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4
丝杆电机QS42HS40-TF3-T400
  • <h1 class="cs1">
        <span> 一、产品参数</span>
    </h1>
    <p>
        <table width="100%" cellspacing="0" cellpadding="2" bordercolor="#1470ef" border="1">
            <tbody>
                <tr>
                    <td style="text-align:center;">
                        <strong>NO。OF Phases/丝杆电机相数</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>2P</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>Step length/整步步长</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>0.01MM/步</strong>
                    </td>
                </tr>
                <tr>
                    <td style="text-align:center;">
                        <strong><strong>Step&nbsp;angle/丝杆电机</strong><strong></strong><strong>步距角</strong><strong></strong><strong></strong><strong></strong><strong></strong></strong>
                    </td>
                    <td style="text-align:center;">
                        <span><b>1.8</b><sup>o </sup><strong>±</strong><strong>5%</strong> </span>
                    </td>
                    <td style="text-align:center;">
                        <strong>I</strong>nsulation Class/绝缘等级
                    </td>
                    <td style="text-align:center;">
                        <strong>B</strong>
                    </td>
                </tr>
                <tr>
                    <td style="text-align:center;">
                        <strong><strong></strong><strong>Rated voltage/额定相电压</strong></strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>4.5 V</strong><strong></strong><br />
                    </td>
                    <td style="text-align:center;">
                        <strong>Working&nbsp;Temperature/工作温度</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>-20</strong><sup>O</sup><strong>C~~<sup></sup>+50</strong><sup></sup><sup>O</sup>C
                    </td>
                </tr>
                <tr>
                    <td style="text-align:center;">
                        <strong><strong>Rated current/额定相电</strong><strong>流</strong></strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>1.5A</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>I</strong><strong>nsulation&nbsp;Resistance/绝缘电阻</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>100M<span>Ω<span><span>(500VDC)</span></span></span></strong>
                    </td>
                </tr>
                <tr>
                    <td style="text-align:center;">
                        <strong>Resistance/相电阻</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>3Ω</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>Temperature Rise/温升</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>80K MAX。</strong>
                    </td>
                </tr>
                <tr>
                    <td style="text-align:center;">
                        <strong>Wire rod diameter/丝杆直径</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>8MM</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>Weight/电机重量</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>980g</strong>
                    </td>
                </tr>
                <tr>
                    <td style="text-align:center;">
                        <strong>Screw thread lead/丝杆螺纹导程</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>2MM</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>Holding torque/保持力矩</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>0.8 N。M</strong>
                    </td>
                </tr>
                <tr>
                    <td style="text-align:center;">
                        <strong>Number of threads/螺纹头数</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>3</strong><br />
                    </td>
                    <td style="text-align:center;">
                        <strong>Minimum thrust/最小推力</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>180N/2-16MM/S</strong>
                    </td>
                </tr>
                <tr>
                    <td style="text-align:center;">
                        <strong>Type of wire rod/丝杆种类</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>滚珠丝杆</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>Wire rod material/丝杆材质</strong>
                    </td>
                    <td style="text-align:center;">
                        <p>
                            <span><span><strong>高</strong><span><strong>碳铬轴承钢</strong><span> </span></span></span></span>
                        </p>
                    </td>
                </tr>
            </tbody>
        </table>
    </p>
    <h3 style="text-align:center;">
        滚珠丝杆步进电机东莞迅控自动化科技有限公司/0769-33229800/18680436215
    </h3>
    <span>
    <h1 class="cs1">
        <span> 二、电机矩频曲线</span>
    </h1>
    <div>
        <img 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" alt="" /><br />
    </div>
    </span><span>
    <h1 class="cs1">
        <span> 三、电机命名规则</span>
    </h1>
    <table width="100%" cellspacing="0" cellpadding="1" border="1" align="center">
        <tbody>
            <tr>
                <td style="text-align:center;">
                    <p>
                        <span>QS</span>
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        <span>42</span>
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        <span>HS</span>
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        <span>48</span>
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        <span>-<br />
    </span>
                    </p>
                </td>
                <td style="text-align:center;">
                    G<br />
                </td>
                <td style="text-align:center;">
                    <p align="center">
                        <span>0802<br />
    </span>
                    </p>
                </td>
                <td align="center">
                    <p>
                        <span>-<br />
    </span>
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        <span>E<br />
    </span>
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        <span>100</span>
                    </p>
                </td>
            </tr>
            <tr>
                <td style="text-align:center;">
                    <p>
                        1
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        2
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        3
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        4
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        <br />
                    </p>
                </td>
                <td style="text-align:center;">
                    5<br />
                </td>
                <td style="text-align:center;">
                    <p>
                        6
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        <br />
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        7
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        8
                    </p>
                </td>
            </tr>
            <tr>
                <td colspan="10">
                    <p>
                        1 公司代码:QS
                    </p>
                </td>
            </tr>
            <tr>
                <td colspan="10" width="593">
                    <p>
                        2 机座号:电机外形,42=42*42mm
                    </p>
                </td>
            </tr>
            <tr>
                <td colspan="10" width="593">
                    <p>
                        3 步距角度: HS:两相 1.8° &nbsp; &nbsp; &nbsp; &nbsp;3S:三相 1.2<span style="white-space:normal;">°</span>
                    </p>
                </td>
            </tr>
            <tr>
                <td colspan="10" width="593">
                    <p>
                        4 电机机身长:48=48mm
                    </p>
                </td>
            </tr>
            <tr>
                <td colspan="10" width="593">
                    <p>
                        5 丝杆类别: T:T型丝杆&nbsp;&nbsp; G:滚珠丝杆
                    </p>
                </td>
            </tr>
            <tr>
                <td colspan="10" width="593">
                    <p>
                        6 丝杆结构:公司丝杆代码表(详情请电联)
                    </p>
                </td>
            </tr>
            <tr>
                <td colspan="10" width="593">
                    <p>
                        <span> </span>
                    </p>
                    <p>
                        8 电机结构种类: &nbsp; T 代表贯通轴式(Through type)
                    </p>
                    <p style="text-indent:78.75pt;">
                        &nbsp; F 代表固定轴式(Fixed shaft type)
                    </p>
                    <p style="text-indent:78.75pt;">
                        &nbsp; E 代表外部驱动式(External drive)
                    </p>
                    <p>
                        <br />
                    </p>
                </td>
            </tr>
            <tr>
                <td colspan="10" width="593">
                    <span>9 丝杆长度:100=100mm</span><br />
                </td>
            </tr>
            <tr>
                <td colspan="10" width="593" height="55">
                    <p>
                        <br />
                    </p>
                </td>
            </tr>
        </tbody>
    </table>
    <br />
    <h1 class="cs1">
        <span> 四、产品简介</span>
    </h1>
    <p>
        <br />
    </p>
    <p style="text-indent:21.0pt;">
        自动化科技有限公司的直线丝杆步进电机是以混合式步进电机作为动力来源,通过独有的技术将螺纹传动祝件与电机转子结合在一起,固而将电机旋转运动转化为直线运动。丝杆电机的出现解决在需要在非常小的空间内进行高性能和优良耐久性设计的人打开了一条新的途径及运用。
    </p>
    <p style="text-indent:21.0pt;">
        &nbsp;各种设计和使用专有的生产工艺,将工程热塑塑料结合进转子驱动螺母,并配合使用不锈钢Acme螺纹导杆,使该电机比其它使用V形螺纹和青铜螺母结构的电机运转更为安静,高效和耐久性。电机的寿命比常用的青铜螺母结构提高了10倍以上,而且无需维护,同时还不影响成本。另一个特点是预紧力调整装置不像其它设计那样要凸出电机外部。
    </p>
    <p style="text-indent:21.0pt;">
        目前上市的产品有:20MM系列/28MM系列/35MM系列/42MM系列/57MM系列/86MM系列两相混合式直线步进电机。产品涵盖28种不同的步长,7种不同的丝杆直径。各种机型有三种结构可供选择:贯通轴式/外部驱动式/固定轴式。
    </p>
    <p style="text-indent:21.0pt;">
        <br />
    </p>
    <h1 class="cs1">
        <span> 五、定做流程</span>
    </h1>
    <br />
    <p style="text-align:center;">
        <img src="uploadfile/image/20190220/20190220171401_1943809368.jpg" alt="" />
    </p>
    <h1 class="cs1">
        <span> 六、四大优势</span>
    </h1>
    <div class="ys_b">
        <div class="ys_1">
            <dl style="background:url(uploadfile/image/20190220/20190220170256_1726256900.png) no-repeat center;width:210px;height:210px;">
                <dd>
                    <span>10年制作经验</span><br />
    10年技术累积经验,12年客户<br />
    服务经验,专业的生产研发团<br />
    队,我们致力于只给客户<br />
    提供真正有价值的产品
                </dd>
            </dl>
        </div>
        <div class="ys_2">
            <dl style="background:url(uploadfile/image/20190219/20190219170753_1346220188.png) no-repeat center;width:210px;height:210px;">
            </dl>
        </div>
        <div class="ys_1">
            <dl style="background:url(uploadfile/image/20190220/20190220170256_1726256900.png) no-repeat center;width:210px;height:210px;">
                <dd>
                    <span>质量保证</span><br />
    引进的日本生产工艺,装配检测<br />
    技术,采购核心德国日本原<br />
    材料,公司先后获得CE、<br />
    CCC、UL、ROHS认证
                </dd>
            </dl>
        </div>
        <div class="ys_2">
            <dl style="background:url(uploadfile/image/20190219/20190219170753_1452076245.png) no-repeat center;width:210px;height:210px;">
            </dl>
        </div>
        <div class="ys_1">
            <dl style="background:url(uploadfile/image/20190220/20190220170256_1726256900.png) no-repeat center;width:210px;height:210px;">
                <dd>
                    <span>快速设计</span><br />
    1天快速设计出图,5天加工<br />
    出样,快速变货,独立<br />
    研发设计,备受客户<br />
    好评和信赖
                </dd>
            </dl>
        </div>
        <div class="ys_2">
            <dl style="background:url(uploadfile/image/20190219/20190219170754_436375809.png) no-repeat center;width:210px;height:210px;">
            </dl>
        </div>
        <div class="ys_1">
            <dl style="background:url(uploadfile/image/20190220/20190220170256_1726256900.png) no-repeat center;width:210px;height:210px;">
                <dd>
                    <span>售后服务</span><br />
    专业的工程师团队为您的<br />
    使用保驾护航,全天<br />
    24小时丝杆电机<br />
    资询服务
                </dd>
            </dl>
        </div>
        <div class="ys_2">
            <dl style="background:url(uploadfile/image/20190219/20190219170753_1932299655.png) no-repeat center;width:210px;height:210px;">
            </dl>
        </div>
    </div>
    <div style="clear:both;">
    </div>
    <br />
    <h1 class="cs1">
        <span> 七、公司简介</span>
    </h1>
    <p>
        &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <strong>东莞迅控自动化科技有限公司</strong>座落于有世界工厂美誉的广东东莞市,公司致力于成为自动化行业运动控制产品的研发、生产、销售于一体的战略合作伙伴,我们主营产品为三大版块:总线步进系列产品,总线控制器/卡系列产品,以及根据客户需求定制的客制化直线步进电机/中空步进电机系列产品。<br />
    我们的产品已经广泛应用于工业的数控机床、医疗设备、纺织印刷、雕刻机、激光打标机、激光内雕机、电子设备、剥线机、包装机械、广告设备、贴标机、3D打印、恒速应用、机器人等各个自动化设备上,以及生活民用的高档家用电器、玩具模型、学校实验教学,甚至在航天行业、新能源、未来概念等领域都有新的突破。<br />
    我们拥有经验丰富的销售和技术团队,通过服务提升客户价值,不断了解客户需求,持续跟踪客户发展,不断向客户学习,为客户提供运动控制解决方案。<br />
    公司秉承“上行、下效、诚于中、形于外”的经营理念,发扬公司就在前线,服务就在身边的服务方针。希望通过我们优异的产品和专业的服务,能为您的事业发展助一臂之力
    </p>
    <h1 class="cs1">
        <span> 八、联系我们</span>
    </h1>
    <br />
    <p>
        &nbsp;&nbsp; 公司名称: 东莞迅控自动化科技有限公司
    </p>
    <p>
        &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 公司地址: 广东省东莞市东城区牛山外经工业园汉林楼一楼
    </p>
    <p>
        &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 联系人 : 蒋先生/蒋先生
    </p>
    <p>
        &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 联系电话: 18680436215/18676970915
    </p>
    <p>
        &nbsp; &nbsp; &nbsp;&nbsp; 公司电话:0769-33229800 &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;
    </p>
    <h1 class="cs1">
        <span> <span>推荐配套产品</span> </span>
    </h1>
    <div class="pro_cj">
        <div class="pro_cj_box">
            <a href="http://bjprc.com/products_content-2148779.html"> <img src="http://bjprc.com/uploadfile/image/20180702/20180702143517_1977120717.jpg" title="总线开环驱动器 东莞迅控" alt="总线开环驱动器 东莞迅控" width="240" height="180" align="" /> </a>
        </div>
        <div class="pro_cj_box">
            <a href="http://bjprc.com/products_content-2072336.html"> <img src="http://bjprc.com/uploadfile/image/20180702/20180702162115_251135972.jpg" title="脉冲型驱动器 雷塞 东莞迅控" alt="脉冲型驱动器 雷塞 东莞迅控" width="240" height="180" align="" /> </a>
        </div>
        <div class="pro_cj_box">
            <a href="http://bjprc.com/products_content-2287426.html"> <img src="http://bjprc.com/uploadfile/image/20181016/20181016144532_773041801.png" title="多轴总线驱动器 东莞迅控" alt="多轴总线驱动器 东莞迅控" width="240" height="180" align="" /> </a>
        </div>
    </div>
    </span><h1 class="cs1">
        <span> 一、产品参数</span>
    </h1>
    <p>
        <table width="100%" cellspacing="0" cellpadding="2" bordercolor="#1470ef" border="1">
            <tbody>
                <tr>
                    <td style="text-align:center;">
                        <strong>NO。OF Phases/丝杆电机相数</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>2P</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>Step length/整步步长</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>0.01MM/步</strong>
                    </td>
                </tr>
                <tr>
                    <td style="text-align:center;">
                        <strong><strong>Step&nbsp;angle/丝杆电机</strong><strong></strong><strong>步距角</strong><strong></strong><strong></strong><strong></strong><strong></strong></strong>
                    </td>
                    <td style="text-align:center;">
                        <span><b>1.8</b><sup>o </sup><strong>±</strong><strong>5%</strong> </span>
                    </td>
                    <td style="text-align:center;">
                        <strong>I</strong>nsulation Class/绝缘等级
                    </td>
                    <td style="text-align:center;">
                        <strong>B</strong>
                    </td>
                </tr>
                <tr>
                    <td style="text-align:center;">
                        <strong><strong></strong><strong>Rated voltage/额定相电压</strong></strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>4.5 V</strong><strong></strong><br />
                    </td>
                    <td style="text-align:center;">
                        <strong>Working&nbsp;Temperature/工作温度</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>-20</strong><sup>O</sup><strong>C~~<sup></sup>+50</strong><sup></sup><sup>O</sup>C
                    </td>
                </tr>
                <tr>
                    <td style="text-align:center;">
                        <strong><strong>Rated current/额定相电</strong><strong>流</strong></strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>1.5A</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>I</strong><strong>nsulation&nbsp;Resistance/绝缘电阻</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>100M<span>Ω<span><span>(500VDC)</span></span></span></strong>
                    </td>
                </tr>
                <tr>
                    <td style="text-align:center;">
                        <strong>Resistance/相电阻</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>3Ω</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>Temperature Rise/温升</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>80K MAX。</strong>
                    </td>
                </tr>
                <tr>
                    <td style="text-align:center;">
                        <strong>Wire rod diameter/丝杆直径</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>8MM</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>Weight/电机重量</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>980g</strong>
                    </td>
                </tr>
                <tr>
                    <td style="text-align:center;">
                        <strong>Screw thread lead/丝杆螺纹导程</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>2MM</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>Holding torque/保持力矩</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>0.8 N。M</strong>
                    </td>
                </tr>
                <tr>
                    <td style="text-align:center;">
                        <strong>Number of threads/螺纹头数</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>3</strong><br />
                    </td>
                    <td style="text-align:center;">
                        <strong>Minimum thrust/最小推力</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>180N/2-16MM/S</strong>
                    </td>
                </tr>
                <tr>
                    <td style="text-align:center;">
                        <strong>Type of wire rod/丝杆种类</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>滚珠丝杆</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>Wire rod material/丝杆材质</strong>
                    </td>
                    <td style="text-align:center;">
                        <p>
                            <span><span><strong>高</strong><span><strong>碳铬轴承钢</strong><span> </span></span></span></span>
                        </p>
                    </td>
                </tr>
            </tbody>
        </table>
    </p>
    <h3 style="text-align:center;">
        滚珠丝杆步进电机东莞迅控自动化科技有限公司/0769-33229800/18680436215
    </h3>
    <span>
    <h1 class="cs1">
        <span> 二、电机矩频曲线</span>
    </h1>
    <div>
        <img src="data:image/jpeg;base64,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" alt="" /><br />
    </div>
    </span><span>
    <h1 class="cs1">
        <span> 三、电机命名规则</span>
    </h1>
    <table width="100%" cellspacing="0" cellpadding="1" border="1" align="center">
        <tbody>
            <tr>
                <td style="text-align:center;">
                    <p>
                        <span>QS</span>
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        <span>42</span>
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        <span>HS</span>
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        <span>48</span>
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        <span>-<br />
    </span>
                    </p>
                </td>
                <td style="text-align:center;">
                    G<br />
                </td>
                <td style="text-align:center;">
                    <p align="center">
                        <span>0802<br />
    </span>
                    </p>
                </td>
                <td align="center">
                    <p>
                        <span>-<br />
    </span>
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        <span>E<br />
    </span>
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        <span>100</span>
                    </p>
                </td>
            </tr>
            <tr>
                <td style="text-align:center;">
                    <p>
                        1
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        2
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        3
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        4
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        <br />
                    </p>
                </td>
                <td style="text-align:center;">
                    5<br />
                </td>
                <td style="text-align:center;">
                    <p>
                        6
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        <br />
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        7
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        8
                    </p>
                </td>
            </tr>
            <tr>
                <td colspan="10">
                    <p>
                        1 公司代码:QS
                    </p>
                </td>
            </tr>
            <tr>
                <td colspan="10" width="593">
                    <p>
                        2 机座号:电机外形,42=42*42mm
                    </p>
                </td>
            </tr>
            <tr>
                <td colspan="10" width="593">
                    <p>
                        3 步距角度: HS:两相 1.8° &nbsp; &nbsp; &nbsp; &nbsp;3S:三相 1.2<span style="white-space:normal;">°</span>
                    </p>
                </td>
            </tr>
            <tr>
                <td colspan="10" width="593">
                    <p>
                        4 电机机身长:48=48mm
                    </p>
                </td>
            </tr>
            <tr>
                <td colspan="10" width="593">
                    <p>
                        5 丝杆类别: T:T型丝杆&nbsp;&nbsp; G:滚珠丝杆
                    </p>
                </td>
            </tr>
            <tr>
                <td colspan="10" width="593">
                    <p>
                        6 丝杆结构:公司丝杆代码表(详情请电联)
                    </p>
                </td>
            </tr>
            <tr>
                <td colspan="10" width="593">
                    <p>
                        <span> </span>
                    </p>
                    <p>
                        8 电机结构种类: &nbsp; T 代表贯通轴式(Through type)
                    </p>
                    <p style="text-indent:78.75pt;">
                        &nbsp; F 代表固定轴式(Fixed shaft type)
                    </p>
                    <p style="text-indent:78.75pt;">
                        &nbsp; E 代表外部驱动式(External drive)
                    </p>
                    <p>
                        <br />
                    </p>
                </td>
            </tr>
            <tr>
                <td colspan="10" width="593">
                    <span>9 丝杆长度:100=100mm</span><br />
                </td>
            </tr>
            <tr>
                <td colspan="10" width="593" height="55">
                    <p>
                        <br />
                    </p>
                </td>
            </tr>
        </tbody>
    </table>
    <br />
    <h1 class="cs1">
        <span> 四、产品简介</span>
    </h1>
    <p>
        <br />
    </p>
    <p style="text-indent:21.0pt;">
        自动化科技有限公司的直线丝杆步进电机是以混合式步进电机作为动力来源,通过独有的技术将螺纹传动祝件与电机转子结合在一起,固而将电机旋转运动转化为直线运动。丝杆电机的出现解决在需要在非常小的空间内进行高性能和优良耐久性设计的人打开了一条新的途径及运用。
    </p>
    <p style="text-indent:21.0pt;">
        &nbsp;各种设计和使用专有的生产工艺,将工程热塑塑料结合进转子驱动螺母,并配合使用不锈钢Acme螺纹导杆,使该电机比其它使用V形螺纹和青铜螺母结构的电机运转更为安静,高效和耐久性。电机的寿命比常用的青铜螺母结构提高了10倍以上,而且无需维护,同时还不影响成本。另一个特点是预紧力调整装置不像其它设计那样要凸出电机外部。
    </p>
    <p style="text-indent:21.0pt;">
        目前上市的产品有:20MM系列/28MM系列/35MM系列/42MM系列/57MM系列/86MM系列两相混合式直线步进电机。产品涵盖28种不同的步长,7种不同的丝杆直径。各种机型有三种结构可供选择:贯通轴式/外部驱动式/固定轴式。
    </p>
    <p style="text-indent:21.0pt;">
        <br />
    </p>
    <h1 class="cs1">
        <span> 五、定做流程</span>
    </h1>
    <br />
    <p style="text-align:center;">
        <img src="uploadfile/image/20190220/20190220171401_1943809368.jpg" alt="" />
    </p>
    <h1 class="cs1">
        <span> 六、四大优势</span>
    </h1>
    <div class="ys_b">
        <div class="ys_1">
            <dl style="background:url(uploadfile/image/20190220/20190220170256_1726256900.png) no-repeat center;width:210px;height:210px;">
                <dd>
                    <span>10年制作经验</span><br />
    10年技术累积经验,12年客户<br />
    服务经验,专业的生产研发团<br />
    队,我们致力于只给客户<br />
    提供真正有价值的产品
                </dd>
            </dl>
        </div>
        <div class="ys_2">
            <dl style="background:url(uploadfile/image/20190219/20190219170753_1346220188.png) no-repeat center;width:210px;height:210px;">
            </dl>
        </div>
        <div class="ys_1">
            <dl style="background:url(uploadfile/image/20190220/20190220170256_1726256900.png) no-repeat center;width:210px;height:210px;">
                <dd>
                    <span>质量保证</span><br />
    引进的日本生产工艺,装配检测<br />
    技术,采购核心德国日本原<br />
    材料,公司先后获得CE、<br />
    CCC、UL、ROHS认证
                </dd>
            </dl>
        </div>
        <div class="ys_2">
            <dl style="background:url(uploadfile/image/20190219/20190219170753_1452076245.png) no-repeat center;width:210px;height:210px;">
            </dl>
        </div>
        <div class="ys_1">
            <dl style="background:url(uploadfile/image/20190220/20190220170256_1726256900.png) no-repeat center;width:210px;height:210px;">
                <dd>
                    <span>快速设计</span><br />
    1天快速设计出图,5天加工<br />
    出样,快速变货,独立<br />
    研发设计,备受客户<br />
    好评和信赖
                </dd>
            </dl>
        </div>
        <div class="ys_2">
            <dl style="background:url(uploadfile/image/20190219/20190219170754_436375809.png) no-repeat center;width:210px;height:210px;">
            </dl>
        </div>
        <div class="ys_1">
            <dl style="background:url(uploadfile/image/20190220/20190220170256_1726256900.png) no-repeat center;width:210px;height:210px;">
                <dd>
                    <span>售后服务</span><br />
    专业的工程师团队为您的<br />
    使用保驾护航,全天<br />
    24小时丝杆电机<br />
    资询服务
                </dd>
            </dl>
        </div>
        <div class="ys_2">
            <dl style="background:url(uploadfile/image/20190219/20190219170753_1932299655.png) no-repeat center;width:210px;height:210px;">
            </dl>
        </div>
    </div>
    <div style="clear:both;">
    </div>
    <br />
    <h1 class="cs1">
        <span> 七、公司简介</span>
    </h1>
    <p>
        &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <strong>东莞迅控自动化科技有限公司</strong>座落于有世界工厂美誉的广东东莞市,公司致力于成为自动化行业运动控制产品的研发、生产、销售于一体的战略合作伙伴,我们主营产品为三大版块:总线步进系列产品,总线控制器/卡系列产品,以及根据客户需求定制的客制化直线步进电机/中空步进电机系列产品。<br />
    我们的产品已经广泛应用于工业的数控机床、医疗设备、纺织印刷、雕刻机、激光打标机、激光内雕机、电子设备、剥线机、包装机械、广告设备、贴标机、3D打印、恒速应用、机器人等各个自动化设备上,以及生活民用的高档家用电器、玩具模型、学校实验教学,甚至在航天行业、新能源、未来概念等领域都有新的突破。<br />
    我们拥有经验丰富的销售和技术团队,通过服务提升客户价值,不断了解客户需求,持续跟踪客户发展,不断向客户学习,为客户提供运动控制解决方案。<br />
    公司秉承“上行、下效、诚于中、形于外”的经营理念,发扬公司就在前线,服务就在身边的服务方针。希望通过我们优异的产品和专业的服务,能为您的事业发展助一臂之力
    </p>
    <h1 class="cs1">
        <span> 八、联系我们</span>
    </h1>
    <br />
    <p>
        &nbsp;&nbsp; 公司名称: 东莞迅控自动化科技有限公司
    </p>
    <p>
        &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 公司地址: 广东省东莞市东城区牛山外经工业园汉林楼一楼
    </p>
    <p>
        &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 联系人 : 蒋先生/蒋先生
    </p>
    <p>
        &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 联系电话: 18680436215/18676970915
    </p>
    <p>
        &nbsp; &nbsp; &nbsp;&nbsp; 公司电话:0769-33229800 &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;
    </p>
    <h1 class="cs1">
        <span> <span>推荐配套产品</span> </span>
    </h1>
    <div class="pro_cj">
        <div class="pro_cj_box">
            <a href="http://bjprc.com/products_content-2148779.html"> <img src="http://bjprc.com/uploadfile/image/20180702/20180702143517_1977120717.jpg" title="总线开环驱动器 东莞迅控" alt="总线开环驱动器 东莞迅控" width="240" height="180" align="" /> </a>
        </div>
        <div class="pro_cj_box">
            <a href="http://bjprc.com/products_content-2072336.html"> <img src="http://bjprc.com/uploadfile/image/20180702/20180702162115_251135972.jpg" title="脉冲型驱动器 雷塞 东莞迅控" alt="脉冲型驱动器 雷塞 东莞迅控" width="240" height="180" align="" /> </a>
        </div>
        <div class="pro_cj_box">
            <a href="http://bjprc.com/products_content-2287426.html"> <img src="http://bjprc.com/uploadfile/image/20181016/20181016144532_773041801.png" title="多轴总线驱动器 东莞迅控" alt="多轴总线驱动器 东莞迅控" width="240" height="180" align="" /> </a>
        </div>
    </div>
    </span><h1 class="cs1">
        <span> 一、产品参数</span>
    </h1>
    <p>
        <table width="100%" cellspacing="0" cellpadding="2" bordercolor="#1470ef" border="1">
            <tbody>
                <tr>
                    <td style="text-align:center;">
                        <strong>NO。OF Phases/丝杆电机相数</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>2P</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>Step length/整步步长</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>0.01MM/步</strong>
                    </td>
                </tr>
                <tr>
                    <td style="text-align:center;">
                        <strong><strong>Step&nbsp;angle/丝杆电机</strong><strong></strong><strong>步距角</strong><strong></strong><strong></strong><strong></strong><strong></strong></strong>
                    </td>
                    <td style="text-align:center;">
                        <span><b>1.8</b><sup>o </sup><strong>±</strong><strong>5%</strong> </span>
                    </td>
                    <td style="text-align:center;">
                        <strong>I</strong>nsulation Class/绝缘等级
                    </td>
                    <td style="text-align:center;">
                        <strong>B</strong>
                    </td>
                </tr>
                <tr>
                    <td style="text-align:center;">
                        <strong><strong></strong><strong>Rated voltage/额定相电压</strong></strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>4.5 V</strong><strong></strong><br />
                    </td>
                    <td style="text-align:center;">
                        <strong>Working&nbsp;Temperature/工作温度</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>-20</strong><sup>O</sup><strong>C~~<sup></sup>+50</strong><sup></sup><sup>O</sup>C
                    </td>
                </tr>
                <tr>
                    <td style="text-align:center;">
                        <strong><strong>Rated current/额定相电</strong><strong>流</strong></strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>1.5A</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>I</strong><strong>nsulation&nbsp;Resistance/绝缘电阻</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>100M<span>Ω<span><span>(500VDC)</span></span></span></strong>
                    </td>
                </tr>
                <tr>
                    <td style="text-align:center;">
                        <strong>Resistance/相电阻</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>3Ω</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>Temperature Rise/温升</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>80K MAX。</strong>
                    </td>
                </tr>
                <tr>
                    <td style="text-align:center;">
                        <strong>Wire rod diameter/丝杆直径</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>8MM</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>Weight/电机重量</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>980g</strong>
                    </td>
                </tr>
                <tr>
                    <td style="text-align:center;">
                        <strong>Screw thread lead/丝杆螺纹导程</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>2MM</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>Holding torque/保持力矩</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>0.8 N。M</strong>
                    </td>
                </tr>
                <tr>
                    <td style="text-align:center;">
                        <strong>Number of threads/螺纹头数</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>3</strong><br />
                    </td>
                    <td style="text-align:center;">
                        <strong>Minimum thrust/最小推力</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>180N/2-16MM/S</strong>
                    </td>
                </tr>
                <tr>
                    <td style="text-align:center;">
                        <strong>Type of wire rod/丝杆种类</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>滚珠丝杆</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>Wire rod material/丝杆材质</strong>
                    </td>
                    <td style="text-align:center;">
                        <p>
                            <span><span><strong>高</strong><span><strong>碳铬轴承钢</strong><span> </span></span></span></span>
                        </p>
                    </td>
                </tr>
            </tbody>
        </table>
    </p>
    <h3 style="text-align:center;">
        滚珠丝杆步进电机东莞迅控自动化科技有限公司/0769-33229800/18680436215
    </h3>
    <span>
    <h1 class="cs1">
        <span> 二、电机矩频曲线</span>
    </h1>
    <div>
        <img src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/4QAiRXhpZgAATU0AKgAAAAgAAQESAAMAAAABAAEAAAAAAAD/2wBDAAIBAQIBAQICAgICAgICAwUDAwMDAwYEBAMFBwYHBwcGBwcICQsJCAgKCAcHCg0KCgsMDAwMBwkODw0MDgsMDAz/2wBDAQICAgMDAwYDAwYMCAcIDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAz/wAARCAFgAcIDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9Cv8AgmV/wTe/Z3+JP/BOP4AeIvEXwB+CeveINe+HPh/UNT1PUPA+mXV5qNzLp1u8s80skJeSV3Znd2JZmYkkk17p/wAOpf2XP+ja/gF/4b3Sf/keqv8AwSR/5RYfs0/9ku8N/wDpqtq+iKAPAf8Ah1L+y5/0bX8Av/De6T/8j0f8Opf2XP8Ao2v4Bf8AhvdJ/wDkevfqKAPAf+HUv7Ln/RtfwC/8N7pP/wAj0f8ADqX9lz/o2v4Bf+G90n/5Hr36igDwH/h1L+y5/wBG1/AL/wAN7pP/AMj0f8Opf2XP+ja/gF/4b3Sf/kevfqKAPAf+HUv7Ln/RtfwC/wDDe6T/API9H/DqX9lz/o2v4Bf+G90n/wCR69+ooA8B/wCHUv7Ln/RtfwC/8N7pP/yPR/w6l/Zc/wCja/gF/wCG90n/AOR69+ooA8B/4dS/suf9G1/AL/w3uk//ACPR/wAOpf2XP+ja/gF/4b3Sf/kevfs4ozQB4D/w6l/Zc/6Nr+AX/hvdJ/8Akej/AIdS/suf9G1/AL/w3uk//I9e/UUAeA/8Opf2XP8Ao2v4Bf8AhvdJ/wDkej/h1L+y5/0bX8Av/De6T/8AI9e/UUAeA/8ADqX9lz/o2v4Bf+G90n/5Ho/4dS/suf8ARtfwC/8ADe6T/wDI9e/UZoA8B/4dS/suf9G1/AL/AMN7pP8A8j0f8Opf2XP+ja/gF/4b3Sf/AJHr36igDwH/AIdS/suf9G1/AL/w3uk//I9H/DqX9lz/AKNr+AX/AIb3Sf8A5Hr36jNAHgP/AA6l/Zc/6Nr+AX/hvdJ/+R6P+HUv7Ln/AEbX8Av/AA3uk/8AyPXv1FAHgP8Aw6l/Zc/6Nr+AX/hvdJ/+R6P+HUv7Ln/RtfwC/wDDe6T/API9e+lwKNwoA8C/4dS/suf9G1/AL/w3uk//ACPR/wAOpf2XP+ja/gF/4b3Sf/kevfS4FBcCgDwL/h1L+y5/0bX8Av8Aw3uk/wDyPR/w6l/Zc/6Nr+AX/hvdJ/8AkevfqQODQB4F/wAOpf2XP+ja/gF/4b3Sf/kej/h1L+y5/wBG1/AL/wAN7pP/AMj176GzQHBoA8C/4dS/suf9G1/AL/w3uk//ACPR/wAOpf2XP+ja/gF/4b3Sf/kevfs0UAeA/wDDqX9lz/o2v4Bf+G90n/5Ho/4dS/suf9G1/AL/AMN7pP8A8j179migDwH/AIdS/suf9G1/AL/w3uk//I9H/DqX9lz/AKNr+AX/AIb3Sf8A5Hr36igDwH/h1L+y5/0bX8Av/De6T/8AI9H/AA6l/Zc/6Nr+AX/hvdJ/+R69+ooA8B/4dS/suf8ARtfwC/8ADe6T/wDI9H/DqX9lz/o2v4Bf+G90n/5Hr36igDwH/h1L+y5/0bX8Av8Aw3uk/wDyPR/w6l/Zc/6Nr+AX/hvdJ/8AkevfqKAPAf8Ah1L+y5/0bX8Av/De6T/8j0f8Opf2XP8Ao2v4Bf8AhvdJ/wDkevfqCcUAeA/8Opf2XP8Ao2v4Bf8AhvdJ/wDkej/h1L+y5/0bX8Av/De6T/8AI9e+7xRuFAHgX/DqX9lz/o2v4Bf+G90n/wCR6P8Ah1L+y5/0bX8Av/De6T/8j177uFLQB4D/AMOpf2XP+ja/gF/4b3Sf/kej/h1L+y5/0bX8Av8Aw3uk/wDyPXv1FAHgP/DqX9lz/o2v4Bf+G90n/wCR6ju/+CVP7LsVpIy/s2/AHcqEj/i3uk+n/XvX0FUOof8AHlN/1zb+VAHg3/BJ45/4JZ/s0/8AZKvC/wD6aLWik/4JO/8AKLL9mn/slXhf/wBNFrRQBX/4JI/8osP2af8Asl3hv/01W1fRFfO//BJH/lFh+zT/ANku8N/+mq2r6IoAKKKKACiiigAooooAaCaMnNfkP+0t+1j+3R4c/aN8f6d4R0z4lSeFLDxJqNtorWvw8iuoGskupFgKTGzYyL5YQq5Ztw5yc5rif+GzP+ChP/QL+K3/AIbOH/5Ar9Ew/hviatKNVYvDrmSdnU1V+/u7nnyzCKduSX3H7YHk03HP/wBavyH/AGaf2sf26PEf7R3w/wBP8XaZ8So/Ct94k0631prr4exWsC2T3Uazl5hZqY18ouWcMu0c5GM1+sXxCupLLwDrk0MkkM0OnzujoxVkYRsQQRyCD3r5fiTIamTSUatWFS6b/dy5lp30VmdmEqLES5YprVLVdzX28UMua/K7wl+0x8W2kvPO8ReJvO0XwZqFohbUp5Uupoh5rXhBOGlWK4QhzlhsB7V758ItZ1DxLq/xK0u38WeMNV8P2PgPS9chuD4mvpJrPUHszNuScTeYm87nMYYKcDK4AFeHU9xN9lf5Ln/NQdvNpGlP3mku9vn7n6zX3Nn2qRSAYr4f8P8AinWo/gH+z1JeeKPF8dn4+1+NPEeoyeIr77RcEq6xxCczb4UfBysZQEqD15ryXVPjx8QI/Bfhm5/trxpr9jbaf4imUW3ie7sZrq3hnKRXTTRsWm8gsW+bIZYyucUTXLKUH9lyX/gKTf56X7NuyQU/ejGa+1y/+TNpflr8krn6eUd68n+E/jDV/Cnwh+Ftnd654Y8SXut2VvDcanf65JbTaiTErl7VWhdrqQrubDGNiFySMnHofjq/vdK8EazdaanmahbWM8tqm3dulWNigx3ywHFFe1Lmb+zf8Ao/vOW32rfiaeyl281+cnwc+PWp68thDD8SvGVr9s+HWpXninUby51DUI9JuvNYJdRxsSFZMoubfG3BHDBq9O+CXx61f4d6H4x0q3bxn4q8cW+naT5Aj1O+8U6M4uIFKalEDE13Ah3tLLCyk4VQmcgBuNm11/OzktP/AAFteWuydkndX/rVRf8A7cr+em7V/sw4JpQMV8QfBD4ox6h+zFr95438cfE6+uvDHjK6htltrq902+8SyEeXb2CvtEpLtuJt4XVozguFAFVfEGrfFb4Oaz8M9BvvEOqalr1x4O16/wBTtrzXrmGNXMcsqb5AsrSS26sAhYElkADqMMIk+VX8r/8Akjn+S+WjdrouMeZ287f+TKP6r16Xs7fdVJX55X/xU1Rfhx4Z8Q6r8QPGGoW+n+B9Putb0zTvEl5pOrWAkvFT+0oZGDW167b2Ro5Tu+6M5wR6F+0B+0n4ku/2hvhvNZ3HjjQfB9n4hs7H7OujahC3iRZI/MlmZkiCTIPkjSFC7MRK23btNa+z9/k/vcvp73Lf5v8ArSVs+b3Ofyv+Cdvuf9XV/srnNLtr4Z+D3xM8Val+0J4d1b/hIPEl3pOveKfENlYRXWtXGzVHjjBhtLixMjxWdvETJiWJJW+VcxplTXu/7Q/xF+J3hL4AeNtUk0HwvosljotzNDeaX4iub66gkCcMsbWMI4yTu3jbjODWEpJUfbeV/wAL2+7+tVfSMb1fZ+dvxa/Nf007e3FMntQEwa/PW9+M+qaT8P8AxLaaP46+ISq9t4YfU59Q1JrkadBO6Ca8trxbuaSMT7gzIVhKBwOOFG9qnj7xFN4kufCOi+KPE2q2R+KbaXpayeIbuFbu3S0VprOXUlla5jjQvkY8wll+6e2so2dl3t/5NGL/ABkrej0T0M+ZW5vK/wD5K5flHXpqndp3PuzYPQflR5fsK+AfCPxO1rxN4T+H+n67498YWOmr4d8TXNzftq9xZyXOpWzMdn2iKYtOkAGULSNvVMlVB2jqNbvPEXxN+EHwztdO8aeOpPit440DT1t7az1ue2s9ItUcPNq1xFAV3bkJXdMW8xmAUZU4Ixu1bq19zclf/wAlb7Wd72vapaNp9L/hy38+va901a59r7cmjGTXFXGsfES01gwW/hvwdd6ZHIEW7n8T3MNzLGDje0K6eyq5HO0SEZ43d68P/Yrg8UePPF3ibXNTm1LVrHTfGGrWSXl1431QNbRoxCRLpu02siLuABZxgHOMqoKjrLlXZv7ml+vW33iekeZ90vwb/Tpc+pccUgWvke88aeMPBngX9p+O08TeJNa1DwzKp0y5vLjzJrFXs1kcxLGqpFt3MwEaKBtB7E15v4w+KPiDwro/i+w8P+PPE174b+w+Ep73VJNbubqbSvtbD7RJHO8jPF5i4Y7WUAPgY4FKn7zjFdVD/wAnTav5K2/ey6lSXKm+zl/5K0nbzd1ZH6AKuDTq8N/Yv169vta+KemHWtS17Q9A8Wy2WlT31/LfSQxiGJnhE0rO7KjHHzMe/rXn/wC3Z4svtO+P3hvTW8VeIvDeiyeEtbv5zpusz6cvnwws8MjGN1DMrhcBsg9MEHFTKajGMujV/lyuf5K3qOEXJtdnb/yZR/N39D6x2ilr8u/jN+0p8WrLwpYyJr3ia2m1/wAG6c0skOoTQPZzRA3L3KhSNrSwxHcy4LBjnivbm8f+IvBvjjQ/GGreLNP8XaLqes6HosehaZ4t1KPUNOkltkUmSGKZYGkMimR4ZYn8wM2XUddlC8nF9Hy/jZfe9undmXP7ql3jf7ld/dr92m59rUV8cp8fPFXin9vbwrHfXfjbw74b1aLU9OtNDbSL+2UJEmyK8lV4vLlZ5GaTdh0hQR7yp3V2X7J2k3ut/HLWtW8P+K/Gev8Aw50HTToiXut61cainiPUvO3S3UPmN5YjiC+VviVVY525Gain7yT6NN/c2tfuX3rzLn7rkuzS++3+b+SZ9JnOaWuI/aLOkQ/CDVrjX/FGseD9FsQl1ealpd79julRHDeWsgBYeYQEwmHbdtU5bn5+0jxT8Qfh5+zPfSN/wnMOofELWLq50uS5ttQ1y68GaSyAqZmUSzeb5a/IrHAkmBJAVyM5TtGUn0/4Fl89fuZUYXcV3f6av5aX9UfW/OaTmvz5uf2kfF3w/wD2Rfhz4+XXfFeoSX2lat4Y1A3U91ma/mEklncgyECVkZCvnLuwMqGypA6Txlc6poPjHUPCfjf4qeKvB8XhX4b2N5HqsOqXu837zqs92yRSq90wdjGFJbhgAMitZR5ZOPZtfcpP8op/9vLYiL5kn3Sf3uMfzbX/AG69D7kor8+fEHxZ8VaX8VvEV5aeN/Fl/rGm+OtB03SrL+0riG31GCeBjcRmxZvLCvgMV2ZQnqOQf0Gp8vu839axjL8pL5i5tbf1u1+cWFIRk1FqNtJe6fPDHcTWck0bIk8IQyQkjAdQ6su4dRuUjI5BHFfI3hD45eJ/hl+xb4xv11rUNc8QR+ML3w5p+qa1eNKbTzLsW8U0r44WPduwqhQQAFA4rO7u4re2nnqopffJGltE29L2flo3f7kz69KZo24PSviN/i3rr33gv4a6rqXiHR7fw140t9B8S65b+Kry6OsySWjzKn24rDMm+TKtGCu0hQuR05rwj8UvEXizRPB9jr3jzxNZ+HP7J8V3FlqsWtXNrLqklrK4gaSdHV5fKRd4DO2QvII6kpJJtbav1SipX+aasuuu1hRi3ZPTVL0bbj+Di79ulz9AWFHWvz60zXvij8cda0fRNL1TxndeINT+G2lXlvNa+JptLtdNuZLja2oXAWZfN/dcsFSR3JHy55HV2ei/FD4mftJeM9D0fXfFUl54b8Q6MZtX/wCEhkttJ0y2W1ElyhshLiUzsuAghK5Y7mUZzoqfv8j7v8Jcrfyer8tFd3Szc/c512X4x5kvmtPXy1PtyivgH9lz4jeNPFn7VXh3T7/xH4itbOXxBrtwLq/8SXlza63bwFoxp6WjZhV4v9YDkfK2eqqK+/qmPvU41P5lf+vy9U+lm7lpOUO3+bX6X+fe6CodQ/48pv8Arm38qmqHUP8Ajym/65t/KgDwX/gk7/yiy/Zp/wCyVeF//TRa0Uf8Enf+UWX7NP8A2Srwv/6aLWigCv8A8Ekf+UWH7NP/AGS7w3/6aravoivnf/gkj/yiw/Zp/wCyXeG//TVbV9EUAFFFFABRRRQAUUimlzigAxmjFN85f7y/nQZl/vL+dLmXcdmO2+1R3FvHe20kM0cc0MylHR1DLIp4II6EEdqeJFY/eH51Fqeow6PptxeXD+Xb2sbTSvgttVQSTgcnAHak5K3vbDiney3MPTfhN4T0fUYruz8M+H7W7t43ijmh06GOSNHVUdQwXIVlRVIHBCgHgCn+F/hb4X8C6Hd6XovhvQdH02+LG5tLHToreC4LLtbeiKFbKjByDkcVxFh+298LdTkt1h8WQN9q0aXxBGWs7lFNlHvDykmMBceW42HDnHCnIzY0X9sP4f8AiLS9Wu7LUtXuF0OCC7voR4f1EXMMEylo5vJMHmtEVG7zFUqBgkgEE1LS6fz+9/qn80yY9Gv60X6NfJo6+7+FnhfUfBUfhu48N6DP4dhChNKk06JrJArblAhK7BhuRxweaI/hb4Xi+xbfDegr/Ztm+n2mNPiH2W2cbXgj+X5Y2HBQYUjtXIWv7Yfw/vPBOneIo9U1RtJ1i8TT9Ok/sHUBJqUzqWVbeLyPMmBCn5o1ZQRjOeKpzftzfC+PS9LvE8RXV1DrEFzc2q2ui39xIY7YkTs8ccLPH5e0lt4XAGenND683z+7r8vwCPS3y+//ADX3ndJ8J/CscGjQr4Z8PrH4bfzNJQadCF0tuDugG390eBymOldBWX4L8Z6Z8RPCWm67ot0t9pOrW6XVpcKrKJY2GVOGAYfQgEHggGtKaZLaFpJGWOOMFmZjgKB1JNOV435vmEdbcpzOi/BTwX4d1281TT/CPhex1PUkkS7u7fSoIp7pZDmQSOqhmDHlgScnrV3wR8NPDfwzsprbw34f0Tw/b3D+bNFptjFaJK+MbmEagE44ya4TQf22/hj4khupLbxJIsNnpc+tGW40u8to5rOFisk0LSRKJlVgR+6LEkHAODW/8L/2i/B/xjudSh0HU7iabSYIbq7iu9PubB4oZlLxS7biOMlGUFgwyMYOeRS2Wnb8Lv8AC6fzTD17/jp+Oq+9FzVvgP4H17SzY33gzwpe2TXcl+befSLeSI3En35trIR5jd3xuPc07Svgd4J0JLZbHwf4Ws1s4poLcQaVBGII5gRKiYQbVkBO4Dhs85rmLL9sv4b6t4RstdsvEMmoadqOqPotmbPTLu5mu7tV3tHHDHEZXwvO5VK8jnkVNon7X/w68RLpTWfiLzv7bs7y/sx9guVaSG03faCQYwUKbG+V8MccA5FTsv62tf8A9J19PIerf9b3t+f4+Z0F78DPBOpLpK3Hg7wrcLoKhNMEmkwN/ZyghgIcp+7AIBwuORmtrW/Cel+Jrixm1LTdP1CXS7gXdk9zbpK1pMAQJIywOxwCcMuDzXmur/ty/C/RLG1up/EVw1teaZFrKyw6PfTpFZyyGNJpSkJEKs42/vNpyR6jPW+NPjn4T+Hvifw3o+sa1Da6n4vn+zaRbiOSVrx/l6bFIVfmX5mwvPWr969vP8b/AJ3+dydLX8vwt+Vn9zLumfCfwrovjG48RWfhnw/aeILzd5+pw6dDHeTbsbt0oXe2cDOTzit90WVGVlDKwwQRkEV53oP7V/gPxN49g8M2Ws3EmrXV7c6bbhtLu47a5ubbJnijuGiELsmDkK57dcjPb+JfElj4P8O32rapcx2enabA91dTv92GNFLMx78AE8c1DtyXe1vlb/IrXmt1/G5z/h/4FeB/ClpqNvpfgvwnplvrEJt7+K10i3hS9i5ykoVQHU5PDZHJ4qaX4L+DZ/BcfhtvCPhl/DsMvnJpZ0uA2SPkncIduwNlic4zyT3rk7D9tb4aaj4a1fV18QzQ2WhR2s159p0m9t5lS6OLdkikhWSQSZG0xq2QQehFWB+1/wDD9tCW/XV79lbVzoItV0W+a/8AtwQyGA2gh88MFBPMePeqfZ/1rp+LXzfmK/X+tv8AJfcdNq/wf8I+IfCtloWoeFfDd9oemkG00+40yGS0tSAQDHGylEwCQMDgEiq3iv4BeBfHmpi+1zwX4R1q9WNYRcX2j29xKI1+6gZ0J2jsM4Fc5c/tpfDW28M6Pq48QXFxZ67HdS2YttJvbid0tSRcO0McLSRrHg7i6qAAT0pviX9tX4aeFIYZbvxFJJDNpkGsGa00u8u4oLSdtsUsrxRMsIY8ASFTkjjkUbv5/jr+Oj+5h/X4r9WvnY9OtoFtLdIYY0hiiUIiIoVUUcAAdAB7Vydj8APAemeKF1y18E+EbfWlna5W/h0a3S6EpJJk80Ju3kknOc5J5rsIZluIVkjZXjkAZWByGB6EVwvgn9pTwn8R/EVxpehza5qM1rezadPPH4f1D7FDcRZEkbXJgEClcd3wcjGcjJrzef4/1sLTl8vwOp07wrpekX2oXVrp2n2t1rDiS/mhtkSS8cKEVpGAzIQvALZ446VnaB8I/Cfhbw5f6Lpvhfw9p2j6pu+2WNrpkMVtd7l2t5kaqFfK8HcDkACsfw/+054D8V6H4q1TTfElleab4LZl1i7iVzBa7VLnD7dsg2g8xlgenXisq0/bP+G934Z1jV/+Egmt7PQUtZL0XWlXltOiXWPs7LDJEssgkyNpRWBBBpdLLsvue3yfT8CtV97+9b/NdTv/AAn4Q0fwHokemaHpem6LpsBZo7SxtktoIyxyxCIAoySScDkms/xl8JvCfxFv7W68QeGfD2vXViMW02o6bDdSW4Jz8jOpK8gHjHIqP4Y/F/w/8YdOvrnw/eTXS6XePYXkU9nPZ3FpOgBaOSKZEkVgGHVRWR8W/wBpvwV8DNYtdP8AE2qXVleXtrNfRRQaZd3jGCIZlkPkRPtVByS2MAE9KcpWab9V91/y19BRV00vn99vz/E3/EHww8L+Lru4m1Xw7oOpzXSeXNJd6fFM0y7WTaxZTuG1mXB7MR0JqOH4ReE7fxXa69H4X8Ox65ZRCC31FdNhF3BGE8sIku3eqhCVABwFOOlcf4i/bT+GPhSyurm+8VW8dvZ6ba6vLJHaXEy/Zbl1SGRSkZ3bmZRhcsM8gVr6f+0l4T1jxUNFsbjWtRvv9GMn2LQNQuYLcXEayQ+bNHCYotyOrfOy7QcnGDTSd9N9vnqv8194XVte1/lp+G34HUat4K0bXtYt9QvtJ0y81Czikgt7me1SSaCOQbZEV2BKq44YA4Ydc1jeD/gR4H+Hesf2j4f8GeFND1AIY/tOn6Rb202w9V3ogbBwMjPOKbrfx48I+HPihaeC73W7eDxNfWUmoRWRRyRboGZpHcLsQAIx+dgTtOM1l/C/9qjwL8ZPEEOl+H9Wurq+urFtTtkuNKvLNbu2VxGZYnmiRZFDHGUJ7+hpR/u/1vf8n9z8wl5/1tb9PwOu8XeDNF+IOivpuvaRpmt6c7K7Wt/apcwsy8glHBXI7HHFVPB3wy8M/DvTLiz8PeHNC0KzvG33EGn2EVrHMcbcuqKAxxxyOnFP+I3xJ0X4SeErjXPEF79g0y2aON5RE8zF3cIiqkas7szMAAqknNc5p/7UHgfUvh94g8ULrUlvo3hWd7XV5LuwubWawlQKWjeCWNZd3zqAAhJJwMnip0s/x/Df8PwHrdfh/wAD8TfPws8Ly+FLPQm8NaC2iafIs1rpx0+L7JbOrFldI9uxSGJIIGQSe9O8WfDTw348v7C61zw7oetXWluZLKa/sIriSzbIO6NnUlDlVORj7o9Ky7v4/eFNNubOG61G4s5r/R5tegjudPuYGazhAMshDxgqyhlJjbD8/drmdc/bc+Gfh7SrG+uvEF19l1DS11uJotGvpjHZM/lrcShISYYy3AMgXOR6iqd738/x1/H3X9z7CjqtP6Wn+a+9dzt7T4R+FNP8ayeJbfwx4eh8RTFjJqsenQreuWXa2Zgu85Xg88jiuhry8/tnfDUeNx4d/wCEk/4mTX0Om7v7Ouvsv2mZN8UX2nyvI3OvK/PyAcV6hR0Xb+n+v4hdX8/6/wAhu/2rHj+H3h+Hw7faSmg6Ouk6o8kl7ZLZxC3u2lJMrSR7drl+rFgd3fNamoahb6Rp091dzw2traxtLNNM4SOJFGWZmPAUAEkngAVyfw9+PXhT4qfD668U6Hq0d54fsWmSe9MbRRxmEZkPzgEqBzuHBHQmputb/P08/IpX0t309f8AMuQ/Brwdb+CpPDcfhPw3H4dmk8yTSl0yAWUj5DbjDt2E5AOSM5ANO1v4R+EvE3hey0PUvC3h3UNF00r9ksLnTYZbW12gqvlxMpVMAkDAGATXOz/tU+C7bwHofiaS+1D+xvE1wtppLrpN21xqMrBiqxW4i89twUkER4IwQcEZo3X7Z3w3s/DOj6t/wkE09nr0d1NZC10q8uZ5I7YkXDvDHE0kax4O4uqgAH0qpaXv319V/kvwJj05fl8/+CegW3g3SbTxG2sQaXp0OqvbLZPepbItw0CnKxeYBuKA8hc4B5qTSvCel6FquoX9jpun2d9qzrJfXEFukct6yjarSsAC5C8AsTgcV5z4j/ba+GfhNY2uvEF08cmkw64ZbXR767iispTiOeR4oWWNSePnIIJAOCal1P8AbO+G+keKJtIuPEEy3Nvd21jNMml3klnDNcqGgVrlYjAu9WBBLgYyc8HDs72W+346/j+PmTolfpv+H+X4HYWvwk8KWUlm0Phnw9C2n3cl/alNOhU21zJ9+ZML8sjd3GGPc10NeY+Fv2xvh34z8ZWeg6frl1JqWoX1xptr5mkXsNvcXMALSxJO8KxM6jqA/dfUZ9OpL4U1t/wF+lvlYp72e/8AwX+t/ncKh1D/AI8pv+ubfyqaodQ/48pv+ubfyoA8F/4JO/8AKLL9mn/slXhf/wBNFrRR/wAEnf8AlFl+zT/2Srwv/wCmi1ooAr/8Ekf+UWH7NP8A2S7w3/6aravoivnf/gkj/wAosP2af+yXeG//AE1W1fRFABRRRQAUHpRQeaAGDv6U+m0H5aAPz9PwE/aVz/rvGP8A4U6f/JFH/ChP2lf+e3jH/wAKdP8A5Ir9Av8APSj/AD0r8x/4hfhP+guv/wCBr/5E/Tv+IpYv/oCw/wD4Lf8A8kfH37LHwk+N/hf476FfeMJvEjeHLf7R9rF1ry3MJzbyKmY/Obd+8K444OD2zX1X49gbUvB2p2MJja61Cznt7aNnCmaRonwoyQM8E/QE9Aa1sZ//AFUH71fXZHw/TyzCSwdOpOak27zfM9UlZOy000PkM84gqZpi44upShTcUlaEeWOjbu1d666u+1j85fCH/BMn4iW2o39tNZi1tb/Qb/ToJZ9Qhkjsi0cUkERCuzbTMZlJVTjk9xn3b4J/AHxxcX/j7xJ4g8P/APCP3+seDLPwxYaa99b3ElzNDabJJd0bsiIZMKm58kZLBeK+pP6UE+hr6CfvJp9Vb/0rX1tOXlr31PAh7rTXe/8A6Tp6XhE+TrX9mrxx4c+AnwHng0L7b4k+GGopc6loq3tuss0LllkEcrOIS6ghgC4B55zwfMrr/gnv8StQ8PaCsK3Gi6p/ZWuXs81jqyR/YLy6lDxWTOrq0iug8t2UFPnbkgAn7+J4o3Zon70pT6ybfpzJJ/knr1Xa6ZD3Yxito2/8lbav97Xozxzwx4W1fw/4H+Eumw+ANYsF01IoNStdP8VGzg8OhI1BMixz4vk3rwjGTK7ieSVb1Lxp4e/4S7wdq2k+Z5P9qWU1p5mM7PMQpn8M1okkGjdjvRV/eKSl9ptv5/16+ewU/wB3y8v2bJfL+vQ+E/hD+yn8YLHxDY22veEPDTWPgzwZqGgaSb2aG40/WJpJDtSdUnMpjkVmYNsjK5AIBG4958K/2b/il4g8G+JvC91dXHgDwTqEGnw2mjavdf288ISJBeW0Lx3XmR2chUxhTcbgm7AQsTX1huo3YP3v0p813d6/rq5XffWT308idtFp28tEtPlFefmfIvwz+Fvxn+An7PvizQdC8O2c2r+IvFN21o2n/Zbc6RZyn572NZLvY5KgCKAshjI+dmHFUvE37HGra3rPw/tdD8I+ItD8O+GfCusaZKs+s29pe/a5Y38tpHtbo7vOlO5grlDvIcBcivsjPIpGOKiXvKz7Jf8Akrivwbfq/RGkZWene/8A5Mpfol6erb+JJv2avix4Z8CeDYdD8JRaf4s0fwxZ6fZa/pWsxWl5pl0l1G80GoZn8q6s9gLBFjl5BGPmzXW/Gf8AZI+JHiL40eDfGMGreH/EGqQ+IrK6up20oxnQ7WCJgFUteL5sAkZ3McaJI7ylicAKPq9aWted83P15ub535vz+dupnyrl5OlrfK1v+D2v0Pj34U/sqeOdH+O+m6hqeizWvk65rV3q2sJf266bc2d2irH9ht43861uW2rumjjhk4bdI+QB698Zf2S7Pxb8HvFWi6FqXiUatrGlzWdsdW8VapqFoHYcb4555E6gDdsJXORXslFZOCdL2XS1vO1rf10vd9WaKTVT2nW9/ndv8391ux8OJ+zR8XvHfhjXk1TwvbWEmmWuh3OkW17JpIm1GaxZWltPtFoA/k4BWL7QWAG3cQSSNvWv2Y/H3iS9uPEt94XuIYdY+IB8RX2gWGp2sWsQWaQCKF4roSokUxZSz+VOpKvgPnIr7Ioqpa797/PmjJ/e4r5GfLpbyt8uVxX3Jt+r9EfFugfsvfEr4beD/BWqW/hex17UNL0LWvD8uiRXdpbzWEV3ve2d5MpBK4OFmdTuYuWzISTXQeIfgn47tvhz8N/hje+D9U1zwH4d060n8Rz6Te2Bk1q6iIZbJVuLiArbhwGZyCz4UALgsfrKiq5ne/mn9zk1+Mm/Xcp6u/r+Nk/TRJK2y211OJm+Bei6vq39qzXPjW1up5BcNAni/VIYYm67fJjuvJVQeNirs7AYrx39lL4P+IPhL4010654N8dJcal4q1HULa/tfEsP9jLbTudjy2i3wDNjJObdmGVPVRj6YozUx0lzLs197T/RfIHrHlf9aNfqz5x1z9mXxJ41sP2htNlhi02P4hTQtolzLOrR3Gy0RMsEYsi+Yu07gDjJwRwfO9d/ZU+IvxR0nxN4iu/C1n4f1m3tPD0WmaJNqMEn9qPp2JJg0kTNGiuSUjLt/CNwTgj7SzRmiHutNbpRt5cqaT9bN36a7Dk+ZNPZuV/+3mm16XS8/M8h/ZS+HHiDwrf/ABA8Q+ItJXQLzxr4ik1ODTTcRXElrAsaRp5jRFo/MbaWIVmAyOc5A4f9sL4SeOfFHx18N+I/CnheTxFa2fhvVdIlK39tarBNdRGKMt5sisVG7cSgY4HTNfS1FTKKaS6JW+XK4/k/vHGTjd9W7/Pm5vzR+d/xk/4JofEDUNL02x0uH+1G0vw5b6XNNDfRRRahJFDJIIwJHU7FuBGAWA4IPQHHqd5+y34lHjnw3caD8P18KeJrfVNLu9Q8aw+I1nWS0httlxC8W8SqzACIwIjQvkEvgZr69orRSak5d3f53b+5vdbMzcU4qPZW+Vrfeuj6Hyrb/so/EDwb+194X8bJfaP4khVtUu9Y1RdM+zXB81FWO2Kvekt+7VYomQKkQUFlbLE9d+zb4Y8X6p8afEHjb4geC9Y0fxJrMH2GykN3YXGn6Lp8b7o7WNorl5pJJGO93MSgsMAKAM++UVMPdSS6JpeV2/8AO3pp1d6l7zbfVpv5W/yv6+itz/xRvtZ07wHqMug6KviHUhERHp/9pnTXuVPDBJ9p2Sbc7Sdozj5l+8PlVv2TvG194AWG+8PX1z4ck8fzeILjwuusQx61dWDghGmvVmUTXCyESgyXJbaqjzSVAH2VRmhKz5vT8Gn+a+5vuN6rl9fxTX5P8j4p+LX7JPxY8efs56MI3u7rxtFreoxJBf6sl1c6bol+rxPbSXMrt5zIuw5DscHCk4Fdd8Qv2d/GHwx+K2oXvgrwT4f8aaHrXg6z8LQWupzQi105reWMA3UUjKZYDHlsR7mJTG0cE/VFFH9f+SuNvubfe7bvqL+v/JlL80vkkj4o1T9kX4ieJPin4o0n/hH7PS/D/iDxbpOtnW4ruCO0t7ayhIZYbdZGmDMxCopUAAcsBzX2vRRT5vdUf60Sj+UUK2vN/W7f5thXyre/s0eOL39kvxp4XXTvL1LVvGN5qzad/aEcR1fTnvBKYRKjEIZYwQAzLjOGKgmvqotik3VHKr38rfin+cV5WuVzO1vO/wCDX6/fY+PrT9nH4kafrem+KLfSdYudK8J+L4dQ0LwfquvJeX1tpwtvs8my4knkiV8kSLG0xVQpAYE4OboH7KXxF+GWg+G/EVr4Xs9d1qbTtfs9S0KHUYIzpr6g7ywlZJGWJ1QlY5NpzgnbvHT7SLYFG/ihpO6fa3ycVF/ekr9b6qwRdmmu9/ubkvubdvudz4++H37AWtXXj3TdK8UTalbeEbfwHp2iajJpd9DHHq1xDcebLaOSpnEJ7sgjLDjfyRXT+D/2Jm8QfH/x5qXie31K18HtrOm6loul293AtjqptrQxo0yoDNiJvuoWRSQCVcCvpsHNJu4rT2jUubrr+Mua/wAnt29dSORcvI9tPwjy/it+/pofGP7Pf7Hvjf4afHvw74o1jRbvUdJ/t3WZ57CTV42h0VpmP2fUoohNsZnQ+WygFgADt3AY+0KKKmPuwjTW0Vb+v6/CyVS1m59X/m3+v9NtsqHUP+PKb/rm38qmqHUP+PKb/rm38qAPBf8Agk7/AMosv2af+yVeF/8A00WtFH/BJ3/lFl+zT/2Srwv/AOmi1ooAr/8ABJH/AJRYfs0/9ku8N/8Apqtq+h2OBXzx/wAEkf8AlFh+zT/2S7w3/wCmq2r6IJwKAGbjSKWI/T6V8X+MNB16X9qppha+Jm+Ia/EKwuNOvUW4+xR+E1jT7UhcfuPIMX2hWRvmM7RnBcKR13xh+Gfhn9p343/Da4s/DN6tvrQOv6rr0trcWdwlrYuhgs8naYmlmK7gQGMSOP4uAD6i3t7/AJU5Dya/Ovw34Z8dP4ImOg2fjSDx9/wjupJ8Tph9pje+vzeRf6pidjSlfPMBg+7CQq4Xao+kP2FdK/s3VviLJ4etdWsfhjcanaN4Wtr5J4/LYWcQvTEk/wC8WI3GePumQSlepJAPoaisjxp4hbwl4T1PVPL886baS3XlbtvmbFLYzzjOMUgbXAPuaT/38k/woA2KKyfM1v8Au6T/AN9yf4UeZrf93Sf++5P8KANaisnzNb/u6T/33J/hR5mt/wB3Sf8AvuT/AAoA1qKyfM1v+7pP/fcn+FN83W8fd0n/AL+Sf4UAbFGK5661bWLTULW2aLS911v2nzJMDaAfT3q1v1z+7pP/AH8k/wAKANeisnzNb/u6T/33J/hR5mt/3dJ/77k/woA1qKyfM1v+7pP/AH3J/hR5mt/3dJ/77k/woA1qKyfM1v8Au6T/AN9yf4UeZrf93Sf++5P8KANaiues9W1i8vry3WPSw1myqxMkmDlQ3p71b8zW/wC7pP8A33J/hQBrUVk+Zrf93Sf++5P8KPM1v+7pP/fcn+FAGtRWT5mt/wB3Sf8AvuT/AAo8zW/7uk/99yf4UAa1FZPma3/d0n/vuT/Cq2qalrOmaZcXTR6Wy20TSkCSTkKCfT2oA36Kxbe51ueBJPL0kb1Df6yTv+FSeZrf93Sf++5P8KANaisnzNb/ALuk/wDfcn+FHma3/d0n/vuT/CgDWorJ8zW/7uk/99yf4UeZrf8Ad0n/AL7k/wAKANaisnzNb/u6T/33J/hVS+1fWbG6tImh0tjdSGMESScYBPp7UAdDRWP5uuZ+7pP/AH8k/wAKd5mt/wB3Sf8AvuT/AAoA1qMVk+Zrf93Sf++5P8KPM1v+7pP/AH3J/hQBrUVk+Zrf93Sf++5P8KPM1v8Au6T/AN9yf4UAa1FZPma3/d0n/vuT/CqdtrOsXeqXVqselq9qsZZjJJht+SMce1AHRYorJ8zW/wC7pP8A33J/hR5mt/3dJ/77k/woA1qMVk+Zrf8Ad0n/AL7k/wAKPM1v+7pP/fcn+FAGtRWT5mt/3dJ/77k/wo8zW/7uk/8Afcn+FAGtRWOZdbB+7pP/AH8k/wAKt6DqLazotrdMoja4jDlQcgZHTNAF2odQ/wCPKb/rm38qmqHUP+PKb/rm38qAPBf+CTv/ACiy/Zp/7JV4X/8ATRa0Uf8ABJ3/AJRZfs0/9kq8L/8ApotaKAK//BJH/lFh+zT/ANku8N/+mq2r6Ir53/4JI/8AKLD9mn/sl3hv/wBNVtX0RQAUUUUAFFFFAHN/GT/kknib/sF3P/opq6Sua+Mh/wCLS+Jv+wXc/wDopq6Fmw/agCSio84oJ28Z7daXMgJCcCiowcipKYBRRRQBkaz/AMjRo/8A22/9BFayfdrJ1n/kaNH/AO23/oIrWX7tAC0UUUAFFFFABRRRQBj6B/yMWtf9dY//AEWK2Kx9A/5GLWv+usf/AKLFbFABRRRQAUUUUAFZ/iz/AJFXU/8Ar0l/9ANaFZ/iz/kVdT/69Jf/AEA0AWNJ/wCQZbf9cl/kKsVX0n/kGW3/AFyX+QqxQAUUUUAFFFFABWN4j/5DOi/9fLf+gNWzWN4j/wCQzov/AF8t/wCgNQBsJ9wfSlpE+4PpS0AFFFFABRRRQAVi6N/yOWtf9c7f+T1tVi6N/wAjlrX/AFzt/wCT0AbVFFFABRRRQAUUUUANf7rfSsvwN/yJ2m/9cVrVf7h+lZXgb/kTtN/64rQBrVDqH/HlN/1zb+VTVDqH/HlN/wBc2/lQB4L/AMEnf+UWX7NP/ZKvC/8A6aLWij/gk7/yiy/Zp/7JV4X/APTRa0UAV/8Agkj/AMosP2af+yXeG/8A01W1fRBOBXzv/wAEkf8AlFh+zT/2S7w3/wCmq2r6Gk+4aAAODS7xXyV4o/aV8aWPxxnurfxBaw6bp/xI07wIPCLWMJ+22dykYe+83H2jzl8xp1KsIhFAylGyZBD8ff2uPE3hf9oW8t7HUL6z8C+E00ae6k0iLT7ltVW+uPLYstwTLNEDhALUo6li25yBGQD66MigdadnNfCEH7a3xI0D4fab4ok8RabrFz448Palqz6U+nQiLwRNFdxQxqCm2R0iWUpILhmLSxEgoCYx9A/sofEbxFr/AI4+JHhPXPEC+MoPBOoWUVj4h+ywW8l8lzZR3LRSCALCXiZyNyKuUdARkFmAPR/jI3/Fp/E3/YKuf/RTV55+0J+2r4Y+BmsNobR6hrPiRkDJp9pbuxyRldzYxz6Lk+1ehfGIZ+Evibr/AMgu56df9U1Wn1dTLvbSL5pPXyFJz9azqU3Jcqdl1tvbyv8AnY0pzjH3pLm8nt87av8AA+atJ8O/tBfHyJtebV7fwDauvmWFiw2sR23psZjnjlyOP4BWx4T/AGxte+C2oQ+H/jZoreH7pmEdt4gtojJpd92GWXOxj6fpX0H/AMJIwX/kG6p/36/+vVHxA9n4p0e40/UtAudQsbldktvc2yyRyKeoKk4P0rF4SC96ndPvdu/rd6/gaRxUpaVUmu1krell/mW/CfjrR/G+mLeaPqljqVqwyJLeZXX9On0NX73WbXTYGmuLm3gjjGWZ3Cqv1Jr5j8Sf8E8vBr6lNdeGf+Er8IiY5a0to0uLRf8AdWTLoPZXC+1RWf8AwT9022ljlk8Q+MLiZOhl0fTp0/75lhcVXJiLaOHzck/uUWvxJ5sPu+f5KLX3uS/I9/tPjr4MvtR+yw+KvD011nHlLqMJYn6bq6mO5jmQMrqysMgg5yK+d7z9kb+19L+w3virxjNY4x5Mfh7Q4Rj6iyyPwxXJX37EWs/D92vPBHiTxddbPmfStSvZLBJ/URXFoUELem+KRM9RQqeKTsnCXza/Nf5B7TDWvLmj8k/yl+jPqHWGz4n0f/tt/wCgitUEetfIdr8a/F3wp8QaXBeahrAvIyyHQ/G8cUO8kYP2XVoEEMmcceaDnuRXsmifta6C97bWPiDT9Z8J6ncY2w6nbeXDIx/uXAJikB7FW5rOWKdKXLiYuD6X2fo1o/vNKeF9rHnwzU11tuvVPVfdY9czQTisWPxSZV3Lp+osrDKlYwQR+dO/4SRuv9m6pz/0y/8Ar11KSa0OU2KKx18Rtj/kGap/36/+vTv+Ek/6huqf9+v/AK9UBrUVk/8ACSf9Q3VP+/X/ANej/hJP+obqn/fr/wCvQA3QP+Ri1r/rrH/6LFbFcpouvMmt6s39n6g3mSxnAiHy4Qe9av8Awkn/AFDdU/79f/XoA1qKyf8AhJP+obqn/fr/AOvR/wAJJ/1DdU/79f8A16ANaisn/hJP+obqn/fr/wCvR/wkn/UN1T/v1/8AXoA1qz/Fhz4V1P8A69Jf/QDUP/CSf9Q3VP8Av1/9eqPiXxA0vh3UIxp+pLutpVyYhgfIfegDc004023/AOuS/wAhVisPT/ELR2EC/wBnak22NRkRcHge9Tf8JJ/1DdU/79f/AF6ANaisn/hJP+obqn/fr/69H/CSf9Q3VP8Av1/9egDWorJ/4ST/AKhuqf8Afr/69H/CSf8AUN1T/v1/9egDWrH8RHGsaN/18t/6A1O/4ST/AKhuqf8Afr/69Zeu6+z6rpbf2fqS7LhjgxD5vkPTmgDqVPy0tZP/AAkrH/mG6p/36H+NH/CSf9Q3VP8Av1/9egDWorJ/4ST/AKhuqf8Afr/69H/CSf8AUN1T/v1/9egDWorJ/wCEk/6huqf9+v8A69H/AAkn/UN1T/v1/wDXoA1qxdHP/FZa1/1zt/5PUn/CSN/0DdU/79f/AF6y9N15o/FOrSfYNQbzI7f5REMrw/XmgDqqKyf+Ek/6huqf9+v/AK9H/CSf9Q3VP+/X/wBegDWorJ/4ST/qG6p/36/+vR/wkn/UN1T/AL9f/XoA1qKyf+Ek/wCobqn/AH6/+vR/wkn/AFDdU/79f/XoA1Scr+FZXgb/AJE7Tf8AritIPEr/APQN1Nf+2Q/xpfAp/wCKP03qP3C8HtQBrVDqH/HlN/1zb+VTVDqH/HlN/wBc2/lQB4L/AMEnf+UWX7NP/ZKvC/8A6aLWij/gk7/yiy/Zp/7JV4X/APTRa0UAV/8Agkj/AMosP2af+yXeG/8A01W1fRBGRXzv/wAEkf8AlFh+zT/2S7w3/wCmq2r6IoA5u4+FPhu88eR+KZdB0mTxJDD5Cak1spuVQgqQHxn7pK564JHTiqP/AAoPwWLjQ5v+ET8PmbwyoXSW+xJnTwDuAjOPlAbkY6Hkc12VFAHK6V8GfCei6jrV7Z+G9Ft7rxIW/tSRLRFa/DZLCTj5txJJB6k5PNXfAfw80P4Y6CuleH9J0/RdNV2lFvZwiKMu3LMQOpPqefyrdooA5n4yjPwm8T/9gq5/9FNXSYaud+Mn/JJPE3/YLuf/AEU1dJQBHsbPanbT7U6igBoBx2o2GnUUAN2UbDTqKAOZ8Y6DZ+ItS06x1G1tr6zuRMssM8QkjkG0cFSMV4746+F91+zvaXV3pGlyeKvhhOS2r+Fpk+1SaSn8VzYhskovVoPQEpg8H2/WP+Rp0f8A7bf+gitPHH481pGpaLhNc0Xuns1/XUxqU7tSg+WS2a3Pn/w3NqnwV0Gz8QeBZp/Hnwu1CMXP9mxSedfaVG3PmWTH/XRDvA53jHyE/cr2TwD8QdI+Jvhq31jQ9Qg1GxuhlZIz9091YdVYdCpwQeteS+LtDuv2RvFN34q0O3muvh1q0zXHiDR4FLNosrH5r+1Uf8syTmWIcfxrzkHV8S/CiZ71fHvwt1KxtdS1JFuZ7bfu0vxBGRkbwv3XIxiVOfXIry6+Dngn7XD3lSfTqn2Xp267o78NioYy9PE2jVXXo+zfr3Xz7nse/H/6qN+T0rgfhD8c7H4oC6sJra40bxPpBEep6Nd4E9mx6MD0kjb+GRcgj0ORXefeC/WumhWp1Y81N6f1p5GVajOlLkqKz/r+rkvze1Hze1KDxRmtzMxdAX/io9a/66xf+ixWz83tWRoH/Ixa1/11j/8ARYrYoAT5vaj5valooAT5vaj5valooAT5vas/xUP+KW1L/r0l/wDQDWjWf4s/5FXU/wDr0l/9ANAE+lZGmW3T/VL/ACFWPm9qg0n/AJBlt/1yX+QqxQAnze1Hze1LRQAnze1Hze1LRQAnze1ZHiP/AJDWj/8AXw3/AKAa2KxvEf8AyGdF/wCvlv8A0BqANdc4/wAaX5vahPuD6UtACfN7UfN7UtFACfN7UfN7UtFACfN7VjaQM+Mda/652/8AJ62qxdG/5HLWv+udv/J6ANn5vaj5valooAT5vaj5valooAT5vaj5valooAa4O01l+Bm/4pDTv+uC1qv9w/SsrwN/yJ2m/wDXFaANaodQ/wCPKb/rm38qmqHUP+PKb/rm38qAPBf+CTv/ACiy/Zp/7JV4X/8ATRa0Uf8ABJ3/AJRZfs0/9kq8L/8ApotaKAK//BJH/lFh+zT/ANku8N/+mq2r6Ir53/4JI/8AKLD9mn/sl3hv/wBNVtX0QTgUAFFeB61+2jcaP8TpLNfCqzeDrPxfaeBrvWRqW26i1K5CLGy2vl4a3E0sUTOZQ4L5CFVJqT4p/th3Xw3/AGibfwXLouj2uktHYvLrmranc2kLNcytH5cfl2ksZYYAHmSxgs6rkZzQB7xRXy5B/wAFH3s/DNp4g1TwTJa6D4p0q61fwm8WqrLdapHDOkSJcxGNVtXlEsci4eUKrEMQw216t8BvjtqHxR8QeMPDniDQrfw74q8E3VtBqFtaagb+1ljubdLiGWKYxxMQVZlIZFKtG3UYYgHU/GT/AJJJ4m/7Bdz/AOimrpK5r4xn/i0vif8A7BVyf/ITVq/8JXpo631v/wB90AaFFZ//AAlWm/8AP9b/APfYo/4SrTf+f63/AO+xQBoUVn/8JVpv/P8AW/8A32KP+Eq03/n+t/8AvsUAaFFZ/wDwlWm/8/1v/wB9ig+K9NA/4/rf/vsUAV9bXPijR/8Att/6CK1gvpXN6p4jsZPEWkuLy3Kx+duIcYHyitRfFOmhf+P629fvigC7NCsq7W+ZSMEEcGvA7qKb9i/xHJdQpLN8JtWuC91Eilj4SuHbmVQOfsbMfmA/1RJP3c49vfxRpp/5frb/AL7FVdQ1jR9UsZbe4uLK4t7iNopYpSGR0IwwIPBBHUHqM1tRrcl4y1i91+vk10Zz16DmlKLtJbP9PRnK/Ff4Lab8XobDV7G8bR/EWnL5uka7ZEGaAMAdpPSWF+NyNlWHocGs34XfHC+j8SJ4O8dWsOj+LlUm2ljJ+w64g5Mtsx/ixy0R+Zfcc1yPhrxJH+yP4qt9CuL4XPww1ify9Junl3nwvOx4tZGzn7KxP7tm+4TsJxivTPih4N8LfFvw2+maxJBIisJILiKby7izlXlZYpByjg8hh/KvNx2XToz+s4V76+Ul59mtr/mj0MFmEa0PYYlO0fvi327rrb7rM7bf8tG7ivFPh58Z7/4ZeKLfwd481C3ujdEponiNcJb6uo/5ZTY4iugMZH3X6rjlR62fEun7trXlvnuC44ow2KjWjpo1o090/wCtgxGFqUXrrF6prZry/wAt11I/D/8AyMOtf9dY/wD0WK2K5nRPEVhFr2rOby3CySR7SXHPyDpWt/wlWm/8/wBb/wDfYrsOc0KKz/8AhKtN/wCf63/77FH/AAlWm/8AP9b/APfYoA0KKz/+Eq03/n+t/wDvsUf8JVpv/P8AW/8A32KANCs/xZ/yKup/9ekv/oBo/wCEq03/AJ/rf/vsVn+J/EunzeHNQRby3YtaygAOMk7D0oA2NJ/5Blt/1yX+QqxWRp3ijTY9Pt1N9b5WNQfnHoKn/wCEq03/AJ/rf/vsUAaFFZ//AAlWm/8AP9b/APfYo/4SrTf+f63/AO+xQBoUVn/8JVpv/P8AW/8A32KP+Eq03/n+t/8AvsUAaFY3iP8A5DOi/wDXy3/oDVZ/4SrTf+f63/77FZOv+IrGbVtJZby3ZY7hi2HHA2GgDpU+4PpS1njxVpo/5frb/vsUf8JVpv8Az/W//fYoA0KKz/8AhKtN/wCf63/77FH/AAlWm/8AP9b/APfYoA0KKz/+Eq03/n+t/wDvsUf8JVpv/P8AW/8A32KANCsXRv8Akcta/wCudv8AyerX/CVab/z/AFv/AN9isnSvEWnx+LNWka8twsiW+0lxg/K1AHTUVn/8JVpv/P8AW/8A32KP+Eq03/n+t/8AvsUAaFFZ/wDwlWm/8/1v/wB9ij/hKtN/5/rf/vsUAaFFZ/8AwlWm/wDP9b/99ij/AISrTf8An+t/++xQBff7h+lZXgb/AJE7Tf8AritSSeK9OCn/AE61/wC+6j8Cn/ij9Nxz+4XmgDWqHUP+PKb/AK5t/Kpqh1D/AI8pv+ubfyoA8F/4JO/8osv2af8AslXhf/00WtFH/BJ3/lFl+zT/ANkq8L/+mi1ooAr/APBJH/lFh+zT/wBku8N/+mq2r6Hf7tfPH/BJH/lFh+zT/wBku8N/+mq2r6IoA8l1L9kHwvqvxX/4SqSbWgrarFr8ujreEaXNqcUYSO9aLGTKoCkc7dyKxUsoNVfEf7Hej+Mm0+PWPE3jrVtPto7dL7T7rWGktdZNvL5sTXCY5YOFyU27woDZFexlM0bBQB4bp37A/gS0t9Ss7hte1DS7i0ubHTdPub9mg8P29xKs0sdmAAY/3iqVJLFQqqpCjFdv8FPgVpfwVg1eS1vdW1jVvEFyl1qmq6rc/aLy+dIlijDsAFCpGiqqqAAAT1JJ7yigDm/jJ/ySTxN/2C7n/wBFNW99gh/54w/98CsH4yf8kk8Tf9gu5/8ARTV0lAEP2CH/AJ4w/wDfAo+wQ/8APGH/AL4FTUUAQ/YIf+eMP/fAo+wQ/wDPGH/vgVNRQBD9gh/54w/98Cj+z7cj/UQ/98CpqKAMPV7SFfE2kr5Ue1vOz8g5+UVrCxgP/LGH/vgVnaz/AMjRo/8A22/9BFaynIoAi/s+D/njD/3wKT+zrf8A54w/98Cp6KAMfxP4P0rxdoV3pepWFre6ffxNDcW8kYaOZDwVIrx/4f6zefs2+M7LwN4ombUPCupyeT4U124wzxnHGnXLH/loo4ikP+sQYJ3Lz7s3Irn/AIi/D3S/ih4PvtB1q1W60++Xay5wyEcq6EcqykAhhyCM1vRrW/dz1i9+6815/mc1ai2/aU9JL8fJ+Qzx/wDDfRfiX4Uu9F1exhurC9QB127WUjlWU9VYHBDDkEV5x8MfGF/8K/GsHw/8aTC8a6yfDeuSIANXiUc28pxgXMa9f76/MOQ2JfhB8Q9W+HnjeP4beOLprjVPKeXw7rMnyr4htUxuUnoLqIY3p1ZcOMjdju/ir8LtL+L3g+40bVo5PKmIkhnhbZcWcynKTRP1WRWwQR/KvLzDAzhNVqNuZbPpJdn+nZ/M9HL8whUpujVvyt6rrF91+q6r5FzQ7SI+INY/cx/LLHgFBx+7Fa/2KE/8sYcf7gryL9n/AOJOpWfjHVvA/jCaJvGGmok0dyi7I9btANq3SDoG6CRR91vYivYvvY/OrwuJjXhzR9GuqfVP0FisPKhPkl5NNbNPZryG/YIf+eMP/fAo+wQ/88Yf++BUwORRXUYEP2CH/njD/wB8Cj7BD/zxh/74FTUUAQ/YIf8AnjD/AN8Cs/xXYwr4Y1IiGNSLWUghBx8hrWrP8Wf8irqf/XpL/wCgGgCTTbKFtOt/3MPMS/wD0FTfYIf+eMP/AHwKbpP/ACDLb/rkv8hVigCH7BD/AM8Yf++BR9gh/wCeMP8A3wKmooAh+wQ/88Yf++BR9gh/54w/98CpqKAIfsEP/PGH/vgVk+IbSFdZ0fEUY3XDZ+Uc/Ia3KxvEf/IZ0X/r5b/0BqANNbCEqP3MP/fAo+wQ/wDPGH/vgVKn3B9KWgCH7BD/AM8Yf++BR9gh/wCeMP8A3wKmooAh+wQ/88Yf++BR9gh/54w/98CpqKAIfsEP/PGH/vgVjaRZwt4w1hfJj2qlvgbBx8r1v1i6N/yOWtf9c7f+T0Aan2CH/njD/wB8Cj7BD/zxh/74FTUUAQ/YIf8AnjD/AN8Cj7BD/wA8Yf8AvgVNRQBD9gh/54w/98Cj7BD/AM8Yf++BU1FAEL2EO0/uYun9wVn+Bv8AkTtN/wCuK1qv9w/SsrwN/wAidpv/AFxWgDWqHUP+PKb/AK5t/Kpqh1D/AI8pv+ubfyoA8F/4JO/8osv2af8AslXhf/00WtFH/BJ3/lFl+zT/ANkq8L/+mi1ooAr/APBJH/lFh+zT/wBku8N/+mq2r6Ir5p/4JZ+JdN8Lf8Eo/wBmm41TULHTbdvhh4ZRZbq4WFSx0u2wAWIGfaveNC+ImgeKb6S10vXdH1K7jTe8NpexzSKuQMlVYkDJ6+9AG9RXmOpftVeC9I+Ksfg+a/vI9Skv49INytlK1hFfyR+bHaNc7fKWdkGQhOTkDqQK1Pib8fPCvwg8S+FdH17Umt9S8aakmlaTbRQvK9xOwOM7QdicY3thQSBnOKAO6orx/Sv23fhzqzapJ/bV1a2em2tzfJeXNjNDa6jBby+TNLayFdtwqyYXMZOSwxkEV1nwg+N+g/Gm01STR31CG50e5W01Cw1CylsryxkaNJUEkMgDqHjkR1OMMrAjvQBofGT/AJJJ4m/7Bdz/AOimrpK5v4yHHwl8Tf8AYLuf/RTV0lABRRRQAUUUUAFFFFAGRrP/ACNGj/8Abb/0EVrJ92srWRnxRo//AG2/9BFaqfdoAWiiigA6UhUGlooA4r4z/B/T/jT4Mk0m+kmtbiGZbvT763bbc6ZdJkx3ETfwupP4gsDkEisL4B/F7UPEdzqHhLxZHFa+OPDaqLxUG2LU4DxHewj+4+OQPutkelenE815r+0J8Hr/AMbW1j4i8LzQ6f488Ks1xpFzIMQ3YP8ArLOf1gmUbT3RtrjleeijUjKPsqm3R9n/AJPqcdenOEvbU9+q7r/NdCv8V/hF/wALUa+msbo6V4m0G7jvNG1EDJtZxGPlb+9G4+V17g+uDWl8B/jG3xO0i7s9St/7J8VaDKLTWdNY5a1mxkMp/ihkGGRxwQcdQQG/s/8AxTs/jDoOoaxb29xp9wLhba/0644uNNuo0Cy28g/vK3GejDBHBrO+OPwn1KbXbXxx4O8u38aaLEYzG52w63a53NaTduTko/VG56FgfFxuGqYat7emtdpJdV3XmvxPaweIhiaSozen2W+j7Pyf4PXuepiSgHNcl8I/izp3xf8ACsep2IlhlVjDd2kw2z2M6/fikXsynj36jg11qjLV2Ua0akFODumclajOnNwmrNbpkgoozRWxAVn+LP8AkVdT/wCvSX/0A1oVn+K/+RU1L/r0l/8AQDQBY0n/AJBlt/1yX+QqxVfSf+QZbf8AXJf5CrFABRRRQAUUUUAFY3iP/kM6L/18t/6A1bNY/iL/AJC+j/8AXy3/AKA1AGun3B9KWkT7g+lLQAUUUUAFFFFABWLo3/I5a1/1zt/5PW1WLo3/ACOWtf8AXO3/AJPQBtUUUUAFFFFABRRRQAj/AHD9KyvA3/Inab/1xWtV/uH6VleBv+RO03/ritAGtUOof8eU3/XNv5VNUOof8eU3/XNv5UAeC/8ABJ3/AJRZfs0/9kq8L/8ApotaKP8Agk7/AMosv2af+yVeF/8A00WtFAHiX7O+i2viP/giF+zZZ3XwluvjOsnw88KbNDhmggMD/wBmQYuTJMy7BH1ygZ/7qmu7/YL8A+I/BvxD1JtS0fxJ4f0mTTWW10u60GCOy09vMj/dpqDzyXczcE7GCJyflBUZ4z9mL42af8A/+CJv7Nmvap4p1TwpH/wrvwtbxT6dpS6hcXUj6ZbhYVRwUUN3dyqrjJYCux/YG+KmqeP/AIka0s3xE8E6jpNxaS30HhbTBa3GpxTPMjS311PbgR7mZ8NGgYAuCXbigDqPEH7HOvar8VJmTX9Jj8C33jK08e3Ns1pKdU+323lvHbLJv8vyDNDHIW278BkA5DrV+I/7FHi74peLdB8WXXxCk0vxRa6ppd9qUNnp8MmmpHZu7bLRZkaaPdvyQ8jKWySDxj6WooA+R7P/AIJ0+INQ8Eaf4X1bxZpH9i+CNHudH8IzWthJ9q2yTRyRSXuZNrmNYUQrFt35Zsrwo9i/Z3+CuueAPE/jTxZ4s1DSb3xV46urWW8j0mGSKwtIrW2W3hjj8wl2JCs7MxHL4AwoJ9WooA5r4yf8km8T/wDYKuR/5Carw8GWLc/6Vk8/8fD/AONUvjJ/ySTxN/2C7n/0U1dJQBk/8IVY/wDT1/4EP/jR/wAIVY/9PX/gQ/8AjWtRQBk/8IVY/wDT1/4EP/jR/wAIVY/9PX/gQ/8AjWtRQBk/8IVY/wDT1/4EP/jSHwXYgf8AL1/4EP8A41r0UAcrqfhWzi8RaXGBcbZPNzmZ+yjpzWkvgqx/6ecY/wCfh/8AGl1n/kaNH/7bf+gitZPu0AZX/CFWP/T1/wCBD/40f8IVY/8AT1/4EP8A41rUUAZP/CFWP/T1/wCBD/40f8IVY/8AT1/4EP8A41rUUAZP/CFWP/T1/wCBD/40f8IVY/8AT1/4EP8A41rUE4FAHzp8V/Cs/wAFviNqnxE0W1vLzR0aKDxZpsEjF7i2CDF7GoOWlh6sOrR56kCvZtA0vRfE2i2mpafO95Z30Sz288Vy7JKjAEMDnoRg1Y0dFm17XFZVZWkjBBHGPLHWvINCf/hkH4jJo87NH8MfFV3jTJWJ2eGr+RubVj/DbTMSYz0RyV4DLjtk/rEOV/Elp5pdPVfkcFvq9S6+GT18m+vo/wAzR+K/wR1Hw14hbxt4Dg3a2gxq2jvOYoPEkA42ls/JcKOY5DxkbW+U5HT/AAm8X+GvjH4dXUNKkvI3hcw3dnPI8V1YTDhoZo85R1PBHQ9QSMGu8Jz8q9etebfE/wCAv9sa9/wlHhXUP+Eb8YRqFN0ibrfUVHSK5j6SL2DcMvY9q+cqUKmGm6uHV4v4o/quz8up9DTxMMTFU8Q7NaKW9vJ+XZ7rzR2//CG2JHy/aP8AwIf/ABpR4Msv+nn/AMCH/wAa8/8AA/7R8cXiK38M+ObL/hEPFUx8u3SaTdY6s3raznAkz/zzbEg9D1r1WJwAOc/1rsw2Lp1o3pv1XVeTW6OOvhqlGVprfbqmu6ezXoZv/CFWP/T1/wCBD/41R8S+ErO38OahIv2jdHbSMMzuRkIfeukrP8WHPhXU/wDr0l/9ANdRiU7DwdYyWMDH7Rkxr0uH9B71N/whVj/09f8AgQ/+NXtMb/iW2/8A1yX+QqxQBk/8IVY/9PX/AIEP/jR/whVj/wBPX/gQ/wDjWtRQBk/8IVY/9PX/AIEP/jR/whVj/wBPX/gQ/wDjWtRQBk/8IVY/9PX/AIEP/jWXrvhWzg1TS1X7R+8uCDmdz/AfeuqrG8R/8hnRf+vlv/QGoAVPBdjt/wCXn/wIf/Gnf8IVY/8AT1/4EP8A41qp9wfSloAyf+EKsf8Ap6/8CH/xo/4Qqx/6ev8AwIf/ABrWooAyf+EKsf8Ap6/8CH/xo/4Qqx/6ev8AwIf/ABrWooAyf+EKsf8Ap6/8CH/xrJ0vwvZy+KdUjYXG2OO3x+/fPKv711lYujf8jlrX/XO3/k9AEn/CFWP/AE9f+BD/AONH/CFWP/T1/wCBD/41rUUAZP8AwhVj/wBPX/gQ/wDjR/whVj/09f8AgQ/+Na1FAGT/AMIVY/8AT1/4EP8A40f8IVY/9PX/AIEP/jWtRQBjt4MsVH/Lz0/5+H/xp3gUbfB2m+0CitV/uH6VleBv+RO03/ritAGtUOof8eU3/XNv5VNUOof8eU3/AFzb+VAHgv8AwSd/5RZfs0/9kq8L/wDpotaKP+CTv/KLL9mn/slXhf8A9NFrRQB5P+xp+0Sv7Of/AASX/ZW1K4js/sd78MNDjke5d1G+PQYpYkBUHl3QLyO9ejfAT9uyP4w+P9F8M/aPBt1q19ql3bzx6NqUl4htItPjuRcxlo0JUTSeQ5IwHUgEnivB/g1daFb/APBGr9ldda+IPiLwPJ/wrrwzJaJpMsMbX8kel20gD79sgUbPvRTQsN33ucV3n7G+ieB/A/x10y18MeNvFOoeIri0utP1LTdbsJtRS7tImeXzbS5keRrWFJ5QrskzwyyZDJ5mGUA+zqKy5PF+lw+IV0htSsF1aSMzJZG4T7S6DqwjzuI98UmoeNNI0jWrXTbvVNNtdQvji2tZrpEmuD/sITub8BQBq0Vk2njbR9RvdQtrfVtNmuNLJF7FHdIz2f8A10AOU6fxYqbw/wCJ9N8W6ct5pWoWOpWbMVE9pOs0ZI6jcpIyPSgDL+Mn/JJPE3/YLuf/AEU1dJXNfGHn4TeJh/1C7n/0W1dIrbhQAtFFFABRRRQAUUUE4FAGRrP/ACNGj/8Abb/0EVrKMCsjWDnxRo//AG2/9BFaycUAOooooAKKKKACg0UUAYmiH/iodZ/66xf+ixTPGfg3TfiD4W1DRdXtIr3TdSha3uYJBuEiNwf/AKx6gj2qTQTnxFrXf97F/wCixWsRxRGTi7rRrYmUVJWkrp9DxT4VeNtR+BvjG0+HPjK8luLW6JTwrr1weNTjUZFnM/QXUa9M/wCsUZGSGFe15yetc38S/hlo/wAXPBN1oWvWa3lhdAHG4pJE4OVkjccpIrYKupyCAc15n4e+Kutfs46hD4f+I11JqXh9mEGk+MGT5ZF/hhv9vEcw4Hm4CSdflbIPZKKr+9D4uq7+a8+6+7y4o1Hh2oT+Ho+3k/0Z6r408BaP8RvD1xpWu6baarp1yMSW9xGHQ+h56EdiMEV5tH8L/G3wTZf+EL1dvEugryNC1y4LTW6/3YLs5fA6BZd2OPmFevW15HfW8c0UiyQyKGV0O5XB6EGpRwK8WvgKdSXMrxktLrR+nmvJ6Hs4fGTpx5V70ez1T8/J+aszzTwb+1Boeq6xFo+vxXfg/wAQSnathq6CDz29Ipf9XL/wFs+1d34nkV/CmpFf4rSXHv8AIag8YeBNH8f6TJYa5pljqtnIPmhuoVlT8iP1rynX/gJ4i+Emi3cnw/8AEsi6WsEnm+H9elku7HZtORBPnzrc+nLoP7orDnxVB++uePdaP5rZ/J/I29nhq3wPkk+j1Xye6+a+Z7Rpo3adb/8AXNf5CrGa8n8F/tN6fDe22i+LrC88Fa7IqqkOoMDbXR9Ybhf3cgPuQ3qK9UiuVkjVl+ZW6Ed666GKp1l7j23WzXqtzlrYWpRdpq19n0fo+pNRTQ+e1HmV1GI6ik3c0tABWN4j/wCQzov/AF8t/wCgNWzWN4j/AOQzov8A18t/6A1AGwn3B9KWkXp9OKWgAooooAKKKKACsXRv+Ry1r/rnb/yetonArF0g/wDFZ6x/uW3/AKC9AG1RRRQAUUUUAFFFFACP9w/SsrwN/wAidpv/AFxWtR24Ye1ZfgXjwfp3/XBaANaodQ/48pv+ubfyqaodQ/48pv8Arm38qAPBf+CTv/KLL9mn/slXhf8A9NFrRR/wSd/5RZfs0/8AZKvC/wD6aLWigDxP9mD4LeLvjb/wR4/Zb0/wndeDVaP4deGGu7bxFpZu4J4v7LtgSrhsoV64Ctu6ZXrXon7GH7LXxQ+BHjG3m8Ra94VXQptPb7VpmkabEsVvcCebEFu/loywNG0cxOATJvyDnNdB/wAEkRn/AIJXfs0/9ku8N/8Aprtq+hvLXGPWgD4/8W/ALxhqH7Q80cfhK8uL64+I2n+MYPGYmtxbWWj28cYlsy5k+0eaypLbCBYyhE+8tt3FZv2i/B/iT42+NPDV9pfwh8UaXrNxqGj6i19eHSWtpYre7SR7fUJlma5tvIVWkUWrMJCVGXyyV9deXR5eRQB8A2f7JfxE1TwFb6Da+DbzSdc8L6Bqmma9qs11axxePJ5ryGZTFKspeQTqkkpadY9hk2Hndj6I/Y58AapoHjD4k+IpvC954F8O+LNSspdH8PXa28U9qILGK3mnaK3d4ovNkQ4UMSRGGOC2K92EeP5UKu3/AD0oA5z4xr/xaXxN7aVc/wDopqvtpOqdtWH/AICr/jVH4yf8kk8Tf9gu5/8ARTV0lAGT/ZGqf9Bcf+Aq/wCNH9kap/0Fx/4Cr/jWtRQBk/2Rqn/QXH/gKv8AjR/ZGqf9Bcf+Aq/41rUUAZP9kap/0Fx/4Cr/AI0HStV/6Cw/8BVrWooA5XVNN1BPEGlq2p7mbzdrfZk+X5R2rUGk6p/0F1/8BV/xpNZ/5GjR/wDtt/6CK1V6mgDL/sjVP+guP/AVf8aP7I1T/oLj/wABV/xrWooAyf7I1T/oLj/wFX/Gj+yNU/6C4/8AAVf8a1qKAMn+yNU/6C4/8BV/xo/sjVP+guP/AAFX/GtaigDldG03UW1zVgupqrLLHuP2Zfm+Qe/Fah0rVP8AoLf+Sq03QP8AkYta/wCusf8A6LFbFAGOdK1TP/IWX8bVaq6n4VutW06S1vL63vLWdfLkhmso3jlU9QVPBHtXQ7BRsFEW1qEtVY8QH7O3in4QCe4+GfiS1tLdjvPhvVoWk0knuIWXMltn/Z3Ln+Gm2v7Tx8OXsdl4+t9Y+HN8xCCbUbSO40q4b/plfRZix6CUxvz93rXt+3JqC+0+HULSS3uIo7iGVSrxyKGRweoIPBHsa6frSnpVV/NaP7+vzRx/VnD+C7eT1X3f5GLo1zN4h06O6sPENpeW0gyk0EUckbj1BBxTPEel6knh3UGk1TzFW2l3L9lX5hsPFcdrP7IfhaO/e+8NtqXgnUWJcz6Fcm1jZvVoeYm/FKyddg+K3w40PUF87RfiBpP2eQP5mNL1NF2kZ3cwucc8hM460/YwlrSn8no/8vxD6xOGlWPzWv8AwTvdZ+Hy+N/Da2OrSWeoWU0YD29xYxyIRjpg+nqOa4A/Abxf8JUkm+HnihWt1O7+wNcUz2JHcQyAmWD2+8v+zW54F/am8K63qtroOqS3nhDxIyqqaTr8H2G4mPA/dM37ub/tkzV6cjZXd1rzMZlilK804y6NaP7+v5HpYPMpKPLBqUXunqvue34M8b0P9pH7NrMWj+MnvvAWuSNsjh1K2jezu2/6YXa/upAewJV/VRXp0NjqE8aumsKyMOGW2Qg1P4i8K6b4z0eXT9UsbW/s7hcSwXESyRyD3U5FeZ/8M13vgFml8AeJtQ8OR/eGmXGb7Tj7CNzujH+4w+lcS+t0NJe/HurJ/NbP5WOvlwtbVe4+zu4/J6tfj6no/wDZ2qH/AJiw/wDAVP8AGnnStU/6C4/8BV/xrzdPjD468AHZ4q8DXGq26jnUfDMgu1Pu1u5WVfou+tHQf2u/h7rt99jl8SWWkah3stX3abdD/tnOEY/hmtoZlQbtN8r7NWf4mUsBXS5ormXdar8P1O4Gj6p/0Fl/8BV/xrJ17TtRj1XSg+pLIzXBCn7MvynYeetb9hrdtqtus1rcQ3Ebch43DKfxFUvELA6vo/8A18N/6Aa7I1IzV4u/ocri07PQkGkaoR/yFx/4Cr/jR/ZGqf8AQXH/AICr/jWkJMYXinB60JMv+yNU/wCguP8AwFX/ABo/sjVP+guP/AVf8a1A9BYg0AZf9kap/wBBcf8AgKv+NH9kap/0Fx/4Cr/jWsDkUUAZP9lap/0Fv/JVaytL07UD4p1ZV1JVkWO33v8AZl+bh+1dWRkVi6N/yOWtf9c7f+T0ASf2Rqn/AEFx/wCAq/40f2Rqn/QXH/gKv+Na1FAGT/ZGqf8AQXH/AICr/jR/ZGqf9Bcf+Aq/41rUUAZP9kap/wBBcf8AgKv+NH9kap/0Fx/4Cr/jWtRQBkPpGqbT/wATZen/AD6r/jS+BePB+m9/3C81qv8AcP0rK8Df8idpv/XFaANaodQ/48pv+ubfyqaodQ/48pv+ubfyoA8F/wCCTv8Ayiy/Zp/7JV4X/wDTRa0Uf8Enf+UWX7NP/ZKvC/8A6aLWigCv/wAEkf8AlFh+zT/2S7w3/wCmq2r6Ir53/wCCSP8Ayiw/Zp/7Jd4b/wDTVbV9EE4FABRTCzZpM89T9aAJKKYGOeT+lKjZ69aAOd+Mn/JJPE3/AGC7n/0U1dJXN/GT/kknib/sF3P/AKKaukoAKKKKACiiigAooooAyNZ/5GjR/wDtt/6CK1lORWTrP/I0aP8A9tv/AEEVrKcigBaKKKACiiigAooooAx9A/5GLWv+usf/AKLFbFY+gf8AIxa1/wBdY/8A0WK2KACiiigAooooAKzfFny+GNT97SX/ANANaVZ/i3/kVtS/69Jf/QDSsBm+JPAmi/Ebwkum69pOn61p1xEu+2vbdZom4H8LA8+/UV56v7OGr/DZt3w78YapodvHwujas7appeB0VBIfOhX/AHJNo/u163pp/wCJXbf9cl/kKn8sCtqdecNE9Oz1X3bHPUw1Obu1r3Wj+88fX48+Kvh8vl+OPBOoRwR8NqmgZ1G0I/vGMATJ/wB8nFdp8PPjP4V+K1uzeHde03VWj/1kUUo86L/fjOHU/wC8BXVPGpH3RXE/EL9nTwT8UpVuNa8PafcXyfcvYQbe8jPbbPGVkU/RhV+0o1PiTi/Lb7n/AJmfs69P4JKS7PR/ev8AI7Qf7Xr1rP8AEHhDSvFtmbfVNNsdSt25MV1Assef91gRXmUXwG8aeA2/4o34lap9mXLLpvii2XWbceirMGjuVXtzI9SR+P8A4ueFl26t4D0HxEi9Z9B1vynP/bG5RcfTzD/WplgoVVZOLXZ6fnZfc2VHGTp6yi15rX8tfyLd9+xt8Nby5aa38K2Wj3Dc+bpMkmmuD65t2TmsvV/2aF0bU9PXR/G3xB0vz5iqg6y14i4Qn7twHq4v7VVvpX/Ie8F+PtCx1eTSDdRj/gcBcUyb9rH4ea9qul7fFGn2jx3BLR3u61dfkI5EgFccshhJX9np3S/VHdSzya932nyev4MkPw3+J3h8/wDEt+IFhqyjpHq+jJuP1eFl/wDQabH8Rvid4MbGteCbLXoF63Gh34349fKmCn8Aa9F0PxppHiWJX03VNO1BW5Bt7lJcj/gJNai/N/CPauN5bKD/AHc5R+d19zudUcwU178Yy+ST+9WPLdP/AGu/CMc62+vNqnhG8Y7fL1qye1XP/XQgx/8Aj1eiaJ4ksfEmnR3enXtrfW0g+WaCVZEb6MCRU2oaTa6nbtHc28E0bDayyIGUj6GvONb/AGSPBV7dveaXY3fhjUpDkXehXkunyZ9SIiEb/gSkVP8AttPtNfc/v1T/AAHfCT/mi/k1+jS+89RV8LQRkV5CfAPxT8DKDofjTT/FlrH0tPEeniG4I9BdW2wfi0LH1NWLP49+ItAvre18U+ANe0zzpFi+2aa66paZJwCTHiRRnuyDA61X9oxTtWhKL81dferr7xfUXJXpSUvR2f3Oz+49YrF0b/kcta/652/8nraByKxdG/5HLWv+udv/ACevSOE2qKKKACiiigAooooAR/uH6VleBv8AkTtN/wCuK1qv9w/SsrwN/wAidpv/AFxWgDWqHUP+PKb/AK5t/Kpqh1D/AI8pv+ubfyoA8F/4JO/8osv2af8AslXhf/00WtFH/BJ3/lFl+zT/ANkq8L/+mi1ooAr/APBJH/lFh+zT/wBku8N/+mq2r6Hf7tfPH/BJH/lFh+zT/wBku8N/+mq2r6IoA+MvFvxZ8RWv7TckK+KNYt/GVv8AEfT9IsvC63Z+z3Hhp4Ua5uTafdaMQmeY3JGVeJV3A4Q3Pjr8f/DvjX4+eFrXwj8U7jT9UvRpupfaZvEMVj4f03T/ALTliIW2/bri7VXiWL5gudzNGFG766a0j+1rceXH5yoYxJtG4KTkjPXGQDj2qCfw/p91IjS2NnI0eNhaFWK46Y44oA+ANK/aA8dJ4FGpaP4s8Qah4wvvDuq3Xj/Tmna4bwheR3saYS3IP2R4VaeNEAG9Iw+H276+jP2JvGM/iPxN8SbHS/EWoeMPAOk6pZx+HNZu746g07PYxSXcK3DZMqRzN1ydrOyZ+XA96jtI4ppJFjjWSYguwUBnIGBk98DjmltbSKxgWOGOOGNfuoihVH0AoA5/4yH/AItN4m/7BVz1/wCubVeOqauOmk27f9vv/wBhVP4xnHwl8Tf9gu5/9FNXSUAY/wDams/9AmD/AMDh/wDEUf2prP8A0CYP/A4f/EVsUUAY/wDams/9AmD/AMDh/wDEUf2prP8A0CYP/A4f/EVsUUAY/wDams/9AmD/AMDh/wDEUf2nrB/5hMA/7fR/8RWxRQByup6jqjeIdLZtNhV183av2wfN8oz/AAdq0hqWsD/mE2//AIGj/wCIpdZ/5GjR/wDtt/6CK1k+7QBkf2prP/QJg/8AA4f/ABFH9qaz/wBAmD/wOH/xFbFFAGP/AGprP/QJg/8AA4f/ABFH9qaz/wBAmD/wOH/xFbFFAGP/AGprP/QJg/8AA4f/ABFH9qaz/wBAmD/wOH/xFbFFAHJ6Nf6kuuasy6bCztJHvX7YPlOwf7Fan9qaz/0CYP8AwOH/AMRRoH/Ixa1/11j/APRYrYoAx/7U1n/oEwf+Bw/+Io/tTWf+gTB/4HD/AOIrYooAx/7U1n/oEwf+Bw/+Io/tTWf+gTB/4HD/AOIrYooAx/7U1n/oEwf+Bw/+Iql4l1LVJPDmoLJpsMaG2kDMLwHaNpyfu9q6Ws/xb/yK2pf9ekv/AKAaAKNhqerLYQBdJgZfLXB+2gZ4H+xU39qaz/0CYP8AwNH/AMRWhpP/ACDLb/rkv8hVigDH/tTWf+gTB/4HD/4iganq7D/kEwf+Bo/+IrYooAxv7S1YH/kE2/1+2j/4ilGpatj/AJBNv/4Gj/4itiigDH/tDWD/AMwm3/8AAwf/ABFc/wCLtNfXb7TVv/D+m3CtMRsllSUP8h4O5K7fOKx/Ef8AyGNF/wCvlv8A0BqqMmndEyhGSs0eda9+y/4S8QSNJJ4B0W1uG58+yuzayqfUNGqkVmxfs8eJvDQ3eF/GXivQ9n3Le81GPVrP6FJ4y+Po4Ne3oPkH0peoraOLq7N3Xnr+ZzywdF7K3poeL2/iL42eCYz/AGj4e8H+N7VB8r6VqMml3zD1MUytET9JVFNi/bK0nS7hLfxRoWueA7lm2j/hIbdre1Y/7NzGskBHuXFe0AYqO5tY7uBo5o1kjcYZWXcrD0Iqvb038cF8m1/mvwJ+r1I/BN/PU5rw94+bxdYrdaSmk6lbyDKy22qJNGfcFVNaI1DVif8AkE2//gYP/iK4vxF+yb4G1q+kvrXSW8P6lIebzRJ306Yn38ohW/4EDVOx+FXxA8E3cP8AYvj0atp6yLvtNfsRNJ5eRkLNFtbO3OCQecVPsaMl7sreTX5NX/QPa1ou0o39H+jt+Z6H/aesf9AmD/wNH/xFZOl6hqSeKNVZdNhaRkg3obwfLw+OdveutHSsXSf+Rz1r/rnb/wDoL1znYO/tTWf+gTB/4HD/AOIo/tTWf+gTB/4HD/4itiigDH/tTWf+gTB/4HD/AOIo/tTWf+gTB/4HD/4itiigDH/tTWf+gTB/4HD/AOIo/tTWf+gTB/4HD/4itiigDGbVdY2t/wASmHp2vR/8RT/Av/Inab/1wXvmtRx8rfSsvwNz4P07/rgtAGtUOof8eU3/AFzb+VTVDqH/AB5Tf9c2/lQB4L/wSd/5RZfs0/8AZKvC/wD6aLWij/gk7/yiy/Zp/wCyVeF//TRa0UAV/wDgkj/yiw/Zp/7Jd4b/APTVbV9EV87/APBJH/lFh+zT/wBku8N/+mq2r6IoAKKN1FABRSbhS5zQBzfxk/5JJ4m/7Bdz/wCimrpK5v4yf8kk8Tf9gu5/9FNXSUAFFFFABRRRQAUUUUAZGs/8jRo//bb/ANBFayfdrJ1n/kaNH/7bf+gitZPu0ALRRRQAUUUUAFFFFAGPoH/Ixa1/11j/APRYrYrH0D/kYta/66x/+ixWxQAUUUUAFFFFABWf4s/5FXU/+vSX/wBANaFZ/iz/AJFXU/8Ar0l/9ANAFjSf+QZbf9cl/kKsVX0n/kGW3/XJf5CrFABRRRQAUUUUAFY3iP8A5DOi/wDXy3/oDVs1jeI/+Qzov/Xy3/oDUAbCfcH0paRPuD6UtABRRRQBH94051zTqKACsXRv+Ry1r/rnb/yetqsXRv8Akcta/wCudv8AyegDaooooAKKKKACiiigBH+4fpWV4G/5E7Tf+uK1qv8AcP0rK8Df8idpv/XFaANaodQ/48pv+ubfyqaodQ/48pv+ubfyoA8F/wCCTv8Ayiy/Zp/7JV4X/wDTRa0Uf8Enf+UWX7NP/ZKvC/8A6aLWigCv/wAEkf8AlFh+zT/2S7w3/wCmq2r6IJwK+d/+CSP/ACiw/Zp/7Jd4b/8ATVbV9DuMqaAPmbxH+1t4s0v4o3FxBb+H28Faf4+sfh9cWDwS/wBqTSXXlR/bUnD+WoSaaP8AcmI7ow53hsCu8+KXxa8VeB/2kfhx4ftYdAk8K+Mp7u2uGeOV79JIbZ5gysGEar8oGCrE9cjHPRXv7OPgzUPiinjGbQ428QRyrcibz5BEbhYjEtwYQ3lmZY2KCUrvAOAax9S/Y88B6rqnhu+m03VPtPhBVTR3XWrxfsO0k5XEvLHJDE5LDg5HFAHg9t/wUD8a6R8PND8X6hpvhq7034iaFea14d06CCaKXRDHPDHBFdzGRhOGjmVpGRI9rqyqGBDD279nH4teJvFPjjx/4N8WtpF9rXgO8sozqOl2klnbX8N1aJcJ+5kkkZJELMh+cggI3y5KjS0n9kf4d6Jca41v4Ys9niGGe2u4ZJJJIFinkMs0cUbMVhSSUl2WMKC3PUCug+FHwc8O/BbRrqx8O6f9ihvrg3Vy8k8lxPdS7VQPJLIzO5CIijJOFVQOBQBN8ZD/AMWk8T/9gq5P/kJq0T4xsR/z+f8AgFN/8RWd8ZP+STeJv+wXcf8Aotq6VBtWgDK/4THT/W8/8Apv/iKP+Ex0/wBbz/wCm/8AiK1qKAMn/hMdP9bz/wAApv8A4ij/AITHT/W8/wDAKb/4itaigDJ/4THT/W8/8Apv/iKP+Eysf715/wCAU3/xFa1FAHK6r4qs5fEGmSL9q2x+bu/0SYHlR225P4VqDxlYjvef+AU3/wARTdXGPFOj/wDbb/0EVrp92gDK/wCEx0/1vP8AwCm/+Io/4THT/W8/8Apv/iK1qKAMn/hMdP8AW8/8Apv/AIij/hMdP9bz/wAApv8A4itaigDJ/wCEx0/1vP8AwCm/+Io/4THT/W8/8Apv/iK1qKAOT0bxVZxa5q0jfatsksZXFpMeiAf3ePxrW/4THT/W8/8AAKb/AOIqPw//AMjFrX/XaL/0WK2qAMn/AITHT/W8/wDAKb/4ij/hMdP9bz/wCm/+IrWooAyf+Ex0/wBbz/wCm/8AiKP+Ex0/1vP/AACm/wDiK1qKAMn/AITHT/W8/wDAKb/4iqPiTxXZ3Ph2/jT7ZuktpFGbOYDJU9yuB+NdJWd4t58Lan/16S/+gGgCppvjCxj0+3X/AEz5Y1H/AB5zeg/2am/4THT/AFvP/AKb/wCIq9pZzp1t/wBcl/kKsUAZP/CY6f63n/gFN/8AEUf8Jjp/ref+AU3/AMRWtRQBk/8ACY6f63n/AIBTf/EUf8Jjp/ref+AU3/xFa1FAGT/wmOn+t5/4BTf/ABFZWveKrOfVNKZftWI7gls2kw/gPT5efwrq6xvEf/IY0X/r5b/0BqAHr4ysQo5vOn/PlN/8RR/wmOn+t5/4BTf/ABFaw/nRQBk/8Jjp/ref+AU3/wARR/wmOn+t5/4BTf8AxFa1FAGT/wAJjp/ref8AgFN/8RR/wmOn+t5/4BTf/EVrUUAZP/CY6f63n/gFN/8AEVk6V4ps4/FWrSN9q2yJb7cWkxPAfqNuR+NdZWLo+7/hMtY/3Lf/ANBegCT/AITHT/W8/wDAKb/4ij/hMdP9bz/wCm/+IrWooAyf+Ex0/wBbz/wCm/8AiKP+Ex0/1vP/AACm/wDiK1qKAMn/AITHT/W8/wDAKb/4ij/hMdP9bz/wCm/+IrWooAyT4ysSP+Xzp/z5Tf8AxFJ4EOfB2m/9cFPIrVfnP0rL8Dc+D9O/64LQBrVDqH/HlN/1zb+VTVDqH/HlN/1zb+VAHgv/AASd/wCUWX7NP/ZKvC//AKaLWij/AIJO/wDKLL9mn/slXhf/ANNFrRQBX/4JI/8AKLD9mn/sl3hv/wBNVtX0RXzv/wAEkf8AlFh+zT/2S7w3/wCmq2r6IoAKKKKACiiigDm/jJ/ySTxN/wBgu5/9FNXSVzfxk/5JJ4m/7Bdz/wCimrpKACiiigAooooAKKKKAMjWf+Ro0f8A7bf+gitZPu1k6z/yNGj/APbb/wBBFasdADqKKKACiiigAooooAx9A/5GLWv+usf/AKLFbFY+gf8AIxa1/wBdY/8A0WK2KACiiigAooooAKz/ABZ/yKup/wDXpL/6Aa0Kz/Fn/Iq6n/16S/8AoBoAsaT/AMgy2/65L/IVYqvpP/IMtv8Arkv8hVigAooooAKKKKACsbxH/wAhnRf+vlv/AEBq2axvEf8AyGdF/wCvlv8A0BqANhPuD6UtIn3B9KWgAooooAKKKKACsXRv+Ry1r/rnb/yetqsXRv8Akcta/wCudv8AyegDaooooAKKKKACiiigBH+4fpWV4G/5E7Tf+uK1qv8AcP0rK8Df8idpv/XFaANaodQ/48pv+ubfyqaodQ/48pv+ubfyoA8F/wCCTv8Ayiy/Zp/7JV4X/wDTRa0Uf8Enf+UWX7NP/ZKvC/8A6aLWigCv/wAEkf8AlFh+zT/2S7w3/wCmq2r6IJwK+d/+CSP/ACiw/Zp/7Jd4b/8ATVbV9Dv92gDxfV/20tH0b4rjw+3h/wARSaLH4gt/Cdx4kjFu2n22rTqrRWzJ5on2szpH5oiKCSRVz94rL8VP2xtJ+Fnj680ebQPEGpaboLWI8Ra1afZxZ6ALyQR25lWSVZZAWIL+UjlEO4+lVdZ/Y2stV+KEmsf8JBqUfh248SW/jC40FYEMcuqwKoil8374jEiRymPoXjByBkGj4l/Yqk8Z6rJNqnjTUry316PT08VW/wBhgQeITZTebCcjmDOAjhPvKMcHmgCrZ/8ABRPwz/Z82qX/AIb8VaXoN5YXWp+HdRljt3TxRBbypExt40mLxl2kRoxOse9HDccgehfA749x/GW68RabeaDq3hXxJ4Tu4rXVdH1GSCWW386FJ4ZFkgkkidHjcEFWyGVlIBXnzS0/4J3aPPobaLqXiXV7/Q9K0+70zw1a+TFG3h+GedZsiQDMzRlERC/RFwQSSa9J+BnwLb4U6n4m1jUdauPEnibxhdQXOqalLbJbCQQQLBDGkSfKqoifUszE9cAA6D4yNt+Evib/ALBVzz/2yaugW/hI/wBbD/32KyfH/i/QfAXhS81TxNqmkaLoNugW7vNUuY7e0iVyEAkeQhAGZgvzHkkDvVPRPCHhPxNpFrqGn6foN9YXkSzW9zbRRSwzxsMq6OuQykEEEEg0AdF9vi/56w/99ij7fF/z1h/77FZP/Cs/Dv8A0A9K/wDAVP8ACj/hWfh3/oB6V/4Cp/hQBrfb4v8AnrD/AN9ij7fF/wA9Yf8AvsVk/wDCs/Dv/QD0r/wFT/Cj/hWfh3/oB6V/4Cp/hQBrfb4v+esP/fYoN/CB/rYf++xWSfhr4dA/5Aelf+Aqf4VzPxF1P4Z/CDTLe+8W3XgnwvZ3Uvkwz6xNbWMUsgBbYrSlQW2qTgc4BNAHS6xexHxNo/72PgzZw3+yK1xfQj/ltD/32K89l8T/AArjvvD9q+qeAVuvFSCTQ4Wu7XzNYQjIa2XOZgRzmPOas+Hb74b+MvE2raLpNx4K1bWtBfy9TsLOa2nutObpiaNCXjPswFAHc/b4v+esP/fYo+3xf89Yf++xWQvw08Okf8gPSv8AwFT/AApf+FZ+Hf8AoB6V/wCAqf4UAa32+L/nrD/32KPt8X/PWH/vsVk/8Kz8O/8AQD0r/wABU/wo/wCFZ+Hf+gHpX/gKn+FAGt9vi/56w/8AfYo+3xf89Yf++xWLJ8OPD0asToujqq8km2TgflXMN4h+FqeArnxU2oeBV8L2ZK3GsG6tfsEDB9jB593lqQxCnLcE460AdToN7CPEOtHzo/mljx8w/wCeYrY+3xf89Yf++xXns/in4V2snh9ZNU8AwyeLADoiveWqtrKnGDbfN++yCCNmeoqxZXvw41Px/eeFLe48F3HijToVuLrR45rd9Qto2AIeSAHzFUhlIJGDuHqKAO6+3xf89Yf++xR9vi/56w/99isn/hWfh3/oB6V/4Cp/hR/wrPw7/wBAPSv/AAFT/CgDW+3xf89Yf++xR9vi/wCesP8A32Kyf+FZ+Hf+gHpX/gKn+FH/AArPw7/0A9K/8BU/woA1vt8X/PWH/vsVn+K76FvC2pDzY9xtZeA4P8BrB8Zad4G+HWhPqniCPwtoelxukb3eomG1gRmYKql3IUFmIAGeScVk+MvF/wAKPhx4jsdG8Rat4B0HVtS2/Y7DUr21tbm73NsXy4pGDPuY7RgHJ460Ad5pl9CNNt/30P8Aql/jHoKsfb4v+esP/fYrg9K1X4Z694j1jRbG88EX2seHRu1axgntpLnS1xnM8aktEMf3wKseBf8AhX3xU0M6p4Xfwf4k0vzWgN3pclveQCRfvJvjJXcMjIzkZoA7T7fF/wA9Yf8AvsUfb4v+esP/AH2KyR8M/DpH/ID0r/wGT/Cj/hWfh3/oB6V/4Cp/hQBrfb4v+esP/fYo+3xf89Yf++xWT/wrPw7/ANAPSv8AwFT/AAob4a+HQP8AkB6V/wCAqf4UAa32+L/nrD/32Kx/EV7EdY0f97Dxct/GP7hrm9S1X4Z6N47svC95d+B7PxNqSeZaaRNcW0d/dLyd0cBIkYYBOQp6GobPxL8Lb3V9csIdS8Bzah4WQya1bx3Vq02jqBktcJu3QgDnLgcUAegrfw4/10P/AH2KX7fF/wA9Yf8AvsV5rP48+EUPw9g8XSa58Oo/Cl1L5EGtNqFmNPnkLFQiz7vLZiwIwGzkEdq6yy8A+Gb+2jmh0fR5oZlDRyR28bLIpGQwI4II5yKAN77fF/z1h/77FH2+L/nrD/32Kyf+FZ+Hf+gHpX/gKn+FH/Cs/Dv/AEA9K/8AAVP8KANb7fF/z1h/77FH2+L/AJ6w/wDfYrJ/4Vn4d/6Aelf+Aqf4U0/Dbw7n/kB6V/4DJ/hQBsf2hD/z2h/77FY+k3kI8YawfOj+aO36sMfdeuLsPH3wg1PTtcvLbXvhzcWfhh9msTxahZvHpLAlcXDBsQncCMPjkEVDF8VfgrN4XtNcj8TfDFtFvrz+zbbUF1SyNrcXQ626S79rSjP3AS3PSgD1L7fF/wA9Yf8AvsUfb4v+esP/AH2K4XUb/wCG+k+OrPwvcXHgu38TalCbq00iWe3W/uohuJkjgJ8x1+VuVUj5T6V0Ufw28Ov/AMwPSfwtU/woA2Pt8X/PWH/vsUfb4v8AnrD/AN9isn/hWfh3/oB6V/4Cp/hR/wAKz8O/9APSv/AVP8KANb7fF/z1h/77FH2+L/nrD/32Kyf+FZ+Hf+gHpX/gKn+FZPjHSPBHw+8PXWr69b+GNF0mxUPcXuoeTbW8AJxl5HwqjJAyT3oA6p9Rh2n99D05+cVR8Df8idpv/XFa4e/8bfCPS/C2k69da18PLXQ9fkWDS9RlvrRLXUpGJASCUtskY4OAhJOK6ez+JnhWDxuvhC38QeHV8SQ2wuRocd/CL5IMDEn2cNvCYI+bbjBFAHT1DqH/AB5Tf9c2/lWH4L+Kfhn4kyagvhzxFoPiBtHuPst+um6hFdmxmHWOURsdj8H5WweOlbmof8eU3/XNv5UAeC/8Enf+UWX7NP8A2Srwv/6aLWij/gk7/wAosv2af+yVeF//AE0WtFAFf/gkj/yiw/Zp/wCyXeG//TVbV9EV87/8Ekf+UWH7NP8A2S7w3/6aravoigBAgHak8tfSnUUAIUB7UtFFAHj37VngPXPEGqfDvxJo2kf8JKfAXiT+2bnRhIkb3yNZXVsrxGT5PNie4WRdxH3GwQcVd/Y++F2qfCD4IW+laxbwWN5calqOqDT4GVotLjur2a4S2UrhcRrKFO0Bc5xxivVKKACiiigAooooARjha8K/bF+GGoeOLnwXq2l6L4q1a48M313NHJ4e1uLS76xaa0eASL5ikOpEjIcMrKHz8wyK92pNgoA+KNe/Zh+K2v6TeaZ4g0618QeIvHWmaBb3fiVLiFf7AnsLoSySOMKzMqgOrRDDSgkBc5HU/su/s5+MPBXxC8Bw6tocOk2vwz07WNPudXW4jk/4SZry4EiSoFO/D8zSeZg+Yx6n5j9W7B/dpdgoASOnUUUAFFFFAGX4sVX8Nahv0/8AtdfIk3WJVWF4NpzFh/lO7pg8c18f/Dn4LeOtL+G2hySfDq4sW8D/ABHn8XxaC1zahdSs51ulRYAp8tZYDPHIFbaA0Q2kHBr7UpNgoA+C7X9jH4gaVovjKw/4ROxn/wCFqh3tfLuofK8EB9XnvvJbp8qrMsn7kY81SAOjV6D8Ov2cvF2lfF7w7p91oMNvZ+FfH2t+MpfFXnxE6tb3wutkAUfvfNIuY45A3yhbYckbQPrPYKNooAWiiigAopshwtef+Iv2n/APhTxpqXh3UvFmjWer6Lpx1W9t5JwrW1uGKlm7Bsqfk+9jnGDQBxP/AAUW+HGrfFv9mDxB4c0Hwj/wlWva1ay2dgf3C/2ZI6EefulPy8ZXKfN81cT8a/h18QPGHxQ0/wAXeD/D/i/wz4n1bTbG1W9TXrZbGxMN0XeG/tSp8xBGzn5WYPvwArfMPdtG/aB8F+JPB+j69a+JNNk0rXG8uyufMwsz+WZdn+y+xSdpw3GOtUvhp+1J8P8A4w6zdaf4Z8VaXrF3Zzi2dLeTcWcx+ZheMNhTkkcD1oA+WJv2KfH3iXwBY+Df7Fs9Nn8F6d4itTrclzH5fihtQuWmRVxlwsud83mdH67vvH3j9lf4ceINJ+JHxC8Zax4fHhO38XrpVtaaMZo5JIjZWrQvO/l/IC5ZUXHOyCPOOAPckAaMfnTqAAdKKKKACmyEBOelOoIyKAPmP4xeA/EHjv8Aad0+G4+HMv8Awg+m6tpesS6ppa2Yutfv7aQPDNdSMRIsFqwVgq5dyuMhcq3keo/sT/ETXPBvhbw63h+zjn+GcuoT3OoSXcXl+OBPqC3XlDqw84DzJPOGBLwc/er732iloA+M4/gL44sfiRN8TP8AhA1uIdQ8Vapqv/CI/arcT20d3o1lpyXJJPlGUyWsrOASQl0xyTuB+iP2VPhlqHwb/Z38I+F9UeFtQ0awWCcRNujjbJbYp7quQo9lr0PYKWgAooooAKrXj7beVvLaRlUkIDy/sPr0qzRQB8S+HPgL4o+IvgvxLceJPhTfeH9Wm0iDTNL0TRL2x02w0bTob2O5SytJEVg025FkLugQldqhByRvgd8Vp9SuNd1jw7qXjTTb7TNa8N6LpGuanbXGqaHb3qWZWW6mICSqZobgHG50ikjUl8ED7Z2CjYKAPi7S/wBkjxt4eng8JSaPb6kt74o8NeJT4u8+P/iXRaXFZrLDhv3vmAWskUe3gpcnlRuB+zlOW/Wn7BRtAoAWiiigArz39ozTr6/8BRtpvhWPxbeWt7FPHAHt1urFhnF3bG4R4vtERIZNw9eex9CoIzQB8OaB+y78QPCPhK3urjwXD4mm1mw8V6U1ndXdsLy3bV74XMV9etgQtPIoYXBhAAyAFxkVJ4M/Yx8e6Hp2i+BZ7GHzNH8Wy+LJPGwuEP2mJ9PkthBt/wBd52XSAg/L5MY5xha+3tgo2CgD5n/ZC+B3ijwj8RdN1bWvDMHhO28M+B7Twa0Uc8Uv9sTwzGQ3K+X/AMsgM7d/zZlbjrn6T1D/AI8pv+ubfyqTy19Kj1D/AI8pv+ubfyoA8F/4JO/8osv2af8AslXhf/00WtFH/BJ3/lFl+zT/ANkq8L/+mi1ooAr/APBJL/lFd+zV/wBku8N/+mq2r6Ir4a/4J3/tm+GvgV+wH8D/AAT4p8H/AB+0vxL4P8BaHour2R+CPjOb7JeW9hDFNFvj0to32yIy7kZlOMgkEGvZ/wDh5P8ADv8A6F34/f8Ahi/G/wD8qaAPfqK8B/4eT/Dv/oXfj9/4Yvxv/wDKmj/h5P8ADv8A6F34/f8Ahi/G/wD8qaAPfqK8B/4eT/Dv/oXfj9/4Yvxv/wDKmj/h5P8ADv8A6F34/f8Ahi/G/wD8qaAP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" alt="" /><br />
    </div>
    </span><span>
    <h1 class="cs1">
        <span> 三、电机命名规则</span>
    </h1>
    <table width="100%" cellspacing="0" cellpadding="1" border="1" align="center">
        <tbody>
            <tr>
                <td style="text-align:center;">
                    <p>
                        <span>QS</span>
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        <span>42</span>
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        <span>HS</span>
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        <span>48</span>
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        <span>-<br />
    </span>
                    </p>
                </td>
                <td style="text-align:center;">
                    G<br />
                </td>
                <td style="text-align:center;">
                    <p align="center">
                        <span>0802<br />
    </span>
                    </p>
                </td>
                <td align="center">
                    <p>
                        <span>-<br />
    </span>
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        <span>E<br />
    </span>
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        <span>100</span>
                    </p>
                </td>
            </tr>
            <tr>
                <td style="text-align:center;">
                    <p>
                        1
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        2
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        3
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        4
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        <br />
                    </p>
                </td>
                <td style="text-align:center;">
                    5<br />
                </td>
                <td style="text-align:center;">
                    <p>
                        6
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        <br />
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        7
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        8
                    </p>
                </td>
            </tr>
            <tr>
                <td colspan="10">
                    <p>
                        1 公司代码:QS
                    </p>
                </td>
            </tr>
            <tr>
                <td colspan="10" width="593">
                    <p>
                        2 机座号:电机外形,42=42*42mm
                    </p>
                </td>
            </tr>
            <tr>
                <td colspan="10" width="593">
                    <p>
                        3 步距角度: HS:两相 1.8° &nbsp; &nbsp; &nbsp; &nbsp;3S:三相 1.2<span style="white-space:normal;">°</span>
                    </p>
                </td>
            </tr>
            <tr>
                <td colspan="10" width="593">
                    <p>
                        4 电机机身长:48=48mm
                    </p>
                </td>
            </tr>
            <tr>
                <td colspan="10" width="593">
                    <p>
                        5 丝杆类别: T:T型丝杆&nbsp;&nbsp; G:滚珠丝杆
                    </p>
                </td>
            </tr>
            <tr>
                <td colspan="10" width="593">
                    <p>
                        6 丝杆结构:公司丝杆代码表(详情请电联)
                    </p>
                </td>
            </tr>
            <tr>
                <td colspan="10" width="593">
                    <p>
                        <span> </span>
                    </p>
                    <p>
                        8 电机结构种类: &nbsp; T 代表贯通轴式(Through type)
                    </p>
                    <p style="text-indent:78.75pt;">
                        &nbsp; F 代表固定轴式(Fixed shaft type)
                    </p>
                    <p style="text-indent:78.75pt;">
                        &nbsp; E 代表外部驱动式(External drive)
                    </p>
                    <p>
                        <br />
                    </p>
                </td>
            </tr>
            <tr>
                <td colspan="10" width="593">
                    <span>9 丝杆长度:100=100mm</span><br />
                </td>
            </tr>
            <tr>
                <td colspan="10" width="593" height="55">
                    <p>
                        <br />
                    </p>
                </td>
            </tr>
        </tbody>
    </table>
    <br />
    <h1 class="cs1">
        <span> 四、产品简介</span>
    </h1>
    <p>
        <br />
    </p>
    <p style="text-indent:21.0pt;">
        自动化科技有限公司的直线丝杆步进电机是以混合式步进电机作为动力来源,通过独有的技术将螺纹传动祝件与电机转子结合在一起,固而将电机旋转运动转化为直线运动。丝杆电机的出现解决在需要在非常小的空间内进行高性能和优良耐久性设计的人打开了一条新的途径及运用。
    </p>
    <p style="text-indent:21.0pt;">
        &nbsp;各种设计和使用专有的生产工艺,将工程热塑塑料结合进转子驱动螺母,并配合使用不锈钢Acme螺纹导杆,使该电机比其它使用V形螺纹和青铜螺母结构的电机运转更为安静,高效和耐久性。电机的寿命比常用的青铜螺母结构提高了10倍以上,而且无需维护,同时还不影响成本。另一个特点是预紧力调整装置不像其它设计那样要凸出电机外部。
    </p>
    <p style="text-indent:21.0pt;">
        目前上市的产品有:20MM系列/28MM系列/35MM系列/42MM系列/57MM系列/86MM系列两相混合式直线步进电机。产品涵盖28种不同的步长,7种不同的丝杆直径。各种机型有三种结构可供选择:贯通轴式/外部驱动式/固定轴式。
    </p>
    <p style="text-indent:21.0pt;">
        <br />
    </p>
    <h1 class="cs1">
        <span> 五、定做流程</span>
    </h1>
    <br />
    <p style="text-align:center;">
        <img src="uploadfile/image/20190220/20190220171401_1943809368.jpg" alt="" />
    </p>
    <h1 class="cs1">
        <span> 六、四大优势</span>
    </h1>
    <div class="ys_b">
        <div class="ys_1">
            <dl style="background:url(uploadfile/image/20190220/20190220170256_1726256900.png) no-repeat center;width:210px;height:210px;">
                <dd>
                    <span>10年制作经验</span><br />
    10年技术累积经验,12年客户<br />
    服务经验,专业的生产研发团<br />
    队,我们致力于只给客户<br />
    提供真正有价值的产品
                </dd>
            </dl>
        </div>
        <div class="ys_2">
            <dl style="background:url(uploadfile/image/20190219/20190219170753_1346220188.png) no-repeat center;width:210px;height:210px;">
            </dl>
        </div>
        <div class="ys_1">
            <dl style="background:url(uploadfile/image/20190220/20190220170256_1726256900.png) no-repeat center;width:210px;height:210px;">
                <dd>
                    <span>质量保证</span><br />
    引进的日本生产工艺,装配检测<br />
    技术,采购核心德国日本原<br />
    材料,公司先后获得CE、<br />
    CCC、UL、ROHS认证
                </dd>
            </dl>
        </div>
        <div class="ys_2">
            <dl style="background:url(uploadfile/image/20190219/20190219170753_1452076245.png) no-repeat center;width:210px;height:210px;">
            </dl>
        </div>
        <div class="ys_1">
            <dl style="background:url(uploadfile/image/20190220/20190220170256_1726256900.png) no-repeat center;width:210px;height:210px;">
                <dd>
                    <span>快速设计</span><br />
    1天快速设计出图,5天加工<br />
    出样,快速变货,独立<br />
    研发设计,备受客户<br />
    好评和信赖
                </dd>
            </dl>
        </div>
        <div class="ys_2">
            <dl style="background:url(uploadfile/image/20190219/20190219170754_436375809.png) no-repeat center;width:210px;height:210px;">
            </dl>
        </div>
        <div class="ys_1">
            <dl style="background:url(uploadfile/image/20190220/20190220170256_1726256900.png) no-repeat center;width:210px;height:210px;">
                <dd>
                    <span>售后服务</span><br />
    专业的工程师团队为您的<br />
    使用保驾护航,全天<br />
    24小时丝杆电机<br />
    资询服务
                </dd>
            </dl>
        </div>
        <div class="ys_2">
            <dl style="background:url(uploadfile/image/20190219/20190219170753_1932299655.png) no-repeat center;width:210px;height:210px;">
            </dl>
        </div>
    </div>
    <div style="clear:both;">
    </div>
    <br />
    <h1 class="cs1">
        <span> 七、公司简介</span>
    </h1>
    <p>
        &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <strong>东莞迅控自动化科技有限公司</strong>座落于有世界工厂美誉的广东东莞市,公司致力于成为自动化行业运动控制产品的研发、生产、销售于一体的战略合作伙伴,我们主营产品为三大版块:总线步进系列产品,总线控制器/卡系列产品,以及根据客户需求定制的客制化直线步进电机/中空步进电机系列产品。<br />
    我们的产品已经广泛应用于工业的数控机床、医疗设备、纺织印刷、雕刻机、激光打标机、激光内雕机、电子设备、剥线机、包装机械、广告设备、贴标机、3D打印、恒速应用、机器人等各个自动化设备上,以及生活民用的高档家用电器、玩具模型、学校实验教学,甚至在航天行业、新能源、未来概念等领域都有新的突破。<br />
    我们拥有经验丰富的销售和技术团队,通过服务提升客户价值,不断了解客户需求,持续跟踪客户发展,不断向客户学习,为客户提供运动控制解决方案。<br />
    公司秉承“上行、下效、诚于中、形于外”的经营理念,发扬公司就在前线,服务就在身边的服务方针。希望通过我们优异的产品和专业的服务,能为您的事业发展助一臂之力
    </p>
    <h1 class="cs1">
        <span> 八、联系我们</span>
    </h1>
    <br />
    <p>
        &nbsp;&nbsp; 公司名称: 东莞迅控自动化科技有限公司
    </p>
    <p>
        &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 公司地址: 广东省东莞市东城区牛山外经工业园汉林楼一楼
    </p>
    <p>
        &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 联系人 : 蒋先生/蒋先生
    </p>
    <p>
        &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 联系电话: 18680436215/18676970915
    </p>
    <p>
        &nbsp; &nbsp; &nbsp;&nbsp; 公司电话:0769-33229800 &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;
    </p>
    <h1 class="cs1">
        <span> <span>推荐配套产品</span> </span>
    </h1>
    <div class="pro_cj">
        <div class="pro_cj_box">
            <a href="http://bjprc.com/products_content-2148779.html"> <img src="http://bjprc.com/uploadfile/image/20180702/20180702143517_1977120717.jpg" title="总线开环驱动器 东莞迅控" alt="总线开环驱动器 东莞迅控" width="240" height="180" align="" /> </a>
        </div>
        <div class="pro_cj_box">
            <a href="http://bjprc.com/products_content-2072336.html"> <img src="http://bjprc.com/uploadfile/image/20180702/20180702162115_251135972.jpg" title="脉冲型驱动器 雷塞 东莞迅控" alt="脉冲型驱动器 雷塞 东莞迅控" width="240" height="180" align="" /> </a>
        </div>
        <div class="pro_cj_box">
            <a href="http://bjprc.com/products_content-2287426.html"> <img src="http://bjprc.com/uploadfile/image/20181016/20181016144532_773041801.png" title="多轴总线驱动器 东莞迅控" alt="多轴总线驱动器 东莞迅控" width="240" height="180" align="" /> </a>
        </div>
    </div>
    </span>v<h1 class="cs1">
        <span> 一、产品参数</span>
    </h1>
    <p>
        <table width="100%" cellspacing="0" cellpadding="2" bordercolor="#1470ef" border="1">
            <tbody>
                <tr>
                    <td style="text-align:center;">
                        <strong>NO。OF Phases/丝杆电机相数</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>2P</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>Step length/整步步长</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>0.01MM/步</strong>
                    </td>
                </tr>
                <tr>
                    <td style="text-align:center;">
                        <strong><strong>Step&nbsp;angle/丝杆电机</strong><strong></strong><strong>步距角</strong><strong></strong><strong></strong><strong></strong><strong></strong></strong>
                    </td>
                    <td style="text-align:center;">
                        <span><b>1.8</b><sup>o </sup><strong>±</strong><strong>5%</strong> </span>
                    </td>
                    <td style="text-align:center;">
                        <strong>I</strong>nsulation Class/绝缘等级
                    </td>
                    <td style="text-align:center;">
                        <strong>B</strong>
                    </td>
                </tr>
                <tr>
                    <td style="text-align:center;">
                        <strong><strong></strong><strong>Rated voltage/额定相电压</strong></strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>4.5 V</strong><strong></strong><br />
                    </td>
                    <td style="text-align:center;">
                        <strong>Working&nbsp;Temperature/工作温度</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>-20</strong><sup>O</sup><strong>C~~<sup></sup>+50</strong><sup></sup><sup>O</sup>C
                    </td>
                </tr>
                <tr>
                    <td style="text-align:center;">
                        <strong><strong>Rated current/额定相电</strong><strong>流</strong></strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>1.5A</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>I</strong><strong>nsulation&nbsp;Resistance/绝缘电阻</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>100M<span>Ω<span><span>(500VDC)</span></span></span></strong>
                    </td>
                </tr>
                <tr>
                    <td style="text-align:center;">
                        <strong>Resistance/相电阻</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>3Ω</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>Temperature Rise/温升</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>80K MAX。</strong>
                    </td>
                </tr>
                <tr>
                    <td style="text-align:center;">
                        <strong>Wire rod diameter/丝杆直径</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>8MM</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>Weight/电机重量</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>980g</strong>
                    </td>
                </tr>
                <tr>
                    <td style="text-align:center;">
                        <strong>Screw thread lead/丝杆螺纹导程</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>2MM</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>Holding torque/保持力矩</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>0.8 N。M</strong>
                    </td>
                </tr>
                <tr>
                    <td style="text-align:center;">
                        <strong>Number of threads/螺纹头数</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>3</strong><br />
                    </td>
                    <td style="text-align:center;">
                        <strong>Minimum thrust/最小推力</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>180N/2-16MM/S</strong>
                    </td>
                </tr>
                <tr>
                    <td style="text-align:center;">
                        <strong>Type of wire rod/丝杆种类</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>滚珠丝杆</strong>
                    </td>
                    <td style="text-align:center;">
                        <strong>Wire rod material/丝杆材质</strong>
                    </td>
                    <td style="text-align:center;">
                        <p>
                            <span><span><strong>高</strong><span><strong>碳铬轴承钢</strong><span> </span></span></span></span>
                        </p>
                    </td>
                </tr>
            </tbody>
        </table>
    </p>
    <h3 style="text-align:center;">
        滚珠丝杆步进电机东莞迅控自动化科技有限公司/0769-33229800/18680436215
    </h3>
    <span>
    <h1 class="cs1">
        <span> 二、电机矩频曲线</span>
    </h1>
    <div>
        <img src="data:image/jpeg;base64,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qSAdg9dZTUTyx/L2rzn4tfHT/hEpb+x0i2t7y90uMS6jeXUjR6fo6MAVMzKC7yNkbYYwXbI+6CDQTuejM+Pf6Unnf7LfTFeFfDrVdD+M3i6+0PWvGHibVPEdlCt3daO6vo0MUL4AKW8Z3FA3GJJHkXcAx5Fd2f2bPBpUINKkXach1vrkP/315mfzNBR3YkB9adXz54v+Iml/CXxvfaL4e8ba0dU0SFbrUtKvreXWLG1iYAr5jf6+IbecxM2wEMyMOD6b8NPjBH4y1BtI1CzOkeIIYBdNamYTQ3UB+7cW0wAE0R45GGXIDKKCSv8AtBeJbrQfCthFFqEei2OqaglhqOquoK6ZbvHITJ83yqWZUjDNwpkBrL/Z61dobfV/D1nq3/CRaD4a+zWthqoCnzcod8BdflkMWEy6/wDPTB5U16fPAlxE0ciq6sMFWGQR71FFZRWFn5UMcccaD5VRQqr9AKBo5L4cj/i4njf/AK/rf/0nSu1ri/hz/wAlD8bf9f1v/wCk6V2lAgooooAKKKKAOD8Oc/tH+Lv+xe0X/wBKdVrvANtcH4b/AOTkPFv/AGL2i/8ApTqtd5QNnC/HDRNW1Kz8O3Wk6e2qTaPrtvfy26zJEzxKkittLkDI3jgnmnr8Q/E6j/kQ9U/HUbT/AOLrtyM0m0HsKBHFf8LE8Uf9CHqn/gxtf/i6a3xD8UN/zImqj6ahaf8AxddvsHoPypdoHagDwf4cXuqa1+3D4ivNR0a40X/ijrSJI5riKYyYu5SSPLJA69692VcfWvLtK/5PL1j/ALFO2/8ASqSvU6CpHiPjVsaz43/7GTQ//QLSvbV6fia8K8R69bw/Erxhp+oaXrbafNrujsb+0WJooZfKt/LVgzBsFgoOFPDV6Je/FDVLS8liTwT4nuFjcqJENrtkGeozMDg+9AWOyorif+Fsat/0Ifir87X/AOPVR+Gf7Q9t8TPiHr/hmHw/r2nah4ZaJNRa7WERwNLGJIxlJGJLKc8CgXKz0J32U0XCk9axfihc/Zfhr4gm8zy/L0y5feG27MRMc57Y9a+fPEOsfCGD4CGex17wqdY/sqF4Wi1oNOZtq4x+8J3bv1oEfUKtuFFRWJzZQ9/kXn8KloAKKKKACiijOKACijdigNmgAooooAKKKKAGv0rh/wBnb/kmNv8A9fl7/wClUldw/SuH/Z2/5Jjb/wDX5e/+lUlA+h3VFFFAgooooAKKKKACiiigAooooAKKKKACiiigDib/AP5OF03/ALF+6/8ASiCu1T7g+lcVf/8AJwum/wDYv3X/AKUQV2qfcH0oGxGJDf7NeJ3/AIKs/j/pvxT0K01N7dv7fgQXNvIymC4ggtZApKkHAZQG2kHBPOa9Q+KHiaTwd8PdY1OEZmsrR5Ige74+UfnivG9C8RW/7L3wg+JOrCP7VJoMsdwUx897dNZQHGM8s8rDjPOcUDRV1jxpoX7OfjXQZPEH9jWN9YWFxZ6N4b8NW8lzd3jTtCZZ3BAY58lBlu5JZiem9L+19qlnareXHwr+IsOnsf8AWfYUaaMd2aMNkADmvP8AQbi1/ZK8A6b4i8QNZ6v8XfiJJ51zeXuZCrsFJhiC/N5ce9I1ijwZHZRwMlY/FPxT+PHgLVINQ1Czt4dKuJAkUdybaZZpCRtikEKAws2cKpkOSQPNJwKBnQaTYaX+03oXiZvCWpeH9V07WLxrtmv45bfVfDV28SROUCgOD8m4ZK8kqSy8V3mg2Vh8OPi54H8MfbJXktvDM9patcHMl15JhDEnoXwNxH1rx34k+I4dd+G9r8e/A9v/AGL4o8JtnxLp8QPl6partNxBMABvKowlRwNxUjHJGPQPjXND4t1nQ/E2nMRPpOgya/p8vVgFkhcrwf4oy6kdDmjcD3gHNNn/ANU1QaXerqNjb3Ef+ruIllUZzwwBH86nn/1TUEHG/Dn/AJKH42/6/rf/ANJ0rtK4v4c/8lD8bf8AX9b/APpOldpQAUUUUAFFFFAHB+G/+TkPFv8A2L2i/wDpTqtd5XB+G/8Ak5Dxb/2L2i/+lOq13lA2FFFFAgooooA8s0r/AJPL1j/sU7b/ANKpK9TryzSv+Ty9Y/7FO2/9KpK9ToKkeJeNP+Qx44/7GTQ//QLSva8gdfX0rwv4lWc1/P4+hgupbKWTxDoipPGFLRHZacgMCPzFeg/8K311nP8AxXWv/wDgNaf/ABqgDsywxx/Kvhf/AIJ2/HdviB/wUl/am0UzJcW8Op2ktvIG/hgDW+0D2wa+s5fhvryr8vjrX92DgG3tME/9+q+EP+Cfn/BNX4p/Ab9ub4jeM9a8YaTb2OqtdLdtpkhluZXuJfPjyssWzABOemD0oGrWP0G+JwH/AArnxBj/AKBl1/6KauP+IZaL9lO8aNN7r4fjKrnG4+WvGe2aX4kfDnXI/h1rzN4415lGm3JKm3tcH903H+qpfHSlP2VbhWYsRoEXzHqf3a0AjVs/HPiwWkK/8IW33F/5isPpUh8deLF/5ktv/BpDXXWKA2cX+4v8hUrxrtP09aBHm158fL7w98SPCvh3XPDNzpr+MJri2srhLyOdFlhhMxVwvIBRWwfUYr0lJMrzXhH7Uml3Gr/tAfA+3tb+40yZ9a1Ii4gVGkTGmyngOCvPTkd69FHw110j/kevEH/gNaf/ABqgDsvMH+RSOwYVx3/CtNe/6HrxB/4DWn/xqsDx5oviDw3pxgsfHWoXGv3iOul2N29lbC9lABwCYslVyGbaCcdOSKBWNzVvEWseDfG0Md1Kmr6Trk4hsreCzYXVk+MtucHY0QALFm2kdPmpkXibWvC3xEi0y/kXWLPWpHexNtZsk1gi8t5zfcMY4AbhiSBg8msvRNO1v4YeCl0xvEEHijx5rBM2/UrlbdJ5PlV2ihGMQxLg7EGSAMnLZqTwp8F9f0LTWjm+IXia8uLiV57iSWG2YGRzlggMZ2oOgXsMCgeh6QkmVGf5UeYP8iuNHw014f8AM9eIP/Aa0/8AjVH/AArTXv8AoevEH/gNaf8AxqgLI7LzB/kUeYP8iuN/4Vpr3/Q9eIP/AAGtP/jVH/CtNe/6HrxB/wCA1p/8aoCyOyZtwrh/2df+SYW//X5e/wDpVJXP/GXQPE/gX4TeJ9asfHmtLfaTpdxeW5ltLV4xJHGzLuXyxlcgZGRkdxWp+yjq/wDb/wADdHvP9FZ5nufMe1lMkEzi4kVpEJ5CswLBSTtzjJxQI9GooooEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcTf/APJwum/9i/df+lEFdqn3B9K4q/8A+ThdN/7F+6/9KIK7VPuD6UDZx/x8Rj8I9edV3eRAJyPVUZXb9FrxT9p3S5vEXwL+Lk1mskwstX07VnWMFneG3SyuHCgdSUjIx3zX0pqthDqumz2twgkt7hGikU9GVhgj8jXkv7Nnhm80WHx5oevCG8jstXFijk7hdWos4RGXB7mPAYeoNA1seR/tyav5eofCP4safYya74d0XUbLVZEtlEpWNQ5/d843NHcOw7FrdV6sK7z4uftc+BPGfwn1Cz0bVIdaOrWhR/KRgLNGGS8obBUjqEHzEjAHeub0PSte/ZvsdQ0bw/pEPxa+E807bNPsrmKfUfD24lmhCElZYgeQvBHJ4749t4w+DFrei6sfhv8AES91HzN0Vg/hnUFieXP3d0iiLr3Lbfr3CkT+Ddf/AOFc/sV/ErxZqcMiW3iRrmXTrSTG65MqLBGqg4GXlbavqqqeAeOxl0qT4ffDbQbG+kkM2mfDye3lY8OXVIVxz/FuwMepqnpfg/Wvjz8QPD+rfEi30/wX4c0WVbnQPCD3kf2i8mXhJrgcA7QPljXpkg989d8ZPC9747+PnhHSYlWPSZLG4utUduskUU0LrCP96QLn2Bp3DzPUfBtq9j4U0uF926K0iRieuQiitGf/AFTUJ9wUT/6pqRmcb8Of+Sh+Nv8Ar+t//SdK7SuL+HP/ACUPxt/1/W//AKTpXaUAFFFFABRRRQBwfhv/AJOQ8W/9i9ov/pTqtd5XB+G/+TkPFv8A2L2i/wDpTqtd5QNhRRRQIKKKKAPLNK/5PL1j/sU7b/0qkr1OvLNK/wCTy9Y/7FO2/wDSqSvU6CpHiPjZsaz434/5mTQ//QLWvbFPH4mvC/iXpkesy+P7WRp447jxDoiM0MhjcfJadGHI+orvB8BNJY/8hLxTjJ/5jtz/APF0Adw7YRu3HWvJ/g18avCPjL4y+NtL0fxPoOqakbiF/strepLLhIgrnapz8rcH0roH+AmkDg6j4oIPUHXLnkf991+Zf/BKP9lC30z/AIKkftAWt5JqNmng+a5t4Da3ckLkXFyWUGRTk/IF4J5oDlP1Q+J/zfDfxB/2DLnt/wBMmrkPH3/JrNz/ANgGL/0WtQfEn4GaZD8PNeb+0vFHy6bcnB1u5IP7puvzU/4gyrZfsoXbOzeXD4ejJOCxAES+nJoKiel2H/HlF/uL/IVK3Kn6Vwll+0P4TW0j/wBM1I/IOmjXvp/1yqX/AIaJ8J/8/ep/+Ca9/wDjVBLTucX+0Lx+0r8C/wDsM6n/AOm2avaVPyivnP436rpvx1+P3wfs9KXxDcW2n6nqFzfXFvZXdmLOM2MiqzTFFCgsQuM5JOK9VX4B6Tt/5CXij/we3P8A8XQHqdzmsfxl4H0f4gaJLp2t6fa6lYykOYriIOqsOjqeqsDyGBDA8gg1z/8AwoLSf+gl4p/8Hlz/APF1y/xP8BaH4L0hIY/EGqWOsaoxttMOp+ILuK1knI+UM+7GechcgsRgcmgLItfGLwrdT3HhvSI9Es/FXh64mjtZrK6ST7TYbOReJd7iVZFH8WGY/dfJwdzU9Q8SeGviHotlYWsGreH9QHlTKyOk+mKi484zElZATgbGw5zkE81jaNokPwG8D2egReJBdeItambytR1+6dje3LYDEE5GQPuRAjO3Azya0NL/AGedNtYWaXVvFFxc3DtNczf2zcR+dKeWbarbVBPRVGB0oDSx6EvC0ua4hfgNpYX/AJCXij/weXP/AMVS/wDCh9L/AOgl4o/8Hlz/APF0BodtmjNcT/wofS/+gl4o/wDB5c//ABdH/Ch9L/6CXij/AMHlz/8AF0BZdxv7TB/4x18df9gC9/8ARD1xf/BPK6W7/ZK8L7Qy+W99GcjHIvZs10ni79nvw7qHhrUbfUrjxFfafNayJdW0ut3LR3ERU70YbuQVyCPevBf+CH/xZs/ir+xB51nG0MOk+KNZs1jySsSPdNdRqvssVxGPwoDofYVFImcfNS0EhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHE3/APycLpv/AGL91/6UQV2qn5V+lcVf/wDJwum/9i/df+lEFY/xn+Nmq+BNctdK0HRbbWL8rbT3Burr7PFBHPci3jwQCWYvu7YAXnrQUemFNzZ/Svnz4+Wd41n468NvNd6LP4uvbS6029GwQajGiQLNaCRvkWVxE67JMbw4xnNe0/DnxqvxB8I2+qC2ks5JJJYJ7eQhmt5oZXhlTcOG2yI4DDggZHWtHW9BsvEumTWOoWtvfWdwu2WCeNZI5B6FSCDQLY8O+BOma9qvxjt9RuPB8Phmy0jSpbC61G3tv7Ph14u0LQD7IfmRodkucl1XzAFdtxC+8yMAv3v1rhI/ghL4dP8AxTfibxBosI+7aSTC+tU9lWbLKPYMOOKl/wCES8dSHa3i7SAvcpoeG/AmYjP4fhQM8a+NXhzxK/ibxtpQ8Fx30fiM+dD4jktEv823kokdrGpwsDxur/PKwRM+YFkJIHefA3UbjxZ4k0G4hmuNZs/Dvh8aXea2Wzb6heZj3iJzzNjYxaRRtJPUnIHSD4B2euXHmeJ9U1jxWuci2vpRHZ/jBGFR/o4YHvXdWtnHZQRxwosccShURRtVABgAAcAewoC5JTZ/9U1cz8SvHdz4MtNOisbJdQ1TWr4afYwPJ5UZkKPKWd8HCrHG7cAk4AHWq/gXx/feItV1bR9WsYdP1jRfJadIJfOhlim3+VIjYB58twVIBG33FAkR/Dn/AJKH42/6/rf/ANJ0rtK4v4c/8lD8bf8AX9b/APpOldpQIKKKKACiiigDg/Df/JyHi3/sXtF/9KdVrvK4Pw3/AMnIeLf+xe0X/wBKdVrvKBsKKxfHXj3Tvh7ptvdalM8Ud1cpaRBIWleWV87VCrk5OD+VYf8AwvrQ/wC5rX/gqn/+JoEdtRXE/wDC+tD/ALmtf+Cqf/4mj/hfWh/3Na/8FU//AMTQPlMLSv8Ak8vWP+xTtv8A0qkr1OvEfh548sPGn7ZWvfY/tQaDwna71ntnhYZupOcMATXtwORQOR4F4y8TW0nxD8XaGkd9Nqd1r+iTJFDYzyoEEdsSTIqFFwFJOWFek3fx+8M6feTW8k2reZC5Rtui3rLkHnBEJB+oNQ/Dz/kqHj73v7P/ANIoa7gx5GMt+dAjiG/aI8L4/wBdq/8A4I7/AP8AjNeFfsZ6Houi/to/HzVrGO+DeLtR0+7t5ZtMuYPMC22ZRukQAAOehIJ7A19VmLA6t+dcd8Plz8SvG3Lf8fVt/wCiBQO5qfFR2X4Z+IWVdzf2XdYXOMnyW4zXkfjDxj4sm/Zqmjm8FiGBtEiV5RrEDbF8tfmxjsOcV7Z4p0T/AISXw5qGn+Z5IvraW2MgGSm9Cuce2a8/1D4PeLtX8Ct4fuPF2kmzktVs3dND2yGMAA4Pn4BIHXFAJnpVg3mWUJ/2B/KpsUy2j8mBV67Rin0Eh0ooooAKq6votrr1hNa3lvb3drcLskhniEkcgPUFTwRVqigCjqXh2y1fTFs7q1tbizUBfIlhV4uMY+UjHGOPSrkMXkxhRjC8DAxTqKACiiigAooooA8//au1zUPDf7MnxCvtJhuLjVrXw5fvYxW8TSSyz/Z38tVVQSWLYAA55r4Z/wCDcPw54w+H/wAGPiR4d8T+H9f0G2i1qC+shqNhLbLM7xGKfYXUAkGGMEDkHrX6SSDK/jXE/AQ7vB98Tkn+2dS/9K5KCr+6dxRRRQSFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcPqUyx/tDaWrHDPoF0FB43EXEBwK8P/4KweIdL+HPwA0XxFcTTafq7eKdE0u2u4Ll7eTypdQhM0bMjAlfKWVsHOCMjB5r6K8dfDPR/iRb28erWskxs5PNt5YriW2mgYjB2SxMrrkcEBsHvmvzJ/4ONLDS/hR8Cfh3o+knUln1zXZrxmuNZvLnaLWHjCSysoOZh82MjHB60FR1Z+ofhTw9Y+E/D1rpul28drp9mnlwRR/dVf6565PJJJ71o14z8C/hj4T+KnwU8H+JoY/ESw+ItEstSjz4j1HhZoEkH/Lf0aur/wCGcfC/p4g/8KPUv/j9AaHd0hO3tXmPjb4A+HNN8HavcQnxFHNBZTSxuPEeo5VgjEH/AF/YivmbxBoLWnguK4j1jxZHO3iMWpceJNR3eV/xL/k/1/T97J/30afQOW+p9zq2e2KWuFH7PPhliePEP/hR6j/8fp3/AAzv4Z9PEH/hR6j/APH6QtDovGXgnTvHmkfYdSgaaFZFmRkkaKWGRfuujqQyMOxUg8kdCaq+Dvh1pngG1uk0+Gbzb6X7RdXE8zzz3L4ABeRyWOFAAGcADjFY3/DO/hn08Qf+FHqP/wAfpH/Zz8MSD5l8Qen/ACMmpf8Ax+gegfDW8jm+InjrYd3l6hAjEdARbJxXdA5FZPg/wTpngLR1sNJtRa2qszkF2keR25Z3diWdj3ZiSfWtagkKKKKACiiigDya5+IeneCv2k/FC3y6gzT+HdGZfs1hPcjAudV6mNGA+hroz8ftBH/LPXv/AASXn/xurfif4LeH/F3iSTV7yHUV1Ga3jtJJrTVLqzMkUbSMisIZEDbWlkIJBI3muG+NvwV0Tw38Orq6sZvE1vcLNAqyL4l1LcA0yA/8t+44oK0Y74l/FbSfFfiDwLaWq6ss0nii2K+fpdzAnEM5PzugUdO55r2ADPavhXwd4Wj8SeIvhDDqGp+KL2PUpNLuLgTeItQbzJGGshn5m4Y+TFyP7g96+sv+GcvC/wDd8Qf+FHqX/wAfoB2O52CkZcKa4b/hnHwv6eIP/Cj1L/4/S/8ADOXhf+74g/8ACj1L/wCP0C0OA1TxFD4F/bj1jUNQt9S+yXvg61ghkt7KW5Uut3ISD5atg4I616CPj9oCj/V69/4JLz/43VdP2Y/CMepteLBrq3Tx+U0o8RajuKZztz5/TPNWP+Gd/DX/AFMX/hSal/8AH6B6GZ8FfFFr4u8f+PruzF0sP9pWif6RbSW75FlDn5XAb8cV6XWD4I+Gej/DuO8XSYLiP7fMJ7h57ua6klcKEBLyuzcKoGM44rdY4HFBIN90/SuN+H3/ACUnxv8A9fVt/wCiBWD43/a48F+CrCzuJr281D7dd3tnFDp9hNdTbrKTy7piirkJE/DMeBkdc1ofBzX7PxV4w8Walp9xHeaffvZ3FtPGcrNG1spVh9QaB26noNGKKKBBRRXm/iz9qbwf4Q1zxBp95qSLd+GYUkukXBMrsMiCIZy8oBTKjp5iZ60AekUV5hq/7Wng/TvEem6LDdzarrmr2DajZ6bYRia5uI1YKwUZxuBJ4z0VvSk8KftY+HPFXw80nxJ9j13TbLxBLDFpMN7ZeXc6l5oDK0Ue4krg5JOAoBzQGp6hRXmup/tLWPhzw/rGra14d8XaHpeiWxuZ7q904RxsoOMJhySe+MdK5jw7+3/4G8Sa9p+nwpriS6jqlto8cklmBGtzcCNokYhieRKnIBAz1oHZ7nuNFeb2/wC1P4Rv7z7Ha3V1eamdXutFXT7e2aW6M9tO0EzbF5ESujHzGwMDNYfxR/bu+Hnwl8aTeHdR1K6n1m1nWG5trWzkkNsu0O8jHGNqKys2CSAaBHslFc38Kvivofxo8G2+v+Hbtr7SbsnyZzE0YkAxyAwBxz1rpKACiiigBr9K4n4Bf8ibef8AYZ1L/wBK5K7aY4jNcH8AmKaF4h/ur4m1YKOyj7ZJwKBnfUUUUCCiiigAooooAKKKKACiiigAooooAKKKKAPKf2qPid8QPhV4d0/UvA/hnTfE0CzkasLmWXzLGDA/epHEC8gBzkKCQOQDXgOl6VD+3T8DIfFXxU8J/D3xFDYeJ10/Qrm0jmlIgGpiGUFZQNqsqKPUjqAa+i/i1491jwz4902z0221G6hutNu5HFqkD+Q67NkrCVkGFyeN3Oa868MfGfVPi38MLqPUvDM2krpXiDTIotTiCLp+tZvY90kADEgg/eGWXJ4ducBSPfPCHhfTvA/hiw0XSLODT9K0mBLSztYV2x20KKFRFHZVUAAegrSpkP3T9TT6CTF+In/Ih65/2Drj/wBFtXyB4o/5J9D/ANjWP56VX1/8RP8AkQ9c/wCwdcf+i2r5A8Uf8k+h/wCxrH89LquhpTPtePqadTY+pp1SZhRRRQAUUUUAFFFFABRRRQAVw/7RP/JKrz/r4tv/AEeldxXD/tE/8kqvP+vi2/8AR6UDjufLvwz/AORr+Cn+7pH8ter7ar4l+Gf/ACNfwU/3dI/lr1fbVA5BRRRQSFFFFABTX5xj1ryP9rj4seIPhboOhvot9p+g2epXpt9S1+90ybUoNGiCMysYImUku4CBmIVc89qwf2TPjtr3xP8AGOt6TdeINJ8eaJp9pFcQ+JNO0WbSohM7MrWrI7MsjAAPuQ8BgCM80Dtpc+fbjxJp3wt+MvjjXrfVfBngHxLPe6pZDw/qelajdX1/DJcl2dGD4/0ookoMCY+dRyQa+of2UEjj0i9EeiyeHI/sem7dLfO6wH2ND5RzzlenPPrzXlnjH9sDxJqt/wCJriN/g/oOl+H7y8059L8Ra/Paa9cJA7Rl/kQCAyhd8eA/yuhzk8erfssanb61YaheWtnqGn2t1aabLFbX0zTXMCtZoQsjsSzMO5JyaroVJux61RRRUkDXOBXwz8bP2YNd8ceP/iJcR/D3xDMnii+UW93bafpZ8hI5A3nRM92rbpMFtzKGOVyBtAr7nY4rwjx9+3x4T+H2t+ItNudN12e+0GeSBFhs5GjvSiZOx9v/AD0WSPofmT0INCKjfocH4F/ZL13x38X/AAb4n8QDxJ4b07w34dm0a3tLW5i02e1/eDCsLaVwwkB3ZDfwDPU1JpH7GGuWHwF+EehNcapNJot/preJtMu9RF1DLboFE8au5JWNduTHERvOM5xz3Fx/wUC8C2knh/zIPEAi8QllilGnOywjzBEpbHJDSEIMZIJGQM1F4P8A+CiPgHxToUOpTrqGhWNxqFlp0EurGC1SdrpQ6MpMhGEQq7j7yqykjmq1K944Px7+yDdeMPCHxcg0jwtceGf7Z06LTtHS6uVu5JlVW89okWaRU8w7QpbDc5wDXAeCP2RPGXhn45eFro+HfFknhnToLZrqRfsUMpuo3iCyArcKyhUU/MACMfcJ5r60s/2mfCvijVtS0nwvdJ4q8QafC039m2DrHJcBSit5csxSFtvmLkiTAyPWsv4ZftIap8TfE+p6dH8N/Fumx6LqL6XqF3d32lmG1nWJJSCI7pnYbZEGVU8t7GjmZPMzwn4Z/sieN/h74t8Ranbaf4gWz/t7VZ3th4weK4161nvpJbeVGX7kiRtkiV8OXOcH5q87/aP/AGVPiF8Vvilr2qaD4M1lrqa8umQ3YtoQ1u1rFCjG6aQl2LRZMeD1zuHWvWrz/grf4Ss/EUmnf8Inr0u2WOL7VHe2TWzb0ldXEnnY24ifLdBxXc/Ez/goj4A+HFjY7zqWpaleXUNm9ha2kjPC8sTSAeZt8pvugfKxyWBGRk0alRudr+yP4ak8Ffs++F9Fm0i80W40exjsp4bm1jtZJJEAV5fLjd1AdgSDuJPWvSq5X4M/F3R/jh4Bs/EOifaltLoFWjuYGhmgkXG+N1YA7lPBxxkcE11VSZhRRRQA2b/Vn8K4L4Cf8gLxF/2M+r/+lkld7N/qz+FcD8A2zoXiP/saNX/9LJKBo9AooooEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAeR/tI+EfHHinWdHXwbPp+nqtrem7urm0juRKwjBitXWQ4EUrAhiASAK4fTdF+InhXS7rTPGWpLremG40C7t7r7PFbraXj3i/aLSIR/ehjAjKkjIBxk1T/wCCn178G7T4b6GPi1f6xYyPeP8A2CNJkcXktztGQq/6plxjPnfJjqRXmv7GEmmv8JNeNh/wr8K3iDR/L/sHUBdai0P2xNh1BY3eCOXrhYWI655quhotrn3PD90/U0+mQ/dP1NPqTMxfiJ/yIeuf9g64/wDRbV8geKP+SfQ/9jWP56XX2D49t3u/BWswx7fMlsJ0XccDJjYDJr4jXXNX8S/Cfw7N/ZdhBNqfjT7NcRnUGdbUBtPAZW8oeYTszjC4z1NV0NKZ95R9TTqRRilqTMKKKKACiiigAooooAKKKKACuH/aJ/5JVef9fFt/6PSu4rz79qO6uLH4IaxcWsEdzcWrQSpFJL5KyETx8FwrbfrtNA47nzN8M/8Aka/gp/u6R/LXq+2q+IPhra6tH8VPgLprWenrHcaVpmpXEwvGJt9sOtyhFXy/nyJMZJXBHSvt+gcgooooJCiiigBphUjHbv700QLCF2qFAOMAYFSU1xkfjQB8s/EX4ueCviZ4103WtY8PahoeleF/EUot/FF3pkD2urS2TSwy2rSZLwqZVZVMmAxQY6ivWv2efGdv8Rr7XPEFnHJHZ63Dp9/Akn3kSW1V1B9wCK8r1Pxv4503wb411bWvAPhrVvh/NqeqWt/4fstLl/tW3SOV0W7kViY7xZgqyuI1VgjjbvIIrvP2PNQ/tPwlJdf2fBpQuNM0mQWUETRRWmbGM+WqNyqr0APIAp30LkezUUA5FFIga4zj618W/Hb/AIJ8+Mvix8SteuVutIj8P61fy3cUaXB+0Wql9+3cyHaHdnfCdCxByK+1CcV4t4v/AGxIfB/i/VNFk8E69eX+lmRmhh1zQBPNGil/MSB9QWfDJhgGjVsEZUHigqN76HzlefsMePk0fRYv+EY0y5vtNtIjFMLy1jWGf7XuZnAT95+6Gfl2845JrW8DfsS/Ebw78LtF0+40nwzJb262d3PpMF0Ezc2kEkUUjMylRJIZIvMK8bLVRyWzXsuqf8FB/BPhnWdNsPENrrvh3UNT0VNbS0uLdbmZI5HCojfZmlTcwIbhiAOpBBxna3/wUl8E6L8LV8SDTvEEskMUMl5pc0SWN7a+bDJMgAuXjWbKwy48ovnYTRdlc0jH+AnwC+JXwN12wurnSvD+sWOh2N7b2kFrqRhnne4ktm+cuuxQBE2Me2a634L6X8QvCnifxeNT8F29nZ+MPEUmqC7g16GV9Pikt4IclNg3MpiLYHXIrG+E/wDwUu8D/FC/1BJ7HVvDlrpUXnXNzqE1q+wbY24jhleVhiRRlUIBPJFXND/4KVfDTxB8UbjwzBdaoyW862w1MWUhtDI0Mcqg8b13bygJXBZT0BBILU+YYv8AgnL46j8YaleWXhmdfCst5EFtrrVYE1I2aKymOJBmJW+dzvZgSHIxXsXxo/Y38YfE/wATeFdPS7vNN0P7dZyz3WkypaT2ENrBKsMs0hO6S6RmTYYwFGCCSK7kf8FGvBs0lvPb+H/iJdaJPbPc/wBqxeGrk26AEY4K7yGGSGVSABzjitmP/goL8LJfFl9pH9s3azafpzalPKdOn8pUABZAduWcA5IAOMEE5GKB+8d38AvBmqfDz4W6ZomsLpf2rS1a2EmnhxFcorHbMwbJEj/efk/Mx5NdnXO/C34kWPxZ8HW2uaal1HZXTypGtwoWQeXI0ZyASOSpI56YroqDMKKKKAGzf6s/hXBfAT/kBeIv+xn1f/0skrvZv9Wa5H4Q+Gr7w1petQ30PkSXWu6jexfOr74Zbl3jb5ScZUg4PI7gUAdhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB5j+0f8AtCeE/gDBosnimz1S6XW7s2ln9k0tr4ebt6NgfJnoM4yeK86/Zd8W2v7QPwJj0mxg1+31Dw3qkMN9qGs6U1m2ova3hJZTk7ifLIxklSQDivoPxT4V0/xnodxpuqWNtqFjdqUmgnQMjg8dD/PqKx/hN8ItD+Cvg6PQPD9rLaaXDcTXKRyTvMweWVpXO5iWOWc9TxQVfQ6aHIU59adRRQSU/ENu1zod8kas0klvIiqOrEqQBXyF4U+D3i9Phf4Tt5fC+sw3K+NPtc0LxqJLaDzLX9843cJiJz36CvskjcMU3yl9KClKw4UUUUEhRRRQAUUUUAFFFFABRRRQAVxP7RWj3mu/BvXLbT7O4vruSKNo4IF3SS7ZUYhRxk4B4rtqbIu5MUAfL/gj4WeJtM+NPwdurjQdQis9F8NWkWoXDKPLspI7TUY2jc5+/uuIxgDvX1FUaxc8jtipKBt3CiiigQUUUUAFNcZA+tOooA/O39oGw+IM/wAdvHD3EOjSeP11tP8AhCpj/awu47IiI24tTEfswTh/N34y2/dkYr7Q+DH9of8ACWeKv7W+yHVA1mLs2ufI837Ou7Zu525zjPNegNEo+baMrnB9K474e8fEnxt/19W3/ogU76DbudnRRRSEFfNfxg/ZJ1i78V+JPE+nXM2uSaprI1i10aCytbZ45vsCWeXu5WDmMBC5UY64Ar6UoPIoGnY+K/2hv2TPF3xC1xYLXTfFV01v4Ms9AiltdZFnZR3HmRtIq7JI2aErGyyFiT8/yg1zPjn9ifxre/APVdD1DSPEFz4u/tZrrTpbDW5tW0tEeB4Y44vtUwkhjihaWM56tNn5hgD748taDGpH/wBeq5iudnw3+zV+xj488B69rL6v4etbPUbnSzZWP2u9W+0preRI45UuJEIlab5QRhFHyAbh1ra+Cf7JfjzQfixq3jnU3u9WX+1oI5NE1mbybfULaKyht1uo4o3kUTQ7ZFi80tuRuSGw1fZYQA0mwYo5g52fnzqX7E3iq28ZaZqF58LdHhtJBqN3IPD9hpV15a3M0ckFpJDchUBgQGPcuc9jya2vF/8AwTO1jxd8XP8AhIrXTdH0vQ9StHFzY29tYW9xawlci3jjW3KfaC3PmeaoUj75HFfdnlrTgMUczDnZ57+y14G1T4cfBDRdJ1m1+x6jCZ5ZoBKs3k+ZO8gUsvysQrAEjjOa9CooqSAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooARvun6Vxvw+P/ABcnxv8A9fVt/wCiBXZt0rP0zw5baTq1/ewxstxqbo9wxcncVXaOO3HpQBoUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf//Z" alt="" /><br />
    </div>
    </span><span>
    <h1 class="cs1">
        <span> 三、电机命名规则</span>
    </h1>
    <table width="100%" cellspacing="0" cellpadding="1" border="1" align="center">
        <tbody>
            <tr>
                <td style="text-align:center;">
                    <p>
                        <span>QS</span>
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        <span>42</span>
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        <span>HS</span>
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        <span>48</span>
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        <span>-<br />
    </span>
                    </p>
                </td>
                <td style="text-align:center;">
                    G<br />
                </td>
                <td style="text-align:center;">
                    <p align="center">
                        <span>0802<br />
    </span>
                    </p>
                </td>
                <td align="center">
                    <p>
                        <span>-<br />
    </span>
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        <span>E<br />
    </span>
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        <span>100</span>
                    </p>
                </td>
            </tr>
            <tr>
                <td style="text-align:center;">
                    <p>
                        1
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        2
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        3
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        4
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        <br />
                    </p>
                </td>
                <td style="text-align:center;">
                    5<br />
                </td>
                <td style="text-align:center;">
                    <p>
                        6
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        <br />
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        7
                    </p>
                </td>
                <td style="text-align:center;">
                    <p>
                        8
                    </p>
                </td>
            </tr>
            <tr>
                <td colspan="10">
                    <p>
                        1 公司代码:QS
                    </p>
                </td>
            </tr>
            <tr>
                <td colspan="10" width="593">
                    <p>
                        2 机座号:电机外形,42=42*42mm
                    </p>
                </td>
            </tr>
            <tr>
                <td colspan="10" width="593">
                    <p>
                        3 步距角度: HS:两相 1.8° &nbsp; &nbsp; &nbsp; &nbsp;3S:三相 1.2<span style="white-space:normal;">°</span>
                    </p>
                </td>
            </tr>
            <tr>
                <td colspan="10" width="593">
                    <p>
                        4 电机机身长:48=48mm
                    </p>
                </td>
            </tr>
            <tr>
                <td colspan="10" width="593">
                    <p>
                        5 丝杆类别: T:T型丝杆&nbsp;&nbsp; G:滚珠丝杆
                    </p>
                </td>
            </tr>
            <tr>
                <td colspan="10" width="593">
                    <p>
                        6 丝杆结构:公司丝杆代码表(详情请电联)
                    </p>
                </td>
            </tr>
            <tr>
                <td colspan="10" width="593">
                    <p>
                        <span> </span>
                    </p>
                    <p>
                        8 电机结构种类: &nbsp; T 代表贯通轴式(Through type)
                    </p>
                    <p style="text-indent:78.75pt;">
                        &nbsp; F 代表固定轴式(Fixed shaft type)
                    </p>
                    <p style="text-indent:78.75pt;">
                        &nbsp; E 代表外部驱动式(External drive)
                    </p>
                    <p>
                        <br />
                    </p>
                </td>
            </tr>
            <tr>
                <td colspan="10" width="593">
                    <span>9 丝杆长度:100=100mm</span><br />
                </td>
            </tr>
            <tr>
                <td colspan="10" width="593" height="55">
                    <p>
                        <br />
                    </p>
                </td>
            </tr>
        </tbody>
    </table>
    <br />
    <h1 class="cs1">
        <span> 四、产品简介</span>
    </h1>
    <p>
        <br />
    </p>
    <p style="text-indent:21.0pt;">
        自动化科技有限公司的直线丝杆步进电机是以混合式步进电机作为动力来源,通过独有的技术将螺纹传动祝件与电机转子结合在一起,固而将电机旋转运动转化为直线运动。丝杆电机的出现解决在需要在非常小的空间内进行高性能和优良耐久性设计的人打开了一条新的途径及运用。
    </p>
    <p style="text-indent:21.0pt;">
        &nbsp;各种设计和使用专有的生产工艺,将工程热塑塑料结合进转子驱动螺母,并配合使用不锈钢Acme螺纹导杆,使该电机比其它使用V形螺纹和青铜螺母结构的电机运转更为安静,高效和耐久性。电机的寿命比常用的青铜螺母结构提高了10倍以上,而且无需维护,同时还不影响成本。另一个特点是预紧力调整装置不像其它设计那样要凸出电机外部。
    </p>
    <p style="text-indent:21.0pt;">
        目前上市的产品有:20MM系列/28MM系列/35MM系列/42MM系列/57MM系列/86MM系列两相混合式直线步进电机。产品涵盖28种不同的步长,7种不同的丝杆直径。各种机型有三种结构可供选择:贯通轴式/外部驱动式/固定轴式。
    </p>
    <p style="text-indent:21.0pt;">
        <br />
    </p>
    <h1 class="cs1">
        <span> 五、定做流程</span>
    </h1>
    <br />
    <p style="text-align:center;">
        <img src="uploadfile/image/20190220/20190220171401_1943809368.jpg" alt="" />
    </p>
    <h1 class="cs1">
        <span> 六、四大优势</span>
    </h1>
    <div class="ys_b">
        <div class="ys_1">
            <dl style="background:url(uploadfile/image/20190220/20190220170256_1726256900.png) no-repeat center;width:210px;height:210px;">
                <dd>
                    <span>10年制作经验</span><br />
    10年技术累积经验,12年客户<br />
    服务经验,专业的生产研发团<br />
    队,我们致力于只给客户<br />
    提供真正有价值的产品
                </dd>
            </dl>
        </div>
        <div class="ys_2">
            <dl style="background:url(uploadfile/image/20190219/20190219170753_1346220188.png) no-repeat center;width:210px;height:210px;">
            </dl>
        </div>
        <div class="ys_1">
            <dl style="background:url(uploadfile/image/20190220/20190220170256_1726256900.png) no-repeat center;width:210px;height:210px;">
                <dd>
                    <span>质量保证</span><br />
    引进的日本生产工艺,装配检测<br />
    技术,采购核心德国日本原<br />
    材料,公司先后获得CE、<br />
    CCC、UL、ROHS认证
                </dd>
            </dl>
        </div>
        <div class="ys_2">
            <dl style="background:url(uploadfile/image/20190219/20190219170753_1452076245.png) no-repeat center;width:210px;height:210px;">
            </dl>
        </div>
        <div class="ys_1">
            <dl style="background:url(uploadfile/image/20190220/20190220170256_1726256900.png) no-repeat center;width:210px;height:210px;">
                <dd>
                    <span>快速设计</span><br />
    1天快速设计出图,5天加工<br />
    出样,快速变货,独立<br />
    研发设计,备受客户<br />
    好评和信赖
                </dd>
            </dl>
        </div>
        <div class="ys_2">
            <dl style="background:url(uploadfile/image/20190219/20190219170754_436375809.png) no-repeat center;width:210px;height:210px;">
            </dl>
        </div>
        <div class="ys_1">
            <dl style="background:url(uploadfile/image/20190220/20190220170256_1726256900.png) no-repeat center;width:210px;height:210px;">
                <dd>
                    <span>售后服务</span><br />
    专业的工程师团队为您的<br />
    使用保驾护航,全天<br />
    24小时丝杆电机<br />
    资询服务
                </dd>
            </dl>
        </div>
        <div class="ys_2">
            <dl style="background:url(uploadfile/image/20190219/20190219170753_1932299655.png) no-repeat center;width:210px;height:210px;">
            </dl>
        </div>
    </div>
    <div style="clear:both;">
    </div>
    <br />
    <h1 class="cs1">
        <span> 七、公司简介</span>
    </h1>
    <p>
        &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <strong>东莞迅控自动化科技有限公司</strong>座落于有世界工厂美誉的广东东莞市,公司致力于成为自动化行业运动控制产品的研发、生产、销售于一体的战略合作伙伴,我们主营产品为三大版块:总线步进系列产品,总线控制器/卡系列产品,以及根据客户需求定制的客制化直线步进电机/中空步进电机系列产品。<br />
    我们的产品已经广泛应用于工业的数控机床、医疗设备、纺织印刷、雕刻机、激光打标机、激光内雕机、电子设备、剥线机、包装机械、广告设备、贴标机、3D打印、恒速应用、机器人等各个自动化设备上,以及生活民用的高档家用电器、玩具模型、学校实验教学,甚至在航天行业、新能源、未来概念等领域都有新的突破。<br />
    我们拥有经验丰富的销售和技术团队,通过服务提升客户价值,不断了解客户需求,持续跟踪客户发展,不断向客户学习,为客户提供运动控制解决方案。<br />
    公司秉承“上行、下效、诚于中、形于外”的经营理念,发扬公司就在前线,服务就在身边的服务方针。希望通过我们优异的产品和专业的服务,能为您的事业发展助一臂之力
    </p>
    <h1 class="cs1">
        <span> 八、联系我们</span>
    </h1>
    <br />
    <p>
        &nbsp;&nbsp; 公司名称: 东莞迅控自动化科技有限公司
    </p>
    <p>
        &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 公司地址: 广东省东莞市东城区牛山外经工业园汉林楼一楼
    </p>
    <p>
        &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 联系人 : 蒋先生/蒋先生
    </p>
    <p>
        &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 联系电话: 18680436215/18676970915
    </p>
    <p>
        &nbsp; &nbsp; &nbsp;&nbsp; 公司电话:0769-33229800 &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;
    </p>
    <h1 class="cs1">
        <span> <span>推荐配套产品</span> </span>
    </h1>
    <div class="pro_cj">
        <div class="pro_cj_box">
            <a href="http://bjprc.com/products_content-2148779.html"> <img src="http://bjprc.com/uploadfile/image/20180702/20180702143517_1977120717.jpg" title="总线开环驱动器 东莞迅控" alt="总线开环驱动器 东莞迅控" width="240" height="180" align="" /> </a>
        </div>
        <div class="pro_cj_box">
            <a href="http://bjprc.com/products_content-2072336.html"> <img src="http://bjprc.com/uploadfile/image/20180702/20180702162115_251135972.jpg" title="脉冲型驱动器 雷塞 东莞迅控" alt="脉冲型驱动器 雷塞 东莞迅控" width="240" height="180" align="" /> </a>
        </div>
        <div class="pro_cj_box">
            <a href="http://bjprc.com/products_content-2287426.html"> <img src="http://bjprc.com/uploadfile/image/20181016/20181016144532_773041801.png" title="多轴总线驱动器 东莞迅控" alt="多轴总线驱动器 东莞迅控" width="240" height="180" align="" /> </a>
        </div>
    </div>
    </span>
    0
  • 额定电流:1.5A
  • 额定电压:3.3V
  • 标准推力:60-80N
  • 丝杆材质:梯形丝杆ACME

  • 丝杆电机QS42HS40-TF3-T400

     详情说明

    一、产品参数

    NO。OF Phases/丝杆电机相数 2P Step length/整步步长 0.01MM/步
    Step angle/丝杆电机步距角 1.8o ±5% Insulation Class/绝缘等级 B
    Rated voltage/额定相电压 4.5 V
    Working Temperature/工作温度 -20OC~~+50OC
    Rated current/额定相电 1.5A Insulation Resistance/绝缘电阻 100MΩ(500VDC)
    Resistance/相电阻 Temperature Rise/温升 80K MAX。
    Wire rod diameter/丝杆直径 8MM Weight/电机重量 980g
    Screw thread lead/丝杆螺纹导程 2MM Holding torque/保持力矩 0.8 N。M
    Number of threads/螺纹头数 3
    Minimum thrust/最小推力 180N/2-16MM/S
    Type of wire rod/丝杆种类 滚珠丝杆 Wire rod material/丝杆材质

    碳铬轴承钢

    滚珠丝杆步进电机东莞迅控自动化科技有限公司/0769-33229800/18680436215

    二、电机矩频曲线


    三、电机命名规则

    QS

    42

    HS

    48

    -

    G

    0802

    -

    E

    100

    1

    2

    3

    百人牛牛 4


    5

    百人牛牛 6


    百人牛牛 7

    8

    1 公司代码:QS

    2 机座号:电机外形,42=42*42mm

    3 步距角度: HS:两相 1.8°        3S:三相 1.2°

    4 电机机身长:48=48mm

    5 丝杆类别: T:T型丝杆   G:滚珠丝杆

    6 丝杆结构:公司丝杆代码表(详情请电联)

    8 电机结构种类:   T 代表贯通轴式(Through type)

      F 代表固定轴式(Fixed shaft type)

      E 代表外部驱动式(External drive)


    9 丝杆长度:100=100mm



    四、产品简介


    东莞迅控自动化科技有限公司的直线丝杆步进电机是以混合式步进电机作为动力来源,通过独有的技术将螺纹传动祝件与电机转子结合在一起,固而将电机旋转运动转化为直线运动。丝杆电机的出现解决在需要在非常小的空间内进行高性能和优良耐久性设计的人打开了一条新的途径及运用。

     各种设计和使用专有的生产工艺,将工程热塑塑料结合进转子驱动螺母,并配合使用不锈钢Acme螺纹导杆,使该电机比其它使用V形螺纹和青铜螺母结构的电机运转更为安静,高效和耐久性。电机的寿命比常用的青铜螺母结构提高了10倍以上,而且无需维护,同时还不影响成本。另一个特点是预紧力调整装置不像其它设计那样要凸出电机外部。

    目前上市的产品有:20MM系列/28MM系列/35MM系列/42MM系列/57MM系列/86MM系列两相混合式直线步进电机。产品涵盖28种不同的步长,7种不同的丝杆直径。各种机型有三种结构可供选择:贯通轴式/外部驱动式/固定轴式。


    五、定做流程


    六、四大优势

    10年制作经验
    10年技术累积经验,12年客户
    服务经验,专业的生产研发团
    队,我们致力于只给客户
    提供真正有价值的产品
    质量保证
    引进的日本生产工艺,装配检测
    技术,采购核心德国日本原
    材料,公司先后获得CE、
    CCC、UL、ROHS认证
    快速设计
    1天快速设计出图,5天加工
    出样,快速变货,独立
    研发设计,备受客户
    好评和信赖
    售后服务
    专业的工程师团队为您的
    使用保驾护航,全天
    24小时丝杆电机
    资询服务

    七、公司简介

              东莞迅控自动化科技有限公司座落于有世界工厂美誉的广东东莞市,公司致力于成为自动化行业运动控制产品的研发、生产、销售于一体的战略合作伙伴,我们主营产品为三大版块:总线步进系列产品,总线控制器/卡系列产品,以及根据客户需求定制的客制化直线步进电机/中空步进电机系列产品。
    我们的产品已经广泛应用于工业的数控机床、医疗设备、纺织印刷、雕刻机、激光打标机、激光内雕机、电子设备、剥线机、包装机械、广告设备、贴标机、3D打印、恒速应用、机器人等各个自动化设备上,以及生活民用的高档家用电器、玩具模型、学校实验教学,甚至在航天行业、新能源、未来概念等领域都有新的突破。
    我们拥有经验丰富的销售和技术团队,通过服务提升客户价值,不断了解客户需求,持续跟踪客户发展,不断向客户学习,为客户提供运动控制解决方案。
    公司秉承“上行、下效、诚于中、形于外”的经营理念,发扬公司就在前线,服务就在身边的服务方针。希望通过我们优异的产品和专业的服务,能为您的事业发展助一臂之力

    八、联系我们


       公司名称: 东莞迅控自动化科技有限公司

           公司地址: 广东省东莞市东城区牛山外经工业园汉林楼一楼

    百人牛牛        联系人 : 蒋先生/蒋先生

           联系电话: 18680436215/18676970915

           公司电话:0769-33229800      

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