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name: Filling vs inserting images
description: ''
host: POWERPOINT
api_set: {}
script:
content: >
$("#insert").click(insert);
$("#fill").click(fill);
$("#ReplaceBinding2").click(replaceImageinBinding2);
$("#ReplaceBinding3").click(replaceImageinBinding3);
$("#LoadBindings").click(loadBindings);
$("#bringToFront").click(bringToFront);
$("#bringForward").click(bringForward);
$("#sendBackward").click(sendBackward);
$("#sendToBack").click(sendToBack);
var dogImage = getImageAsBase64String();
var goat1 = returnGoatAsBase64();
var goat2 = returnGoat2AsBase64();
var goat3 = returnGoat3asBase64();
async function insert() {
await PowerPoint.run(async (context) => {
try {
Office.context.document.setSelectedDataAsync(goat1,{coercionType:Office.CoercionType.Image});
await context.sync();
} catch (err) {
console.error(err);
}
});
}
async function fill() {
await PowerPoint.run(async (context) => {
try {
var bindingid = "122";
var myShape = context.presentation.slides
.getItemAt(0)
.shapes.addGeometricShape(PowerPoint.GeometricShapeType.rectangle);
myShape.fill.setImage(goat1);
context.presentation.bindings.add(myShape, PowerPoint.BindingType.shape, bindingid);
await context.sync();
} catch (err) {
console.error(err);
}
});
}
function replaceImageinBinding1() {
replaceBinding(1);
}
function replaceImageinBinding2() {
replaceBinding(2);
}
function replaceImageinBinding3() {
replaceBinding(3);
}
async function replaceBinding(goat) {
await PowerPoint.run(async (context) => {
try {
if (goat == 1)
context.presentation.bindings
.getItem(document.getElementById("MyBindings").value)
.getShape()
.fill.setImage(goat1);
else if (goat == 2)
context.presentation.bindings
.getItem(document.getElementById("MyBindings").value)
.getShape()
.fill.setImage(goat2);
else
context.presentation.bindings
.getItem(document.getElementById("MyBindings").value)
.getShape()
.fill.setImage(goat3);
await context.sync();
} catch (err) {
console.error(err);
}
});
}
async function loadBindings() {
await PowerPoint.run(async (context) => {
try {
var myBindings = context.presentation.bindings;
myBindings.load("items");
await context.sync();
for (let i = 0; i < myBindings.items.length; i++) {
var option = document.createElement("option");
option.value = myBindings.items[i].id;
option.text = "Binding:" + myBindings.items[i].id;
document.getElementById("MyBindings").appendChild(option);
}
if (myBindings.items.length > 0) console.log(myBindings.items.length + " binding(s) loaded");
else console.log("No bindings present! ");
} catch (err) {
console.error(err);
}
});
}
function bringToFront() {
changeZOrder(PowerPoint.ShapeZOrder.bringToFront);
}
function bringForward() {
changeZOrder(PowerPoint.ShapeZOrder.bringForward);
}
function sendBackward() {
changeZOrder(PowerPoint.ShapeZOrder.sendBackward);
}
function sendToBack() {
changeZOrder(PowerPoint.ShapeZOrder.sendToBack);
}
async function changeZOrder(operation: PowerPoint.ShapeZOrder) {
return PowerPoint.run(async (context) => {
const selectedShapes = context.presentation.getSelectedShapes();
selectedShapes.load();
await context.sync();
if (selectedShapes.items.length === 0) {
console.log("No shapes are selected.");
} else {
let direction = 1; // start with bottom-most (lowest number)
// start with top-most when sending to back or bringing forward
switch (operation) {
case PowerPoint.ShapeZOrder.bringForward:
case PowerPoint.ShapeZOrder.sendToBack:
direction = -1; // reverse direction
break;
}
// logSelectedShapesZOrder(selectedShapes);
// Change the z-order position for each of the selected shapes,
// starting with the bottom-most when bringing to front or sending backward,
// or top-most when sending to back or bringing forward,
// so the selected shapes retain their relative z-order positions after they are changed.
selectedShapes.items
.sort((a, b) => (a.zorderPosition - b.zorderPosition) * direction)
.forEach((shape) => {
try {
const originalZOrderPosition = shape.zorderPosition;
shape.setZOrder(operation);
// console.log(`Changed z-order of shape ${shape.id}.`);
} catch (err) {
console.log(`Unable to change z-order of shape ${shape.id}. ${err.message}`);
}
});
await context.sync();
// logSelectedShapesZOrder(selectedShapes);
}
});
}
function logSelectedShapesZOrder(selectedShapes:
PowerPoint.ShapeScopedCollection) {
console.log(`Selected shapes:`);
selectedShapes.items.forEach((shape, index) => {
console.log(` [${index}] shape id ${shape.id}, z-order position: ${shape.zorderPosition}`);
});
}
function getImageAsBase64String() {
// A production add-in code could get an image from an
// online source and pass it to a library function that
// converts to base 64.
return "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";
}
function returnGoat2AsBase64() {
return 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";
}
function returnGoat3asBase64() {
return 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";
}
function returnGoatAsBase64() {
return 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";
}
language: typescript
template:
content: "<section class=\"ms-font-m\">\n\t<p class=\"ms-font-m\">This sample shows how filling an image wihtout indicating size produces an undesrired outocome of inserting an image not of the original size</p>\n\t<h3>Try it out</h3>\n\t<button id=\"insert\" class=\"ms-Button\">\n\n\t\t\t\t<span class=\"ms-Button-label\">Insert IMage </span>\n\t\t\t\t</button>\n\n\t<button id=\"fill\" class=\"ms-Button\">\n\n\t\t\t\t\t\t\t\t<span class=\"ms-Button-label\">fill Geometric Shape with image </span>\n\t\t\t\t\t\t\t\t</button>\n\n\n</section>"
language: html
style:
content: |+
section.samples {
margin-top: 20px;
}
section.samples .ms-Button, section.setup .ms-Button {
display: block;
margin-bottom: 5px;
margin-left: 20px;
min-width: 80px;
}
language: css
libraries: |
https://appsforoffice.microsoft.com/lib/beta/hosted/office.js
https://appsforoffice.microsoft.com/lib/beta/hosted/office-experiment52.d.ts
office-ui-fabric-js@1.4.0/dist/css/fabric.min.css
office-ui-fabric-js@1.4.0/dist/css/fabric.components.min.css
core-js@2.4.1/client/core.min.js
@types/core-js
jquery@3.1.1
@types/jquery@3.3.1
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