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Overlay for Wplace
当前为
// ==UserScript==
// @name Missão Wplace Overlay
// @namespace http://tampermonkey.net/
// @version 0.1
// @description Overlay for Wplace
// @author llucarius
// @match https://wplace.live/*
// @icon https://www.google.com/s2/favicons?sz=64&domain=partidomissao.com
// @license MIT
// @grant none
// ==/UserScript==
(async function() {
'use strict';
const [chunk1, chunk2] = ["757", "1162"]
const OVERLAY_MODES = ["overlay", "original"];
let overlayMode = OVERLAY_MODES[0];
let darken = false;
const chunksString = `/${chunk1}/${chunk2}.png`
let cachedOverlayImagePromise = null;
const overlayImage = await getOverlayImage();
const overlayCanvas = new OffscreenCanvas(1000, 1000);
const overlayCtx = overlayCanvas.getContext("2d");
overlayCtx.drawImage(overlayImage, 0, 0, 1000, 1000);
const overlayData = overlayCtx.getImageData(0, 0, 1000, 1000);
fetch = new Proxy(fetch, {
apply: async (target, thisArg, argList) => {
const urlString = typeof argList[0] === "object" ? argList[0].url : argList[0];
let url;
try {
url = new URL(urlString);
} catch (e) {
throw new Error("Invalid URL provided to fetch");
}
if (url.hostname === "backend.wplace.live" && url.pathname.startsWith("/files/") && url.pathname.endsWith(chunksString)) {
if (overlayMode !== "original") {
const originalResponse = await target.apply(thisArg, argList);
const originalBlob = await originalResponse.blob();
const originalImage = await blobToImage(originalBlob);
const width = originalImage.width;
const height = originalImage.height;
const canvas = new OffscreenCanvas(width, height);
const ctx = canvas.getContext("2d");
ctx.drawImage(originalImage, 0, 0, width, height);
const originalData = ctx.getImageData(0, 0, width, height);
const resultData = ctx.getImageData(0, 0, width, height);
const d1 = originalData.data;
const d2 = overlayData.data;
const dr = resultData.data;
for (let i = 0; i < d1.length; i += 4) {
const isTransparent =
d2[i] === 0 &&
d2[i + 1] === 0 &&
d2[i + 2] === 0 &&
d2[i + 3] === 0;
const samePixel =
d1[i] === d2[i] &&
d1[i + 1] === d2[i + 1] &&
d1[i + 2] === d2[i + 2] &&
d1[i + 3] === d2[i + 3];
if (samePixel && !isTransparent) {
dr[i] = 0;
dr[i + 1] = 255;
dr[i + 2] = 0;
dr[i + 3] = 255;
} else if (!isTransparent) {
dr[i] = d2[i];
dr[i + 1] = d2[i + 1];
dr[i + 2] = d2[i + 2];
dr[i + 3] = d2[i + 3];
}
}
ctx.putImageData(resultData, 0, 0);
const mergedBlob = await canvas.convertToBlob();
return new Response(mergedBlob, {
headers: { "Content-Type": "image/png" }
});
}
}
return target.apply(thisArg, argList);
}
});
function blobToImage(blob) {
return new Promise((resolve, reject) => {
const img = new Image();
img.onload = () => resolve(img);
img.onerror = reject;
img.src = URL.createObjectURL(blob);
});
}
function loadImage(src) {
return new Promise((resolve, reject) => {
const img = new Image();
img.crossOrigin = "anonymous";
img.onload = () => resolve(img);
img.onerror = reject;
img.src = src;
});
}
function getOverlayImage() {
if (!cachedOverlayImagePromise) {
cachedOverlayImagePromise = loadImage("data:image/png;base64,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")
}
return cachedOverlayImagePromise;
}
function patchUI() {
if (document.getElementById("overlay-blend-button")) {
return;
}
let blendButton = document.createElement("button");
blendButton.id = "overlay-blend-button";
blendButton.textContent = overlayMode.charAt(0).toUpperCase() + overlayMode.slice(1);
blendButton.style.backgroundColor = "#0e0e0e7f";
blendButton.style.color = "white";
blendButton.style.border = "solid";
blendButton.style.borderColor = "#1d1d1d7f";
blendButton.style.borderRadius = "4px";
blendButton.style.padding = "5px 10px";
blendButton.style.cursor = "pointer";
blendButton.style.backdropFilter = "blur(2px)";
blendButton.addEventListener("click", () => {
overlayMode = OVERLAY_MODES[(OVERLAY_MODES.indexOf(overlayMode) + 1) % OVERLAY_MODES.length];
blendButton.textContent = `${overlayMode.charAt(0).toUpperCase() + overlayMode.slice(1)}`;
});
const buttonContainer = document.querySelector("div.gap-4:nth-child(1) > div:nth-child(2)");
const leftSidebar = document.querySelector("html body div div.disable-pinch-zoom.relative.h-full.overflow-hidden.svelte-6wmtgk div.absolute.right-2.top-2.z-30 div.flex.flex-col.gap-4.items-center");
if (buttonContainer) {
buttonContainer.appendChild(blendButton);
buttonContainer.classList.remove("items-center");
buttonContainer.classList.add("items-end");
}
if (leftSidebar) {
leftSidebar.classList.add("items-end");
leftSidebar.classList.remove("items-center");
}
}
const observer = new MutationObserver(() => {
patchUI();
});
observer.observe(document.querySelector("div.gap-4:nth-child(1)"), {
childList: true,
subtree: true
});
patchUI();
})();