<p>Hi!</p><p>First of all, you will need 2 items, <p>Hi!</p><p>In order to transfer a tier you would need:</p><ul><li>A piece of equipment with the same classification number the one you want to exalt and the one that has the higher tier, the second one has to be at least tier 2 to be able to make the transfer. In addition to that, you would need 100 slivers and 1 Tier 2+ value</li><li>A piece of equipment you wish to get exalted</li><li>100 dust</li><li>1 exaltation core, plus an core</li><li>A certain amount of money that will be calculated taking (calculated based on the item class)</li></ul><p>Please, take into account the classification of the item. </p><p>The both pieces of equipment need to have the same classification value. You can find the classification of an item by checking its description:</p><p><img alt="" 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"><img alt="" src="https://www.tibiaqa.com/?qa=blob&qa_blobid=11165795064729418143" style="height:91px; width:600px"></p><p>The resulting item from the transfer would not be have the same value of as the tier that you are transferring but from but -1 its value. For example, if you want to transfer a tier 2 item to an item of the same class value, you will get a tier a tier 1 item.</p><p>The following image was provided by Cipsoft:</p><p> <img src="https://static.tibia.com/images/news/exa_forge_wu_21_transfer_goldenborder.png" alt="image"></p>Cipsoft:</p><p> <a rel="nofollow" href="https://www.tibia.com/news/?subtopic=latestnews"><img alt="image" src="https://static.tibia.com/images/news/exa_forge_wu_21_transfer_goldenborder.png"></a></p><p>Feel free to correct me if I am wrong!</p><p>Hope this was of help <img title="smiley" alt="smiley" src="https://www.tibiaqa.com/qa-plugin/wysiwyg-editor/ckeditor/plugins/smiley/images/regular_smile.png" style="height:23px; width:23px"></p>