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<head><title>Tamron Digital World International</title>
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<meta name="description" content="Tamron - Product categories, Lenses, Tamron Tamron Camera Lenses Technology sometimes brings its own set of problems. The digital cameras are definitely an improvement on the traditional film cameras. However, it has its problems as well. One such major issue is the sensor flare. While it not much a problem in most instances, it can ruin some pretty good pictures. Tamron’s digitally enhanced lenses takes care of these flares quite efficient. But before we delve into how Tamron lenses effectively deals with the problem, let’s look at the causes of a sensor flare. Understanding the underlying problem will allow you to better appreciate the need for digitally enhanced lenses such as Tamron’s. Sensor flares were never an issue with film cameras. This is because the photographic films used in those cameras did not reflect light very easily. When a shot was taken the lens would let in a small amount of light through the aperture, and this would cause a picture to develop on the film. There was no reflection ..." />
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<div id="ctl00_wpm_CategoryGrid2_ctl06_Brand"><table><tr><td valign="top"><div style="padding-left:10px"><div class="BrandImageTop"><img align="left" src='Assets/CatalogBrand/Tamron.jpg' alt="Tamron"/></div></td><td valign="top"><p><div class="BrandDescriptionTop" id="DivBrandDescription"><p>Tamron Camera Lenses<br /><br />Technology sometimes brings its own set of problems. The digital cameras are definitely an improvement on the traditional film cameras. However, it has its problems as well. One such major issue is the sensor flare. While it not much a problem in most instances, it can ruin some pretty good pictures. Tamron’s digitally enhanced lenses takes care of these flares quite efficient. But before we delve into how Tamron lenses effectively deals with the problem, let’s look at the causes of a sensor flare. Understanding the underlying problem will allow you to better appreciate the need for digitally enhanced lenses such as Tamron’s.<br /><br />Sensor flares were never an issue with film cameras. This is because the photographic films used in those cameras did not reflect light very easily. When a shot was taken the lens would let in a small amount of light through the aperture, and this would cause a picture to develop on the film. There was no reflection and scattering of light from the photographic films, and hence, no flares. However, the image sensors used in digital cameras are highly reflective and shiny. When light falls on the sensors, a significant portion of it scatters internally. This leads to the formation of ghost images. The result is that a perfectly good picture might get ruined due to improper reflection of light.<br /><br />It takes surprisingly little to cause such sensor flares. Usually it will occur if the camera is facing toward a light source. The light need not be as bright as the sun. Light bulbs, candles, even reflected light from shiny metallic or glass surface, can cause sensor flares. Tamron lenses are built to deal with this issue of flares. They are labeled as “Di”, meaning that the lenses are digitally enhanced. The rear elements of the lens are coated with special materials that prevent the scattering of light. The internal parts of the lens are also coated with anti-reflective material. It’s a simple adjustment that takes care of a major issue. <br /><br />It is not a must to have digitally enhanced lenses. However, if you are not using such lenses that you can be certain that sensors flares will occur. The digitally enhanced lenses from Tamron cost about the same as any other lens. Hence, it makes more practical sense to buy these lenses than to risk ghost images appearing on your photos. You can visit the Tamron website and check out their wide range of lenses. <br /> </p></div></p><br><a href="#" class="show_all_message" style="font-weight:bold;color:blue;display:none;">More Info</a> <a href="#" class="show_recent_only" style="font-weight:bold;color:blue;">Hide</a></div></td></tr></table></div>
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<td> <a href="/astore/Tamron-18-200mm-F35-63-Di-III-VC-Lenses.aspx"><img src="/astore/Assets/ProductImages/Tamron_18-200_DiIII-black_t.jpg" alt="Tamron 18-200mm F/3.5-6.3 Di III VC Lenses" border="0" class="Thumbnail" /></a><br /></td>
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<a href="/astore/Tamron-18-200mm-F35-63-Di-III-VC-Lenses.aspx" class="highlight">Tamron 18-200mm F/3.5-6.3 Di III VC Lenses</a><br />
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<tr><td><div style = "text-align:left">Tamron 18-200mm F/3.5-6.3 Di III VC Lens Lens exclusively for the E-mount used for the Sony mirrorless interchangeable-lens camera series Light and compact, with a stylish design. ...... <a href="/astore/Tamron-18-200mm-F35-63-Di-III-VC-Lenses.aspx" class="moreinfo"> More Info </a></div><br /><div style = "text-align:left;">Starting from $718.00</div></td></tr>
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<tr><td><div style = "text-align:left">Tamron AF 18-200mm F/3.5-6.3 XR Di-II LD Aspherical (IF) Macro Tamron introduced the concept of our high-power zoom lens in the AF18-200mm XR Di II for exclusive use with digital S ...... <a href="/astore/Tamron-AF-18-200mm-F35-63-XR-Di-II-LD-Aspherical-IF-Macro-Lenses.aspx" class="moreinfo"> More Info </a></div><br /><div style = "text-align:left;">Starting from $203.00</div></td></tr>
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<tr><td><div style = "text-align:left">Tamron 18-270mm F/3.5-6.3Di II VC PZD is the World's Lightest, Smallest 15x Zoom*, with Tamron's First PZD (Piezo Drive) Lenses (Model: B008) Tamron 18-270mm VC ultra zoom for APS- ...... <a href="/astore/Tamron-AF-18-270mm-F35-63-Di-II-VC-PZD-Lenses.aspx" class="moreinfo"> More Info </a></div><br /><div style = "text-align:left;">Starting from $489.00</div></td></tr>
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<tr><td><div style = "text-align:left"> compact size and light weight extended focal length range smaller filter size outstanding optical performance improved mechanical construction. Focal length 28-300mm Maximum apert ...... <a href="/astore/Tamron-AF-28-300mm-F35-63-XR-Di-VC-LD-Aspherical-IF-Macro-Lenses.aspx" class="moreinfo"> More Info </a></div><br /><div style = "text-align:left;">Starting from $599.00</div></td></tr>
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<tr><td><div style = "text-align:left">Tamron AF70-300mm F/4-5.6 Di LD Macro Lens Tamron now offers a lightweight, compact, high-image-quality telephoto zoom lens with macro capability of 1:2 that can be used with digit ...... <a href="/astore/Tamron-AF-70-300mm-F4-56-Di-LD-Macro-Lenses.aspx" class="moreinfo"> More Info </a></div><br /><div style = "text-align:left;">Starting from $153.00</div></td></tr>
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<tr><td><div style = "text-align:left">TAMRON SP 24-70mm F/2.8 Di VC USD Lenses VC (Vibration Compensation) Even when shooting in low-light conditions with a slow shutter speed, Tamron's acclaimed VC (Vibration Compensa ...... <a href="/astore/Tamron-SP-24-70mm-F28-Di-VC-USD-Lenses.aspx" class="moreinfo"> More Info </a></div><br /><div style = "text-align:left;">Starting from $1105.00</div></td></tr>
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<tr><td><div style = "text-align:left">Tamron SP AF 10-24mm f3.5-4.5 Di II LD Aspherical Lens is a high-performance ultra wide-angle zoom with unprecedented focal length range for use on digital SLR cameras. The SP AF10 ...... <a href="/astore/Tamron-SP-AF-10-24mm-f35-45-Di-II-LD-Aspherical-IF-Lenses.aspx" class="moreinfo"> More Info </a></div><br /><div style = "text-align:left;">Starting from $433.00</div></td></tr>
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<tr><td><div style = "text-align:left">Tamron SP AF 17-50mm f2.8 XR Di-II LD Lens is alightweight, compact, fast standard zoom lens featuring a true wide angle is designed exclusively for digital SLR cameras, expanding ...... <a href="/astore/Tamron-SP-AF-17-50mm-f28-XR-Di-II-LD-Lenses.aspx" class="moreinfo"> More Info </a></div><br /><div style = "text-align:left;">Starting from $307.00</div></td></tr>
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<tr><td><div style = "text-align:left">Tamron SP AF 17-50mm f2.8 XR Di II VC LD Aspherical (IF)Lens is designed for exclusive use on digital cameras with smaller-size imagers and inherit all of the benefits of our Di pr ...... <a href="/astore/Tamron-SP-AF-17-50mm-f28-XR-Di-II-VC-LD-Aspherical-IF-Lenses.aspx" class="moreinfo"> More Info </a></div><br /><div style = "text-align:left;">Starting from $407.00</div></td></tr>
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<tr><td><div style = "text-align:left"> Model AF09 Lens Construction (Groups/Elements) 14/16 Angle of View 75-32 Degrees Type of Zooming Rotation Diaphragm Blade Number 7 Minimum Aperture F/32 Minimum Focus 0.33m (13) ( ...... <a href="/astore/Tamron-SP-AF-28-75mm-f28-XR-Di-LD-Aspherical-IF-Macro-Lenses.aspx" class="moreinfo"> More Info </a></div><br /><div style = "text-align:left;">Starting from $348.00</div></td></tr>
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<tr><td><div style = "text-align:left">Tamron SP AF 70-200mm f2.8 Di LD IF Macro Lens, While overall dimensions are confined to the absolute minimum, the new SP AF70-200mm F/2.8 Di LD (IF) MACRO zoom lens is packed with ...... <a href="/astore/Tamron-SP-AF-70-200mm-f28-Di-LD-IF-Macro-Lenses.aspx" class="moreinfo"> More Info </a></div><br /><div style = "text-align:left;">Starting from $728.00</div></td></tr>
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<tr><td><div style = "text-align:left">Tamron SP AF60mm F/2.0 Di II LD 1:1 Macro Lens The Tamron SP AF60mm F/2.0 Di II LD 1:1 Macro (model G005) is the industrys first medium telephoto macro lens designed for APS-C size ...... <a href="/astore/Tamron-SP-AF60mm-F2-Di-II-LD-IF-11-Macro-Lenses.aspx" class="moreinfo"> More Info </a></div><br /><div style = "text-align:left;">Starting from $395.00</div></td></tr>
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<tr><td><div style = "text-align:left">Tamron SP AF 70-300mm F/4-5.6 Di VC USD Lens Unparalleled optical performance in a fast and steady telephoto zoom: In the pursuit to achieve the most outstanding image resolution i ...... <a href="/astore/Tamron-SP-AF70-300mm-F4-56-Di-VC-USD-Lenses.aspx" class="moreinfo"> More Info </a></div><br /><div style = "text-align:left;">Starting from $383.00</div></td></tr>
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<tr><td><div style = "text-align:left">Main features Outstanding image quality by virtue of Di (Digitally Integrated) design The lens provides outstanding image quality whether the medium in use is silver halide (film) ...... <a href="/astore/Tamron-SP-AF90mm-F28-Di-Macro-11-Lenses.aspx" class="moreinfo"> More Info </a></div><br /><div style = "text-align:left;">Starting from $338.00</div></td></tr>
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<tr><td><div style = "text-align:left"> Specifications Focal length 200-500mm Aperture f/5-6.3 Angle of view 12-5 Filter size / type 86mm Construction Elements/groups 13 elements in 10 groups Focusing type Internal Clos ...... <a href="/astore/Tamron-SP-AF-200-500mm-f5-63-Di-LD-IF-Lenses.aspx" class="moreinfo"> More Info </a></div><br /><div style = "text-align:left;">Starting from $899.00</div></td></tr>
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<a href="/astore/Tamron-SP-90MM-F2.8-Di-VC-USD-Macro-Lenses.aspx" class="highlight">Tamron SP 90MM F/2.8 Di VC USD 1:1 Macro Lenses</a><br />
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<tr><td><div style = "text-align:left"> Tamron has updated their legendary 90mm Macro lens with a new, state-of-the-art optical design. The lens, reborn for the age of digital photography, offers VC (Vibration Compensat ...... <a href="/astore/Tamron-SP-90MM-F2.8-Di-VC-USD-Macro-Lenses.aspx" class="moreinfo"> More Info </a></div><br /><div style = "text-align:left;">Starting from $945.00</div></td></tr>
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<a href="/astore/Tamron-AF-18-270mm-F35-63-Di-II-VC-PZD-Lenses.aspx">Tamron AF 18-270mm F/3.5-6.3 Di II VC PZD Lenses</a><br />
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<strong>Price: </strong>
$489.00
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<a id="ctl00_wpm_CategoryGrid2_ctl07_ctl01_ProductList_ctl01_ThumbnailLink" href="Tamron-SP-AF-17-50mm-f28-XR-Di-II-LD-Lenses.aspx"><img id="ctl00_wpm_CategoryGrid2_ctl07_ctl01_ProductList_ctl01_Thumbnail" class="Thumbnail" src="Assets/ProductImages/tamron-17-50mm_t.jpg" alt="Tamron SP AF 17-50mm f2.8 XR Di-II LD Lenses" style="border-width:0px;" /></a>
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<a href="/astore/Tamron-SP-AF-17-50mm-f28-XR-Di-II-LD-Lenses.aspx">Tamron SP AF 17-50mm f2.8 XR Di-II LD Lenses</a><br />
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<strong>Price: </strong>
$307.00
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<a href="/astore/Tamron-SP-AF-17-50mm-f28-XR-Di-II-VC-LD-Aspherical-IF-Lenses.aspx">Tamron SP AF 17-50mm f2.8 XR Di-II VC LD Aspherical IF Lenses</a><br />
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<strong>Price: </strong>
$407.00
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<a id="ctl00_wpm_CategoryGrid2_ctl08_ProductList_ctl00_ThumbnailLink" href="Tamron-AF-18-270mm-F35-63-Di-II-VC-PZD-Lenses.aspx"><img id="ctl00_wpm_CategoryGrid2_ctl08_ProductList_ctl00_Thumbnail" class="Thumbnail" src="Assets/ProductImages/tamron-18-270-_t.jpg" alt="Tamron AF 18-270mm F/3.5-6.3 Di II VC PZD Lenses" style="border-width:0px;" /></a>
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<a href="/astore/Tamron-AF-18-270mm-F35-63-Di-II-VC-PZD-Lenses.aspx">Tamron AF 18-270mm F/3.5-6.3 Di II VC PZD Lenses</a><br />
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<strong>Price: </strong>
$489.00
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<a href="/astore/Tamron-SP-AF-17-50mm-f28-XR-Di-II-LD-Lenses.aspx">Tamron SP AF 17-50mm f2.8 XR Di-II LD Lenses</a><br />
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All brands, logos, images and names are trademarks of their respective companies. Images used are for illustrative purposes only and may not be identical to the product supplied
</div>
</td>
</tr>
</table>
<script language="javascript" type="text/javascript">
$(document).ready(function(){
$("a.jQueryBookmark").click(function(e){
e.preventDefault(); // this will prevent the anchor tag from going the user off to the link
var bookmarkUrl = this.href;
var bookmarkTitle = this.title;
if (window.sidebar) { // For Mozilla Firefox Bookmark
window.sidebar.addPanel(bookmarkTitle, bookmarkUrl,"");
} else if( window.external || document.all) { // For IE Favorite
window.external.AddFavorite( bookmarkUrl, bookmarkTitle);
} else if(window.opera) { // For Opera Browsers
$("a.jQueryBookmark").attr("href",bookmarkUrl);
$("a.jQueryBookmark").attr("title",bookmarkTitle);
$("a.jQueryBookmark").attr("rel","sidebar");
} else { // for other browsers which does not support
alert('Your browser does not support this bookmark action');
return false;
}
});
});
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</tr>
</table></td>
</tr>
</table>
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<script type="text/javascript">
if(window.location.protocol != "https:"){
var f=document.createElement("script");
f.setAttribute("type","text/javascript");
f.setAttribute("src", "http://cdn.wibiya.com/Toolbars/dir_1218/Toolbar_1218801/Loader_1218801.js");
document.getElementsByTagName("body")[0].appendChild(f);
}
</script>
<!-- Tool Bar-->
<style type="text/css">
#lightbox {
position: absolute;
top: 0;
left: 50%;
width: 437px;
margin-left: -250px;
background: #fff;
z-index: 1001;
display: none;
}
#lightbox-shadow {
position: absolute;
top: 0;
left: 0;
width: 100%;
height: 100%;
background: #000;
filter: alpha(opacity=75);
-moz-opacity: 0.75;
-khtml-opacity: 0.75;
opacity: 0.75;
z-index: 1888;
display: "";
onclick:"CloseAgent()"
}
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<script type="text/javascript">
var gx = 0;
if (document.images)
{
preload_image_object = new Image();
// set image url
image_url = new Array();
image_url[0] = "https://www.dwidigitalcameras.com.au/exitgrabber/popup2.png";
image_url[1] = "https://www.dwidigitalcameras.com.au/popup/cross.png";
image_url[2] = "https://www.dwidigitalcameras.com.au/popup/button.png";
var i = 0;
for(i=0; i<=2; i++)
preload_image_object.src = image_url[i];
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document.write('<style type="text/css">');
document.write('#floatingWindow {');
document.write('z-index:1999;');
document.write('display:block;');
document.write('position:absolute;');
document.write('top:7%;');
document.write('left:35%;');
document.write('width:550px;');
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document.write('</style>');
function CloseAgent(){ document.getElementById('agentpopup').style.display = "none";
document.getElementById('lightbox-shadow').style.display = "none";
enable_scroll();
showScrollBars();
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createCookie("exitgrabberHomePage",exitgrabberHomePage,0.01);
}
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var checkCookies = GocheckCookie();
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if(checkCookies)
{
window.scroll(0,0);
disable_scroll();
// var url=document.URL;
// if(false){
//if (!(url.indexOf("Checkout")!=-1 || url.indexOf("Basket")!=-1 || url.indexOf("Payment")!=-1 || url.indexOf("Shipment")!=-1 || url.indexOf("MyOrder")!=-1 ) ){
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//theDiv = '<div id="agentpopup" name="agentpopup" style="display: block; position: absolute; top: 0px; left: 0px; padding-bottom: 0; background: null; padding-left: 0; padding-right: 0; padding-top: 0; margin: 0; text-align:center;">';
theDiv = '<div id="agentpopup" name="agentpopup" >';
theDiv = theDiv + '<table width="500px" height="300px" border="0" cellspacing="0" cellpadding="0"> <tr> <td><img src="https://www.dwidigitalcameras.com.au/popup/dwi_offer.png" border="0" usemap="#MapSB" /></td> </tr></table>';
theDiv = theDiv + '</div><map name="MapSB"><area shape="rect" coords="14,26,226,284" href="http://www.dwidigitalcameras.com.au/signup/index.html" /><area shape="rect" coords="257,32,453,280" href="http://www.dwidigitalcameras.com.au/astore/punchtabpromotion.aspx"><area shape="rect" coords="463,3,504,38" onClick="javascript:CloseAgent();" href="#" /></map>';
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var shadow = document.createElement("div");shadow.id = "lightshadow";shadow.innerHTML = '<div id="lightbox-shadow" onclick="javascript:CloseAgent();"></div>';
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if (!theBody) {theBody = document.getElementsByTagName("body")[0];}}
theBody.appendChild(floatingWindow);
theBody.appendChild(shadow);
//}
}
}
//
function DisplayChat(){if(gx == 0){gx = 1;showChat();}}
function mouseProc(e) {
if (document.all) {x = event.clientX; y = event.clientY}
else {x = e.pageX - document.body.scrolLLeft; y = e.pageY - document.body.scrollTop;}
if (y<10){
DisplayChat();
}}
//document.onmouseout=mouseProc;
document.onmousemove=mouseProc;
////////////hide scrolling bar//////////////
function hideScrollBars() {
document.documentElement.style.overflowX = "hidden";
document.documentElement.style.overflowY = "hidden";
document.body.scroll = "no"; // Internet Explorer
}
function showScrollBars() {
document.documentElement.style.overflowX = "auto";
document.documentElement.style.overflowY = "auto";
document.body.scroll = "yes"; // Internet Explorer
//document.documentElement.scroll
}
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///////////////disable scrolling////////////////////
// left: 37, up: 38, right: 39, down: 40,
// spacebar: 32, pageup: 33, pagedown: 34, end: 35, home: 36
var keys = [37, 38, 39, 40];
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e = e || window.event;
if (e.preventDefault)
e.preventDefault();
e.returnValue = false;
}
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for (var i = keys.length; i--;) {
if (e.keyCode === keys[i]) {
preventDefault(e);
return;
}
}
}
function wheel(e) {
preventDefault(e);
}
function disable_scroll() {
if (window.addEventListener) {
window.addEventListener('DOMMouseScroll', wheel, false);
}
window.onmousewheel = document.onmousewheel = wheel;
document.onkeydown = keydown;
}
function enable_scroll() {
if (window.removeEventListener) {
window.removeEventListener('DOMMouseScroll', wheel, false);
}
window.onmousewheel = document.onmousewheel = document.onkeydown = null;
}
///////////////end disable scrolling////////////////////
////////////////////set get cookies////////////////
function createCookie(name,value,days) {
if (days) {
var date = new Date();
date.setTime(date.getTime()+(days*24*60*60*1000));
var expires = "; expires="+date.toGMTString();
}
else var expires = "";
document.cookie = name+"="+value+expires+"; path=/";
}
function GogetCookie(c_name)
{
var i,x,y,ARRcookies=document.cookie.split(";");
for (i=0;i<ARRcookies.length;i++)
{
x=ARRcookies[i].substr(0,ARRcookies[i].indexOf("="));
y=ARRcookies[i].substr(ARRcookies[i].indexOf("=")+1);
x=x.replace(/^\s+|\s+$/g,"");
if (x==c_name)
{
return unescape(y);
}
}
}
function setCookie(c_name,value,exdays)
{
var exdate=new Date();
exdate.setDate(exdate.getDate() + exdays);
var c_value=escape(value) + ((exdays==null) ? "" : "; expires="+exdate.toUTCString());
document.cookie=c_name + "=" + c_value;
}
function GocheckCookie()
{
var exitgrabberHomePage=GogetCookie("exitgrabberHomePage");
if (exitgrabberHomePage!=null && exitgrabberHomePage!="")
{
//alert("ExitGrabber Exit Already! :" + exitgrabberHomePage);
//document.cookie = "exitgrabberHomePage=Clicked;expires=Wed, 24-Oct-2012 05:19:36 GMT;path=/;";
return false;
}
else
{
return true;
}
}
////////////////////end set get cookies////////////////
</script>
</div>
</div>
<div>
<input type="hidden" name="__VIEWSTATEENCRYPTED" id="__VIEWSTATEENCRYPTED" value="" />
</div>
<script type="text/javascript" language="javascript">window.scrollTo=function(x,y){return true;}</script>
<script type="text/javascript">
//<![CDATA[
var _lastWin;
function initPricePopup(divid)
{
_lastWin = divid;
reposPricePopup();
window.onscroll = reposPricePopup;
}
function reposPricePopup()
{
var div = document.getElementById(_lastWin);
var st = document.body.scrollTop;
if (st == 0) {
if (window.pageYOffset) st = window.pageYOffset;
else st = (document.body.parentElement) ? document.body.parentElement.scrollTop : 0;
}
div.style.top = 150 + st + "px";
}var __wpmExportWarning='This Web Part Page has been personalized. As a result, one or more Web Part properties may contain confidential information. Make sure the properties contain information that is safe for others to read. After exporting this Web Part, view properties in the Web Part description file (.WebPart) by using a text editor such as Microsoft Notepad.';var __wpmCloseProviderWarning='You are about to close this Web Part. It is currently providing data to other Web Parts, and these connections will be deleted if this Web Part is closed. To close this Web Part, click OK. To keep this Web Part, click Cancel.';var __wpmDeleteWarning='You are about to permanently delete this Web Part. Are you sure you want to do this? To delete this Web Part, click OK. To keep this Web Part, click Cancel.';//]]>
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</form>
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<p>To find out more about SSL or Comodo, please visit <a href="http://www.instantssl.com">Instant SSL</a>.</p>
<script type="text/javascript">COT("https://www.dwidigitalcameras.com.au/astore/Assets/cot.gif", "SC2", "inline-block");</script>
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