// ==UserScript==
// @name         Wplace Images overlay
// @namespace    http://tampermonkey.net/
// @version      1.6.0
// @description  Overlay for Wplace
// @author       nopeee
// @match        https://wplace.live/*
// @license      MIT
// @grant        none
// @run-at       document-start
// @homepageURL https://notepad.pw/markdown/zc3u92d1b
// @downloadURL none
// ==/UserScript==


(async function () {
    'use strict';
    const originalFetch = fetch; // Store the original fetch function


    // Function to determine if a function is a Proxy
    function isProxy(fn) {
        return typeof fn === 'object' && fn !== null && fn.constructor === Proxy;
    }
    var OVERLAY_IMAGE_BASE64 = "data:image/png;base64,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";

    let PIXEL_URL = "https://backend.wplace.live/s0/pixel/1053/734?x=516&y=409";

    var coordinates = null
    var [chunk1, chunk2] = [null, null]
    var chunksString = null;

    let waitingForNewOrigin = false;

    let cachedOverlayImagePromise = null;

    let cachedResponses = new Map();
    let chunkColorsMap = new Map();
    let chosenColor = null

    function createSelectAndOptionsAndCallback(label, forwhat, optionsList, callback, defaultOption = undefined) {
        const l = document.createElement("label")
        l.innerText = label
        l.setAttribute("for", forwhat + "-select")
        const a = document.createElement("select")
        a.classList.add("btn")
        a.name = forwhat
        a.id = forwhat + "-select"

        optionsList.forEach((elementName) => {
            let b = document.createElement("option")
            b.value = elementName
            b.innerText = elementName
            a.appendChild(b)
        })

        a.onchange = (event) => {
            console.log("value changed to " + event.target.value + " for dropdown " + forwhat, event)
            callback(event)
        }

        if (defaultOption) a.value = optionsList.find((el) => el.toLowerCase() == defaultOption)

        let enclosingDiv = document.createElement("div")
        enclosingDiv.appendChild(l)
        enclosingDiv.appendChild(a)

        return enclosingDiv
    }

    let chunkStrings = []

    function extractCoordinatesFromURL(pixelUrl) {
        cachedResponses.clear()
        chunkColorsMap.clear()

        try {
            const url = new URL(pixelUrl);
            const pathParts = url.pathname.split('/');
            const searchParams = new URLSearchParams(url.search);

            coordinates = {
                startChunkX: Number(pathParts[3]), // ex: 752
                startChunkY: Number(pathParts[4]), // ex: 1115
                posX: parseInt(searchParams.get('x')) || 0, // ex: 287
                posY: parseInt(searchParams.get('y')) || 0  // ex: 184
            };
        } catch (e) {
            alert("Bad origin pixel url.")

            console.error("Error extracting coordinates from URL:", e);
            coordinates = { startChunkX: "757", startChunkY: "1162", posX: 0, posY: 0 }; // default values
        }

        console.log(`Applying overlay to chunk ${coordinates.startChunkX}/${coordinates.startChunkY} at position (${coordinates.posX}, ${coordinates.posY})`);


        getOverlayImage().then((img) => {
            const [baseChunkX, baseChunkY] = [coordinates.startChunkX, coordinates.startChunkY];
            const [baseCoordX, baseCoordY] = [coordinates.posX, coordinates.posY];
            const imgWidth = img.width
            const imgHeight = img.height
            console.log([baseChunkX, baseChunkY], [baseCoordX, baseCoordY], imgWidth, imgHeight)

            // There are 2048x2048 chunks (including chunk 0)
            // There are 1000x1000 pixels per chunk (including pixels inx 0)
            // Every possible chunk we need is either down, or to the right.
            // The simplest way is to get the lower right coords and deduce what other chunks we crossed

            const [endCoordsX, endCoordsY] = [baseCoordX + imgWidth, baseCoordY + imgHeight]
            coordinates.endChunkX = baseChunkX + Math.floor(endCoordsX / 1000)
            coordinates.endChunkY = baseChunkY + Math.floor(endCoordsY / 1000)
            console.log([endCoordsX, endCoordsY], coordinates.endChunkX, coordinates.endChunkY)
            console.log(`x will range ${coordinates.startChunkX}-${coordinates.endChunkX}`)
            console.log(`y will range ${coordinates.startChunkY}-${coordinates.endChunkY}`)
            chunkStrings = []
            let x = coordinates.startChunkX
            while (x <= coordinates.endChunkX) {
                console.log(`in while x=${x}`)
                let y = coordinates.startChunkY
                while (y <= coordinates.endChunkY) {
                    console.log(`in while y=${y}` + `adding /${x}/${y}`)
                    chunkStrings = chunkStrings.concat(`/${x}/${y}`)
                    y++
                }
                x++
            }

            console.log("Current origin affects " + chunkStrings.length + "chunks")

        })



    }
    extractCoordinatesFromURL(PIXEL_URL)



    const OVERLAY_MODES = ["overlay", "original", "onlyNonBlank"];
    let overlayMode = OVERLAY_MODES[0];
    let darken = false;
    let overlayData = null



    async function resetAndLoadNewImage() {
        const overlayImage = await getOverlayImage();
        const overlayCanvas = new OffscreenCanvas(1000, 1000);
        const overlayCtx = overlayCanvas.getContext("2d", { willReadFrequently: true });


        // console.log(`✅ Image positioned at (${finalX}, ${finalY}) within chunk [base: (${coordinates.posX}, ${coordinates.posY}) + offset: (${OFFSET_X}, ${OFFSET_Y})]`);

        fetch = new Proxy(originalFetch, {
            apply: async (target, thisArg, argList) => {
                // Check if the original fetch is already proxied
                const targetFetch = isProxy(target) ? target : originalFetch;

                const urlString = typeof argList[0] === "object" ? argList[0].url : argList[0];
                const options = typeof argList[0] === "object" ? argList[0] : argList[1];
                let url;
                try {
                    url = new URL(urlString);
                } catch (e) {
                    throw new Error("Invalid URL provided to fetch");
                }

                const matchingChunkString = chunkStrings.find((el) => url.pathname.replace(".png", "").endsWith(el))

                if (url.hostname === "backend.wplace.live" && url.pathname.startsWith("/s0/pixel") && matchingChunkString != null) {
                    if (options && options.method && options.method.toUpperCase() === "POST") {
                        console.log("POST request detected 4 chunk " + matchingChunkString + ", clearing cached chunk");
                        cachedResponses.delete(matchingChunkString)
                    }

                } else


                    if (url.hostname === "backend.wplace.live" && url.pathname.startsWith("/files/") && matchingChunkString != null) {

                        if (overlayMode !== "hidden") {
                            const currentChunkX = matchingChunkString.split("/")[1]
                            const currentChunkY = matchingChunkString.split("/")[2]
                            console.log("Current chunk is probably " + currentChunkX + " " + currentChunkY)

                            const originalResponse = await target.apply(thisArg, argList);
                            const currentLastModified = originalResponse.headers.get("last-modified")

                            if (overlayMode != "colorselect" && cachedResponses.has(matchingChunkString)) {
                                const [cachedLastModified, savedMergedBlob] = cachedResponses.get(matchingChunkString);
                                if (currentLastModified === cachedLastModified) {
                                    console.log("Using cached merged blob");
                                    return new Response(savedMergedBlob, {
                                        headers: { "Content-Type": "image/png" }
                                    });
                                }
                            } else console.log("No matching ChunkString")


                            let localColorsMap = new Map()
                            // chunkColorsMap.set(matchingChunkString, new Map())


                            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);



                            let [sx, sy, sw, sh, dx, dy, dw, dh] = [0, 0, 1000, 1000, coordinates.posX, coordinates.posY, 1000, 1000] // https://html.spec.whatwg.org/multipage/canvas.html#dom-context-2d-drawimage

                            if (currentChunkX - coordinates.startChunkX != 0) {
                                sx = (1000 - coordinates.posX + (currentChunkX - coordinates.startChunkX - 1) * 1000)
                                dx = 0
                                console.log("X chunk is not same as base. altering to " + sx)
                            }

                            if (currentChunkY - coordinates.startChunkY != 0) {
                                sy = (1000 - coordinates.posY + (currentChunkY - coordinates.startChunkY - 1) * 1000)
                                dy = 0
                                console.log("X chunk is not same as base. altering to " + sx)
                            }
                            console.log(`params are`, [sx, sy, sw, sh, dx, dy, dw, dh])
                            overlayCtx.clearRect(0, 0, overlayCanvas.width, overlayCanvas.height);
                            overlayCtx.drawImage(overlayImage, sx, sy, sw, sh, dx, dy, dw, dh);

                            overlayData = overlayCtx.getImageData(0, 0, 1000, 1000);


                            const resultData = ctx.getImageData(0, 0, width, height);
                            const serverD = originalData.data;
                            const overlayD = overlayData.data;
                            const resultD = resultData.data;

                            for (let i = 0; i < serverD.length; i += 4) {
                                const isTransparent =
                                    overlayD[i] === 0 &&
                                    overlayD[i + 1] === 0 &&
                                    overlayD[i + 2] === 0 &&
                                    overlayD[i + 3] === 0;

                                const samePixel =
                                    serverD[i] === overlayD[i] &&
                                    serverD[i + 1] === overlayD[i + 1] &&
                                    serverD[i + 2] === overlayD[i + 2] &&
                                    serverD[i + 3] === overlayD[i + 3];

                                if (!samePixel && !isTransparent) {
                                    const key = overlayD.slice(i, i + 4).join(", ")
                                    if (localColorsMap.has(key)) {
                                        localColorsMap.set(key, localColorsMap.get(key) + 1)
                                    } else localColorsMap.set(key, 1)
                                }


                                if (overlayMode == "onlynonblank") {
                                    if (!(serverD[i] === 0 &&
                                        serverD[i + 1] === 0 &&
                                        serverD[i + 2] === 0 &&
                                        serverD[i + 3] === 0)) {

                                        resultD[i] = serverD[i];
                                        resultD[i + 1] = serverD[i + 1];
                                        resultD[i + 2] = serverD[i + 2];
                                        resultD[i + 3] = serverD[i + 3];
                                    } else {
                                        resultD[i] = overlayD[i];
                                        resultD[i + 1] = overlayD[i + 1];
                                        resultD[i + 2] = overlayD[i + 2];
                                        resultD[i + 3] = overlayD[i + 3];
                                    }// og pixel not transparent
                                } else if (overlayMode == "findwrong") {
                                    if (!samePixel) {
                                        resultD[i] = 255
                                        resultD[i + 1] = 0
                                        resultD[i + 2] = 0
                                        resultD[i + 3] = 255
                                    } else {
                                        resultD[i] = serverD[i];
                                        resultD[i + 1] = serverD[i + 1];
                                        resultD[i + 2] = serverD[i + 2];
                                        resultD[i + 3] = serverD[i + 3];
                                    }
                                } else if (overlayMode == "colorselect") {
                                    const curColor = overlayD.slice(i, i + 4)

                                    if (chosenColor != null && !samePixel && curColor[0] == chosenColor[0] && curColor[1] == chosenColor[1] && curColor[2] == chosenColor[2] && curColor[3] == chosenColor[3]) {
                                        resultD[i] = 255;
                                        resultD[i + 1] = 255;
                                        resultD[i + 2] = 255;
                                        resultD[i + 3] = 255;

                                    } else {
                                        resultD[i] = 0;
                                        resultD[i + 1] = 0;
                                        resultD[i + 2] = 0;
                                        resultD[i + 3] = 255;
                                    }
                                } else {
                                    if (samePixel && !isTransparent) {
                                        resultD[i] = 0;
                                        resultD[i + 1] = 255;
                                        resultD[i + 2] = 0;
                                        resultD[i + 3] = 255;
                                    } else if (!isTransparent) {
                                        resultD[i] = overlayD[i];
                                        resultD[i + 1] = overlayD[i + 1];
                                        resultD[i + 2] = overlayD[i + 2];
                                        resultD[i + 3] = overlayD[i + 3];
                                    }
                                }
                            }

                            chunkColorsMap.set(matchingChunkString, localColorsMap)

                            ctx.putImageData(resultData, 0, 0);
                            const mergedBlob = await canvas.convertToBlob();
                            if (overlayMode != "colorselect") {
                                cachedResponses.set(matchingChunkString, [currentLastModified, mergedBlob]); // Cache the MD5 and mergedBlob
                                console.log(`stored ${matchingChunkString} with date ${currentLastModified}`)

                            }
                            return new Response(mergedBlob, {
                                headers: { "Content-Type": "image/png" }
                            });
                        }
                        // https://backend.wplace.live/s0/pixel/1036/704?x=469&y=393
                    } else if (url.hostname === "backend.wplace.live" && url.pathname.startsWith("/s0/pixel") && url.searchParams.has("x") && url.searchParams.has("y")) {
                        if (waitingForNewOrigin) {
                            console.log("Setting new origin to:", url.href);
                            PIXEL_URL = url.href;
                            extractCoordinatesFromURL(PIXEL_URL);
                            resetAndLoadNewImage();
                            waitingForNewOrigin = false;
                            if (document.getElementById("overlay-origin-button")) {
                                document.getElementById("overlay-origin-button").textContent = "Set Origin...";
                            }
                        }
                    }

                return targetFetch.apply(thisArg, argList);
            }
        });
    }
    await resetAndLoadNewImage();
    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) {
            console.log("Loaded new image")
            cachedOverlayImagePromise = loadImage(OVERLAY_IMAGE_BASE64)
            cachedResponses.clear()
        }
        return cachedOverlayImagePromise;
    }

    function patchColorPick() {
        const colorSelector = document.querySelector("[id^=color]")?.parentElement?.parentElement
        if (colorSelector?.parentElement?.previousElementSibling?.children[1] != null) {
            // const specialColorDiv = document.createElement("div")
            // specialColorDiv.style.display = "none"
            console.log("Hooking color selector")

            const colorInfoText = document.createElement("h2")
            colorInfoText.innerText = "Hover a color for info"
            colorInfoText.id = "colorInfoText"

            colorSelector.parentElement.previousElementSibling.children[1].appendChild(colorInfoText)



            colorSelector.parentElement.parentElement.onmouseover = (event) => {
                try {
                    if (event.target?.className?.includes("grid-cols") == true) return

                } catch (error) {
                    console.log(error,event)
                }
                if (event.target.tagName != "BUTTON") {
                    let targetText = "Hover or click a color for info"
                    console.log(event)
                    if (chosenColor) {
                        console.log("Hover, chosencolor" + chosenColor)


                        let key = chosenColor.join(", ");
                        let qty = 0;
                        [...chunkColorsMap.values()].forEach((colorMap) => {
                            if (colorMap.has(key))
                                qty += colorMap.get(key);
                        }
                        )
                        let colorName = chosenColor[3] == 0 ? "Transparent" : document.querySelector(`[style='background: rgb(${chosenColor.slice(0, 3).join(", ")});']`).ariaLabel
                        targetText = colorName + ": " + qty + " to place"
                    }
                    document.querySelector("#colorInfoText").innerText = targetText

                } else {
                    if (!chunkColorsMap) return;
                    const bgc = event.target.style?.background
                    let hoverColor;
                    if (!bgc) {
                        // transparent probably
                        hoverColor = "0, 0, 0, 0"
                    } else hoverColor = bgc.replace(")", "").split("(").slice(1)[0] + ", 255" // "249, 221, 59"  +, 255
                    let qty = 0;
                    [...chunkColorsMap.values()].forEach((colorMap) => {
                        if (colorMap.has(hoverColor))
                            qty += colorMap.get(hoverColor);
                    }
                    )
                    if (qty != 0) {
                        document.querySelector("#colorInfoText").innerText = event.target.ariaLabel + ": " + qty + " to place"
                        console.log("Hovered on a mapped color with " + qty + " targets")
                    } else document.querySelector("#colorInfoText").innerText = event.target.ariaLabel + " is unused"

                }
            }



            colorSelector.onclick = (event) => {
                if (!chunkColorsMap) return;
                const bgc = event.target.style?.background
                if (!bgc) {
                    // transparent probably
                    chosenColor = "0, 0, 0, 0".split(", ")
                } else chosenColor = (bgc.replace(")", "").split("(").slice(1)[0] + ", 255").split(", ") // "249, 221, 59"  +, 255
                console.log("CLick: set color to " + chosenColor, event)
            }
            // const whatColorText = document.createElement("p")
            // specialColorDiv.appendChild(whatColorText)
            // whatColorText = "No color selected"

            colorSelector.parentElement.nextElementSibling.children[1]




            return
        }
    }

    function createOverlayButton() {


        if (document.getElementById("overlayDiv")) {
            return;
        }

        const baseButton = document.querySelector("button.btn[title='Leaderboard']")
        if (!baseButton) {
            return
        }

        const deployButton = baseButton.cloneNode(true)
        deployButton.title = "Overlay actions"
        deployButton.children[0].children[0].setAttribute("d", "M0,0 L80,50 L0,100 Z")
        deployButton.children[0].setAttribute("viewBox", "-50 0 200 100")
        deployButton.classList.add("deployed")



        let overlayDiv = document.createElement("div")
        overlayDiv.id = "overlayDiv"
        overlayDiv.style.backgroundColor = "white"
        overlayDiv.style.borderRadius = "20px"
        overlayDiv.style.padding = "5px"
        // overlayDiv.style.display = "block"
        overlayDiv.style.position = "fixed"
        overlayDiv.style.top = "40px"
        overlayDiv.style.left = "40px"
        overlayDiv.style.zIndex = "1"
        overlayDiv.appendChild(deployButton)
        let otherButtonsDiv = document.createElement("div")
        otherButtonsDiv.id = "otherButtonsDiv"
        otherButtonsDiv.style.flexDirection = "column"
        overlayDiv.appendChild(otherButtonsDiv)



        //deployButton.classList.add("deployed")
        deployButton.onclick = () => {
            if (deployButton.parentElement.classList.contains("dragged")) {
                deployButton.parentElement.classList.remove("dragged")
                return

            }


            if (deployButton.classList.contains("deployed")) {
                deployButton.classList.remove("deployed")
                otherButtonsDiv.classList.add("hidden")
            } else {
                deployButton.classList.add("deployed")
                otherButtonsDiv.classList.remove("hidden")
            }
        }

        draggable(overlayDiv);

        document.body.prepend(overlayDiv)

        let overlayModePart = createSelectAndOptionsAndCallback("Choose overlay mode: ", "overlayMode", ["Overlay", "OnlyNonBlank", "ColorSelect", "FindWrong", "Hidden"], (event) => {
            overlayMode = event.target.value.toLowerCase();
            overlayData = null;
            cachedResponses.clear()
            resetAndLoadNewImage();
            console.log(event.target.value)
        }, overlayMode
        )

        otherButtonsDiv.appendChild(overlayModePart)


        const setOriginButton = baseButton.cloneNode(false)
        setOriginButton.textContent = "Set Origin..."
        setOriginButton.classList.remove("btn-square")
        setOriginButton.id = "overlay-origin-button";
        setOriginButton.addEventListener("click", () => {
            waitingForNewOrigin = true;
            console.log("Click on new origin...");
            setOriginButton.textContent = "Click on new origin... (10s)"
            setTimeout(() => {
                setOriginButton.textContent = "Set Origin..."
                waitingForNewOrigin = false;

            }, 10000)
        });

        otherButtonsDiv.appendChild(setOriginButton)


        let parentFileInputDiv = document.createElement("div")
        parentFileInputDiv.style.display = "flex"
        parentFileInputDiv.style.alignItems = "center"

        let fileInputLabel = document.createElement("label")
        fileInputLabel.setAttribute("for", "fileInput")
        fileInputLabel.textContent = "Load a file: "

        let fileInput = document.createElement("input");
        fileInput.classList.add("btn")
        fileInput.id = "fileInput"
        fileInput.type = "file";
        fileInput.accept = "image/*";
        fileInput.style.marginTop = "10px";
        fileInput.style.display = "block";
        parentFileInputDiv.appendChild(fileInputLabel)
        parentFileInputDiv.appendChild(fileInput)
        otherButtonsDiv.appendChild(parentFileInputDiv)


        // Create the file input for selecting an image

        fileInput.addEventListener("change", async (event) => {
            const file = event.target.files[0];
            if (file) {
                const base64 = await convertToBase64(file);
                console.log("Selected image in Base64:", base64);
                OVERLAY_IMAGE_BASE64 = base64;
                cachedOverlayImagePromise = null;
                overlayData = null;
                chunkColorsMap.clear()

                resetAndLoadNewImage()
            }
        });

        let saveToLocalStorageBtn = baseButton.cloneNode(false)
        saveToLocalStorageBtn.textContent = "Save to localStorage"
        saveToLocalStorageBtn.title = "Will store name, location, and image data locally for easy reloading"
        saveToLocalStorageBtn.classList.remove("btn-square")
        saveToLocalStorageBtn.id = "saveToLocalStorageBtn";
        saveToLocalStorageBtn.addEventListener("click", () => {
            let fileName;
            if (fileInput.files.length == 1) {
                fileName = fileInput.files[0].name
            } else fileName = prompt("Name currently loaded image")
            if (fileName == "") return
            const fileData = OVERLAY_IMAGE_BASE64
            const originLocation = PIXEL_URL
            let prevData = localStorage.getItem("overlayData")
            if (prevData == null) {
                prevData = []
            } else prevData = JSON.parse(prevData)
            if (prevData.findIndex((el) => el[0] == fileName) != -1) {
                console.log("Updated entry " + fileName)
                prevData.splice(prevData.findIndex((el) => el[0] == fileName), 1)
            }

            prevData.push([fileName, originLocation, fileData])

            localStorage.setItem("overlayData", JSON.stringify(prevData))
            updateLocalStorageEntries()
        });


        otherButtonsDiv.appendChild(saveToLocalStorageBtn)



        let loadOrDeleteEntryContainer = document.createElement("div")
        loadOrDeleteEntryContainer.style.display = "flex"
        loadOrDeleteEntryContainer.style.alignItems = "center"




        let curData = localStorage.getItem("overlayData")
        if (curData == null) {
            curData = []
        } else curData = JSON.parse(curData)
        let currentlySelectedlocalStorageElement = ""

        let localStorageEntrySelector = createSelectAndOptionsAndCallback("", "localStorageEntry", [""].concat(curData.map((el) => el[0])), (event) => {
            currentlySelectedlocalStorageElement = event.target.value
        }
        )

        let loadSelectedEntry = baseButton.cloneNode(false)

        loadSelectedEntry.textContent = "Load that entry"
        loadSelectedEntry.title = "Will load name, location, and image data from localStorage"
        loadSelectedEntry.classList.remove("btn-square")
        loadSelectedEntry.id = "loadFromLocalStorageBtn";
        loadSelectedEntry.addEventListener("click", () => {
            if (currentlySelectedlocalStorageElement != "") {
                let prevData = localStorage.getItem("overlayData")
                if (prevData == null) {
                    prevData = []
                } else prevData = JSON.parse(prevData)
                const targetIndex = prevData.findIndex((el) => el[0] == currentlySelectedlocalStorageElement)
                if (targetIndex != -1) {
                    OVERLAY_IMAGE_BASE64 = prevData[targetIndex][2]
                    PIXEL_URL = prevData[targetIndex][1]
                    extractCoordinatesFromURL(PIXEL_URL);
                    console.log("Done !")
                    cachedOverlayImagePromise = null;
                    overlayData = null;
                    resetAndLoadNewImage()
                }
            }
        });


        let deleteSelectedEntry = baseButton.cloneNode(false)

        deleteSelectedEntry.textContent = "Delete that entry"
        deleteSelectedEntry.title = "Will remove selected entry from localStorage"
        deleteSelectedEntry.classList.remove("btn-square")
        deleteSelectedEntry.id = "removeFromLocalStorageBtn";
        deleteSelectedEntry.addEventListener("click", () => {


            if (currentlySelectedlocalStorageElement != "") {
                let prevData = localStorage.getItem("overlayData")
                if (prevData == null) {
                    prevData = []
                } else prevData = JSON.parse(prevData)
                if (prevData.findIndex((el) => el[0] == currentlySelectedlocalStorageElement) != -1) {
                    console.log("Removed entry " + currentlySelectedlocalStorageElement)
                    prevData.splice(prevData.findIndex((el) => el[0] == currentlySelectedlocalStorageElement), 1)
                } else alert("Could not delete this as does not exist in localSotage: " + currentlySelectedlocalStorageElement)
                localStorage.setItem("overlayData", JSON.stringify(prevData))
                updateLocalStorageEntries()
            }
        });


        loadOrDeleteEntryContainer.appendChild(loadSelectedEntry)
        loadOrDeleteEntryContainer.appendChild(deleteSelectedEntry)
        loadOrDeleteEntryContainer.appendChild(localStorageEntrySelector)




        otherButtonsDiv.appendChild(loadOrDeleteEntryContainer)



    }

    function updateLocalStorageEntries() {
        // Get the existing selector element
        const localStorageEntrySelector = document.getElementById("localStorageEntry-select");

        // Retrieve current localStorage data
        let curData = localStorage.getItem("overlayData")
        if (curData == null) {
            curData = []
        } else {
            curData = JSON.parse(curData)
        }

        // Clear existing options
        localStorageEntrySelector.innerHTML = '';

        // Add default empty option
        let defaultOption = document.createElement("option")
        defaultOption.value = ""
        defaultOption.innerText = ""
        localStorageEntrySelector.appendChild(defaultOption)

        // Populate with new entries
        curData.forEach((el) => {
            let option = document.createElement("option")
            option.value = el[0]
            option.innerText = el[0]
            localStorageEntrySelector.appendChild(option)
        })
    }

    // Function to convert a file to Base64
    function convertToBase64(file) {
        return new Promise((resolve, reject) => {
            const reader = new FileReader();
            reader.onloadend = () => {
                resolve(reader.result); // This will be the Base64 string
            };
            reader.onerror = reject;
            reader.readAsDataURL(file); // Read the file as a data URL
        });
    }


    const observer = new MutationObserver(() => {
        patchColorPick();
        createOverlayButton()
    });

    observer.observe(document.querySelector("div.gap-4:nth-child(1)"), {
        childList: true,
        subtree: true
    });

    function addGlobalStyle(css) {
        var head, style;
        head = document.getElementsByTagName('head')[0];
        if (!head) { return; }
        style = document.createElement('style');
        style.type = 'text/css';
        style.innerHTML = css;
        head.appendChild(style);
    }

    addGlobalStyle('button.deployed > svg > path{    transform: rotate(90deg);    transform-box: fill-box;    transform-origin: center;}');
    addGlobalStyle("#otherButtonsDiv.hidden { display: none;}")
    addGlobalStyle("#otherButtonsDiv { display: flex;}")
    patchColorPick();
    createOverlayButton();

    function draggable(el) {
        el.addEventListener('mousedown', function (e) {
            var offsetX = e.clientX - parseInt(window.getComputedStyle(this).left);
            var offsetY = e.clientY - parseInt(window.getComputedStyle(this).top);
            var startX = e.clientX;
            var startY = e.clientY;


            function mouseMoveHandler(e) {
                el.style.top = (e.clientY - offsetY) + 'px';
                el.style.left = (e.clientX - offsetX) + 'px';
                if (el.classList.contains('dragged')) return
                var distanceX = Math.abs(e.clientX - startX);
                var distanceY = Math.abs(e.clientY - startY);
                if (distanceX > 5 || distanceY > 5) {
                    el.classList.add('dragged'); // Add the dragged class
                }

            }

            function reset() {
                window.removeEventListener('mousemove', mouseMoveHandler);
                window.removeEventListener('mouseup', reset);
            }

            window.addEventListener('mousemove', mouseMoveHandler);
            window.addEventListener('mouseup', reset);
        });
    }




})();