Sep 05 2024 02:09 PM
This is a cross post from the Power Platform Community, as i'm not sure where is best to ask my question.
This suggests the problem lies in line 6 of the script. Unfortunately, I'm not an expert, and the last time i played with Excel scripts was over a decade ago with VBA rather than Office Scripts. I have tried playing with it in as far as i can, but nothing seems to offer any success. To me, the script actually appears fine, and it seemingly worked for others according to the other thread. As the base64 script is correct (and doesn't include the data: or /png etc), I'm left bewildered and hoping that someone can spot where i've gone wrong (that person will have my eternal gratitude!). Script included below
function main(workbook: ExcelScript.Workbook, base64ImageString1:string, base64ImageString2:string)
{
const sheet = workbook.getWorksheet("Output");
const range1 = sheet.getRange("C43");
const range2 = sheet.getRange("I43");
let image1 = sheet.addImage(base64ImageString1);
image1.setTop(range1.getTop());
image1.setLeft(range1.getLeft());
image1.setWidth(range1.getWidth());
image1.setHeight(range1.getHeight());
image1.setPlacement(ExcelScript.Placement.twoCell);
let image2 = sheet.addImage(base64ImageString2);
image2.setTop(range2.getTop());
image2.setLeft(range2.getLeft());
image2.setWidth(range2.getWidth());
image2.setHeight(range2.getHeight());
image2.setPlacement(ExcelScript.Placement.twoCell);
}
Sep 05 2024 07:48 PM
Sep 06 2024 01:30 AM
Many thanks for your response. Can you please explain to me why you think this is the case?
I have searched through the documentation to find an explanation, but nothing in the various limitations documents suggests that this shouldn't be possible?
The flow was previously writing the base64 as a string to the relevant cell(s) in Excel without issue. It's only when I tried to introduce the script to convert the base64 to images that I've encountered problems.
It therefore seems logical that either
In your response, you said it's not achievable with a low-code solution. What would be your suggestion on how it could be achieved otherwise?
Again, my thanks for taking the time to respond! 😊
Sep 06 2024 08:09 AM
Office script itself works fine. If to hardcode the image code
function main(workbook: ExcelScript.Workbook) {
const base64ImageString = "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"
const sheet = workbook.getWorksheet("Output")
const range1 = sheet.getRange("C43")
let image1 = sheet.addImage(base64ImageString);
image1.setTop(range1.getTop());
image1.setLeft(range1.getLeft());
image1.setWidth(range1.getWidth());
image1.setHeight(range1.getHeight());
image1.setPlacement(ExcelScript.Placement.twoCell);
}
image is returned to the grid
Perhaps an issue is on flow site. Try in script something like
const checkText = sheet.getRange("A1")
checkText.setValue(base64ImageString)
to be sure you are receiving image string from the flow.
Sep 09 2024 02:18 PM
Hi @teespolyglot, - sorry to hear you're running into this issue! I tested the script Sergei shared with the hardcoded base64 image, which worked fine when run through a flow, so I'm wondering if there may be an issue with how the image is being passed into the script. Would you be able to share the inputs of the "Run Script" action that failed, as well as the request id? That should help us troubleshoot further.
Sep 10 2024 07:43 AM - edited Sep 10 2024 07:45 AM
SolutionThanks @SergeiBaklan, your reply essentially pointed me in the right direction. Power Automate clearly didn't like me passing in the base64 string directly from the PowerApps input, so I've initialised a string variable and hardcoded it in a cell in a hidden sheet in an earlier step.
I've then modified my script to create a string variable, using getRange.getText() and then I'm passing that variable into the addImage() function
function main(workbook: ExcelScript.Workbook, base64ImageString1: string, base64ImageString2: string) {
const sheet = workbook.getWorksheet("Output");
const sheetB = workbook.getWorksheet("Responses");
const base641 = sheetB.getRange("G2").getText();
const base642 = sheetB.getRange("I2").getText();
const range1 = sheet.getRange("C43");
const range2 = sheet.getRange("G43");
let image1 = sheet.addImage(base641);
image1.setTop(range1.getTop());
image1.setLeft(range1.getLeft());
image1.setWidth(range1.getWidth());
image1.setHeight(range1.getHeight());
image1.setPlacement(ExcelScript.Placement.twoCell);
let image2 = sheet.addImage(base642);
image2.setTop(range2.getTop());
image2.setLeft(range2.getLeft());
image2.setWidth(range2.getWidth());
image2.setHeight(range2.getHeight());
image2.setPlacement(ExcelScript.Placement.twoCell);
}
@MichelleRanMSFT @SergeiBaklan
Thank you both for taking the time to respond! 🙂
Sep 10 2024 07:58 AM
@teespolyglot , you are welcome and thank you for the update. Not sure why it's not possible to take signature code directly from Power App, but I had no practical experience with such kind of tasks.
Anyway, at least workaround works.
Sep 10 2024 07:43 PM - edited Sep 10 2024 07:44 PM
https://www.geeksforgeeks.org/how-to-display-base64-images-in-html/
It is easy to display an image in a html by img tag.
On the other hand, you can write to Excel with script and dispay the picture,it may run slowly.
Sep 10 2024 07:43 AM - edited Sep 10 2024 07:45 AM
SolutionThanks @SergeiBaklan, your reply essentially pointed me in the right direction. Power Automate clearly didn't like me passing in the base64 string directly from the PowerApps input, so I've initialised a string variable and hardcoded it in a cell in a hidden sheet in an earlier step.
I've then modified my script to create a string variable, using getRange.getText() and then I'm passing that variable into the addImage() function
function main(workbook: ExcelScript.Workbook, base64ImageString1: string, base64ImageString2: string) {
const sheet = workbook.getWorksheet("Output");
const sheetB = workbook.getWorksheet("Responses");
const base641 = sheetB.getRange("G2").getText();
const base642 = sheetB.getRange("I2").getText();
const range1 = sheet.getRange("C43");
const range2 = sheet.getRange("G43");
let image1 = sheet.addImage(base641);
image1.setTop(range1.getTop());
image1.setLeft(range1.getLeft());
image1.setWidth(range1.getWidth());
image1.setHeight(range1.getHeight());
image1.setPlacement(ExcelScript.Placement.twoCell);
let image2 = sheet.addImage(base642);
image2.setTop(range2.getTop());
image2.setLeft(range2.getLeft());
image2.setWidth(range2.getWidth());
image2.setHeight(range2.getHeight());
image2.setPlacement(ExcelScript.Placement.twoCell);
}
@MichelleRanMSFT @SergeiBaklan
Thank you both for taking the time to respond! 🙂