tasks will block a main thread. Instead of launching another process, we can a use a Thread. But threads add complexity. ","Sleep: ","The Sleep method pauses a program. It does not peg the CPU. Rather it just ceases execution for a specified amount of time.","Sleep ","sleep-vbnet","SyncLock: ","The SyncLock construct is useful when dealing with threads. It prevents multiple threads from accessing a piece of code at once.","SyncLock ","synclock-vbnet","ThreadPool."," The ThreadPool type allows the efficient creation (and reuse) of threads. This approach is sometimes useful. It can enhance batch processing. ","ThreadPool ","threadpool-vbnet","A summary."," Processes are operating system level threads. They are started with the Process.Start function. By starting processes, we introduce many new capabilities to programs. ","br","ins","class","adsbygoogle","data-ad-client","ca-pub-4712093147740724","data-ad-slot","3679700504","data-ad-format","link","br","ins","class","adsbygoogle","data-ad-client","ca-pub-4712093147740724","data-ad-slot","6227126509","data-ad-format","auto"],"url(data:image/jpeg;base64,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)","url(data:image/png;base64,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)","url(data:image/jpeg;base64,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)"]

["url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAG4AAACCAgMAAADasxWRAAAADFBMVEXc/9n///+VlZX29vZR8Bg5AAAASElEQVR4AWPACZj/f0DmjkqOSjKtQgcLyJccZiEE9SOmP8mXHEaBMBoIo4EwGggryJccvvVKKAogTnJUclRyVHLklgmjkqOSAALWyrsxEHLDAAAAAElFTkSuQmCC)","url(data:image/png;base64,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)","url(data:image/jpeg;base64,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)","url(data:image/png;base64,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)","url(data:image/png;base64,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)","url(data:image/png;base64,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)","url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALQAAACsCAMAAADllnb2AAAAYFBMVEX////6lbiX3axHPiH97gb7q161sqeYPl3/8vyEj4Td4Ui83XZvzfH8x7VmbFX8eob7/rLW5sn+5NiekecRAw/8xzb/3/vw8/T9/87/yPnD6/iV2/D+/um0pwjKyMj/svb+8CRAAAAJSUlEQVR4XtSZ2XLqOhBFkTzPEzMk+f+/vGobsUFSxaJj17neL3ldrFp2k2T3v979vtvezucNQrftBkW37eb6uLdte96eaLUNikYf2xG9oT5OEK22EeYTRG+mj+sNojfTx60k1e1z921AXyF6I6qvZalUt9uCvinoK92VDfVxKtVuIN6E6itBy+6NehN1lFK2W+kDouW76vMmRKut1MeRlqot/RhKWrdKH+nPY5dpx3HpuL/WQVulj8uPPfNzfPxBbprZUL1UHC7Yzz7HL6JpK/QBHPbsriDaUH1eXTR/g1o8zlS94FNorxFC/Ak6xr6rcehjpadQNDShxheNgbk9ryEazJig8UQDuscpX0k0gBnsEP1KvdgpP86LdrP7igZ0vxj0LDMPHsygXuyUHxnMHs1ANNYtdcrTmaC57GDG5FLQlxnRTHiXaCm7ZfpIF2XGhqFwQPuo5ov+K7MY4tykNr6BrPQU8hfFeRjmJjNtiT4uKzBHh5Dmhi7yHH0sKvovwBOxSiMMHcyyOEzL87xf/inkAx+ihg5LTuSYBPVj/b+OI4o0cDQ9hnFcvPUhLej2vKRobsQHpXgaiTb6kM/lD+a2XVA0C5iawIa4yHNAgxmqc+Z9OXLjsJswzOckXkWdm8xQzb0vlz8xI2LX06iwi8KChmqc8iVEMyI2gQ90C4tQ9wFmqM6ZpzzlxRGZEdupTKBjH4UTuuDdF34ch1+ByfwETcQ6ammOe8pTXhxEffg9FaGh89iAtqnP64oGJKDd77v4sWfUcinoI/8UhqEZMQZoRO2C7lh9XDhx6D4iI2InMxHTJQczXzVfNKCNiN3Q+qUnnes+h055zIAGsLlI4aKPMCyke+iDEQfjFIahiWyLRtRyIdUpJ2hMiW7mRCNqOaN6bdHoY1Y0opYzqj37OHKZ0YeP6JiI0Yc13cedLXqWtEoRPaJ2QHv30cH0SqKFEtCL2ahjD2hQ+9/ElBVHv6NVc1EPsRG1RNRu6jXj0J+4+jXq4R1azkS9suh0p9cLRD0LbfZh18G+K8JTNLAP7qiNP5VKqYgL9MEWfeTEIYzbVKEPQ7QFHUpccr5ozinsrcZau4+kEe/QRIaoXdD8153wF421Vh9JkAzjXpl/i5rzFILZ+ynEUuuSJ/v9vrGh8dJjiebHUdkCdNTQvFdLxj6yDMyyQB//XLRxyRNC1qqTGtAUdeGGZogGM6do8bzkQCbZgRgUf5KBGVFbdfBfdw2njv7tko9lBAqeyMl5kAAaUS8pmlOH0Jccml8iCQIVCOgQ9UKiRcOpo9JfT6EZ/EE2KNUZ8NAHR3TKisOuI8UfmqAZzochCYIAeO5L7iv6wmJuerdo6uNNMzmnDcOgoGtAj5fcroN5V0TDqSPFry+m5qShPoYhU9SZEfViojl1pPqjBmFYv2kOkom9HsoagSBqhuijzcyqQzzNfoVf75ppRD+UJQJxRs2+K6Lh1FHBbB2G0Jw8+MdAyhKBOL+ecu+KaDh1VK8ncLzk0AzrWTkFgqiLN+iO+7prOHVUeE8k4yU3kHUgZSkRCKKG6DXiwN6ZcUKS6ZLbzE00BiIRiIKm8UWDmVFHjzLwptbIgK7HQGQ9qi7yCTkv/i66YdTRm1c7IdMWcxSNgUgZ1F8PYPMxvK/xFGJvR8W62ofwC7SApkDq4gGck+o36s5TNJe5ET2OiqFZkX2FoYs5+vr6Cmnqp46jYIhmxQFsYoZmnBMLOooOhwcvKQbwp6JTFjNWpXQIoRlXG79zGf+gOzxV19JcxxItPBVXVSX0hYltzfrrqUWsXefF9AYxxhItfPXi742NpTl5vvQAPPJq8lrVrwj1Ncc61l3xY3590blqxl/XDcOEHkVRTNdcjifGUzQ/DjCD2qUZ0BoYxLRql42qEQhLNP+L/7elGTsQJuKI9NT5CPaEGyMQf+gjOw6sdiLrqJ//II+wfvqsgR0I6ynkQH9bzBj+Qf4CPdVV7wMrkCsnDtZvK72FjEVKMW4h4qAFI272GsiJIdr3nFjQSTKdE2skGdCIgxbvR9wagdwYor1PtwENze6ZcejVAQLxruNox8Hp4xuaPZgjAFyNQPxEM5mb+A06mdFsxoHFAQLhifZnDvbZDouh2TMOqH7gTsZLj8cw5cUxBZyluC2keWbvzJh8DeS2Xhz6alcjdpdBs38cUJ0hkPL6sWh/zSg4ywLSPD+TGZMvgZzWEe3+DsqNg9Y9A9nv4/mnkMHs/A76CfTdwrjri6igg9Nnor2QA2BCMzcOqJ5uS6kU1AzR/ppxtZlxYOep57LMFPW3x1Poz5wAeaKGc39oJ8m9mwIpTxSIv2jhodksOAE0Nw6orhXvbfxlIvMVLWah4ZZBjTjcO3cqkBEXgfj+w1Bt/qi8wsA8Jw7s3irVEy4CmYnDn12/oaE68IVGHG7V5YiLQDxEu9n9AuEzA7q9leX+GUg3L9qf3R0IO2jsfr6WtwyBzD2F/uzMQHAKf9upvO5mAkEcn7KbgQRQzYoD1CeNWyMQQzR7pIO8+54YxDEDvdM948QYovkTirJGMwiEGwemcWPFHluij2qXaZ/z0wtVwLygQMQcdL/z2veEi0DcS2lHGj6HRyA/2PD4EILGigPTuEpETb14L537HBRI9oPRNTduEyMOBFLv4oAaRCEY94NcLtnoFgtAbbB/EgcCUcjE/L1bdBRIirDGD+Hq6tj3VaXi+K+dM1Z1IISCqCAIW6TwIbHz/z8zELuzRYLXAwbeLbeQ3eEwztxAEuYTIK3lkvYO/H+SmPudq+c7DP09vhd6uh6A3jQMCPXWkxb/BKu+yWiX8c7wf8TgmBYot7sBKaA8fOaUeTfNNFRQHjxRopmGuhGQ0SCzMmUHIJQZTx1A+h5AyvTmkfTp7Q5IXToIMvuAwAbXZcb3moBkArLi+ATLB4SUnykzfQ42eKjM8LkOyoO3tj81AEiNyBwHBJQbMvuACOFI7wOtC+FIAASUCzILgDBIBcORPxWAgHJOCRRXtzBeRjjyC6OQQT0HIeWUGSwdBogRjnxAhFvb3ygY4cjfKBgy+xsFT2a/MFYhHIkbBWEP6hfGKoQjHxAhg/obBWNB5wOCR4cCMhD1hXBkFEYrg/p9oGQh6ruFccqcxyWwYQEy8glBY+UHVyE2m4AIMutxT5HZB6Skn5sy0pz/eQEivnC1LJWQEQAAAABJRU5ErkJggg==)","url(data:image/png;base64,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)","url(data:image/jpeg;base64,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)","url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGQAAAFiBAMAAADy4mDOAAAAD1BMVEX////2e1ZW9nv2pVZWwvYV6KknAAAAb0lEQVR4Ae3LMQ2AMBQFwFqoBSxgAf+aSN70hyYMpMvv3X6juGN8U5T/5Qqle5lxRlEURZmxLoqiKE8oiqIoiqIoiqIoiqIoiqIoiqIoiqIoiqIoiqIoiqIoirK/FIqyuxRK41J1LoqiKMWRRVGUF8Gw6hsKgV0hAAAAAElFTkSuQmCC)","url(data:image/png;base64,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)","url(data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEASABIAAD/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABTAMEDASIAAhEBAxEB/8QAHQAAAQQDAQEAAAAAAAAAAAAAAAEGBwgDBAUCCf/EAE8QAAEDAwIDAwUIDQgLAAAAAAEAAgMEBREGEgcTIQgUMRUiQVFhFjJxgZGhw9EXGCNSYmWEoqWys9PjJTNEZnKFk8JCVVZkdIKSlLHB0v/EABoBAAIDAQEAAAAAAAAAAAAAAAADAQIEBQb/xAAoEQACAwADAAECBQUAAAAAAAAAAQIDEQQSIUETMQUyUWGxFCIjcYH/2gAMAwEAAhEDEQA/AJLq+0Rw+o6uamqa+tjnhe6ORhopMtcDgjw9YTw4fcQtP8QKesn01UTTxUj2slMkLo8FwJHQ+PgqL8ebO2xcX9U0cbS2N1WahoPqlAk6ezz8KX+w/VbLvqykz1lgp5cf2HPH+dJTkkpNlfc0l+88ftA2e8V1srrhVNq6KeSmma2kkcA9ji1wBA69QeqcGgOJum9fVFZDpqoqJ3UjGvmMkDow0OJA8fHOD8i+fmrKtly1beq2Nweyprp5muBBBDpHEHp8Kth2NLQ2l0Xe7o6Mtkq6xsIcR75sbARj2Zkd8nsVJOSSe/cq2/Cwpcm1rHXFj0cKQ3+qkgFVv5WyF8mdu3d70HHvgu+XKJePlrFzp7QS3PK5/wA/L+pZr+Q4QckUnPFqN6Xj3w+i/nLvOPyKb/5SUnH/AIcVNQ2EX8xOccAy0kzW59p2YHxqrVx0xJcL7RWulMbJ6yojpo3SEhoc9waCcAnGT6iuTxS4aXnh1Pb23qahmbXCQwvpJHOHmbdwO5rSD5zflU8e76qX93oQl2+S/wDZb1br5QMrbPXU1dSP6Nmp5A9pPpGR6fYuk05VJ+ylqCrt/EOG2RSPNHcYpGyx583cxhe12PX5pH/MroQyZ9KbG3JdZFlLHjNsIXkFesrWmNBCTKXKNAEIQVIAhJlGVGgKhCFIAhCEACEIQAIQhAFL+2laDScRLXc2gCKvoAwn0l8byD+a5i4PZUugtXEK6TF23dZarr/Z2Sf5FMfbWs/edD2S7Mj3SUVcYXOA6tZKw5+LcxnyqodquNZa55ZqCYwySwS0zyADujljdG9pB6dWucPZ4jBAKS4uUJQTwrmpo1offBfQLgBa/JHB7TsROX1ERqnHGP5xxePzS0fEqB0VLNVVUMFOwvmleGMaPFzicAfKvppbKFlrs9vt8LWtipKeOBrWDAAa0NGPZ0S72VmZiUxOKsjI6KjMhHXmY/NT6KhjtI3byZSWEZxze8fNy/rXNvTcGhE/UQfqq5yW+6w11BII6qmlbNC/Adte0gtOD0OCB0KYOvda6g1jUUz9R3F1aaUOEIMbIwzdjOAxoHXA+Rdygv8ASRaws1XcyO4QV0EtRubvHLbI0uy309AenpTl4/6w0NqS1W2LSNPD3+Oculnjo+RiPaRtJIBOSQfiTOHCVbinHd+f0JqTi14bnZPbZmarqqmsuAZeeU6Kkoy0gOaQC94d4E4GMerJ+C3EFV7V8++EhqRxM013PPN79FnH3m7z/wA3cr0snIPikfiCdd3ZP7lbtjPR4wTc2PofOHis+enimzb6/kzNc4+b4H4F3JaiOPDi8bT1HVa+Ny1OGyfqGQs1emYyYOCvbX5XIdVh7yR4FZ4qgH0qIc6LlmgrVp1Aei8uOFiEo5QPrWKScetbJXxS0a5pIzl6VrloGcZ8VkjmSI8pNi1YjfBSrAx+VmBWyE1JDk9FQhCuSGUJChACoRlCAGVxi0hNrrh5dbBSSww1dRy3QSTEhjXse1wyQCcHBHQHxVZouyzrJp8+6ad+Kom/dK5pQquJDRVjRHZwvto1XZ7hdq60SUdJVR1ErIJZC5wY4OwAYwOpAHiFaCRuXLOAkIS3UV6mo5iifj9w0vmvaex+Q6m3wdw5/O71I9ud/Lxjax2feHPh6FMO3rlEpzGRjx6Jf0Uk2yOqKWVPZs1m4km56f8A8eb90sFP2atUGYCtu9lii9LonyyO+Qsb/wCVciaJaE0S5tvLvr8X8GeVk4kL8MeD1s0NVeUJql9xu+0sbO5mxkQPjsbk9cdMk+vwyVJODldKWFYHRLn2WSsl2m9YmUnJ6zAxxC69JJ3ujdCT91j6t9oUY8UeItBw88meUaKqqu/c3ZyC0bdmzOckffj5Ezbb2kLALhTh9quUMbnta+RxYQ1pOCSAc9AnVUWyXZRbTLRhJ+peE584g4Kyx1RB8VzdVV8FusdVfYsz0cdK+r+5keeGsLuno6gKMbVxktteQIrTXjPrLPrSXBrX8FcZObqnFvid63fWtKSsz6VpWa4NvGlqKtjifE2VziGP8Rhzh6PgWKUEFXtm3n+kTJs6DanJ8VuQzZULcSeLdLoK+QW6ptdRWOlpm1AfHKGgAuc3HUfgfOmxF2m7Yzx07Wn8ob9StXx7mlKEXhMYTfqRaCCRbjHKsdL2n7U5wHudrR+UN+pTZw21jDrbTbbvTUslLG6V0XLe4OPm465HwrqUWThimsNEJNeMeeUuVga8elMfW/EL3L3LugthqvuYk38/Z456Y2n1LXPkwrWyYx2JLWP7KXKgSv7QraPOdMl2P9/x9GuDVdqdkBI9yG7+88fRIr5Ndn5WEbFL7FmUKrf22Tf9jP0r/BQnaXLSpMJUKxIBCEIAMLy4dF6QjNA15I8rTmh9i6RCwyNysd9CkhU4aceSH2LXfD7F13xrC6JcizitPwyyrKrdslmw6Q9vfPoFWwKznbVZt9xvt759Aq0UsMtTURQU8b5ZpXBjI2NLnPcTgAAdSSfQuzwl1oSf7/ya6lkEWQ4M66F34Tao0fdpN1VR2qqkoXO/04hE7LM+tp8PYfYubw/tIkMZLVEmmC5lS1zHOYSC0lpx0IwR8YJCsHw8axrYycLkc7Iz6oy3ePETtpemEOlaKIDAbu/WctmGmilqg2b3uPDOMle7EQ6xUxb4ed+sUTx5KTYurjLPhFZeYypvbApoqXiLbWQ52utMTsE5wedMog0Vpms1hqeisVslp4qur37H1DnNYNrHPOSAT4NPo8VL3bB83iFZ2/iaH9tMoFK9BQv8S6+eG2H5fCeKfs0aya4Hylp//Hm/dKx/BjSVforRcdous1LNUtnfKXUznOZh2MdXNBz09SoXpk41DbP+Ki/XC+lzQsl6mpJSe/8AMFT3cZ7BTI1to2fUNw7xDJA0csM+6Eg9M+oH1p74QlTrViyRVx1Yyo2utLyUNTUwuALonuYS3wJBx0TT0bwmvfEKe5sslTbqc0HL5nfJHs3b92Nu1jvvDnOPQp+4kUkb6itdgZMjz85XjsyxCK4atA9Pdfplm4Mut3T49KUvJYRP9qxrb/WunP8AuJ/3KFc9C7xsPSEIVyQQhCABCEIAQry4L2Uiq1pDMDmrwWLYISbUiVSZRxKp9t5u33F/lv0CgThV14n6QH44o/2zFdPjjwj+yl5E/lryV5N5/wDROfzOZy/w24xy/bnPsTA0p2X/ACBqmz3n3Xd48nVkNXyfJmzmct4ft3c04zjGcH4EyKSh1LLxYMjtCaI9yGtm3mhi22m7vMnTwin8Xt9gPvh8J9S1dJ6hbTsb52Fa7iJo+j1vpOtslc7lc4boZ9m4wSj3rwMjOD4jIyCRnqoVpuzNNTjzdZZ/uz+Mubfw5TXnwInU2S7w5qxcND22oBzv5nzSPH/pd90WVztA6ZdpPSVBZZKzvrqXmZn5XL37pHP97k4xux4+hd/lo/pW4pMPp+elMe2X5vEu0D8Sw/tp1EWhNSP0jqqhvcVHT1r6XfiCoGWP3Mczr8G7PwhXH408Dfsl6no7x7ofJnIomUnJ7lzt21737t3Mb9/jGPR4qP8A7Ur+un6K/jLorqodH+g5ZmMare0hWg9NH2D/AKXKx/BTWlVxA0U2911JBSzGokh5cJJbhuOvX4VDf2pX9df0V/GU48INB/Y70e2xeUfKOJ3z8/kcn32Om3c71etIdFcc6Ir0S+w8tq8lqz7UbVb6QdSunEe+xtulzhLhmOokZ8jiF0ey3UCprtXkHOO6fTLoao4G1F9vNxrhqju7auoknEXcN+wPcXbc80ZxnGcBOTg5wvdw5kvLn3nymbjyf6LyeXy+Z+G7Od/sxhY+LxJwt7y/cXXU1LWSUhLhC62GjAQhCkkEIQgAQhCABBQhQAiEIUEAhCEACQoQgBEiEKrIFd4BeQhChgKlCEIQChKhCuSCVCFJIIQhSB//2Q==)"]