Do any Trinitarian denominations teach from John 1 with, 'In the beginning was Jesus'? How to generate a horizontal histogram with words? You could re-jig the above to suit your parsing data to your Flow, etc. Site design / logo 2022 Stack Exchange Inc; user contributions licensed under CC BY-SA. The result is 64. Not the answer you're looking for? How do I create an Excel (.XLS and .XLSX) file in C# without installing Microsoft Office? I have a lengthy string of hex values to convert to base64. Math papers where the only issue is that someone else could've done it but didn't, Employer made me redundant, then retracted the notice after realising that I'm about to start on a new project. Here is a link to the MS Docs that explains the JSON () function. Add a label control and set it's Text property to imgJSON. This class provides three different encoders and decoders to encrypt information at each level. What is the effect of cycling on weight loss? Base64 The result of Base64 encoding will appear here How to convert file to Base64 online Select a local file from your computer. Stack Overflow for Teams is moving to its own domain! @omegastripes Hi how can I make it work for hex to HEX to Base58 ? Does squeezing out liquid from shredded potatoes significantly reduce cook time? or do you perhaps mean that you have binary data which you are temporarily representing as Hex strings (perhaps to allow it to exist in Excel cells), which you wish to a) convert back to binary data and b) convert the binary data to base64? The JSON() function can give you Base64 code, if that's what you are after? Proper way to declare custom exceptions in modern Python? AA). Why is proving something is NP-complete useful, and where can I use it? Destination newline separator. The minimum length of the returned string. Upon decoding, the decoder discards these extra padding characters. Download Excel Class Modules. To encode an Excel file to base64, try this. Find centralized, trusted content and collaborate around the technologies you use most. Browse other questions tagged, Where developers & technologists share private knowledge with coworkers, Reach developers & technologists worldwide, Base64 encode column of data in excel [duplicate]. Call Main.EncodeFileBase64 (FileName) End Sub Function EncodeFileBase64 (FileName As String) As String Dim arrData () As Byte Dim fileNum As Integer fileNum = FreeFile Open FileName For Binary As fileNum ReDim arrData (LOF (fileNum) - 1) Get fileNum, , arrData Close fileNum Dim objXML As MSXML2.DOMDocument Dim objNode As MSXML2.IXMLDOMElement Thanks for contributing an answer to Stack Overflow! Java provides a class Base64 to deal with encryption. Is there a way to make trades similar/identical to a university endowment manager to copy them? The function is entered into cell B1 and the formula is =ENCODEURL (A1,A2). I need to use SendGrid to send emails from my application. Find centralized, trusted content and collaborate around the technologies you use most. Related Searches. Why is proving something is NP-complete useful, and where can I use it? Hello Gurus, I am invoking a web service in Excel & the response text sent back is base64 encoded. I guess the issue you encountered is cased by ASCII. Usually UTF-8 or UTF-16 will do. The BASE function syntax has the following arguments. error value. Browse other questions tagged, Where developers & technologists share private knowledge with coworkers, Reach developers & technologists worldwide, Yes, base64 requires a binary object, and an Excel file is a binary object. 08-23-2020, 04:58 AM #2. Base64 encoding is a group of binary to text encoding schemes. Press the "Encode file to Base64" button. How do I check whether a file exists without exceptions? ZXhjZWw= Perhaps you would like to use the Base64 Encode Online tool. How do you convert a byte array to a hexadecimal string, and vice versa? Here is a link to the MS Docs that explains the JSON() function. How can I convert an image into Base64 string using JavaScript? You need to import java.util.Base64 in your source file to use its methods. Recent blog posts What is "aaaaigz0.my4xmda="? For a new thread (1st post), scroll to Manage Attachments, otherwise scroll down to GO ADVANCED, click, and then scroll down to MANAGE ATTACHMENTS and click again. 4. You can use power query functions to encode and decode your characters. So first of all you should choose which charset to use. When the migration is complete, you will access your Teams at stackoverflowteams.com, and they will no longer appear in the left sidebar on stackoverflow.com. 2022 Moderator Election Q&A Question Collection. The ENCODEURL function is not available in Excel for the web or Excel for Mac. Configure the Tool Choose Field: Text (V_String) : Select a string column for which to create a base 64 encoded version. Making statements based on opinion; back them up with references or personal experience. GCC, GCCH, DoD - Federal App Makers (FAM). Description Converts a number into a text representation with the given radix (base). Click on Convert button. How do I encode and decode a base64 string? Why does the sentence uses a question form, but it is put a period in the end. How to draw a grid of grids-with-polygons? Yes, please try with this code. 4 Click on Convert button. rev2022.11.4.43007. =BinToBase64 (A1) Here are the functions. For formulas to show results, select them, press F2, and then press Enter. 5 Is cycling an aerobic or anaerobic exercise? 127) into an Excel column (e.g. excel vba base64 decode excel vba base64 encode decode string base 64 encode excel base 64 decode excel excel vba hexidecimal string to decimal excel vba string to bits swift convert base64 string to data . To dig deeper into padding in Base64, check out this detailed answer . Converts a number into a text representation with the given radix (base). function encodebase64 (text as string) as string dim arrdata () as byte arrdata = strconv (text, vbfromunicode) dim objxml as variant dim objnode as variant set objxml = createobject ("msxml2.domdocument") set objnode = objxml.createelement ("b64") objnode.datatype = "bin.base64" objnode.nodetypedvalue = arrdata encodebase64 = replace 1. Function ConvertToBase64String (vArr As Variant) As String Dim xmlDoc As Object Dim xmlNode As . To encode an Excel file to base64, try this import base64 data = open (excel_path, 'rb').read () base64_encoded = base64.b64encode (data).decode ('UTF-8') Share Improve this answer Follow answered Sep 19, 2019 at 11:24 Samkit Jain 1,073 1 17 26 Add a comment Your Answer Post Your Answer Must be an integer greater than or equal to 0. Not sure if i understand xDThis its how my onselect looks like on the imageCollect(imgCol;({Name:"Skademelding.jpeg"; Image:DMG_SCHEME_BTN.Media; timeStamp: Now()}))So the image its stored into a collection upon the send button i have thisSet(JsonCol;JSON(imgCol;JSONFormat.IncludeBinaryData));; IMG_API.Run(SONR;reg;Jobbtype;FORSIKRING;JsonCol). Set ( imgJSON, JSON (yourImageName.Image,JSONFormat.IncludeBinaryData)) 5. Reading the input file in chunks that are a multiple of three bytes in length results in a chunk that can be encoded independently of the rest of the input file. Should we burninate the [variations] tag? Excel example to base-64 encode and decode a string. Hi @tripleee I've checked that question, but that solution returns the excel file as a StringIO which is a string. Does it make sense to say that if someone was hired for an academic position, that means they were the "best"? Converts the decimal number 100 to base 16 (hexadecimal). You can use a. Base64 encoded string represents the initial string containing special characters in some charset, suitable for such special characters. The easiest method is JSON() function that includes Binary Data, Only want the base64 value :Example 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**bleep**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. 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