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oe_empty"> <p> </p> <section class="s_banner o_colored_level s_parallax_no_overflow_hidden pt24 pb24 oe_img_bg o_bg_img_center" data-scroll-background-ratio="0" data-snippet="s_banner" data-name="Banner" style="background-image: url("/web/image/53270-37bddbaa/probes_website_banner_image_v2.jpg");" data-original-id="48890" data-original-src="/web/image/48890-6db1f180/probes_website_banner_image_v2.jpg" data-mimetype="image/jpeg" data-resize-width="1920"> <div class="container"> <div class="row s_nb_column_fixed o_grid_mode" data-row-count="7"> <div class="container-fluid py-5 rounded o_colored_level o_grid_item g-height-7 g-col-lg-12 col-lg-12" data-name="Box" style="grid-area: 1 / 1 / 8 / 13; z-index: 1;"> <h1 style="text-align: left;" class="display-1"><br/></h1><h1 style="text-align: left;" class="display-1"><font style="font-size: 62px;" class="text-o-color-4">Exaddon 3D Printed Probes.</font></h1><h1 style="text-align: left;" class="display-1"> <font style="font-size: 62px;" class="text-o-color-4"><br/> </font> </h1><h1 class="display-1"> <font style="font-size: 62px;" class="text-o-color-1"></font> </h1> <h1 class="display-1"> <font class="text-o-color-4"><span class="display-2-fs"></span></font> <br/></h1> <p class="lead"> <br/> </p> </div></div> </div> </section> <section class="s_title o_colored_level pt40 pb0" data-vcss="001" data-snippet="s_title" data-name="Title" style="background-color: rgb(20, 20, 20); background-image: none;"> <div class="s_allow_columns container"> <div class="row o_grid_mode" data-row-count="4"><div class="o_grid_item g-height-4 o_colored_level g-col-lg-12 col-lg-12" style="grid-area: 1 / 1 / 5 / 13; z-index: 1;"><p style="text-align: center; " class="lead"> <font style="font-size: 36px;" class="text-o-color-4"><span class="h2-fs">The enabling test technology for high volume microLED manufacturing</span></font><br/></p></div></div></div> </section> <section class="s_masonry_block o_colored_level" data-vcss="001" data-snippet="s_masonry_block" data-name="Masonry" style="background-image: none;"> <div class="container-fluid"> <div class="row"> <div class="col-lg-6 text-center pb224 pt224 o_colored_level border oe_img_bg o_bg_img_center" data-name="Block" style="background-image: url("/web/image/53340-151b0f64/2024_06_04_13_48_47_766715_FS.jpg"); border-width: 5px !important; border-color: rgb(20, 20, 20) !important;" data-original-id="53262" data-original-src="/web/image/53262-e99cf2d9/2024_06_04_13_48_47_766715_FS.jpg" data-mimetype="image/jpeg" data-resize-width="1916" data-gl-filter="custom" data-filter-options="{"brightness":"-20","contrast":"-10"}"> <h3><font class="text-o-color-4">Massively Parallel</font> </h3> <h3 style="color: rgb(255, 255, 255);"></h3> <p style="position: relative; color: rgb(12, 35, 64); font-size: 16px;"> <font style="font-size: 18px;" class="text-o-color-4"><span class="h5-fs">Increase Test Efficiency</span></font> </p> </div> <div class="col-lg-6 o_colored_level" style="background-image: none;"> <div class="row h-100"> <div class="col-lg-6 pt24 pb8 text-center o_colored_level s_parallax_no_overflow_hidden border o_cc o_cc3 bg-black oe_img_bg o_bg_img_center" data-name="Block" style="position: relative; background-image: url("/web/image/55136-aa2e319a/video_screenshot_1_v2.webp"); border-width: 5px !important; border-color: rgb(20, 20, 20) !important;" data-scroll-background-ratio="0" data-filter-options="{"brightness":"-30","contrast":"-10"}" data-mimetype="image/webp" data-original-id="48713" data-original-src="/web/image/48713-7d935d2d/video_screenshot_1_v2.jpg" data-mimetype-before-conversion="image/jpeg" data-resize-width="1453"> <h3><br/></h3><h3><br/></h3><h3>Customizable</h3><span class="h5-fs">Template-free 3D Printed Probes</span> </div> <div class="col-lg-6 pb8 text-center bg-200 o_colored_level border pt0 oe_img_bg o_bg_img_center" data-name="Block" style="background-image: url("/web/image/53342-7b1ef1a5/C2_videoStill_3_v2.jpg"); border-width: 5px !important; border-color: rgb(20, 20, 20) !important;" data-original-id="53263" data-original-src="/web/image/53263-8fbbb7f2/C2_videoStill_3_v2.jpg" data-mimetype="image/jpeg" data-resize-width="1200" data-gl-filter="custom" data-filter-options="{"brightness":"-40","contrast":"-10"}"> <h3><br/></h3><h3><br/></h3><h3><br/></h3><h3><font class="text-o-color-4">Compatible</font> </h3> <p> <font color="#ffffff"><span class="h5-fs">MicroPCB & Probe Stations</span></font> </p> </div> <div class="col-lg-6 pt24 pb8 text-center o_colored_level border oe_img_bg o_bg_img_center bg-black" data-name="Block" style="border-width: 5px !important; border-color: rgb(20, 20, 20) !important; background-image: url("https://www.exaddon.com/web/image/53339-566936dd/probesSEM_z-planarity_1260x600px.jpg");" data-original-id="53265" data-original-src="/web/image/53265-e979aa0b/probesSEM_z-planarity_1260x600px.jpg" data-mimetype="image/jpeg" data-resize-width="1260" data-gl-filter="custom" data-filter-options="{"saturation":"0","contrast":"-10","brightness":"-50"}"> <h3><br/></h3><h3><br/></h3><h3><font class="text-o-color-4">Unmatched Precision</font> </h3> <p> <font class="text-o-color-4"><span class="h5-fs">Industry-leading min. <br/>Pitch & Planarity</span></font> </p> </div> <div class="col-lg-6 pb8 text-center o_colored_level border pt0 o_cc o_cc4 bg-black oe_img_bg o_bg_img_center" data-name="Block" style="background-image: url("/web/image/53341-f270482b/ProbeCard_FCO-IMG_5881_v2_1080x810px.jpg"); border-width: 5px !important; border-color: rgb(20, 20, 20) !important;" data-original-id="53264" data-original-src="/web/image/53264-e9806126/ProbeCard_FCO-IMG_5881_v2_1080x810px.jpg" data-mimetype="image/jpeg" data-resize-width="1080" data-gl-filter="custom" data-filter-options="{"contrast":"-20","brightness":"-40"}"> <h3><br/></h3><h3><br/></h3><h3>Modular Design </h3> <p> <span class="h5-fs">Maximize Uptime & Yield</span> </p> </div> </div> </div> </div> </div> </section> <section class="s_text_block o_colored_level pt72 pb0" data-snippet="s_text_block" data-name="Text" style="background-color: rgb(20, 20, 20) !important; background-image: none;"> <div class="s_allow_columns container"> <div class="row o_grid_mode" data-row-count="12"><div class="o_grid_item o_colored_level g-col-lg-10 g-height-12 col-lg-10" style="grid-area: 1 / 2 / 13 / 12; z-index: 1;"><p style="text-align: justify; margin-bottom: 0px;"> <font color="#ffffff" style="font-size: 18px;"></font><font color="#ffffff"><b><span class="h4-fs">Unlock microLED Mass Production with Exaddon Wafer Probing</span></b></font><br/></p><p style="text-align: justify; margin-bottom: 0px;"><br/></p><p style="text-align: justify; "><font color="#ffffff"><span class="h5-fs">The pace of semiconductor device miniaturization is posing unprecedented challenges to the established testing industry. As nodes get smaller and components sizes shrink, the increased interconnect density demands innovative solutions. Accessing smaller pads with finer pitches requires lower and well-defined probe forces. </span><b><span class="h5-fs"></span></b></font><br/></p><p style="text-align: justify; "><br/></p><p style="text-align: justify; margin-bottom: 0px;"><font color="#ffffff"><b><span class="h4-fs">Next Generation Solutions for Testing at Scale</span></b></font><br/></p><p style="text-align: justify; margin-bottom: 0px;"><br/></p><p style="text-align: justify; margin-bottom: 0px;"><font color="#ffffff"><span class="h5-fs">Exaddon micro3D probes are generated from a unique micro3D printing technology which unlocks high tip positioning accuracy and unprecedented small pitches. The sub-micron precision results from a “print at place” approach; this eliminates any inaccuracies resulting from replacing probes or human interactions, as can happen with other technologies. With Exaddon's next generation manufacturing method, <20 µm pitch wafer probing is now accessible! </span></font></p><p style="text-align: justify; margin-bottom: 0px;"><br/></p><p style="text-align: justify; "><font color="#ffffff"><span class="h5-fs">Exaddon’s integrated probe head design is modular; it allows for fast and convenient probe head exchange, giving the shortest average time to repair. It is easily adapted to other test pad layouts - all with the same probe card. </span><b><span class="h5-fs"></span></b></font><br/></p><p style="text-align: justify; margin-bottom: 0px;"><br/></p></div></div></div> </section> <section class="s_title o_colored_level pb0 pt40" data-vcss="001" data-snippet="s_title" data-name="Title" style="background-color: rgb(20, 20, 20) !important; background-image: none;"> <div class="s_allow_columns container"> <h2 style="text-align: center;"> <font style="font-size: 36px;" class="text-o-color-4"><span class="h3-fs">Benefits We Offer</span></font><br/></h2> </div> </section> <section class="s_features o_colored_level undefined pt0 pb0" data-snippet="s_features" data-name="Features" style="background-color: rgb(20, 20, 20) !important; background-image: none;"> <div class="container"> <div class="row"> <div class="col-lg-4 pb32 text-center o_colored_level undefined pt16"> <img class="img-fluid o_we_custom_image m-3 d-block mx-auto img-thumbnail" src="/web/image/53327-c51e83d8/probePitch_SEM_TopView.JPG" data-original-id="53291" data-original-src="/web/image/53291-d286e203/probePitch_SEM_TopView.JPG" data-mimetype="image/jpeg" data-bs-original-title="" title="" aria-describedby="tooltip548204" loading="lazy" data-x="28.739776951672866" data-y="381.47589606981694" data-width="782.3605947955391" data-height="486.4311671272092" data-scale-x="1" data-scale-y="1" data-aspect-ratio="0/0" data-mimetype-before-conversion="image/jpeg" alt="SEM image of Exaddon 3D printed probes with less than 20 micron pitch."/> <h3> <font class="text-o-color-4">Ultra Fine Pitch</font> </h3> <p> <font color="#ffffff" style="font-size: 18px;" class="text-o-color-4"><span class="h5-fs">Reliably access fine pitch pads and bumps with minimal contact damage</span></font> <br/></p> </div> <div class="col-lg-4 pb32 text-center o_colored_level pt16"> <img class="img-fluid o_we_custom_image m-3 d-block mx-auto shadow img-thumbnail" src="/web/image/53411-798b6cce/IMG_5884_v2_1200x810px.jpg" alt="The Exaddon microL64 microLED probe head next to a probe card." data-bs-original-title="" title="" aria-describedby="tooltip623755" loading="lazy" data-original-id="53326" data-original-src="/web/image/53326-e766b177/IMG_5884_v2_1200x810px.jpg" data-mimetype="image/jpeg" data-y="10.285714285714285" data-width="1200" data-height="742.2857142857142" data-scale-x="1" data-scale-y="1" data-aspect-ratio="0/0" data-resize-width="962" data-mimetype-before-conversion="image/jpeg"/> <h3> <font class="text-o-color-4">Maximize Uptime</font> <br/></h3> <p style="margin-bottom: 0px;"><font class="text-o-color-4"><span class="h6-fs"> And m</span><span class="h5-fs">inimize costs through fast exchange of the integrated microPCB probe head</span></font><br/></p></div> <div class="col-lg-4 pb32 text-center o_colored_level pt16"> <img src="/web/image/55131-e23bd494/VerticalProbe_Inset.webp" alt="A microscale spiral probe 3D printed by Exaddon." class="img-fluid o_we_custom_image m-3 d-block mx-auto shadow img img-thumbnail o_we_image_cropped" data-mimetype="image/webp" data-original-id="53420" data-original-src="/web/image/53420-9a27c994/VerticalProbe_Inset.JPG" data-mimetype-before-conversion="image/jpeg" data-width="617.710542602539" data-height="384.575" data-scale-x="1" data-scale-y="1" data-aspect-ratio="0/0" loading="lazy"/> <h3> <font class="text-o-color-4"><span class="h3-fs">Design Customization</span></font> </h3> <p style="margin-bottom: 0px;"> <font color="#ffffff" style="font-size: 18px;" class="text-o-color-4"><span class="h5-fs">Your challenge is our customized solution.</span></font></p><p><font color="#ffffff" style="font-size: 18px;" class="text-o-color-4"><span class="h5-fs">We support your case by building ad hoc testing solutions</span></font> <br/></p> </div> </div> </div> </section> <section class="s_title o_colored_level pb0 undefined pt0" data-vcss="001" data-snippet="s_title" data-name="Title" style="background-color: rgb(20, 20, 20) !important; background-image: none;"> <div class="s_allow_columns container"> <div class="s_hr text-start pt32 pb32" data-snippet="s_hr" data-name="Separator"> <hr class="w-100 mx-auto" style="border-top-width: 1px; border-top-style: solid; border-top-color: rgb(255, 255, 255) !important;"/> </div> <h2 style="text-align: center; "> <span style="font-size: 36px;" class="text-o-color-1"><font class="text-o-color-4">Spotlight: MicroLED Parallel Testing</font></span> </h2> </div> </section> <section class="s_text_image o_colored_level pt0 pb0" data-snippet="s_image_text" data-name="Image - Text" style="background-color: rgb(20, 20, 20) !important; background-image: none;"> <div class="container"> <div class="row o_grid_mode" data-row-count="17"> <div class="o_colored_level undefined o_grid_item g-height-16 g-col-lg-6 col-lg-6" style="grid-area: 2 / 1 / 18 / 7; z-index: 1;"> <p style="text-align: justify; margin-bottom: 0px;"> <font style="font-size: 18px;" class="text-o-color-4"><span class="h5-fs">Exaddon’s process delivers probes of customizable design, 3D printed directly on microPCBs. This multi-layer microPCB acts as the interposer, probe head, and fan-out. It is compatible with current probe stations. </span></font></p><p style="text-align: justify; margin-bottom: 0px;"><br/></p><p style="text-align: justify; margin-bottom: 0px;"><font style="font-size: 18px;" class="text-o-color-4"><span class="h5-fs">With 128 probes, our microL64 gives microLED testers a 64x increase in test efficiency. <em>A wafer that would otherwise require 2 months for 100% testing can now be inspected in less than a day.</em></span></font></p><p style="text-align: justify; margin-bottom: 0px;"><br/></p><p style="text-align: justify; margin-bottom: 0px;"><font style="font-size: 18px;" class="text-o-color-4"><span class="h5-fs">The layout of Exaddon’s microL64 probe head is customizable, and with a pitch of less than 20 μm, we are breaking the current industry limit and setting the start point for a new era in enabling scaling down the size of microLED testing.</span></font><br/></p><p style="text-align: justify; margin-bottom: 0px;"><br/></p><p style="text-align: justify; margin-bottom: 0px;"><font style="font-size: 18px;" class="text-o-color-4"><span class="h5-fs">The exceptional planarity (±2 µm) allows for low overdrive,  decreasing the testing time. </span></font></p><p style="text-align: justify; margin-bottom: 0px;"><br/></p><p style="text-align: justify; margin-bottom: 0px;"><font style="font-size: 18px;" class="text-o-color-4"><span class="h5-fs">MicroLED testing with Exaddon's 3D printed probes has received excellent industry reception in </span></font><font style="font-size: 18px;" class="text-o-color-3"><span class="h5-fs"></span></font><span class="h5-fs"><a href="/blog/our-blog-1/exaddon-attend-swtest-asia-conference-2023-47" data-bs-original-title="" title=""><font class="text-o-color-4">Taiwan</font></a></span><font style="font-size: 18px;" class="text-o-color-3"><span class="h5-fs"></span></font><font style="font-size: 18px;" class="text-o-color-4"><span class="h5-fs">, Japan and the </span></font><font style="font-size: 18px;" class="text-o-color-3"><span class="h5-fs">USA</span></font><font style="font-size: 18px;" class="text-o-color-4"><span class="h5-fs">.</span></font><br/></p><p style="text-align: justify; margin-bottom: 0px;"><br/></p><p style="text-align: justify; "><font style="font-size: 18px;" class="text-o-color-4"><span class="h5-fs">Beyond microLEDs, any applications which need fine-pitch probing stand to benefit from this approach, including parametric test, microbump contacting, RF applications, and more.</span></font><br/></p><p style="text-align: justify; "><font style="font-size: 18px;" class="text-o-color-1"> </font> <br/> </p> </div> <div class="o_colored_level o_grid_item g-height-13 o_grid_item_image g-col-lg-6 col-lg-6" style="grid-area: 3 / 7 / 16 / 13; z-index: 2;"><img src="/web/image/55211-115bb058/20240827_microPCB.webp" alt="A close up image of the Exaddon microL64 PCB, showing the fanout pattern and gap for microLED." class="img img-fluid mx-auto img-thumbnail o_we_custom_image" data-mimetype="image/webp" data-original-id="55205" data-original-src="/web/image/55205-af056e55/20240827_microPCB.jpg" data-mimetype-before-conversion="image/jpeg" data-resize-width="690" style="transform: scaleX(0.81) scaleY(0.81);" loading="lazy"/></div> </div> </div> </section> <section class="s_product_catalog oe_custom_bg o_colored_level pt0 pb80" style="background-color: rgb(20, 20, 20) !important; background-image: none;" data-vcss="001" data-snippet="s_product_catalog" data-name="Pricelist"> <div class="o_container_small"> <div class="row"> <div class="o_colored_level col-lg-12 pb0 pt24"> <h3 style="text-align: center;"> <font class="text-o-color-4">Specifications: MicroLED Probe Head</font></h3> <ul class="list-unstyled my-3"> <li class="s_product_catalog_dish" data-name="Product"> <div class="s_hr text-start pb24 pt16" data-snippet="s_hr" data-name="Separator"> <hr class="w-100 mx-auto" style="border-top-width: 1px; border-top-style: solid; border-top-color: rgb(255, 255, 255) !important;"/> </div> <span class="s_product_catalog_dish_title d-flex align-items-baseline pb-2"> <span class="s_product_catalog_dish_name"><br/></span></span></li><li class="s_product_catalog_dish" data-name="Product"> <span class="s_product_catalog_dish_title d-flex align-items-baseline pb-2"> <span class="s_product_catalog_dish_name" style="text-align: center;"> <font color="#ffffff" style="font-size: 18px;" class="text-o-color-4"><span class="h5-fs"><em>- - - Please note that all parameters are customizable per the customer's requirements. Values shown are from tested devices. - - - </em><br/></span></font> <br/></span> <span class="ms-auto ps-2 s_product_catalog_dish_price"> <font style="font-size: 18px;" class="text-o-color-4"><span class="h5-fs"></span></font> <br/></span> </span> </li><li class="s_product_catalog_dish o_draggable" data-name="Product"><span class="s_product_catalog_dish_title d-flex align-items-baseline pb-2"><span class="s_product_catalog_dish_name"><font style="font-size: 18px;" class="text-o-color-4"><span class="h5-fs">Probe positioning accuracy (x, y) </span></font> </span> <span class="ms-auto ps-2 s_product_catalog_dish_price"> <font style="font-size: 18px;" class="text-o-color-4"><span class="h5-fs">±2 µm</span></font> </span> </span> </li> <li class="s_product_catalog_dish" data-name="Product"> <span class="s_product_catalog_dish_title d-flex align-items-baseline pb-2"> <span class="s_product_catalog_dish_name"> <font style="font-size: 18px;" class="text-o-color-4"><span class="h5-fs">Probe pitch (x) </span></font> </span> <span class="ms-auto ps-2 s_product_catalog_dish_price"> <font color="#ffffff" style="font-size: 18px;" class="text-o-color-4"><span class="h5-fs">18.5 µm</span></font> <br/> </span> </span> </li> <li class="s_product_catalog_dish" data-name="Product"> <span class="s_product_catalog_dish_title d-flex align-items-baseline pb-2"> <span class="s_product_catalog_dish_name"> <font style="font-size: 18px;" class="text-o-color-4"><span class="h5-fs">Probe z - planarity</span></font> </span> <span class="ms-auto ps-2 s_product_catalog_dish_price"> <font style="font-size: 18px;" class="text-o-color-4"><span class="h5-fs">±2 µm</span></font> </span> </span> </li> <li class="s_product_catalog_dish" data-name="Product"> <span class="s_product_catalog_dish_title d-flex align-items-baseline pb-2"> <span class="s_product_catalog_dish_name"> <font style="font-size: 18px;" class="text-o-color-4"><span class="h5-fs">Scrub mark depth</span></font> </span> <span class="ms-auto ps-2 s_product_catalog_dish_price"> <font style="font-size: 18px;" class="text-o-color-4"><span class="h5-fs"><100 nm</span></font> </span> </span> </li> <li class="s_product_catalog_dish" data-name="Product"> <span class="s_product_catalog_dish_title d-flex align-items-baseline pb-2"> <span class="s_product_catalog_dish_name"> <font style="font-size: 18px;" class="text-o-color-4"><span class="h5-fs">Scrub mark length</span></font> </span> <span class="ms-auto ps-2 s_product_catalog_dish_price"> <font style="font-size: 18px;" class="text-o-color-4"><span class="h5-fs">5 µm</span></font> </span> </span> </li> <li class="s_product_catalog_dish" data-name="Product"> <span class="s_product_catalog_dish_title d-flex align-items-baseline pb-2"> <span class="s_product_catalog_dish_name"> <font style="font-size: 18px;" class="text-o-color-4"><span class="h5-fs">Tip length</span></font> </span> <span class="ms-auto ps-2 s_product_catalog_dish_price"> <font style="font-size: 18px;" class="text-o-color-4"><span class="h5-fs">85 µm</span></font> </span> </span> </li> <li class="s_product_catalog_dish" data-name="Product"> <span class="s_product_catalog_dish_title d-flex align-items-baseline pb-2"> <span class="s_product_catalog_dish_name"> <font style="font-size: 18px;" class="text-o-color-4"><span class="h5-fs">Probe count</span></font> </span> <span class="ms-auto ps-2 s_product_catalog_dish_price"> <font style="font-size: 18px;" class="text-o-color-4"><span class="h5-fs">64 - 256</span></font> </span> </span> </li> <li class="s_product_catalog_dish" data-name="Product"> <span class="s_product_catalog_dish_title d-flex align-items-baseline pb-2"> <span class="s_product_catalog_dish_name"> <font style="font-size: 18px;" class="text-o-color-4"><span class="h5-fs">Probe shape (can be fully customized)</span></font> </span> <span class="ms-auto ps-2 s_product_catalog_dish_price"> <font style="font-size: 18px;" class="text-o-color-4"><span class="h5-fs">cantilever</span></font> </span> </span> </li> <li class="s_product_catalog_dish" data-name="Product"> <span class="s_product_catalog_dish_title d-flex align-items-baseline pb-2"> <span class="s_product_catalog_dish_name"> <font style="font-size: 18px;" class="text-o-color-4"><span class="h5-fs">Reliable electrical contact @ (OD)</span></font> </span> <span class="ms-auto ps-2 s_product_catalog_dish_price"> <font style="font-size: 18px;" class="text-o-color-4"><span class="h5-fs">12 µm</span></font> </span> </span> </li> <li class="s_product_catalog_dish" data-name="Product"> <span class="s_product_catalog_dish_title d-flex align-items-baseline pb-2"> <span class="s_product_catalog_dish_name"> <font style="font-size: 18px;" class="text-o-color-4"><span class="h5-fs">Touchdowns (lifetime)</span></font> </span> <span class="ms-auto ps-2 s_product_catalog_dish_price"> <font style="font-size: 18px;" class="text-o-color-4"><span class="h5-fs">1 million</span></font> </span> </span> </li> </ul><div class="s_hr text-start pb24 pt16" data-snippet="s_hr" data-name="Separator"> <hr class="w-100 mx-auto" style="border-top-width: 1px; border-top-style: solid; border-top-color: rgb(255, 255, 255) !important;"/> </div> </div> </div> </div> </section> <section class="s_picture o_colored_level bg-white-85 pb8 pt56" data-snippet="s_picture" data-name="Picture" style="background-image: none;"> <div class="container-fluid"> <h3 style="text-align: center;"> <span class="h3-fs">Fine-Pitch MicroLED Testing - How it Works:</span> </h3></div> </section> <section class="s_timeline pb48 o_colored_level undefined pt8" data-snippet="s_timeline" data-name="Timeline" style="background-image: none;"> <div class="s_timeline_line container"> <div class="s_timeline_row d-block d-md-flex flex-row" data-name="Row"> <div class="s_timeline_date"> <span class="bg-white" style="color: rgb(20, 20, 20); font-size: 24px;"> <strong>Substrate</strong><b><br/></b><strong>Design</strong><b><br/><span class="fa fa-arrow-down"></span></b></span> </div> <div class="s_timeline_content d-flex"> <div class="s_timeline_card s_card card w-100" data-name="Card" data-snippet="s_card"> <div class="card-body"> <p class="card-text" style="text-align: justify;"><font style="color: rgb(20, 20, 20);"><span class="h5-fs">Substrate is customized for any probe test pad layout.</span></font> <br/></p> </div> </div> <img class="img-fluid o_we_custom_image s_timeline_icon img-thumbnail" src="/web/image/53492-97400f03/Micro%20PCB.jpg" alt="An image of the Exaddon microL64 PCB, showing the fanout pattern and gap for microLED." data-bs-original-title="" title="" aria-describedby="tooltip71142" style="width: 50% !important;" loading="lazy" data-original-id="53292" data-original-src="/web/image/53292-c3922559/Micro%20PCB.jpg" data-mimetype="image/jpeg" data-resize-width="690" data-mimetype-before-conversion="image/jpeg"/> </div> <div class="s_timeline_content"></div> </div> <div class="s_timeline_row d-block d-md-flex flex-row-reverse" data-name="Row"> <div class="s_timeline_date"> <span class="bg-white" style="color: rgb(20, 20, 20); font-size: 24px;"><b>Probe<br/>Design<br/><span class="fa fa-arrow-down"></span></b></span> </div> <div class="s_timeline_content d-flex"> <div class="s_timeline_card s_card card w-100" data-name="Card" data-snippet="s_card"> <div class="card-body"> <p class="card-text" style="text-align: justify;"><font style="color: rgb(20, 20, 20);"><span class="h5-fs">Probe geometry, pad scrub length & performance criteria are set and simulated.</span></font> <br/></p> </div> </div> <img class="img-fluid o_we_custom_image s_timeline_icon img-thumbnail" src="/web/image/53420-9a27c994/VerticalProbe_Inset.JPG" alt="A microscale spiral probe 3D printed by Exaddon." data-bs-original-title="" title="" aria-describedby="tooltip71142" data-original-id="53420" data-original-src="/web/image/53420-9a27c994/VerticalProbe_Inset.JPG" data-mimetype="image/jpeg" style="width: 50%;" loading="lazy" data-mimetype-before-conversion="image/jpeg"/> </div> <div class="s_timeline_content"></div> </div> <div class="s_timeline_row d-block d-md-flex flex-row" data-name="Row"> <div class="s_timeline_date"> <span class="bg-white" style="color: rgb(20, 20, 20); font-size: 24px;"><b>Probe<br/>Printing<br/><span class="fa fa-arrow-down"></span></b></span> </div> <div class="s_timeline_content d-flex"> <div class="s_timeline_card s_card card w-100" data-name="Card" data-snippet="s_card"> <div class="card-body"> <h5 class="card-title"></h5> <p class="card-text" style="margin-bottom: 0px; text-align: justify;"><font style="color: rgb(20, 20, 20);"><span class="h5-fs">Probes are 3D printed directly on microPCB probe head.</span></font></p><p class="card-text"><font style="color: rgb(20, 20, 20);"><span class="h5-fs">Multi-layer microPCB acts as interposer, probe head & fan-out.</span></font><br/></p> </div> </div> <img class="img-fluid o_we_custom_image s_timeline_icon img-thumbnail" src="/web/image/53503-ed3ddc3f/video_screenshot_1_v3_700x428px.jpg" alt="A rendered image showing a cantilever probe being printed by Exaddon technology. " data-bs-original-title="" title="" aria-describedby="tooltip71142" style="width: 50%;" loading="lazy" data-original-id="48787" data-original-src="/web/image/48787-297ce71b/video_screenshot_1_v3_700x428px.jpg" data-mimetype="image/jpeg" data-resize-width="690" data-mimetype-before-conversion="image/jpeg"/> </div> <div class="s_timeline_content"></div> </div> <div class="s_timeline_row d-block d-md-flex flex-row-reverse" data-name="Row"> <div class="s_timeline_date"> <span class="bg-white" style="color: rgb(20, 20, 20); font-size: 24px;"> <b>Install<br/><span class="fa fa-arrow-down"></span></b></span> </div> <div class="s_timeline_content d-flex"> <div class="s_timeline_card s_card card bg-white w-100" data-name="Card" data-snippet="s_card"> <div class="card-body"> <p class="card-text" style="text-align: justify;"><font style="color: rgb(20, 20, 20);"><span class="h5-fs">MicroPCB is quickly and easily installed or exchanged, maximizing probe station uptime. </span></font> </p> </div> </div> <img class="img-fluid o_we_custom_image s_timeline_icon img-thumbnail" 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" alt="An engineer replacing the Exaddon microL64 probe head with just a screwdriver. " data-original-id="53419" data-original-src="/web/image/53419-b14d1b83/IMG_7361_v2.jpg" data-mimetype="image/jpeg" data-bs-original-title="" title="" aria-describedby="tooltip80036" style="width: 50%;" loading="lazy" data-x="86.6668701171875" data-y="43.33343505859375" data-width="1030" data-height="692" data-scale-x="1" data-scale-y="1" data-aspect-ratio="0/0"/> </div> <div class="s_timeline_content"></div> </div> <div class="s_timeline_row d-block d-md-flex flex-row" data-name="Row"> <div class="s_timeline_date"> <span class="bg-white" style="color: rgb(20, 20, 20); font-size: 24px;"> <b>Test &<br/>Evaluation<br/><span class="fa fa-circle"></span></b></span></div> <div class="s_timeline_content d-flex"> <div class="s_timeline_card s_card card bg-white w-100" data-name="Card" data-snippet="s_card"> <div class="card-body"> <p class="card-text" style="text-align: justify;"><span class="h5-fs">MicroLED testing and evaluation begins (or is continued) with the most precise and customizable probes available. </span><br/></p></div> </div> <img class="img-fluid o_we_custom_image s_timeline_icon img-thumbnail" src="/web/image/53481-4491dcda/IMG_7381_v2.jpg" alt="The Exaddon microL64 microLED probe head installed in a probe station for testing. " data-original-id="53481" data-original-src="/web/image/53481-4491dcda/IMG_7381_v2.jpg" data-mimetype="image/jpeg" data-bs-original-title="" title="" aria-describedby="tooltip868011" style="width: 50%;" loading="lazy" data-mimetype-before-conversion="image/jpeg"/> </div> <div class="s_timeline_content"></div> </div> </div> </section> <section class="s_title o_colored_level pb0 undefined pt56" data-vcss="001" data-snippet="s_title" data-name="Title" style="background-color: rgb(20, 20, 20) !important; background-image: none;"> <div class="s_allow_columns container"> <h3 style="text-align: center; "> <font style="font-size: 36px;" class="text-o-color-4">Our Products: Discover Micro3D Printed Probes</font></h3> </div> </section> <section class="s_three_columns o_colored_level undefined pt24 pb0" data-vcss="001" data-snippet="s_three_columns" data-name="Columns" style="background-color: rgb(20, 20, 20); background-image: none;"> <div class="container"> <div class="row d-flex align-items-stretch"> <div class="s_col_no_bgcolor pt16 pb16 col-lg-4"> <div class="card h-100 rounded" style="border-color: rgb(20, 20, 20) !important; background-color: rgb(20, 20, 20) !important; border-radius: 0px !important;"> <img src="/web/image/54886-6ccab436/ProbeCard_FCO-IMG_5881_v2_1080x810px.webp" alt="The Exaddon microL64 probe head mounted on a probe card." class="card-img-top img-thumbnail o_we_image_cropped img img-fluid o_we_custom_image" data-mimetype="image/webp" data-original-id="53264" data-original-src="/web/image/53264-e9806126/ProbeCard_FCO-IMG_5881_v2_1080x810px.jpg" data-mimetype-before-conversion="image/jpeg" data-resize-width="690" loading="lazy"/> <div class="card-body"> <h4 class="card-title"> <font class="text-o-color-1"><span class="h3-fs">MicroLED Testing</span></font> </h4> <p class="card-text"> <span style="font-size: 18px;" class="text-o-color-1"><span class="h5-fs">Fine-pitch microLED testing with the Exaddon microL64.</span></span><br/></p> </div> </div> </div><div class="s_col_no_bgcolor pt16 pb16 col-lg-4"> <div class="card h-100 rounded" style="border-color: rgb(20, 20, 20) !important; background-color: rgb(20, 20, 20) !important; border-radius: 0px !important;"> <img src="/web/image/56038-3e3f8d1d/UPCB30_C002_000015_v2.webp" alt="A row of Exaddon micro3D printed probes for parametric wafer testing. " class="card-img-top img img-fluid o_we_custom_image img-thumbnail o_we_image_cropped" data-mimetype="image/webp" data-original-id="55711" data-original-src="/web/image/55711-05ba8b8a/UPCB30_C002_000015_v2.jpg" data-mimetype-before-conversion="image/jpeg" data-resize-width="690" loading="lazy"/> <div class="card-body"> <h4 class="card-title"> <font class="text-o-color-1"><span class="h3-fs">Parametric Test / WAT</span></font></h4> <p class="card-text"> <font color="#141414" class="text-o-color-1"><span class="h5-fs">Ultra-low leakage for Parametric and Wafer Acceptance Test (WAT) with the Exaddon microPT12.</span></font><br/></p> </div> </div> </div> <div class="s_col_no_bgcolor pt16 pb16 col-lg-4"> <div class="card h-100 rounded" style="border-color: rgb(20, 20, 20) !important; background-color: rgb(20, 20, 20) !important; border-radius: 0px !important;"> <img src="/web/image/55163-b812604a/spiralProbeArray_1_v3.webp" alt="An array of 2000 spiral probes, 3D printed by Exaddon. " class="card-img-top img-thumbnail img img-fluid o_we_custom_image o_we_image_cropped" data-mimetype="image/webp" data-original-id="53405" data-original-src="/web/image/53405-f1eb3c4f/spiralProbeArray_1_v3.jpg" data-mimetype-before-conversion="image/jpeg" data-x="42.00000000000002" data-width="1060.8024032922096" data-height="795.6018024691573" data-scale-x="1" data-scale-y="1" data-aspect-ratio="4/3" loading="lazy"/> <div class="card-body"> <h4 class="card-title"> <font class="text-o-color-1"><span class="h3-fs">Custom Solutions</span></font> <br/></h4> <p class="card-text"> <font style="font-size: 18px;" class="text-o-color-1"><span class="h5-fs">Testing directly on microbumps? Four-point contacts? Low invasive pad scrub tests? Contact us directly to explore custom solutions together.</span></font><br/></p> </div> </div> </div> </div> </div> </section><section class="s_text_block pt40 o_colored_level pb40" data-snippet="s_text_block" data-name="Text" style="background-color: rgb(20, 20, 20); background-image: none;"> <div class="s_allow_columns container"> <div class="row o_grid_mode" data-row-count="6"><div class="o_grid_item g-height-6 o_colored_level g-col-lg-10 col-lg-10" style="grid-area: 1 / 2 / 7 / 12; z-index: 1;"><p style="text-align: justify;"><font class="text-o-color-3"><span class="h4-fs">Please speak to us directly to learn more about our probe head solutions. Through ongoing collaboration with probe card suppliers, we can support customers with turnkey probe card solutions, or customized, alternative probing solutions. </span></font></p><p class="o_default_snippet_text"><br/></p><p style="text-align: center;"><a class="btn btn-custom text-black bg-o-color-4" href="/contact" data-bs-original-title="" title="" style="border-width: 3px; border-style: solid; border-color: rgb(255, 255, 255);"><span class="h5-fs">Contact Us</span></a></p><div class="s_hr text-start pb32 pt56" data-snippet="s_hr" data-name="Separator"> <hr class="w-100 mx-auto" style="border-top: 1px solid rgb(255, 255, 255);"/> </div><p class="o_default_snippet_text"><br/></p></div></div></div> </section> <p></p> </div> <div id="o_shared_blocks" class="oe_unremovable"></div> </main> <footer id="bottom" data-anchor="true" data-name="Footer" class="o_footer o_colored_level o_cc "> <div id="footer" class="oe_structure oe_structure_solo"> <section class="s_text_block pb16 pt144" 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