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Frames - DYNAMIXEL PRO
Frames - DYNAMIXEL
Frames - BIOLOID
Screws
Gear/Bearing
Motor
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6mm Parts - OLLO/DREAM
12mm Parts - PLAY, IDEAS
Embedded Controller
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DYNAMIXEL X
>
XH Series
XH430-W210-R
商品コード
902-0121-000
販売価格
¥ 33,826
注文数量
配送位置
韓国
<p class="MsoNoSpacing"><b style="line-height: 1.5; font-size: 9pt;"><span lang="EN-US" style="color: blue; font-size: 14pt;"><font face="맑은 고딕">[902-0121-000] XH430-W210-R</font></span></b></p><span lang="EN-US"><o:p><p style="margin: 0cm 0cm 0pt;"><br></p><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-no-proof: yes;"><font face="Times New Roman" size="3"><img 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"></font></span></p><p class="MsoNoSpacing"><font face="Times New Roman" size="3"> <br></font></p><p style="margin: 0cm 0cm 0pt;"><br></p><p style="margin: 0cm 0cm 0pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 11pt;"><font face="맑은 고딕">■ <span lang="EN-US">Basic Feature</span></font></span></b></p><p class="MsoNoSpacing"><br></p><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2">DYNAMIXEL X-Series is a new line-up of high performance networked actuator module,</font></span></p><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2">which has been widely used for building multi-joint robots with reliability and expandability.</font></span></p><p style="margin: 0cm 0cm 0pt;"><font size="2"><font face="맑은 고딕"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;">For more detailed information, please visit </span><span lang="EN-US"><span style="color: blue; mso-ascii-theme-font: minor-latin; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin; mso-bidi-font-size: 10.0pt; mso-ascii-font-family: "맑은 고딕"; mso-fareast-font-family: "맑은 고딕"; mso-hansi-font-family: "맑은 고딕"; mso-ansi-font-size: 10.0pt;"><b><a href="http://jp.robotis.com/index/product.php?cate_code=101210">DYNAMIXEL X-Series Product Information page</a>.</b></span></span></font></font></p><p style="margin: 0cm 0cm 0pt;"><font size="2"><font face="맑은 고딕"><span lang="EN-US"><br></span></font></font></p><p style="margin: 0cm 0cm 0pt;"><b style="mso-bidi-font-weight: normal;"><span style="color: blue; mso-bidi-font-size: 10.0pt;"><font size="2"><font face="맑은 고딕">•<span lang="EN-US"> Improved Torque, Compact Size</span></font></font></span></b></p><p style="margin: 0cm 0cm 0pt;"><b style="mso-bidi-font-weight: normal;"><span style="color: blue; mso-bidi-font-size: 10.0pt;"><font size="2"><font face="맑은 고딕">•<span lang="EN-US"> Enhanced Durability and Expandability</span></font></font></span></b></p><p style="margin: 0cm 0cm 0pt;"><b style="mso-bidi-font-weight: normal;"><span style="color: blue; mso-bidi-font-size: 10.0pt;"><font size="2"><font face="맑은 고딕">•<span lang="EN-US"> Hollow Back Case Minimizes Cable Stress (3-way-routing)</span></font></font></span></b></p><p style="margin: 0cm 0cm 0pt;"><b style="mso-bidi-font-weight: normal;"><span style="color: blue; mso-bidi-font-size: 10.0pt;"><font size="2"><font face="맑은 고딕">•<span lang="EN-US"> Direct Screw Assembly to the Case(without Nut Insert)</span></font></font></span></b></p><p style="margin: 0cm 0cm 0pt;"><b style="mso-bidi-font-weight: normal;"><span style="color: blue; mso-bidi-font-size: 10.0pt;"><font size="2"><font face="맑은 고딕">•<span lang="EN-US"> Improved Heat Sink Featuring an Aluminum Case</span></font></font></span></b></p><p style="margin: 0cm 0cm 0pt;"><b style="mso-bidi-font-weight: normal;"><span style="color: blue; mso-bidi-font-size: 10.0pt;"><font size="2"><font face="맑은 고딕">•<span lang="EN-US"> 6 Operating Modes</span></font></font></span></b></p><p style="margin: 0cm 0cm 0pt;"><b style="mso-bidi-font-weight: normal;"><span style="color: blue; mso-bidi-font-size: 10.0pt;"><font size="2"><font face="맑은 고딕">•<span lang="EN-US"> Current-Based Torque Control (4096 steps, 2.69mA/step)</span></font></font></span></b></p><p style="margin: 0cm 0cm 0pt;"><b style="mso-bidi-font-weight: normal;"><span style="color: blue; mso-bidi-font-size: 10.0pt;"><font size="2"><font face="맑은 고딕">•<span lang="EN-US"> Profile Control for Smooth Motion Planning</span></font></font></span></b></p><p style="margin: 0cm 0cm 0pt;"><b style="mso-bidi-font-weight: normal;"><span style="color: blue; mso-bidi-font-size: 10.0pt;"><font size="2"><font face="맑은 고딕">•<span lang="EN-US"> Trajectory Data and Moving Status (In-Position, Following Error, etc.)</span></font></font></span></b></p><p style="margin: 0cm 0cm 0pt;"><b style="mso-bidi-font-weight: normal;"><span style="color: blue; mso-bidi-font-size: 10.0pt;"><font size="2"><font face="맑은 고딕">•<span lang="EN-US"> Energy Saving (Reduced Current from 100mA to 40mA)</span></font></font></span></b></p><p class="MsoNoSpacing"><br></p><p class="MsoNoSpacing"><b><span style="font-size: 11pt;">■ <span lang="EN-US">Various Cabling Methods</span></span></b></p><p class="MsoNoSpacing"><b><span style="font-size: 11pt;"><span lang="EN-US"></span></span></b></p><div style="text-align: center;"><b><img width="700" height="248" style="border: currentColor; border-image: none;" alt="EN-Cabling_en.jpg" src="http://www.robotis-shop-en.com/data/file/pYBcNvG1yjYWmSmEqTu5.jpg"></b></div><b><br> <o:p></o:p></b></o:p></span><p></p><p class="MsoNoSpacing"><b><span style="font-size: 11pt;">■ <span lang="EN-US">Key Names<o:p></o:p></span></span></b></p><p class="MsoNoSpacing"><b><span style="font-size: 11pt;"><span lang="EN-US"></span></span></b></p><div style="text-align: center;"><b><img width="700" height="268" style="border: currentColor; border-image: none;" alt="EN-Parts Name.jpg" src="http://www.robotis-shop-en.com/data/file/FuHwrIIjsThNVhqtoZOZyf8eRypGWue.jpg"></b></div><b><br><br></b><p></p><p class="MsoNoSpacing"><b><span style="font-size: 11pt;">■ <span lang="EN-US">Model Numbering<o:p></o:p></span></span></b></p><p class="MsoNoSpacing"><b><span style="font-size: 11pt;"><span lang="EN-US"></span></span></b></p><div style="text-align: center;"><b><img width="700" height="218" style="border: currentColor; border-image: none;" alt="EN-Model Numbering_NEW.jpg" src="http://www.robotis-shop-en.com/data/file/ZdkTXgPJAFQS8bDgH7Pbd.jpg"></b></div><b><br><br></b><p></p><p style="margin: 0cm 0cm 0pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 11pt;"><font face="맑은 고딕">■ <span lang="EN-US">Package Contents</span></font></span></b></p><p class="MsoNoSpacing"><br></p><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><table style="border: currentColor; border-image: none; border-collapse: collapse; mso-border-alt: solid windowtext .5pt; mso-yfti-tbllook: 480; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext;" border="1" cellspacing="0" cellpadding="0"><tbody><tr style="mso-yfti-irow: 0; mso-yfti-firstrow: yes;"><td width="423" valign="top" style="padding: 0cm 5.4pt; border: 1pt solid windowtext; border-image: none; width: 253.5pt; background-color: transparent; mso-border-alt: solid windowtext .5pt;" colspan="2"><font face="Times New Roman" size="3"> </font><p align="center" style="margin: 0cm 0cm 0pt; text-align: center;"><a name="_Hlk317671148"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2">Description</font></span></a></p><font face="Times New Roman" size="3"> </font></td><td width="97" valign="top" style="border-width: 1pt 1pt 1pt 0px; border-style: solid solid solid none; border-color: windowtext windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; border-image: none; width: 57.9pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt;"><font face="Times New Roman" size="3"> </font><p align="center" style="margin: 0cm 0cm 0pt; text-align: center;"><span style="mso-bookmark: _Hlk317671148;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2">Quantity</font></span></span></p><font face="Times New Roman" size="3"> </font></td></tr><tr style="mso-yfti-irow: 1;"><td width="129" style="border-width: 0px 1pt 1pt; border-style: none solid solid; border-color: rgb(0, 0, 0) windowtext windowtext; padding: 0cm 5.4pt; border-image: none; width: 77.4pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font face="Times New Roman" size="3"> </font><p align="center" style="margin: 0cm 0cm 0pt; text-align: center;"><span style="mso-bookmark: _Hlk317671148;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2">DYNAMIXEL</font></span></span></p><font face="Times New Roman" size="3"> </font></td><td width="294" valign="top" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 176.1pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font face="Times New Roman" size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span style="mso-bookmark: _Hlk317671148;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2">XH430-W210-R</font></span></span></p><font face="Times New Roman" size="3"> </font></td><td width="97" valign="top" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 57.9pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font face="Times New Roman" size="3"> </font><p align="center" style="margin: 0cm 0cm 0pt; text-align: center;"><span style="mso-bookmark: _Hlk317671148;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2">1</font></span></span></p><font face="Times New Roman" size="3"> </font></td></tr><tr style="mso-yfti-irow: 2;"><td width="129" style="border-width: 0px 1pt 1pt; border-style: none solid solid; border-color: rgb(0, 0, 0) windowtext windowtext; padding: 0cm 5.4pt; border-image: none; width: 77.4pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font face="Times New Roman" size="3"> </font><p align="center" style="margin: 0cm 0cm 0pt; text-align: center;"><span style="mso-bookmark: _Hlk317671148;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2">HORN</font></span></span></p><font face="Times New Roman" size="3"> </font></td><td width="294" valign="top" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 176.1pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font face="Times New Roman" size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span style="mso-bookmark: _Hlk317671148;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2">HN12-N101</font></span></span></p><font face="Times New Roman" size="3"> </font></td><td width="97" valign="top" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 57.9pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font face="Times New Roman" size="3"> </font><p align="center" style="margin: 0cm 0cm 0pt; text-align: center;"><span style="mso-bookmark: _Hlk317671148;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2">1</font></span></span></p><font face="Times New Roman" size="3"> </font></td></tr><tr style="mso-yfti-irow: 3;"><td width="129" style="border-width: 0px 1pt 1pt; border-style: none solid solid; border-color: rgb(0, 0, 0) windowtext windowtext; padding: 0cm 5.4pt; border-image: none; width: 77.4pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font face="Times New Roman" size="3"> </font><p align="center" style="margin: 0cm 0cm 0pt; text-align: center;"><span style="mso-bookmark: _Hlk317671148;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2">WASHER</font></span></span></p><font face="Times New Roman" size="3"> </font></td><td width="294" valign="top" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 176.1pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font face="Times New Roman" size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span style="mso-bookmark: _Hlk317671148;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2">Teflon Washer (for Horn Assembly)</font></span></span></p><font face="Times New Roman" size="3"> </font></td><td width="97" valign="top" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 57.9pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font face="Times New Roman" size="3"> </font><p align="center" style="margin: 0cm 0cm 0pt; text-align: center;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2">1</font></span></p><font face="Times New Roman" size="3"> </font></td></tr><tr style="mso-yfti-irow: 4;"><td width="129" style="border-width: 0px 1pt 1pt; border-style: none solid solid; border-color: rgb(0, 0, 0) windowtext windowtext; padding: 0cm 5.4pt; border-image: none; width: 77.4pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" rowspan="2"><font face="Times New Roman" size="3"> </font><p align="center" style="margin: 0cm 0cm 0pt; text-align: center;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2">CABLE</font></span></p><font face="Times New Roman" size="3"> </font></td><td width="294" valign="top" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 176.1pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font face="Times New Roman" size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2">Robot Cable-X4P 180mm</font></span></p><font face="Times New Roman" size="3"> </font></td><td width="97" valign="top" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 57.9pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font face="Times New Roman" size="3"> </font><p align="center" style="margin: 0cm 0cm 0pt; text-align: center;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2">1</font></span></p><font face="Times New Roman" size="3"> </font></td></tr><tr style="mso-yfti-irow: 5;"><td width="294" valign="top" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 176.1pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font face="Times New Roman" size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2">Robot Cable-X4P </font></span></p><font face="Times New Roman" size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2">(Convertible) 180mm</font></span></p><font face="Times New Roman" size="3"> </font></td><td width="97" valign="top" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 57.9pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font face="Times New Roman" size="3"> </font><p align="center" style="margin: 0cm 0cm 0pt; text-align: center;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2">1</font></span></p><font face="Times New Roman" size="3"> </font></td></tr><tr style="mso-yfti-irow: 6;"><td width="129" style="border-width: 0px 1pt 1pt; border-style: none solid solid; border-color: rgb(0, 0, 0) windowtext windowtext; padding: 0cm 5.4pt; border-image: none; width: 77.4pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" rowspan="3"><font face="Times New Roman" size="3"> </font><p align="center" style="margin: 0cm 0cm 0pt; text-align: center;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2">BOLT/NUT</font></span></p><font face="Times New Roman" size="3"> </font></td><td width="294" valign="top" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 176.1pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font face="Times New Roman" size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2">Wrench Bolt (WB M2.5*4)</font></span></p><font face="Times New Roman" size="3"> </font></td><td width="97" valign="top" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 57.9pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font face="Times New Roman" size="3"> </font><p align="center" style="margin: 0cm 0cm 0pt; text-align: center;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2">16</font></span></p><font face="Times New Roman" size="3"> </font></td></tr><tr style="mso-yfti-irow: 7;"><td width="294" valign="top" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 176.1pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font face="Times New Roman" size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2">Wrench Bolt (WB M2.5*6)</font></span></p><font face="Times New Roman" size="3"> </font></td><td width="97" valign="top" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 57.9pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font face="Times New Roman" size="3"> </font><p align="center" style="margin: 0cm 0cm 0pt; text-align: center;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2">1</font></span></p><font face="Times New Roman" size="3"> </font></td></tr><tr style="mso-yfti-irow: 8;"><td width="294" valign="top" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 176.1pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font face="Times New Roman" size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2">Wrench Bolt (WB M2*3)</font></span></p><font face="Times New Roman" size="3"> </font></td><td width="97" valign="top" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 57.9pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font face="Times New Roman" size="3"> </font><p align="center" style="margin: 0cm 0cm 0pt; text-align: center;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2">10</font></span></p><font face="Times New Roman" size="3"> </font></td></tr><tr style="mso-yfti-irow: 9; mso-yfti-lastrow: yes;"><td style="border-width: 0px 1pt 1pt; border-style: none solid solid; border-color: rgb(0, 0, 0) windowtext windowtext; padding: 0cm 5.4pt; border-image: none; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font face="Times New Roman" size="3"> </font><p align="center" style="margin: 0cm 0cm 0pt; text-align: center;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2">ETC</font></span></p><font face="Times New Roman" size="3"> </font></td><td width="294" valign="top" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 176.1pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font face="Times New Roman" size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2">Spacer Ring</font></span></p><font face="Times New Roman" size="3"> </font></td><td width="97" valign="top" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 57.9pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font face="Times New Roman" size="3"> </font><p align="center" style="margin: 0cm 0cm 0pt; text-align: center;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2">8</font></span></p><font face="Times New Roman" size="3"> </font></td></tr></tbody></table><p class="MsoNoSpacing"><br></p><p style="margin: 0cm 0cm 0pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 11pt;"><font face="맑은 고딕">■<span lang="EN-US"> H/W Specification</span></font></span></b></p><p class="MsoNoSpacing"><br></p><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><font face="Times New Roman" size="3"> </font><table style="border: currentColor; border-image: none; border-collapse: collapse; mso-border-alt: solid windowtext .5pt; mso-yfti-tbllook: 480; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext;" border="1" cellspacing="0" cellpadding="0"><tbody><tr style="mso-yfti-irow: 0; mso-yfti-firstrow: yes;"><td width="219" style="padding: 0cm 5.4pt; border: 1pt solid windowtext; border-image: none; width: 131.4pt; background-color: transparent; mso-border-alt: solid windowtext .5pt;"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">Model Number</font></span></b></p><font size="3"> </font></td><td width="420" style="border-width: 1pt 1pt 1pt 0px; border-style: solid solid solid none; border-color: windowtext windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; border-image: none; width: 252pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt;" colspan="3"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">XH430-W210-R</font></span></b></p><font size="3"> </font></td></tr><tr style="mso-yfti-irow: 1;"><td width="219" style="border-width: 0px 1pt 1pt; border-style: none solid solid; border-color: rgb(0, 0, 0) windowtext windowtext; padding: 0cm 5.4pt; border-image: none; width: 131.4pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">Weight</font></span></p><font size="3"> </font></td><td width="420" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 252pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" colspan="3"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">82g</font></span></p><font size="3"> </font></td></tr><tr style="mso-yfti-irow: 2;"><td width="219" style="border-width: 0px 1pt 1pt; border-style: none solid solid; border-color: rgb(0, 0, 0) windowtext windowtext; padding: 0cm 5.4pt; border-image: none; width: 131.4pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">Dimension</font></span></p><font size="3"> </font></td><td width="420" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 252pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" colspan="3"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="color: black;"><font size="2">28.5mm x 46.5mm x 34mm</font></span></p><font size="3"> </font></td></tr><tr style="mso-yfti-irow: 3;"><td width="219" style="border-width: 0px 1pt 1pt; border-style: none solid solid; border-color: rgb(0, 0, 0) windowtext windowtext; padding: 0cm 5.4pt; border-image: none; width: 131.4pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">Gear Ratio</font></span></p><font size="3"> </font></td><td width="420" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 252pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" colspan="3"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">212.6 : 1</font></span></p><font size="3"> </font></td></tr><tr style="mso-yfti-irow: 4;"><td width="219" style="border-width: 0px 1pt 1pt; border-style: none solid solid; border-color: rgb(0, 0, 0) windowtext windowtext; padding: 0cm 5.4pt; border-image: none; width: 131.4pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">Operation Voltage (V)</font></span></p><font size="3"> </font></td><td width="140" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 84pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font size="3"> </font><p align="center" style="margin: 0cm 0cm 0pt; text-align: center;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">11.1</font></span></p><font size="3"> </font></td><td width="140" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 84pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font size="3"> </font><p align="center" style="margin: 0cm 0cm 0pt; text-align: center;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">12</font></span></p><font size="3"> </font></td><td width="140" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 84pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font size="3"> </font><p align="center" style="margin: 0cm 0cm 0pt; text-align: center;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">14.8</font></span></p><font size="3"> </font></td></tr><tr style="mso-yfti-irow: 5;"><td width="219" style="border-width: 0px 1pt 1pt; border-style: none solid solid; border-color: rgb(0, 0, 0) windowtext windowtext; padding: 0cm 5.4pt; border-image: none; width: 131.4pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">Stall Torque (N.m)</font></span></b></p><font size="3"> </font></td><td width="140" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 84pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font size="3"> </font><p align="center" style="margin: 0cm 0cm 0pt; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">2.2</font></span></b></p><font size="3"> </font></td><td width="140" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 84pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font size="3"> </font><p align="center" style="margin: 0cm 0cm 0pt; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">2.5</font></span></b></p><font size="3"> </font></td><td width="140" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 84pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font size="3"> </font><p align="center" style="margin: 0cm 0cm 0pt; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">3.1</font></span></b></p><font size="3"> </font></td></tr><tr style="mso-yfti-irow: 6;"><td width="219" style="border-width: 0px 1pt 1pt; border-style: none solid solid; border-color: rgb(0, 0, 0) windowtext windowtext; padding: 0cm 5.4pt; border-image: none; width: 131.4pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">Stall Current (A)</font></span></b></p><font size="3"> </font></td><td width="140" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 84pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font size="3"> </font><p align="center" style="margin: 0cm 0cm 0pt; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">1.2</font></span></b></p><font size="3"> </font></td><td width="140" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 84pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font size="3"> </font><p align="center" style="margin: 0cm 0cm 0pt; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">1.3</font></span></b></p><font size="3"> </font></td><td width="140" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 84pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font size="3"> </font><p align="center" style="margin: 0cm 0cm 0pt; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">1.3</font></span></b></p><font size="3"> </font></td></tr><tr style="mso-yfti-irow: 7;"><td width="219" style="border-width: 0px 1pt 1pt; border-style: none solid solid; border-color: rgb(0, 0, 0) windowtext windowtext; padding: 0cm 5.4pt; border-image: none; width: 131.4pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">No Load Speed (RPM)</font></span></b></p><font size="3"> </font></td><td width="140" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 84pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font size="3"> </font><p align="center" style="margin: 0cm 0cm 0pt; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">46</font></span></b></p><font size="3"> </font></td><td width="140" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 84pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font size="3"> </font><p align="center" style="margin: 0cm 0cm 0pt; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">50</font></span></b></p><font size="3"> </font></td><td width="140" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 84pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font size="3"> </font><p align="center" style="margin: 0cm 0cm 0pt; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">62</font></span></b></p><font size="3"> </font></td></tr><tr style="mso-yfti-irow: 8;"><td width="639" style="border-width: 0px 1pt 1pt; border-style: none solid solid; border-color: rgb(0, 0, 0) windowtext windowtext; padding: 0cm 5.4pt; border-image: none; width: 383.4pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" colspan="4"></td></tr><tr style="mso-yfti-irow: 9;"><td width="219" style="border-width: 0px 1pt 1pt; border-style: none solid solid; border-color: rgb(0, 0, 0) windowtext windowtext; padding: 0cm 5.4pt; border-image: none; width: 131.4pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">MCU</font></span></p><font size="3"> </font></td><td width="420" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 252pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" colspan="3"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="color: black;"><font size="2">ST CORTEX-M3 ( STM32F103C8 @ 72MHZ,32BIT)</font></span></p><font size="3"> </font></td></tr><tr style="mso-yfti-irow: 10;"><td width="219" style="border-width: 0px 1pt 1pt; border-style: none solid solid; border-color: rgb(0, 0, 0) windowtext windowtext; padding: 0cm 5.4pt; border-image: none; width: 131.4pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">Position Sensor</font></span></p><font size="3"> </font></td><td width="420" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 252pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" colspan="3"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><font size="2"><span lang="EN-US" style="color: black;">Contactless absolute encoder (12BIT,360</span><span style="color: black;">도<span lang="EN-US">) by AMS</span></span></font></p><font size="3"> </font></td></tr><tr style="mso-yfti-irow: 11;"><td width="219" style="border-width: 0px 1pt 1pt; border-style: none solid solid; border-color: rgb(0, 0, 0) windowtext windowtext; padding: 0cm 5.4pt; border-image: none; width: 131.4pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="color: black; mso-bidi-font-size: 10.0pt; mso-themecolor: text1;"><font size="2">Motor</font></span></b></p><font size="3"> </font></td><td width="420" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 252pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" colspan="3"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="color: black; mso-bidi-font-size: 10.0pt; mso-themecolor: text1;"><font size="2">Maxon Motor</font></span></b></p><font size="3"> </font></td></tr><tr style="mso-yfti-irow: 12;"><td width="219" style="border-width: 0px 1pt 1pt; border-style: none solid solid; border-color: rgb(0, 0, 0) windowtext windowtext; padding: 0cm 5.4pt; border-image: none; width: 131.4pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">Resolution</font></span></p><font size="3"> </font></td><td width="420" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 252pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" colspan="3"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><font size="2"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;">Approx. 0.088</span><span style="mso-bidi-font-size: 10.0pt;">°<span lang="EN-US"> x 4,096</span></span></font></p><font size="3"> </font></td></tr><tr style="mso-yfti-irow: 13;"><td width="219" style="border-width: 0px 1pt 1pt; border-style: none solid solid; border-color: rgb(0, 0, 0) windowtext windowtext; padding: 0cm 5.4pt; border-image: none; width: 131.4pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">Operation Range</font></span></p><font size="3"> </font></td><td width="420" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 252pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" colspan="3"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;">Current Control Mode : Endless turn<br style="">Velocity Control Mode : Endless turn<br style="">Position Control Mode : 360[deg]<br style="">Extended Control Mode : ±256[rev] <br style="">Current-based Position Control Mode : ±256[rev] <br style="">PWM Control Mode : Endless turn</p><font size="3"> </font></td></tr><tr style="mso-yfti-irow: 14;"><td width="219" style="border-width: 0px 1pt 1pt; border-style: none solid solid; border-color: rgb(0, 0, 0) windowtext windowtext; padding: 0cm 5.4pt; border-image: none; width: 131.4pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">Operation Voltage</font></span></p><font size="3"> </font></td><td width="420" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 252pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" colspan="3"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">10~14.8V (Recommended voltage : 12V)</font></span></p><font size="3"> </font></td></tr><tr style="mso-yfti-irow: 15;"><td width="219" style="border-width: 0px 1pt 1pt; border-style: none solid solid; border-color: rgb(0, 0, 0) windowtext windowtext; padding: 0cm 5.4pt; border-image: none; width: 131.4pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">Operating Temperature</font></span></p><font size="3"> </font></td><td width="420" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 252pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" colspan="3"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><font size="2"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;">-5</span><span style="mso-bidi-font-size: 10.0pt;">°<span lang="EN-US">C ~ 80</span>°<span lang="EN-US">C</span></span></font></p><font size="3"> </font></td></tr><tr style="mso-yfti-irow: 16;"><td width="219" style="border-width: 0px 1pt 1pt; border-style: none solid solid; border-color: rgb(0, 0, 0) windowtext windowtext; padding: 0cm 5.4pt; border-image: none; width: 131.4pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">Command Signal</font></span></p><font size="3"> </font></td><td width="420" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 252pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" colspan="3"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">Digital Packet</font></span></p><font size="3"> </font></td></tr><tr style="mso-yfti-irow: 17;"><td width="219" style="border-width: 0px 1pt 1pt; border-style: none solid solid; border-color: rgb(0, 0, 0) windowtext windowtext; padding: 0cm 5.4pt; border-image: none; width: 131.4pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">Protocol Type</font></span></p><font size="3"> </font></td><td width="420" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 252pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" colspan="3"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="color: black;"><font size="2">RS485 Asynchronous Serial Communication (8bit,1stop, No Parity)</font></span></p><font size="3"> </font></td></tr><tr style="mso-yfti-irow: 18;"><td width="219" style="border-width: 0px 1pt 1pt; border-style: none solid solid; border-color: rgb(0, 0, 0) windowtext windowtext; padding: 0cm 5.4pt; border-image: none; width: 131.4pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">Link (physical)</font></span></p><font size="3"> </font></td><td width="420" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 252pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" colspan="3"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><font size="2"><span lang="EN-US" style="color: black;">RS485 Multi Drop Bus</span><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"> (daisy chain type connector)</span></font></p><font size="3"> </font></td></tr><tr style="mso-yfti-irow: 19;"><td width="219" style="border-width: 0px 1pt 1pt; border-style: none solid solid; border-color: rgb(0, 0, 0) windowtext windowtext; padding: 0cm 5.4pt; border-image: none; width: 131.4pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">ID</font></span></p><font size="3"> </font></td><td width="420" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 252pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" colspan="3"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">253 ID (0~252)</font></span></p><font size="3"> </font></td></tr><tr style="mso-yfti-irow: 20;"><td width="219" style="border-width: 0px 1pt 1pt; border-style: none solid solid; border-color: rgb(0, 0, 0) windowtext windowtext; padding: 0cm 5.4pt; border-image: none; width: 131.4pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">Baud Rate</font></span></p><font size="3"> </font></td><td width="420" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 252pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" colspan="3"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">9600 bps ~ 4.5 Mbps</font></span></p><font size="3"> </font></td></tr><tr style="mso-yfti-irow: 21;"><td width="219" style="border-width: 0px 1pt 1pt; border-style: none solid solid; border-color: rgb(0, 0, 0) windowtext windowtext; padding: 0cm 5.4pt; border-image: none; width: 131.4pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">Feedback</font></span></p><font size="3"> </font></td><td width="420" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 252pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" colspan="3"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="color: black;"><font size="2">Position, Velocity, Current, Realtime tick, Trajectory, Temperature, Input Voltage, etc.</font></span></p><font size="3"> </font></td></tr><tr style="mso-yfti-irow: 22;"><td width="219" style="border-width: 0px 1pt 1pt; border-style: none solid solid; border-color: rgb(0, 0, 0) windowtext windowtext; padding: 0cm 5.4pt; border-image: none; width: 131.4pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">Material</font></span></p><font size="3"> </font></td><td width="420" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 252pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" colspan="3"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="color: black;"><font size="2">Case : Metal (Front, Middle)</font></span></p><font size="3"> </font><p style="margin: 0cm 0cm 0pt; text-indent: 40pt; mso-char-indent-count: 4.0;"><span lang="EN-US" style="color: black;"><font size="2">Engineering Plastic (Back)</font></span></p><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font size="2">Gear : Full Metal</font></span></p><font size="3"> </font></td></tr><tr style="mso-yfti-irow: 23; mso-yfti-lastrow: yes;"><td width="219" style="border-width: 0px 1pt 1pt; border-style: none solid solid; border-color: rgb(0, 0, 0) windowtext windowtext; padding: 0cm 5.4pt; border-image: none; width: 131.4pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US"><font size="2">Standby current</font></span></p><font size="3"> </font></td><td width="420" style="border-width: 0px 1pt 1pt 0px; border-style: none solid solid none; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); padding: 0cm 5.4pt; width: 252pt; background-color: transparent; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" colspan="3"><font size="3"> </font><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US"><font size="2">40 mA</font></span></p><font face="Times New Roman" size="3"> </font></td></tr></tbody></table><p class="MsoNoSpacing"><br></p><p style="margin: 0cm 0cm 0pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 11pt;"><font face="맑은 고딕">■ <span lang="EN-US">Default Setting</span></font></span></b></p><p class="MsoNoSpacing"><br></p><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2">ID : 1</font></span></p><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2"><br></font></span></p><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2">Baud Rate : 57600bps</font></span></p><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2">(Please make necessary modifications after purchase. Such as the ID, baud rate, etc)</font></span></p><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2"><br></font></span></p><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2">**PC Interface : USB2Dynamixel (Molex-JST Convertible Cable is required)</font></span></p><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2"><br></font></span></p><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2"><br></font></span></p><p style="margin: 0cm 0cm 0pt;"><br></p><span style="font-size: 11pt;"><p style="margin: 0cm 0cm 0pt;"><br></p><font face="맑은 고딕"><p style="margin: 0cm 0cm 0pt;"><font face="굴림" size="3"> <br></font></p><p style="margin: 0cm 0cm 0pt;"><br></p><span lang="EN-US" style="background: white; color: black; font-size: 11pt; mso-bidi-font-family: Arial; mso-ascii-font-family: "맑은 고딕"; mso-fareast-font-family: "맑은 고딕"; mso-hansi-font-family: "맑은 고딕";"><p style="margin: 0cm 0cm 0pt;"><font face="굴림" size="3"> <br></font></p><p style="margin: 0cm 0cm 0pt;"><b><span lang="EN-US" style="background: white; color: black; font-size: 11pt; mso-bidi-font-family: Arial; mso-ascii-font-family: "맑은 고딕"; mso-fareast-font-family: "맑은 고딕"; mso-hansi-font-family: "맑은 고딕";">■<span> </span>Hyperlinks</span></b></p><p style="margin: 0cm 0cm 0pt;"><font face="굴림" size="3"> <br></font></p><p style="margin: 0cm 0cm 0pt;"><b><span lang="EN-US" style="background: white; color: black; font-size: 11pt; mso-bidi-font-family: Arial; mso-ascii-font-family: "맑은 고딕"; mso-fareast-font-family: "맑은 고딕"; mso-hansi-font-family: "맑은 고딕";">Frame, Horn, Bearing Compatible Compatible Chart : <a href="http://en.robotis.com/BlueAD/board.php?bbs_id=faq&mode=view&bbs_no=50&page=1&key=&keyword=&sort=&scate=COMPATIBILITY"><font color="#0000ff">Click Here</font></a></span></b></p><p style="margin: 0cm 0cm 0pt;"><font face="굴림" size="3"> <br></font></p><p style="margin: 0cm 0cm 0pt;"><b><span lang="EN-US" style="background: white; color: black; font-size: 11pt; mso-bidi-font-family: Arial; mso-ascii-font-family: "맑은 고딕"; mso-fareast-font-family: "맑은 고딕"; mso-hansi-font-family: "맑은 고딕";">Controller Compatibility Chart : <a href="http://support.robotis.com/en/techsupport_eng.htm#product/controller_main.htm"><font color="#0000ff">Click Here</font></a></span></b></p><p style="margin: 0cm 0cm 0pt;"><font face="굴림" size="3"> <br></font></p><p style="margin: 0cm 0cm 0pt;"><b><span lang="EN-US" style="background: white; color: black; font-size: 11pt; mso-bidi-font-family: Arial; mso-ascii-font-family: "맑은 고딕"; mso-fareast-font-family: "맑은 고딕"; mso-hansi-font-family: "맑은 고딕";">Download Drawing : <a href="http://en.robotis.com/BlueAD/board.php?bbs_id=downloads&mode=view&bbs_no=26324&page=1&key=&keyword=&sort=&scate=DRAWING"><font color="#0000ff">Click Here</font></a></span></b></p><p style="margin: 0cm 0cm 0pt;"><font face="굴림" size="3"> <br></font></p><p style="margin: 0cm 0cm 0pt;"><b><span lang="EN-US" style="background: white; color: black; font-size: 11pt; mso-bidi-font-family: Arial; mso-ascii-font-family: "맑은 고딕"; mso-fareast-font-family: "맑은 고딕"; mso-hansi-font-family: "맑은 고딕";">Dynamixel SDK : <a href="http://support.robotis.com/en/software/dynamixelsdk.htm"><font color="#0000ff">Click Here</font></a></span></b></p><p style="margin: 0cm 0cm 0pt;"><font face="굴림" size="3"> <br></font></p><p style="margin: 0cm 0cm 0pt;"><b><span lang="EN-US" style="background: white; color: black; font-size: 11pt; mso-bidi-font-family: Arial; mso-ascii-font-family: "맑은 고딕"; mso-fareast-font-family: "맑은 고딕"; mso-hansi-font-family: "맑은 고딕";">OpenCM IDE : </span></b><u><span lang="EN-US" style="color: blue; mso-ascii-theme-font: minor-fareast; mso-hansi-theme-font: minor-fareast; mso-bidi-font-size: 10.0pt; mso-ascii-font-family: "맑은 고딕"; mso-hansi-font-family: "맑은 고딕";"><a href="http://support.robotis.com/en/software/robotis_opencm/robotis_opencm.htm"><b><font color="#0000ff" size="2">Click Here</font></b></a></span></u></p><p style="margin: 0cm 0cm 0pt;"><font face="굴림" size="3"> <br></font></p><p style="margin: 0cm 0cm 0pt;"><b><span lang="EN-US" style="background: white; color: black; font-size: 11pt; mso-bidi-font-family: Arial; mso-ascii-font-family: "맑은 고딕"; mso-fareast-font-family: "맑은 고딕"; mso-hansi-font-family: "맑은 고딕";">Software RoboPlus (R+) : <a href="http://support.robotis.com/en/techsupport_eng.htm#software/roboplus_main.htm"><font color="#0000ff">Click Here</font></a></span></b></p><p style="margin: 0cm 0cm 0pt;"><font face="굴림" size="3"> <br></font></p><p style="margin: 0cm 0cm 0pt;"><b><span lang="EN-US" style="background: white; color: black; font-size: 11pt; mso-bidi-font-family: Arial; mso-ascii-font-family: "맑은 고딕"; mso-fareast-font-family: "맑은 고딕"; mso-hansi-font-family: "맑은 고딕";">Link to e-Manual : <a href="http://support.robotis.com/en/product/actuator/dynamixel_x/xh_series_main.htm"><font color="#0000ff">Click Here</font></a></span></b></p><p style="margin: 0cm 0cm 0pt;"><font face="굴림" size="3"> <br></font></p></span><p style="margin: 0cm 0cm 0pt;"><br></p><p style="margin: 0cm 0cm 0pt;"><font face="굴림" size="3"> <br></font></p></font><p style="margin: 0cm 0cm 0pt;"><br></p></span><p style="margin: 0cm 0cm 0pt;"><br></p><p class="MsoNoSpacing"><br></p><p style="margin: 0cm 0cm 0pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 11pt;"><font face="맑은 고딕">■ <span lang="EN-US">Caution</span></font></span></b></p><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2"> </font></span></p><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><font face="맑은 고딕" size="2"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;">The DYNAMIXEL X-Series adopted a new gold-plated </span></p><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;"> JST connector for secure and reliable communication.</span></p><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;">For more information, please see the <span style="color: blue;"><a href="http://support.robotis.com/en/techsupport_eng.htm#product/actuator/dynamixel/dxl_connector.htm"><b>[DYNAMIXEL Connector Standard]</b></a> <font color="#000000">page </font><font color="#000000">on the e-Manual.</font></span></span></p><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;">To control DYNAMIXEL X-Series actuators via OpenCM or USB2Dynamixel,</span></p><p style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-bidi-font-size: 10.0pt;">please use the JST-Molex Convertible Cable enclosed in the package.</span></p></span><p style="margin: 0cm 0cm 0pt;"><br></p></font><p style="margin: 0cm 0cm 0pt;"><br></p></span><p style="margin: 0cm 0cm 0pt;"><br></p><p style="margin: 0cm 0cm 0pt;"><img width="700" height="239" style="border: currentColor; border-image: none;" alt="EN-Option Cable.jpg" src="http://www.robotis-shop-en.com/data/file/6yCFzoKjrhzkZftcz.jpg"></p><br><div style="text-align: center;"><img width="700" height="536" style="border: currentColor; border-image: none;" alt="EN-SpacerRing.jpg" src="http://www.robotis-shop-en.com/data/file/BVqlcJujyAnQotHh7.jpg"></div><br><br><p></p>
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