刮刮乐JS 兼容android和ios

修正了在Android下刮不动的bug

(function(bodyStyle) {
    bodyStyle.mozUserSelect = ‘none‘;
    bodyStyle.webkitUserSelect = ‘none‘;
    var $canvas = $(".canvas");
    var moveTime,canvasTop=$canvas.offset().top;
    $canvas.attr("data-flag","true");

    var u = navigator.userAgent, mobile = ‘‘;
    if (u.indexOf(‘Windows‘) > -1) mobile = ‘PC‘;
    if (u.indexOf(‘iPhone‘) > -1) mobile = ‘iphone‘;
    if (u.indexOf(‘534‘) > -1 && u.indexOf(‘Linux‘) > -1) mobile = ‘Android_pa‘;
    // if (u.indexOf(‘Android‘) > -1 || u.indexOf(‘Linux‘) > -1) mobile = ‘Android‘;
    // alert(mobile);
    var img = new Image();
    var canvas = document.querySelector(‘canvas‘);
    canvas.style.backgroundColor=‘transparent‘;
    if(mobile!="iphone"&&mobile!="PC"&&mobile=="Android_pa") {
        canvas.style.position = ‘absolute‘;
    }
    
    img.addEventListener(‘load‘, function(e) {
        var ctx;
        var w =270,h = 140;

        var mousedown = false;

        function layer(ctx) {
            ctx.fillStyle = ‘#ccc‘;
            ctx.fillRect(0, 0, w, h);
        }

        function eventDown(e){
            e.preventDefault();
            if(mobile!="iphone"&&mobile!="PC"&&mobile=="Android_pa") {
                clearInterval(moveTime);
                moveTime = setInterval(function(){
                    if($canvas.attr("data-flag")=="true") {
                        canvasTop--;
                        $canvas.attr("data-flag","false");
                    } else {
                        canvasTop++;
                        $canvas.attr("data-flag","true");
                    }
                    $canvas.css("top",canvasTop);
                },10);
            }
            mousedown=true;
        }

        function eventUp(e){
            e.preventDefault();
            clearInterval(moveTime);
            mousedown = false;
            var data=ctx.getImageData(0,0,w,h).data;
            for(var i=0,j=0;i<data.length;i+=4){
                if(data[i] && data[i+1] && data[i+2] && data[i+3]){
                    j++;
                }
            }
            if((j<=w*h*0.1) && $("#test").attr("data-rel")){
                // 剩余10%面积提示信息
                $("#test").html("恭喜您,中奖啦!");
                $("#test").attr("data-rel","false");
            }
        }

        function eventMove(e){
            e.preventDefault();
            if(mousedown) {
                if(e.changedTouches){
                    e=e.changedTouches[e.changedTouches.length-1];
                }
                var x = e.pageX - this.offsetLeft; 
                var y = e.pageY - this.offsetTop;
                // var x = (e.clientX + document.body.scrollLeft || e.pageX) - offsetX || 0,                         
                // y = (e.clientY + document.body.scrollTop || e.pageY) - offsetY || 0;
                with(ctx) {
                    beginPath();
                    arc(x, y, 25, 0, Math.PI * 2);
                    fill();
                }
            }
        }

        canvas.width=w;
        canvas.height=h;
        canvas.style.backgroundImage=‘url(‘+img.src+‘)‘;
        ctx=canvas.getContext(‘2d‘);
        ctx.fillStyle=‘transparent‘;
        ctx.fillRect(0, 0, w, h);
        layer(ctx);

        ctx.globalCompositeOperation = ‘destination-out‘;

        canvas.addEventListener(‘touchstart‘, eventDown);
        canvas.addEventListener(‘touchend‘, eventUp);
        canvas.addEventListener(‘touchmove‘, eventMove);
        canvas.addEventListener(‘mousedown‘, eventDown);
        canvas.addEventListener(‘mouseup‘, eventUp);
        canvas.addEventListener(‘mousemove‘, eventMove);
    });
    // 展示的图片
    img.src = ‘data:image/png;base64,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‘;
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刮刮乐JS 兼容android和ios,布布扣,bubuko.com

刮刮乐JS 兼容android和ios

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