54.151.224.217 Open in urlscan Pro
54.151.224.217  Public Scan

Form analysis
1 forms found in the DOM

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<form method="post" action="./" id="form1">
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                                    <span>PragmaticPlay</span>
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                                    <span>KA Gaming</span>
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                                    <span>Iconic Gaming</span>
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                                    <span>Joker</span>
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                                    <span>SpadeGaming</span>
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          clearTimeout(mainbanner.slideTimeout);
          isSliding = true;
          var currentItem = carouselMain.find(".item" + mainbannerNum);
          var nextItem = carouselMain.find(".item" + index);
          var direction = (isAuto || (!(index == mainbanner.totalCount && mainbannerNum == 1) && index > mainbannerNum) || (index == 1 && mainbannerNum == mainbanner.totalCount)) ? "next" : "prev";
          currentItem.animate({
            left: (direction == "next") ? "-100%" : "100%"
          }, mainbanner.animationDuration);
          nextItem.addClass("active");
          nextItem.css({
            position: "absolute",
            top: "0px",
            left: (direction == "next") ? "100%" : "-100%",
            width: "100%"
          });
          nextItem.animate({
            left: "0"
          }, mainbanner.animationDuration, function() {
            nextItem.css({
              position: "",
              top: "",
              left: "",
              width: ""
            });
            slidingComplete(index);
          });
          carouselMain.find(".indicator").removeClass("active");
          carouselMain.find(carouselIndicators + " .indicator" + index).addClass("active");
        }

        function slidingComplete(index) {
          mainbannerNum = index;
          carouselMain.find(".item").removeClass("active");
          carouselMain.find(".item" + mainbannerNum).addClass("active");
          isSliding = false;
          if (pendingSlideArray.length > 0) sliding(pendingSlideArray.shift());
          else {
            clearTimeout(mainbanner.slideTimeout);
            if (!inArea) mainbanner.slideTimeout = setTimeout(sliding, mainbanner.animationDelay, mainbannerNum + 1, true);
          }
        }
      });
    </script>
    <script type="text/javascript">
      $(function() {
        var tweenSubsbanner = $("#tweenSubBanner");
        var subbannner = {
          animationDelay: 3000,
          animationDuration: 300,
          contentName: '.subBannerBox',
          displayContent: tweenSubsbanner.find('.subBannerBox'),
          totalCount: 8,
          totalDisplay: 4,
          slideTimeout: 0,
          contentWidth: 0,
          contentHeight: 0,
          contentLeft: 0,
          contentOffset: 0,
          contentOffsetWidth: 0,
          lastClientX: 0,
          lastClientY: 0
        }
        subbannner.contentOffset = parseInt(subbannner.displayContent.css("padding-left")) + parseInt(subbannner.displayContent.css("padding-right"));
        if (tweenSubsbanner.find(subbannner.contentName).first().height() > 1) {
          adjustHeight();
        } else {
          tweenSubsbanner.find('img').first().load(adjustHeight);
        }
        gscssSub("left", "-" + subbannner.contentLeft + "px");
        $(window).resize(adjustHeight);
        tweenSubsbanner.on("mouseenter touchstart", userResponse.bind(this, 1));
        tweenSubsbanner.on("mouseleave touchend", userResponse.bind(this, 2));
        tweenSubsbanner.on("mousedown touchstart", userResponse.bind(this, 3));
        tweenSubsbanner.on('touchmove', userResponse.bind(this, 4));
        tweenSubsbanner.on("touchend", userResponse.bind(this, 5));
        $(document).on("mousemove", userResponse.bind(this, 4));
        $(document).on("mouseup", userResponse.bind(this, 5));

        function adjustHeight() {
          var windowWidth = $(window).width();
          if (windowWidth >= 600) subbannner.totalDisplay = 4;
          else subbannner.totalDisplay = 3;
          var divContent = tweenSubsbanner.find(subbannner.contentName);
          subbannner.contentWidth = (tweenSubsbanner.parent().width() - (subbannner.totalDisplay * subbannner.contentOffset)) / subbannner.totalDisplay;
          subbannner.contentOffsetWidth = subbannner.contentWidth + subbannner.contentOffset;
          tweenSubsbanner.width((subbannner.contentOffsetWidth) * subbannner.totalCount);
          divContent.width(subbannner.contentWidth);
          subbannner.contentHeight = divContent.first().height();
          tweenSubsbanner.parent().height(subbannner.contentHeight);
          controlSlide(subbannner.totalCount > subbannner.totalDisplay);
        }

        function userResponse(action, e) {
          var eventType = "";
          if (e.type == 'touchstart' || e.type == 'touchmove' || e.type == 'touchend' || e.type == 'touchcancel') {
            eventType = "touch";
          } else if (e.type == 'mousedown' || e.type == 'mouseup' || e.type == 'mousemove' || e.type == 'mouseover' || e.type == 'mouseout' || e.type == 'mouseenter' || e.type == 'mouseleave') {
            eventType = "mouse";
          }
          var obj = {};
          if (eventType == "touch") {
            var touch = e.originalEvent.touches[0] || e.originalEvent.changedTouches[0];
            obj.x = touch.pageX;
            obj.y = touch.pageY;
          } else if (eventType == "mouse") {
            obj.x = e.clientX;
            obj.y = e.clientY;
          }
          switch (action) {
            //enterArea
            case 1:
              gsdataSub("isArea", true);
              controlSlide(false);
              break;
              //leaveArea
            case 2:
              gsdataSub("isArea", false);
              controlSlide(true);
              break;
              //clickArea
            case 3:
              if (e.cancelable) e.preventDefault();
              gsdataSub("isDragging", true);
              subbannner.lastClientX = obj.x;
              break;
              //dragArea
            case 4:
              if (gsdataSub("isDragging") && subbannner.totalCount > subbannner.totalDisplay) {
                if (e.cancelable) e.preventDefault();
                if (eventType == "mouse" && (obj.x <= 0 || obj.y <= 0 || (obj.x >= window.innerWidth || obj.y >= window.innerHeight))) {
                  gsdataSub("isDragging", false);
                  dragSlideComplete(100);
                  controlSlide(true);
                  return;
                }
                var posX = parseInt(gscssSub("left")) + (obj.x - subbannner.lastClientX);
                gscssSub("left", posX + "px");
                var divContent = tweenSubsbanner.find(subbannner.contentName);
                if (posX > 0) {
                  var $div = divContent.last();
                  $div.parent().prepend($div);
                  gscssSub("left", posX - (subbannner.contentOffsetWidth) + "px");
                } else if (posX < -(subbannner.contentOffsetWidth)) {
                  var $div = divContent.first();
                  $div.parent().append($div);
                  gscssSub("left", posX + (subbannner.contentOffsetWidth) + "px");
                }
                subbannner.lastClientX = obj.x;
                subbannner.displayContent.css("pointer-events", "none");
              }
              break;
              //dragAreaComplete
            case 5:
              if (gsdataSub("isDragging")) {
                gsdataSub("isDragging", false);
                dragSlideComplete(100);
                controlSlide(true);
              }
              break;
          }
        }

        function gsdataSub(key, value) {
          if (value != null) tweenSubsbanner.data(key, value);
          return tweenSubsbanner.data(key);
        }

        function gscssSub(key, value) {
          if (value != null) tweenSubsbanner.css(key, value);
          return tweenSubsbanner.css(key);
        }

        function controlSlide(run) {
          if (run) {
            subbannner.displayContent.css("pointer-events", "");
            run = subbannner.totalCount > subbannner.totalDisplay;
          }
          if (run) {
            if (!gsdataSub("isArea") && !gsdataSub("isDragging") && !gsdataSub("isSchedule")) {
              gsdataSub("isSchedule", true);
              clearInterval(subbannner.slideTimeout);
              subbannner.slideTimeout = setInterval(slide, subbannner.animationDelay, subbannner.animationDuration);
            }
          } else {
            gsdataSub("isSchedule", false);
            clearInterval(subbannner.slideTimeout);
          }
        }

        function slide(duration) {
          tweenSubsbanner.animate({
            left: "-" + (subbannner.contentOffsetWidth) + "px"
          }, duration, switchContent.bind(this, 1));
        }

        function dragSlideComplete(duration) {
          var count = Math.round(Math.abs(parseInt(gscssSub("left"))) / subbannner.contentWidth);
          tweenSubsbanner.animate({
            left: "-" + ((count * (subbannner.contentOffsetWidth)) + subbannner.contentLeft) + "px"
          }, duration, switchContent.bind(this, count));
        }

        function switchContent(count) {
          for (var i = 0; i < count; i++) {
            var $div = tweenSubsbanner.find(subbannner.contentName).first();
            $div.parent().append($div);
          }
          gscssSub("left", "-" + subbannner.contentLeft + "px");
        }
      });
    </script>
    <script type="text/javascript">
      var gameListMobileMenu = $('.contentGameMenu ul.gamenavbar');
      var currentGameGroupID = -1; //3;
      function showGameMenu(gamegroupID) {
        $("#gamecontent" + currentGameGroupID).hide();
        if (currentGameGroupID != gamegroupID) {
          $("#gamecontent" + gamegroupID).slideDown({
            duration: 200
          });
          currentGameGroupID = gamegroupID;
        } else {
          currentGameGroupID = -1;
        }
      }

      function scrollGameMenuLeft() {
        var pos = gameListMobileMenu.scrollLeft() - 100;
        gameListMobileMenu.animate({
          scrollLeft: pos
        }, 200);
      }

      function scrollGameMenuRight() {
        var pos = gameListMobileMenu.scrollLeft() + 100;
        gameListMobileMenu.animate({
          scrollLeft: pos
        }, 200);
      }
      $(function() {
        //showGameMenu(currentGameGroupID);
        var gamenavbar = gameListMobileMenu;
        gamenavbar.scroll(function() {
          var width = gameListMobileMenu.outerWidth()
          var scrollWidth = gameListMobileMenu[0].scrollWidth;
          var scrollLeft = gameListMobileMenu.scrollLeft();
          $('.tab-arrow').removeClass('hide');
          if (scrollWidth - width <= scrollLeft) {
            $('.tab-arrow.right').addClass('hide');
          } else if (scrollLeft === 0) {
            $('.tab-arrow.left').addClass('hide');
          }
        });
      });
    </script>
    <script type="text/javascript">
      $(function() {
        var tweenTogelDingDong = $("#tweenResultContainer");
        var contentTogelDingDong = tweenTogelDingDong.find('.resultMobileDisplayRow');
        var togelDingDongMobile = {
          animationDelay: 3000,
          animationDuration: 300,
          animationCount: 4,
          contentName: '.resultMobileDisplayRow',
          result: [{
            Name: "DD12",
            DrawTime: "14-11-2021",
            Result: "<img src=\"../../Assets/result/12d/11.png?v=1\" />"
          }, {
            Name: "DD24",
            DrawTime: "14-11-2021",
            Result: "<img src=\"../../Assets/result/24d/20.png?v=1\" />"
          }, {
            Name: "DD36",
            DrawTime: "14-11-2021",
            Result: "<img src=\"../../Assets/result/36d/20.png?v=1\" />"
          }, {
            Name: "DD48",
            DrawTime: "14-11-2021",
            Result: "<img src=\"../../Assets/result/48d/34.png?v=1\" />"
          }, {
            Name: "DragonTiger",
            DrawTime: "14-11-2021",
            Result: "<img src=\"../../Assets/result/dt/51.png?v=1\" />&nbsp;<img src=\"../../Assets/result/dt/32.png?v=1\" />"
          }, {
            Name: "BlackRed",
            DrawTime: "14-11-2021",
            Result: "<img src=\"../../Assets/result/rb/2.png?v=1\" />&nbsp;<img src=\"../../Assets/result/rb/3.png?v=1\" />&nbsp;<img src=\"../../Assets/result/rb/5.png?v=1\" />"
          }, {
            Name: "Sicbo",
            DrawTime: "14-11-2021",
            Result: "<img src=\"../../Assets/result/sb/2.png?v=1\" />&nbsp;<img src=\"../../Assets/result/sb/3.png?v=1\" />&nbsp;<img src=\"../../Assets/result/sb/5.png?v=1\" />"
          }, {
            Name: "Sino Pools",
            DrawTime: "14-11-2021",
            Result: "9951"
          }, {
            Name: "SydneyPools",
            DrawTime: "14-11-2021",
            Result: "2432"
          }, {
            Name: "Singapore",
            DrawTime: "13-11-2021",
            Result: "8626"
          }, {
            Name: "Tokyo Pool",
            DrawTime: "13-11-2021",
            Result: "6945"
          }, {
            Name: "HongKongPools",
            DrawTime: "13-11-2021",
            Result: "5312"
          }],
          totalCount: 0,
          totalDisplay: 4,
          slideTimeout: 0,
          contentHeight: 0,
          contentTop: 0,
          lastClientY: 0
        }
        togelDingDongMobile.totalCount = togelDingDongMobile.result.length;
        for (var i = 0; i < togelDingDongMobile.totalCount; i++) {
          var result = togelDingDongMobile.result[i % togelDingDongMobile.totalCount];
          var $content = tweenTogelDingDong.find(".mobileDisplayResult" + (i + 1));
          $content.find(".resultMobileDisplayTitle").html(result.Name);
          $content.find(".resultMobileDisplayTime").html(result.DrawTime);
          $content.find(".resultMobileDisplayResult").html(result.Result);
        }
        if (togelDingDongMobile.totalCount > togelDingDongMobile.totalDisplay) {
          if (togelDingDongMobile.totalCount < (togelDingDongMobile.animationCount + togelDingDongMobile.totalDisplay)) togelDingDongMobile.animationCount = 1;
          togelDingDongMobile.contentHeight = tweenTogelDingDong.find(togelDingDongMobile.contentName).first().outerHeight(true);
          controlRoll(true);
          $(window).resize(function() {
            togelDingDongMobile.contentHeight = tweenTogelDingDong.find(togelDingDongMobile.contentName).first().outerHeight(true);
          });
          tweenTogelDingDong.on("mouseenter touchstart", mobileAction.bind(this, 1));
          tweenTogelDingDong.on("mouseleave touchend", mobileAction.bind(this, 2));
          tweenTogelDingDong.on("mousedown touchstart", mobileAction.bind(this, 3));
          tweenTogelDingDong.on('touchmove', mobileAction.bind(this, 4));
          tweenTogelDingDong.on("touchend", mobileAction.bind(this, 5));
          $(document).on("mousemove", mobileAction.bind(this, 4));
          $(document).on("mouseup", mobileAction.bind(this, 5));
        }

        function mobileAction(action, e) {
          var eventType = "";
          if (e.type == 'touchstart' || e.type == 'touchmove' || e.type == 'touchend' || e.type == 'touchcancel') {
            eventType = "touch";
          } else if (e.type == 'mousedown' || e.type == 'mouseup' || e.type == 'mousemove' || e.type == 'mouseover' || e.type == 'mouseout' || e.type == 'mouseenter' || e.type == 'mouseleave') {
            eventType = "mouse";
          }
          var obj = {};
          if (eventType == "touch") {
            var touch = e.originalEvent.touches[0] || e.originalEvent.changedTouches[0];
            obj.x = touch.pageX;
            obj.y = touch.pageY;
          } else if (eventType == "mouse") {
            obj.x = e.clientX;
            obj.y = e.clientY;
          }
          switch (action) {
            //enterArea
            case 1:
              gsdTogelDingDong("isArea", true);
              controlRoll(false);
              break;
              //leaveArea
            case 2:
              gsdTogelDingDong("isArea", false);
              controlRoll(true);
              break;
              //clickArea
            case 3:
              if (e.cancelable) e.preventDefault();
              gsdTogelDingDong("isDragging", true);
              togelDingDongMobile.lastClientY = obj.y;
              break;
              //dragArea
            case 4:
              if (gsdTogelDingDong("isDragging") && togelDingDongMobile.totalCount > togelDingDongMobile.totalDisplay) {
                if (e.cancelable) e.preventDefault();
                if (eventType == "mouse" && (obj.x <= 0 || obj.y <= 0 || (obj.x >= window.innerWidth || obj.y >= window.innerHeight))) {
                  gsdTogelDingDong("isDragging", false);
                  dragComplete(100);
                  controlRoll(true);
                  return;
                }
                var posY = parseInt(gscTogelDingDong("top")) + (obj.y - togelDingDongMobile.lastClientY);
                gscTogelDingDong("top", posY + "px");
                if (posY > 0) {
                  var $div = tweenTogelDingDong.find(togelDingDongMobile.contentName).last();
                  $div.parent().prepend($div);
                  gscTogelDingDong("top", posY - (togelDingDongMobile.contentHeight) + "px");
                } else if (posY < -togelDingDongMobile.contentHeight) {
                  var $div = tweenTogelDingDong.find(togelDingDongMobile.contentName).first();
                  $div.parent().append($div);
                  gscTogelDingDong("top", posY + (togelDingDongMobile.contentHeight) + "px");
                }
                togelDingDongMobile.lastClientY = obj.y;
                contentTogelDingDong.css("pointer-events", "none");
              }
              break;
              //dragAreaComplete
            case 5:
              if (gsdTogelDingDong("isDragging")) {
                gsdTogelDingDong("isDragging", false);
                dragComplete(100);
                controlRoll(true);
              }
              break;
          }
        }

        function gsdTogelDingDong(key, value) {
          if (value != null) tweenTogelDingDong.data(key, value);
          return tweenTogelDingDong.data(key);
        }

        function gscTogelDingDong(key, value) {
          if (value != null) tweenTogelDingDong.css(key, value);
          return tweenTogelDingDong.css(key);
        }

        function controlRoll(run) {
          if (run) {
            contentTogelDingDong.css("pointer-events", "");
            if (!gsdTogelDingDong("isArea") && !gsdTogelDingDong("isDragging") && !gsdTogelDingDong("isSchedule")) {
              gsdTogelDingDong("isSchedule", true);
              clearInterval(togelDingDongMobile.slideTimeout);
              togelDingDongMobile.slideTimeout = setInterval(roll, togelDingDongMobile.animationDelay, togelDingDongMobile.animationDuration);
            }
          } else {
            gsdTogelDingDong("isSchedule", false);
            clearInterval(togelDingDongMobile.slideTimeout);
          }
        }

        function roll(duration) {
          tweenTogelDingDong.animate({
            top: "-" + (togelDingDongMobile.contentHeight * togelDingDongMobile.animationCount) + "px"
          }, duration, switchContent.bind(this, togelDingDongMobile.animationCount));
        }

        function dragComplete(duration) {
          var count = Math.round(Math.abs(parseInt(gscTogelDingDong("top"))) / togelDingDongMobile.contentHeight);
          tweenTogelDingDong.animate({
            top: "-" + ((count * togelDingDongMobile.contentHeight) + togelDingDongMobile.contentTop) + "px"
          }, duration, switchContent.bind(this, count));
        }

        function switchContent(count) {
          for (var i = 0; i < count; i++) {
            var $div = tweenTogelDingDong.find(togelDingDongMobile.contentName).first();
            $div.parent().append($div);
          }
          gscTogelDingDong("top", "-" + togelDingDongMobile.contentTop + "px");
        }
      });
    </script>
    <script type="text/javascript">
      $(function() {
        var jumpingAmount = 0.6306;
        var updateJackpotDuration = 960000;
        var updateJackpotTime = 200;
        var thousandSeperator = "";
        var decimalSeperator = "";
        var decimalPlace = 0;
        var updateJackpotTimeout = 0;
        var updateAmountInterval = 0;
        var progressiveJackpotObject = {
          amount: 0,
          display: 0
        };
        var localeAmount = (1000.1).toLocaleString("id");
        thousandSeperator = localeAmount.substr(1, 1);
        decimalSeperator = localeAmount.substr(-2, 1);
        sendUpdateJackpot();
        relocateAmount();
        $(window).on('resize', relocateAmount);

        function relocateAmount() {
          $(".progressiveJackpotContainer .progressiveJackpotAmount").css({
            top: ($(window).width() >= 768) ? "55px" : "43px"
          });
        }

        function sendUpdateJackpot() {
          $.ajax({
            type: "POST",
            url: "/Default.aspx/UpdateJackpot",
            data: "",
            contentType: "application/json; charset=utf-8",
            dataType: "json",
            success: function(msg) {
              if (msg.d && msg.d.Item1 && msg.d.Item2) {
                $(".progressiveJackpotContainer .progressiveJackpotCurrency").html(msg.d.Item1);
                if (msg.d.Item2 >= 0) {
                  progressiveJackpotObject.amount = msg.d.Item2;
                  decimalPlace = (Math.floor(progressiveJackpotObject.amount).toString().length <= 9) ? 2 : 0;
                }
                progressiveJackpotObject.display = progressiveJackpotObject.amount - (jumpingAmount * (updateJackpotDuration / updateJackpotTime));
                clearInterval(updateAmountInterval);
                updateAmountInterval = setInterval(increaseGap, updateJackpotTime);
                clearTimeout(updateJackpotTimeout);
                updateJackpotTimeout = setTimeout(sendUpdateJackpot, updateJackpotDuration, false);
              }
            }
          });
        }

        function increaseGap() {
          progressiveJackpotObject.display += jumpingAmount;
          if (progressiveJackpotObject.display >= progressiveJackpotObject.amount) {
            clearInterval(updateAmountInterval);
            progressiveJackpotObject.display = progressiveJackpotObject.amount;
          }
          var amt = progressiveJackpotObject.display;
          if (amt <= 0) return;
          $(".progressiveJackpotContainer .progressiveJackpotAmount").html(amt.toFixed(decimalPlace).replace(".", decimalSeperator).replace(/\B(?=(\d{3})+(?!\d))/g, thousandSeperator));
        }
      });
    </script>
    <script type="text/javascript">
      //<![CDATA[
      var theForm = document.forms['form1'];
      if (!theForm) {
        theForm = document.form1;
      }

      function __doPostBack(eventTarget, eventArgument) {
        if (!theForm.onsubmit || (theForm.onsubmit() != false)) {
          theForm.__EVENTTARGET.value = eventTarget;
          theForm.__EVENTARGUMENT.value = eventArgument;
          theForm.submit();
        }
      }
      //]]>
    </script>
    <script src="/WebResource.axd?d=pynGkmcFUV13He1Qd6_TZO_Xd1de6Mw0ypg_5XRcTjOTREOg5hwV4MUw9eNsuBu-jcNHCtrHdPbRk__Uuo7yeQ2&amp;t=637454068754849868" type="text/javascript"></script>
  </div>
</form>

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