<![CDATA[Discount price, wholesale ME-8104 Rotary Plastic Roller Arm Enclosed Limit Switch for CNC Mill Plasma from china factory directly]]> https://www.uxcell.com info@uxcell.com en> Wed, 12 Feb 2025 15:55:24 +0800 http://blogs.law.harvard.edu/tech/rss <![CDATA[ME-8104 Rotary Plastic Roller Arm Enclosed Limit Switch for CNC Mill Plasma]]> https://www.uxcell.com/me8104-rotary-roller-lever-enclosed-limit-switch-5a250vac-04a115vdc-p-233415.html <img src="https://media.uxcell.com/uxcell/images/item/medium/ux_a12051700ux0089_ux_m.jpg" /><p>Specification:</p> <table border="1" cellpadding="1" cellspacing="1" style="width: 451px; height: 320px;"> <tbody> <tr> <td>Product Name</td> <td>Limit Switch</td> </tr> <tr> <td>Model No.</td> <td>ME-8104</td> </tr> <tr> <td>Actuator Action</td> <td>Momentary</td> </tr> <tr> <td>Actuator Type</td> <td>Rotary Roller Lever</td> </tr> <tr> <td><span>Contact Type</span></td> <td>1NC + 1NO(SPDT)</td> </tr> <tr> <td rowspan="2">Rated Voltage and Current</td> </tr> <tr> <td> <p>AC 250V, 5A</p> <p>DC 115V, 0.4A</p> </td> </tr> <tr> <td>Roller Wheel Size</td> <td>18 x 6.7mm / 0.71&quot; x 0.26&quot;(Dia.*T)</td> </tr> <tr> <td>Lever Arm Length</td> <td>51mm / 2.0&quot;</td> </tr> <tr> <td>Body Size</td> <td>83 x 28 x 26mm / 3.3&quot; x 1.1&quot; x 1.0&quot;(L*W*H)</td> </tr> <tr> <td>Total Size</td> <td>127 x 28 x 43.5mm / 5.0&quot; x 1.1&quot; x 1.7&quot;(L*W*H)</td> </tr> <tr> <td>Mounting Hole Diameter</td> <td>4.4mm / 0.17&quot;</td> </tr> <tr> <td>Mounting Hole Distance</td> <td>56 x 21mm / 2.2&quot; x 0.83&quot;(L*W)</td> </tr> <tr> <td>Material</td> <td>Resin, Plastic and Metal</td> </tr> <tr> <td>Net Weight</td> <td>105g</td> </tr> <tr> <td>Package Content</td> <td>1 x Limit Switch</td> </tr> </tbody> </table> <p>Description:</p> <ul> <li>This Limit Switch can be widely used in various mechanical to monitor the position of moving parts of machines and plant.</li> <li>Can be used in circuits, control circuit and auxiliary circuit for terminal limit protection.</li> <li>Safe and reliable ,dust and oil proof ,small installation size ,the products are for general use.</li> <li>Compatible with different connecting rod or contacting heads.</li> <li>Lever Arm can be rotated to the left and to the right.</li> <li><img alt="" 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wNMsbe8mss7jf3Eq7t87dW2tkj/61eofEf8A5EPXf+vR/wCVct8N/wDkbNR/7BOn/wDooUAa3xPhWL4eawqIERbcKAOAAGHA9v8AIrl9JsxqGsfE21MiQ+fpVhF5khwqbrSQZJ7Dmux+LH/JOtb/AOuI/wDQhXEQNi9+KgBG7+xbPGf+vSWgDrPB3ibRdG8JaHYPqkEhtbGCDfHuKsVjVcg9wccVtHxvoXH/ABMU/Jv8K838BfGX4e23gXw5Bca9ZLPFpttG4aNyQwiUEfdroD8bPhzgAa/YE54Bif8A+JoA6QePfD/nNF/asPmKAWj53AHpxinnxzoP/QTj/Jv8K8p0f4u+A4viTr15JrVp9leztY45TE+CRuyB8tdefjX8OD18QWP/AH6f/wCJoA6f/hOdC/6Ccf5N/hR/wnOhf9BOP8m/wrmP+F1fDf8A6GCx/wC/b/8AxNH/AAur4b/9DBY/9+3/APiaAOn/AOE50L/oJx/k3+FIfHGhEH/iZx/juH9K5n/hdXw3/wChgsf+/b//ABNIfjV8N8ca/Yn6xv8A/E0AUvE3iXS9U+KPw1tLW9imuhc3svkg4fZ9ilG7B5xkjn3FeqDvXzNqXjHRPF37Wfwyk8PahFewwaVqaXJgG3afLXaDkCvphSe/pQA6iiigAoopksixIXdgijksxwB+NAD6Kqy3kMMXmvLGkWM72cBT+JqvPrenWtxawT6hbwz3RIt4pZlVpz/sAnn8KANKiqgvrXc6/aYt0f3/AN4Mr9eeKSPULaVHeO5ikVB85RwQv45oAuUVQXVrHcQLy3IzjPmg/wBaU6vYkD/Tbf0/1q/40AXqKrm6i80ReagmIyI9w3Y9cZqnb+INLvLp7a31KzuLiOTynhinVnV8E7SAcg4BOPagDUoqp9st1kdfPiDou5lLjIX1I6gc/rUF/rum6baR3V3qFra20jhElmnVEZjwFDHuTQBpUVUF7b7kQzozuuUXcMsMHkDvnB/Kmy6naQyGOW6hR1IBVpFBB9/TqKALtFZsms2MM8cDXtuk0iq6RtMoZ1ZtqkAnJBJAz64q9H/SgCSiiigAooooAKKKKACiiigAooooAKKKKACiiigApDS0hoA8+03/AJLz4i/7FrS//SrUK9BzgDnFefab/wAl58Rf9i1pf/pVqFd7cEiE4GSeAB/n8aAFlI2jvz+deV/E3wfomv8AxB+Hmo3umWt3fW19J5M80eXQLC7jB9mAavO/HPxX+JGka3cWej2ksm++lS5H9kNINLsEkCrcIwIWUsozt5+90AFdZ4e8Q6j4m1PwdcahO99FHrVzDaX0lqbZ7qJbeQeYYyBjnI4A4HfNAHtSgFhj8/zqUdqBS0AFUdcAOi3+RkeRJkHv8pq9VDXD/wASa/8A+uD/APoJoA8L/wCFX+EYvgDHqa+H7IXi6Qsy3Bi+YNtBzmvc9KbOmWXY+Qn/AKCP8a81kkX/AIZvAyM/2Iv/AKAK9G011OlWa7sEwpwDz90Umx2Zx3xXYDUfAOT/AMzLD+X2a5rG8BW0tp8UPKuXEki+FbIMw6FvtVz/AI15A914w/ai+J2qwWHiCbwl4K8KXhSCayH+k3FyMruORjGwnGc/K575rA8R+GvGfwF0DR/idoPi3UPFWmW9vHb6ppuqoqFrPcx2rjhcFmIJyctSRcU+Q+2HIPGc+w615J4U+HfhrxNq3i271TQ7G+u21mZWmliyxAIAz+FeheGPENr4m8P6Zq9udttfWyXESt1AYA4/DNYHw2dftHishhzrdx/6FVaEWdtir8AI1h+DnhRFUIgs1CqBgAbm4H4Yr0avPfgGR/wp7wqAc/6GP/QjXoVAgpDS02QZQ/4UAcj8XtUstJ+GXiiW+u4bOJtNuYw88ixqWMTAKCT1J6VZ+Hd9BqHgXw9NbTx3ER0+AB4nDqSI1B5B9a87/bA8NL4n/Z28Y2/2czzwWn2qBQ2MOjDn8ATXS/s++HZPCfwX8F6VID5lvpkO48HJYbuffnmgD0akJxRmmuRtOaAOd+I7D/hA9d/69H/lXMfDj/ka7/30nT8f9+hTv2g7me3+Emui0uZLSZ41jE0RwygsM4+vT6E18tftCeIfFegePdN/4RrU5bFpNEtPOWCVE3YQcnIJNA7M+wPivn/hXmt4O0+SOf8AgS145q3ix9D8f+PbGSS3i0+78Pwu7yHDK62b7ea+Ub/4gfEyaKOPUNdvpbJ5ollQ3KEFS444WvZv2goJ7jxZ4r8m8a32aTbGRAitvH2VuMnkdeuO1K6Hytn0J4A+EPgu78B+GZZfDWnTSvplszOYc7iYlJOe/Nb5+DHgXIx4W00H18kVo/Dhh/wr7wuD/wBAu14/7ZLXS9qZJ4zo3wk8GP8AEvxDbP4bsDbx2lqyRGLIBO7JrsP+FL+BP+hV03/vwKbon/JV/Ev/AF42n/s1dzQBxH/Cl/An/Qq6b/34FH/Cl/An/Qq6b/34FdvRQBxH/Cl/An/Qq6b/AN+BTX+C3gQqR/wium88f6gV3NNkzt460AfNmv8Ag7Q/Cf7XPwsj0fT4NMWTSNVYpbxAByEUAn8Ca+kxjNeDePyn/DXXwnDR7n/sfVtr+nyJXvI6mgB1FFFACHisHx7Clx4K1yKQZjezlDZ9Nh9K3ZBlff2ri/HmjeJNah+yaZ/YcmnyoVuItXhnkLcdjG44/CgD5K1m+1if4C3fgCa8n+0+HEGp3NyXcF7IostqC+fvGSQLzwVic9q9k8L6To3ifS/inN4nVGuLHVZ7VmuHKtZW0UKGDy2JzGvLOCOmT6Va17wpf6FoyjxX4V8O634UVIob6DSLWfz4oY92x8O58xULZIHOCSOmK72f4beCPGaWOqSaPYatEYYxDcr86vGMBSSDh8Y6ntQB5F+zx9omvvEs2v7jfXnhnQ7hhcN80qGGYO+M8gkDOO9YNpp2raD4ih8Y+FVe4h0jwhon27RuT9ssZftDTbV7TARoQ3fGK+ide+GvhnxRqNnf6podtc31svlQTMhyig5AyP4Qegq/a+ENJstXu9VtNPhhv7yFILi4RdrSIv3VPsMnHYZ+tAHy9eeHtAn8A/CzX9Pg3DWfGFj+9djta3a7lCpjP3Srnjngk10evfDjQLDxd418ORxyW+mReGtOVC9w26ASXt2WYPn5MDABHQKo6AV7Xe/CzwtqtrpkF7oFpPDpsnn2cbJhbeUtuLIB0O7Bz69KZrfwl8I+Ir67u9S8PWd7dXQjSeaVDmQJkrn1ALNge5PrQO58vfEXXvFOk3up+GL37TFr3hrwtcxProOBeae93Yr9qUg8SLCLgMOxB7NXt91YaJofxR+GlvoujWhguLW5NtqUMu1kjWDuv/LQMrLhj3x616hL4fsJp1uJrGCWTyDah3QE+S23KE91JUHHsKx/D/wq8J+FtWOp6ToNrY6jhk8+NTuVSACBk4AIA6UAef8AiC2vH+NXjJbDSbHUg/hvTPPF5cmHYGmvwSOP4tiZP+wK5T9n61t/EVxp9nrsKTR23gbQX0u1uBndBLCWuZVVupMgRWOMjav96vc7nwB4dudbvdYfSbaTUb+3+x3FyVJeaEf8sz7DFZs/wc8GS6LpGlP4dszY6ZCYbSPaVEEZ5ZVI7E9jxQI8a+Bdsl5458Mu7LcWVpaeJYtIuDMZWaxi1K1jtW3HlhseVVPdG4qDxpJqevfG7xNJ4Ps9I1tLjwfC8rahO8cRkS5vIS4YdTmILu3YwoPOAR7Vq3wb8Ga0bVr/AMN2Uxs4hbW7BSvkxfL8oweBwPyB7VUb4E/D55YX/wCEUsB5cAto9iEFYgSwTg8gM5OPdvWgDxlRp2ifEHRtVL2/irwJrGv6dHp2oW7sb3SL4W9rDAjFyN8UmwE8ZAkVgOc19WR9TxiuHtvg94PtNeg1aHw7YRalDMkqXCxkFWRAisB0DBQozjoAOgruUP545oAfRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUhpaQ0Aefab/wAl58Rf9i1pf/pVqFd7MN0RAODXBab/AMl58Rf9i1pf/pVqFegjpQB5jqHw88ZXuo3l1B8SL/TreacyRW0VhbssEechMsuTgZ/IVnr4d1Lw3r3gm21bW5vEF2+rXEn224jEb4NvJtUgccDjj0r1yXlCOueOuK+aP2jvi3r/AID+M/wm0m00qC+0/U9QUCdt4cOz+VIABwQqSq2aAPpkHOaWoRzJ36ck/p/WpqACs/XgDo19k4/cP/6Cavms/XiBot8AfmMLgH0ODQCvfQ8J1xvC2g/s+2UWpiO2uNU0wLDFtdmlk2gnAGTgZHPTn6V6zpfhLRzZadcfYYmljhXY2TxlcE59x7V8o2fxU0mT4veDND8SSpP4YtvDk1itt9lkd1nkjhZ2YKCxBVSvHHAr1r4a+KPBWmfFvVtK8Lu9vpz6NbO0CwXAXzvOuCzAOvHyhee+PaldF3k3Y8u8H6tp37PXxM8V+GPHemfZvD2sXX22y11w3lSk5X5jnAwoAOOd2cDFZXxV+I2gfFP4b6Z8M/AFqniLX9WMUL3NjG721uqld77iQRjHVgPumvdPjhe6L4nHhKwmnkTyvEEaTSLA+6IfZ587crzkgdPSub+C1joPgv4hiG0u5LpLrw5ZiKV4SW3G4nyAQnTGOT9KzbVzdc3I7XPXfB3w30bwnoemWa2ivcWlpHbtKSzMdse05Oceo/KuB8Haj4I0zWvEHhy+aK3nfXZfLgkilCby25QZMbQcnua0fi/rOha9N4R0e5MssMuuwC6twkqCSPyJjgkAZGQDgelUviDH4W8OfB+8h0O2WysH1CyfbHDKA0n2yEk/MM/wmrVjK07as634AxiP4QeFlRQoFmoHPbca9FJ9a8++ArLJ8IPCjA8GzBBPH8Rr0EEYABH51Rk076ir1pJhlPUU4dKWgDjPFnwp8KeOJmn1/Q7fU5HTy38/cQynsQDisyD4B+AY0jUeGbUKqhVAMgwBx0zx2/KvRqKAOA/4UT4B/wChat/++5P/AIqnRfBDwNaTRzw+HoIpYmDq4d8gg5B5au8NITx0oFc8a/aC8M6Va/DHxFfGyXzpQjzSLuOTkLnAPbNfLf7RNn4csPiBoOnXFrEJJNEtBbxqru7fIPlQDk+tfcXxNhSf4f6+kqhozZybgemMV83/AA7ttA8Pxxa5o+jWSeKdauIbCyNzDJJHYwhAA/OfmJBJCn096WhpFSnofMGvaboelPZwT2UlhdzzxLAlzBLEZCXGdu7Ga9s+OulaLofibxVb/ZxbibTLcRqiucyG2Zs55xzjk8V6l5+nahaaf4Y8Y3Nr4o0PXvtaRak1m63NtMgBZRheAD0IwRxXmvhnwHBr2peOtENhcrp+naUYrzULfKR+YtvJsOWO7cRtJBHrS0LanDQ+rvhzo9p/winhjUBCv2ttLtv3hJzgxIa7NQOK5n4bsG+H3hZyOulWuCTn/lin510/B+tUYttvU4jRB/xdfxJ/142n/s1dzXDaIR/wtfxJ/wBeNp/7NXcZFAC0Um4etG4etAC01un40u4etIxGOtAHhHj8TH9rn4UbD+7/ALH1bePUbU/rivd1rwX4ghB+1z8JiZNrLo+rYX1+RK95XrQA+iiigAooooAjnAaJlYZDcEYzmvL9Qt5Pg/PLqFjG0vg64k8y8sYlLPpzsfmniA5MZOS6Dpyy969UqK4jSaFkdQ6MCCGAIIx70AVdPvIdSs7e7tZ0ubadBJFLGwZZEIBDKRxg5q8K8iuba6+Cl815ZRy3PgW4ctc2qZZtKcnJkjUcmEk5KD7vJHGa9QsruC/tobi3lWa3nRXikQgqykAgjHYgj86AL1FNUg96dQIKjn+56c9RUlNfpxQM+UvjB+094g0258X6X4RsbXfoBaCeWYMbnbHEJLidVztRUBAUvncxAxzWN8e9K1VPF+ifFbW4ZNa8BlNOih0+zvZrWaySRgQ7qjbZcyuucj7uB2Ney6n+zf4X17x5r/ifUxcXM2riKG4s45DFbTRIsY8uVBw+WRSc9cL/AHa3T8FvDz6/Lqk32+6WW7jvf7NnvGazE8YXY6xH5QV2Lj3FA7knxl8NeIfGXw51nRPDN/Bp2pX0Rh+0XG4fuiT5kaspypZRt34+UNnqK8//AGSLFdE8N+INBu9Ik0fxDo+p/ZtSga/lvUbdGkkbpLISSpVhgcY5z1ruNW+C2ha7PqE0lzq9vNfX8WpNJa6hJEYpo4igMePuAqxBUcd66Xwt4M0zwdbSwabAwe5nFzd3Mjl5bmbaqmWRjyzkKoJ9hQI6NOlOpidB9BT6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigApDQaQnA65oA8/03/kvPiL/sWtL/8ASrUK9BHSuA0z/kvXiP8A7FrS/wD0q1Cu/HagBs33D2r5d+Nt3r2p/GT4QPd+D4zPa6pe/Y4Tq8eLv/RiW/g+TbsU19QzZ2ZAzg9K+U/2qtO8Yat8c/gw+haRc3Vhp+oiaW8iACgtIolXOeoijY/jQB7YPF3jvPy/D5Ce/wDxPYQfxGynnxh49/6J7H/4PYf/AIiu6UEOOv49/wBalPSgDyjxb8VPGHhHQZtU1D4dk20ckUZEGswyOWkkWNQF2c/M4rCg+M3jvVka1l+DWu2STQkedJfQMI8pnBA5PJx9a7P48SrD8OJZHO1E1LTGY4JwBf2/OK43XPFB8bJr00uvXnh7wrYFbVWs4zHNcSEDdKX27kXOQMc8BjwRQ9i4xcmrHmvhrQ9T8J/GXwL4s8YeHW0LTv7Il04SyyrOY7lUjCOQi5TKA8HuDXsHhDxbpHi/45a5Po95HeRxeH7OOVkUgBxc3ORk9x0NS+EPENxpvjV/CWq3761by2qXen3NxBlxglZInboxGM7v9uuJ03wZ4a1/4seJm1rTo57azsnnXZvXaTqF5k/uyCeBUqVhuMoysdN+1B4k1Lwj4Y8K6xpFrbXmo2niG3aOC6kMcb5hnDZbthST+FcR+y78QfEPxC+IGsXOv6PY6Q1rodrBbrYXAmR0E853HBIByT09K4zxAPhncR+JJ5bPyrzUPtukeH7F2cxiWJHiMp3tgMXYkMeQCB2rNtrPwEvhiLT5pAvjfRke8eaNSkd1AreYySrGw3DYXwOzYourmkYScXofTHxr1ex0EeCdQ1CdLazt/EUMksz5wg8i45OKw/i78QNI8T+AbjTPD0x1vV7i4sza2VtG4MpW4ik6kYA2qSSa89+MPhHwePh1o/iDw5piW7TyzKsjPKeDY3RYEOTxnHPtXp2ua/caT4f8H6Po8kNnq2qwxRrfNDu8mJYlaRwMHLEcD657VWhhGMm7FX4Xa5rnhD4f6Ho+oeDNW+1WcAjlEOxlDZJODkZHPXvXdeDfG8fi291W1/s670u70yWOKeC7QBsugdTx6hhXl4vJ/AK3uqad4v1DWJLS9VNQ0/VMyJIC6qSrbfkIB3cdeldh8MdRtdX8c+Pb20kMkM9xYurMCDj7HH2I46dKm+tipQ5T06ik70tUQFFFFABRRRQBQ13TY9Z0e80+YEw3UTQPtODtYEHH4GvlXQ9dj+Ga3Pw/8eyXmj2VndLc6Pr1qSViHGwAgZweg4JPII5r63fpWTrvhrSvEtv9n1XT4L+AchZkDY9we34UDTsfNVv8TtE8LPa6pe65feL/ABfGZItL05bdoUjWQFfM8sKASwxlhyfavSvgb8PL3QPCepT+IIlfUdekMt1E/JEJB2I57kBmGT6gc12/h34ceGPCsgbStFtbWUOZN+wsysepBYkjNdNIDtzyKQSdzyzU/A0vw+0a4vtA8T3OiWNnBv8AsWoN59kijouG5RcYHHpxXM23x48aQKob4b3+sKQNl1aTeRFIOMMEcFhnPc5xVX9qHxULjwkmgWF20UrXSve/I65SMrIUzjnI9K900jU7fV7WG5tWLwMSFO0rwD6EA0rluLSufN+n/HvxNH8TdVNt8LtVvdRubS336fBfxedAi7sO4IHDc4+ldgvxy8fjA/4Ujr+MD/mIW/t/jTNCH/GXPib/ALAln/J693X7o+lUZnhi/HT4gDGfglr+MDn+0LfjpSJ8cviBjH/Ckdf28DnULf2/x/Q17rSHgUAeFj45fEBsbvgjrwGB96/t+On+P6GkHx0+IHH/ABZLXucHnULf2/x/SvcpThM1hP4p00XwtDK3nFSwXyn6L1520DSbZ8/6L4qvvHH7TXgi88SeF7zwXfWekX40+11GVZXvNwj37NnTapOc+lfTaHJ4/TpXzh4+8UaZN+1P8NL1ZpfLsdK1dZm8pgq/Io6YyeT2r6ItLuO/ginhO6KRcq2CMj6EZ/OgclbWxcGaWmgU6gkKTpS1S1nUoNH0y5vrqQw21uhlkkCsxVQMk4Xk/QUAXMijNecxfH3wI1zJENdDTRqrPGtpcFlDZxkeXnBwcH2NT/8AC9vBB/5jL/8AgDc//G6AO6uUWaFkdQ6OCpU4wQevX2ry68lm+DtyJo0luvBE7lpEUbv7IY5PmDv5BI5UfdJBHBNazfHPwS20DWHJP/Tjcf8Axusz4k+MWkg0jQNJvltrrWyFe7ltzJ5Fr5TyM4RsBmZUZQp7sCeAaTGouTsj0S0niu4YZ7eRZYZFV4XQgqy44YEcEEc1ez7184aPDD8IPD9/f+GfEN3e6NpVzm50jUJGkiWFvLEmxiAYyu7co6dvumvoLT7lLu1t542Z0ljEiswIypAwcduPWpvrYc4OG5epaT+KlqyRD0pCeKVhkYrN13VrfQtLub+5YpBboXcqpY4Az0HNAbuxoFsDtQe3NeB6TPqniyTwzrGo+L9R0291RTPBp1hhbaBmhjZYSmP3xUP94n17V33wt8YP4h06Wy1GWOXXtPkNteNChWOXb9yUcYG9Cj7eqliO1TfWxbhJHoNFNX6Yp1UQFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFHW5ru30i8lsIVuL2OF3ghY4WRwDtU+xOAa8a8PzfFjxEun3M2t6ZpGjjTvtD3K2BadrokBoZI3+6kZV/mHLBh3Fe138bS2kqLKYGZSBIP4OOv4V47YeENT/s62F38Xbl7kKvmvE8IjZ8DdjPOPagCx8LNeufFfxCfWrq0fT7m/8G6LcS2sikGJmnvmZCDyME9+a9hHavGPhDaGw8cC3/tT+3BH4K0NTqe7d9qImvv3mffr+Ne0UAIa4jx5/wAjh4D/AOwjN/6TyV25riPHn/I4eA/+wjN/6TyUAdxRRRQB5/8AHUgfDqXcQF/tPS8knAx/aFvXNeK7WfTNR1fVvC2t6PL/AGlGDf6XfyqY5JQAvmoVbKvtCgjodoPc1N+1rH537PviqPe0e/7Ku9DtI/0qHoex96bpX7Puipplko1vXwiwrtAvFO3gd9h/EnrQNOzuTeFmsvDt9d+JvFHinTrjUpYUt44Ip1EFpEORHGC2WYkksTyTjsKw/gxdTa/8Q/EWsiJoYJLRE8t1IeMvd3E6K4I4fy5UYjsTXQSfs8aExRpNZ12bawcCS6QjI/7Z13Hhfwvp3hKwGn6Xbi3tlO8jJYsx6szHkse/4UWQN3dzyT4o+ENU0vT/ABVHZeHI/E+lava3UltHDEj3NjeSxncy56q7kMT1BJ7Yrm/hR4T1PxB4M0/R4PCUnh61n3G81jUbZEuDbl8+Si/eO8cHnABr6Yl5T8RWF4HNw3hbTDcnzLgwLvPqeai2popNRZ57+0XozXPgDT4LfZDDb3YjaRgdsSvbTQITjtvlQfjTrbVNH8d+CdENn4gh0TXNLjjaNppFWW3mVdjLJGxGUODnPB6jkCvV9UsINU0+e0uokuLeZCkkUgyrKeoIwa8zb9njQftjSxanrVopUIscN0oVFHRQShOB6EmrMk+pi2EGq+Kr2W28U6x4fstFW4WWWHTpisl66bSpZi3CZAIA54rqfh7LDcfELx/JbuJImuLEq6MGVh9jjwQQcdPSqjfs/aMuD/b3iDqP+XxP/jdcp+zPoCeF/FfxV0u3nurmC319FWS7l8x8G3Q4LEDp6DgUDbbPfR1p1IKWgQUUUUAFFFFABRRRQAhOKR+V4606igDxX9qTwtPrnw3+22cy21zpl3DOzN/FCZEWVP8AgQr2YYLZ7/SuE+PP/JJPEX/XKP8A9GpXdSDKUB6nz6Nd0/w/+1f4ju9TvIbC2/sa0XzZ2CLnD4GTXt2g+JtJ8TQyS6TqdrqaRNska2lV9jehweK4r4n/AAX0v4jS217xZ6vbujrOYw8cwU5EcqHh0zjjtXJ+BFsdN8a6T4kh0qHRLzWWn0XV7W2HlxLcxMWjfYONzYHPXD80Ae8jpS01BjP5U6gBD70hAI4p1IelAHg3j20aT9rP4Vyqr7YNH1XeQvABVByewyR+le7R+vtXAXP/ACXfTP8AsWrr/wBKrevQh0oDUM80tFFABTW6U6mSfd/GgD5a+FXxHm1P9tT4m6JJdKbQafBFAofId4fLOAO2PNkH1zX1Mgx06VwHhvw7plh8TvEd7Bp0EF5LZWPmTpEu9vmuOpAzk9z3wPSu/FAA/wB2uQ8deEJPFlrYvZ3sml6vp9wLqyvY0DeVJt2sCp4ZWVmUjuGNdhUc3K496BXszxvR/CHinxpqOpQeKLnTLTRIdTjmls9Kif8A4mBWKBl3tIeI8gAjq20j0r2FB8qZGG9P51i+HIJYr7WHaZJUkvCwCjBQeTCMH3yCfoRW+3T/AOvUouXxDqWkHSlqiRD2qO5iSaB45AGRgVYEZBHfNS01/umgR4lceFvGnhO90DRtCudJm0eEywWF1qMcj3NlH5PCAjh9qhgueoAz0Nej+BfCS+DdAh0/7VNqFx5jTXN9cH95czud0kjemWJwOgAAHAFP1mKV9f0NlnKIkkjtHjiQ+Xt/rXRKc/40WRbegJ1/Cn0UUEhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBHcKHiKkAg8EEZH5d64rTfhH4S07SLfTY9DtpLaCFIV85NzEKu0Fm6k46nv8AWu5pDQB5d4J0Ox8LfFrU9H0yBbbT7DwnpFtbwrnCRrc36qB+A/SvUq8903/kvPiL/sWtL/8ASrUK9BHSgANcR48/5HDwH/2EZv8A0nkrtzXEePP+Rw8B/wDYRm/9J5KAO4ooooA8l/as/wCSCeJv96z/APSuGvT9J/5Bdn/1xT/0EV5f+1acfATxN/vWn/pXDXp+kn/iWWf/AFwT/wBBFAFykNLSNQBC+fK4ODmsDwEbc+E9L+yu7W/kLsMhO8j3zW+4HlcnA9TWH4JEv/CM6Z50It5vKG6IdEPPFSX9k6IdfwpaQCgnFUZrYK8c+Bv/ACUT4xf9jAn/AKTpXsfpXjnwN/5KJ8Yv+xgT/wBJ0oGeyUUUUAFFFFABRRRQAUUUUAFFFFAHAfHn/kkniL/rlH/6NSu9Xt+NcF8ef+SSeIv+uUf/AKNSu9Xt+NAA3T8a8N8W2U+mXnjaztol+0W0tr4m09HPLzKQJm+ilU/OvcZeENee+P7aLT/F/hvUpQotrzfot0SOXWYfu1PtvwfwoA7mwu4tQsbW7t5BLbzxLLG46MrAFT+VXK4b4RXTnwiumTMDc6PcSadKvZdhGxfwjKCu4oAWkPSlpD0oA89uf+S76Z/2LV1/6VW9ehDpXntz/wAl30z/ALFq6/8ASq3r0IdKAFooooAKQ0tIaAOY0r/koHiH/rxsf/QriunHSuY0r/koHiH/AK8bH/0K4rpx0oAKZL931p7dKZL90f0oEc34SMX2zxEIlKt/aR8wkfeb7PByPwwPwro/4fyrB0ITG51bd5Wz7Z8nlE52+VH973znp2xW/wDwA0omk/jaHjpS0i9BS0yApr9OmeadTX+4c9MUC6nOay0P/CReHV8hmk8yVklAyEHksD/SuiXtXO6w03/CQ6AIlUw75fMycMB5ZxiuhU9KBvYkooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACkNLSGgDz7Tf8AkvPiL/sWtL/9KtQr0EdK8+03/kvPiL/sWtL/APSrUK9BHSgANcR48/5HDwH/ANhGb/0nkrtzXEePP+Rw8B/9hGb/ANJ5KAO4ooooA8l/as5+AviUDqWsx/5Nw11XiDxYnhLw5pEn2SXULy9eO0tLSAgNNMyFwATwMKrNn/ZrlP2rv+SB+Jv96z/9K4a0fHv+t+Fv/Yfg/wDSG6oAlh8Z+Ngq4+HM68fdOs22R+OealPjTxv/ANE5m/8ABzbf41346/hQ3SkwPPZfGfjcx/8AJOZuv/QZtv8AGsrwv4y8YJolitr4Fn1G3EQ23T61bbpB2J5r1Gf/AFf4isLwQW/4RfTN9t9lbyFzCP4PbjikX9lmH/wmnjf/AKJzN/4Obb/Gkbxn43I5+HU/4azbf413606qIOQ8JeLrvWtQm0/U9Dn0HUYY1n8iSdZ1eNsgMrqcHkEfhXE/Av8A5KH8Yf8AsYE/9J0ru4v+SlT/APYJi/8AR0lcJ8DP+Sh/GH/sYE/9J0oA9looooAKKKKACiiigAooooAKKKKAOA+PP/JJPEX/AFyj/wDRqV3q9vxrgvjz/wAkk8Rf9co//RqV3q9vxoAHGVNcj8UdMk1TwVqJt/8Aj8s1F5btjJSSM7gw9+DXYVHOiyRMjKGVhtKnuDxQB5l4D1aJ/Hl6bdCtjr+m2+s224Y+bhJCR6ncmfpXqArwrRbhvDz+GnnlO7Q9fuNFuGPBkSfPlH/dXzE/75r3MEeoyeeKAH0h6UUHpQB57c/8l30z/sWrr/0qt69CHSvPbn/ku+mf9i1df+lVvXoQ6UALRRRQAUhpaQ0AcxpX/JQPEP8A142P/oVxXTjpXMaV/wAlA8Q/9eNj/wChXFdOOlAA3Smv90U49KZJ93pnjpSYjmPCXlC98RhJjK/9o/OpP+rb7PB8v5YP41056Vznh+SV77WN8Kwqt6VRlP8ArF8qL5jx65H/AAGui/gHb2pxNKn8Rki9BS0g6UtBAU2QZU06o26UCMDWzCPEOgAz+XcGeQiPdjzF8mTPH1xXQDrXP6u048QaAscQkhLS75c/c/dnn8a3x19KBvoSUUg6UtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUhpaQ0Aefab/wAl58Rf9i1pf/pVqFeg9q8+03/kvPiL/sWtL/8ASrUK9Ab7v+FAATjvXE+Oz/xWHgP/ALCE3/pNJVzX/iV4X8O2upy3+t2cJsInluIzMu9FVSTkfQVi+JNWs9b8SeAbuxuUurZ9Rm2vGwIP+jyf/qoA9FHU0tIOtLQB5J+1d/yQPxN/vWf/AKVw1o+Pf9b8Lf8AsPwf+kN1Wd+1d/yQPxN/vWf/AKVw1o+Pf9b8Lf8AsPwf+kN1QB6SOv4UGgdfwoNAEL/6ofWsfwdz4esT563IMY/epHsVvcL2/wDrVsn/AFVYHw/8oeDtKEEZih8gbEIwQO1SX9hnRr1p1NXrTqog5WL/AJKVP/2CYv8A0dJXCfAz/kofxh/7GBP/AEnSu7i/5KVP/wBgmL/0dJXCfAz/AJKH8Yf+xgT/ANJ0oA9looooAKKKKACiiigAooooAKKKKAOA+PP/ACSTxF/1yj/9GpXer2/GuC+PP/JJPEX/AFyj/wDRqV3q9vxoAdTJV3Lj14p9NbpzQB414+0JbvxF4p0dw5i1zRheo2PuT27cKn+0Q2T/ALtel+Eta/4STw3o+qlPLa7tY5nj67GZQWUn1ByK5v4nRvp914Y8QK22PTdQQXLEcCCUeW5PsA2fwFJ8KY20lNd0GVyZNN1CUxqf+eMp8xD+bOPwoA9BpD0ooPSgDz25/wCS76Z/2LV1/wClVvXoQ6V57c/8l30z/sWrr/0qt69CHSgBaKKKAEPag1Bf3UNlaSz3EiQwRqWeSRtqqPUmud1v4i+GfDer2+manrdpYX8/MdvNIFfHrj07ZoAdpX/JQPEX/XlY/wDoVzXTjpXKaK6yePNfZGDI1jYspXoRmfketdZQAh6UyT7vTNPNQykheM9O1JiOd8MoRfa+TN5u7Usgcfu/3EPH9fxrpei/19a5vwqE+169stzCRf4d8Aec3kQ/P154wP8AgP59JjCCiJdT42PHSlpBS0yQqOXiM1JUch+Qn+maBM53Vgo8QaMWuWiIaUJbjb+8+Ruefm468V0SdemOK5zV1H/CQ6CzW7OQ0gD7M+W3lnv24zXRj9MUFy2Q5eOKdSDpS0EhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUhpaQ0Aefab/wAl58Rf9i1pf/pVqFd7OcQnnFcFpv8AyXnxF/2LWl/+lWoV3s+fK4BJ4oA+UfjbbaN451e70jw5pFtYePdSa90i6uLwpbp9mTgyzbgd+5Zd6MoyQeuBXe+GfEEetX3giA2FlY3On6vc2VwNMYPavKlu+54yAMhsg88jkHmvR/Fvw18MeNZYZtZ0Ky1G5h+WO4lixKueCA4+YDBPFYeu6LYaBrvw/sNNsYNOs4tRm2QWsYjRSbeQnge5OfWgD0kU6kHNLQB5J+1d/wAkD8Tf71n/AOlcNaPj3/W/C3/sPwf+kN1Wd+1d/wAkD8Tf71n/AOlcNaPj3/W/C3/sPwf+kN1QB6SOv4UGgdfwoNAELnEPrnisbwbNcXHh3TpLoq1w0SlymdpPPTNbL8xAeprB8CJBF4S0tbWUzW4gXy5SSdw9c1PUv7DOjXrTqatOqiDlYv8AkpU//YJi/wDR0lcJ8DP+Sh/GH/sYE/8ASdK7uL/kpU//AGCYv/R0lcJ8DP8Akofxh/7GBP8A0nSgD2WiiigAooooAKKKKACiiigAooooA4D48/8AJJPEX/XKP/0ald6vb8a4L48/8kk8Rf8AXKP/ANGpXer2/GgB1FFFAGB490BfFHg3V9LKGU3Fu6qg4LMBlR+YFee+AfEMl94w0TVniMa+JNGVbuTsL62JVoh6YHnflXsDdK8Jv1/4Rv8AtMKUhPhrxFFqKgDmGwnxv2/72ZR+NAHuiYz+HWnHpUSMCAwwd2DmpTQB57c/8l30z/sWrr/0qt69CHSvPbn/AJLvpn/YtXX/AKVW9ehDpQAtFFFAHPfEObT7fwNrsurQfadNSzla4hGPnTacjn2r5N8/U7PxTqFrpWpw+ONNuLG2h1PVJ/Dj3dxZQMjPCsjjKltjBiCR90EjmvsnU7SG/sZ7a4gW5glUpJE67g6kYII71ynh/wCFvhrwr4f1LRdG07+zrDUWY3EcEr8kqFJBJJHAAwPSgDP+HVhaabrE1rYXD3lhb6JpUdtcuwYyxBZgr57lgASe5r0TvXD+DtMg0XxVqWm2cPkWdnpemwQIDkJGvnqF98Y/UV3NACGoZThPX5TxUx7UxxlTigOpheHoJ4L/AFgyyCRJLzfGFUjavlRDBPrkGt9+lc74XaF7/wAQeSpVk1ACQn+Jvs8PI/DA/CuibtUrcqW4o6UtFFUSFRsCRx1qSmv9046+1AjB1MznXdFWN9sO6UyoVJLDyzjB+tbgznmuf1lLVvEnh95lka5Ek3kMvRf3R3Z/CugUHOe1A30HjpS0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABSGlpDQB59pv/JefEX/YtaX/AOlWoV6COlefab/yXnxF/wBi1pf/AKVahXoI6UABriPHn/I4eA/+wjN/6TyV25riPHn/ACOHgP8A7CM3/pPJQB3FFFFAHkn7V3/JA/E3+9Z/+lcNaPj3/W/C3/sPwf8ApDdVnftXf8kD8Tf71n/6Vw1o+P8A/XfC7/sPw/8ApFdUAekjr+FBpPx7UN0FAETDMQ7c1heCbme78M6XPcwi3meIF4R0QntxW7J/qRxnnt9a5/wPhfDGkiO5a9Xyl/0hip39eflOPy/wqepf2WdKvSnUg7UVRBy0X/JSp/8AsExf+jpK4T4Gf8lD+MP/AGMCf+k6V3cP/JSp/wDsExf+jpK4T4Gf8lD+MP8A2MCf+k6UAey0UUUAFFFFABRRRQAUUUUAFFFFAHAfHn/kkniL/rlH/wCjUrvV7fjXBfHn/kkniL/rlH/6NSu9UdPpQA6iiigBkv3D+deWeN9DjfxzDA2fL8SaVcaYU3EAzIplRvyVh+NeqtwK4P4vRS2/hm31e1IWfR7yC+6Es6K/zoMA9QSKALfwq1h9d8BaJcyArMluLaYE8+ZExifP/AkNdj2Fed/DiV9N8UeLNF3q0Au01K12njyZkHA7cMjE4z96vRDQB57c/wDJd9M/7Fq6/wDSq3r0IdK89uf+S76Z/wBi1df+lVvXoQ6UALRRRQAUhpaQ0AcxpX/JQPEP/XjY/wDoVxXTjpXMaV/yUDxD/wBeNj/6FcV046UAB7UyT7jf0p57VHN900mHVGD4fjuFutaaVUVWvgY9jFsr5MXX+7yDx+Pet3n9BXPeFyn9oa7tuGnb7d8ys5Pln7PD8oHbjB+pz3roj0H0oihz+IkFLSDpS0xBTJfu9cfTrT6bJ900AYWq/axrWkeVGjQGRzMxfBQbOMD+LmttDnHrxmue1UKdc0NnumjuBLJ5cCSACVfKO4YJG7aee/0roU44oB7ElFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUhpaQ0Aefab/yXnxF/wBi1pf/AKVahXoI6V59pv8AyXnxF/2LWl/+lWoV6COlAAa4jx5/yOHgP/sIzf8ApPJXbmuI8ef8jh4D/wCwjN/6TyUAdxSHpS0h6UAeSftXLu+AfiYerWg6f9PcNdH4t8O2PiXw7oiXeqyaNcWckd5a3kUio8cwjK8buOVdxj3rmf2splt/2f8AxS7gmNPsrNgEnH2qHPT2rxnWPFPh/wAS+EtOGtXEl5411uO2kiN1A0tjp7GMMkMZKmNCFxluGYnkjIAT2uaU6bqSSR9C23gvVLyESwePdWmiYcOiwMD+OzFTf8IDrfGPHWsf9+4P/iK8O+EHjbQ9Bl8P23hx7+CeKO2tdc0ua2ljgfzVISeEPhQwdcHYOQwJ6c/UaPkDPXAyfWkncKkXCTizjH8A60Fy3jjWCAeR5cPT/visbwd4G1afw3prxeL9XsYzCuLcRwfKPT7lenS/6smsXwfbz2vh/T4rh1kmSJVdkGFJ56UdRfYZjf8ACA61/wBD1rH/AH7g/wDiKbL4C1lUJPjrV8Dk5jgxj/viu2k+5kc4OcCvDfi94z0e08Qw2vifUryx8NWQiinsrPzDJf3c3McZ8v5iqrg/L1LEHpTZKV3Y7zwZ4dt7DW7jUpPEU+vahPGsO+aaNvLiUlgqqgHGWJyeecdMVynwOx/wsP4w+v8AwkKf+k6V4D8LW8L6RqepW95calomr3oim0m7sbNkOnKcIPNCDbjOMrL2PODyPV/2R/FJ8aXXxC1piA15rEcjKSDhvIUE5HqRnv19qlM0qU3B2PowUtIBzS1ZkFFFFABRRRQAUUUUAFI3SgjNNlwUOelAHAfHrI+EniE8cRIeen+tStSf4neErWZopdfsYpYyVZGlwVPpXkn7U3jOGXw1B4e0zV0t7uW6VrpEILGOIrI0TZ6bh3r2jSxo2u20V7aR2l3BJkrMkSlW55579P0oKcWlcpf8LW8H/wDQx2H/AH+FL/wtbwd/0Mdh/wB/hW9/Yun/APPhbY/64r/hS/2Np3/Pha/9+V/woJMD/ha3g7/oY7D/AL/Cqes/EXwZq2k3tk/iPTwlxC8RJlBxkEZ/Cur/ALG0/wD58LX/AL9L/hTX0ewAyLC1/CJf8KAPFfhrrdnPqXgTVrOQXKT2lx4anlV9wzB88bs38THylHtvNe75BBx6V8q+H7rUL20+IGn2dyllJpvja3axlMPmLA7eWclQRkcfdyM/jXs7+GviEU+TxxpZzjj/AIR0+3/TyP8AIxQBNd/8l50z/sWrr/0qt69Ar5vvB4u0f9qj4e2+pa/Fq9vd6NqKSrbad9kQKoRgHHmPuy209sYHrX0YgwfwoAkooooAKQ0tIaAOY0r/AJKB4h/68bH/ANCuK6cdK5jSv+SgeIf+vGx/9CuK6cdKAA9qjl+43OKkPamP900mHVGDoMRXUNXLWptw92SHLA+b+6jG/wDTH/AK3eoB9q53wurrf+I98wlU6llB/cX7PB8v55P410R6CnEc/iJB0paQdKWgQU1/u+tOqOYAxnOce2f6UAYerySf25oaLZidWeQm5PWH92f/AELp+Nbi5zzXPaqjnX9CZZo440aUNEyrvk/d/wAP/wBauhTPGaAexJRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFIaWkbpQB59pv/JefEX/AGLWl/8ApVqFegjpXn+nH/i/XiP/ALFrSv8A0q1CvQB0oADXEePP+Rw8B/8AYRm/9J5K7c1w/jo/8Vh4D/7CM3/pNJQB3NFIKWgDyH9rJUb4A+JxIoaPdablYZBH2uHIPt6+1eO+Jk0PwP4BtdOu9FtPERtbZFsvEdpaxXN2bUIF8uUA+YHAOzKnBAzkYIHvX7QCTSfDC6S3mW3uH1HTFjmdN4Rjf2+GK5GcHtkZ9R1rAf4U6+qiWbXPCYXAy0nhFMZz1Obnv1x/kp7Fwk4STRw/wssNHuLTwwG03S/CGlWEccl47Lbxz6rcKp2btpz5aHcctyx6cLz72vjPw+Ap/tiyA5x++X/GvJNS+G1zY+MvBr6xceHtWsJL9wILPw8lqS3kvglvNfd34x36+vra+BfDZ4Ph3SunX7FH/hUrQUpczbY4+NNAK4GsWRJ6ATrz+tYHgPxf4cg8IaUsOq2cUIhXYjTLwO1bcngTw15ZP/CO6Vx/04x//E1leFPBGgPoVk1x4e0gymIbtltHIue+G28/XvTGtYM2JfGmgsmBrNlk8f69f8a80+IM2iy6vHrEcWk+KLKWJYtQ0S5khfftOY5oxJ8pdckENgkYxivSpfA3hsLlfDulDH/TjH/8TXl/iz4djUPirZQ6DHoWiMNJzL9p0SO6Vh5zY+XemP1pshOzTPFvg81tDda1HY+FLKHUJJ0Syv8AWbWK3TTPl5dd5YkqeQkYGT1wPmr1L9lDTdP0jVviTY6RcC70+21mJI5lYMH/ANHQlgQehOT6c10sfwn12bmLXfCEpHB2eEEIH/kzxVn4O6XfaL4x8fWeoXltdzR3Vlh7Ox+yRKn2RNqhN79B7mkkaTqczPWQcmnUg6UtUZhRRRQAUUUUANf7vXFZeo+JtJ0iTy77Ura0cDO2aUKcetachwmeteG/teyaNpXwJ8XalfWdrNeGyMFtNPbJIwkYjaASvHr17UAer/8ACb+HsAjWrIg/9PC/40j+NdAK/wDIZsuv/Pwv+NcB8C9P8NeN/g94O1oeGtOUXenREiWxj3ZVdhJOD1Kk13//AAgnhn/oXNK/8AY//iaAPHv2l5tP8R/D+O603VbCS8065imZPOXe8G5RKqfVRn8K9btfHHhyWCOWLWrBo3UMrLOpyCOK4342+EtD034Xa9c2Wi6daXUccZSaK0RGQ+anIIXP5VF8E/B3h+8+GmlTXOiadczGW63Sy2iMzYuZQMkrk8etA733O8l8a6DsIGtWeR6TqTWTdfEbRrfXdPs/7YtPLuEdjh1I4GeW3cVqt4F8MkZHh3Ss/wDXlH/8TWNeeBNDHiKx2eH9JFt5bmQGxGSe38O386Co2NseNNAX/mNWR+k6/wCNB8a6Af8AmM2R/wC3hR/Woz4I8LoAH0DSF9A1lF/8TTT4L8K9RoOjcf8ATnF/8TQQfNPhee9i8TeLbG206S+j17xVDqFpPbTxMpgieNZHK7gwAJUZx3FfWh+YY/X3rzLwnpls3xm8QywhYINK0q0s7S3tlVYlWZnkkyABzuiT8M16gw44IB7UAeD+P0U/tdfCYmQKyaRq3y+vyJXvS9a8F+IGz/hrv4Tb0LS/2Pq2xt3+wma95FAD6KKKACkNLTX6f40AczpX/JQPEX/XlY/+hXNdOOleLeC/jNpOv/tB+MPBcVpeRavY2dt5ryR4jOwsTg59J0P417QpyfwoAU9qZLnY2OT6etPNMk4Tjmkw6o5vwsYzea/5duYSL/8AeOVwZn+zw/P154wOg+707noz1H0rA8OCcX2u+cQVN8PLxnhfIi6/jmt//AU4jl8RIOlLTV44p1AgpknK049Ka33egx70COa1po18UeHllj3Ss02xtucHyznncO3+y34da6ROin2FY2sSXC6ro4RoxA8ziRWJDE+W+MY7VtDkDvQN7D6KQfSloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACmv8Adp1VtRuorGxnuZ32QwoZHb0UDJNAHhmmfFnRIv2uNb8GeXc/2pLoNhbgiPKZjNxOcn02XCfjmveUUKcCvlPTNQ8N2X7X+peOm1HOmXfhyO389oT5Qn80JtBx1CRKe/3jz0Fe6j40+DR/zG4vpsbj9KAO2nGYzXgnxx+NOi+APi38MdAvra8lu7+9yksKHy18wNAnzeu9hx9a9Ef40eDXUj+24uePuN/hXh3xy1Lwv46+L3we1mO5hubDSL+5lv5/JY+UvlK8RJ29N6j8xQB9TL97/Z7YqUjNcL/wujwaGwdbiHX+BvUj0p5+NPg3/oNRf98N/hQBU+PMnlfDeZueNT0voCT/AMf9v0ABJPsBXnvirU9K+Ltjr0ms3F4fDNjOLW1sbdJoTO4273mKDcSHVwoXjBzzuFbPxe+KnhbWfA8ttaavFLP9v0+UIAQWCXsLkDI5OFOAOScAckV5d4mkvfBXiPWtc+GXivSX07WnN1qfhzWYplHnMvztA4HyMxOSD8oxgd8JmtO19Shsm+Cnx48FaBa63rOseDb2Oe+Wx1ASXdxZzrvQ+WwXcUOR1GBgAd6+h5Pjf4Wi1SCwd79b6ZGlihOmzhnQHkgbOmTXhHhS41hfHGjeItX8UaRrnjvV5xollb2sMv2LS7YpJK7Ip2l2by1BJxyTjjNew6h4H8f6n4p0jVn8SaRGunRShLdNPfa7SBQSx8zttPp1NLoKXLdm83xe0F1AEWq/NjBOlXA7/wC5WJ4P+J+gaf4X02336rcJHAF8/wDs+4bf6sDs5/8ArVtNp/xBK/8AIa0LHXP9ny8/+RKyvC1h4/fw9ZP/AGnoln+7H7j+z2Gz2+WTbx7celAl8LLd38b/AAta3VtaTSX8N7dhvJhfTbgO+3BbA2Z4BBrxH4xeJ9Q+I/xm8IeFtB1XVPD+n6pZONSvLe2ktrswxsX2wuy8Fjjpn+h9a1DwD49u/F+leII/EmjxXFlDJbvD/Z8hjmRyOMeb8pGOvvXnPxmsL/VvF+nWWreJbLQfFOiWq6vo2s2dvIqlndo3glTJLIdgzz0PSmwhy9SxpXhnQvg3p+r6x4S1HVIH0nUlivob6aa4ivUJCurGReGAOQycbhjvx6V8MdRj1Tx348vId/kXE1g8fmKVO02ceOoz9RXgM9x4s+LMbaD8QvGOg6Z4R89FvbfQ45PM1QDDcM65jjJ5IPzcfSvefg/LZah4g8YahprMdOlntIbberKdkVsiZwRyDjhu4wRxQipqN9D1QUtFFMyCiiigAoopD2oAR+FNcF8afCukeMPhlrmna1YxX9j9maXypBhQy8g5yMEetd9XN/Ecg+A9e/69JP5UAV/hj4d0/wAKeAtA0zSrX7FYQ2UXlwI7MEyoJGST3P611tY/hT/kVtG/68of/Ra1sUAcB8es/wDCpfEGOvlx/wDo1K5b4c+O9P8ABXga20zWLTVLK8s5blpoxpsxCgzyNkEKQRg5yK6j49jPwj8RAHb+6j5/7apVCw1Txt4sbVptM1HSNOtYLqW0iS5s3kcFcAEkOOOaAJ9P+NXhjVNNgu7M6jcW0qBo5I9NnKsPUHZWdqHxP8NzeJtKunj1ITokiRg6ddKcEc/L5eD9ad4S8C+N/B/hu20iz8QaRNDBvxJPYS7mLOztkeZ13M34VJe2nj0a7p0B1XQzne6yfZXBTAxjZ5nzdalmlNe8VvEXivwP4kaKbVrPWJvIT5Ctlew4X/gOPQ1y0158NNc8NXM2i2OsXTT28gtZYU1AhpArAAHPXIFeh3uieP7+zntpda0QRzRtG+2xlDAEYOD5nvXM2th49+GngYiXXNJ1C10mABN2nyRvJGuAqE7z82ON3c81RBV+AWg/8I5rWuWr288FydH0SS5W5eR5PPaGXzN27JDZzketeo3Xiixtr02knned5fmY8hsY+uK4G28W2XhL4l+INQ12VtNtdW0/T3tZJEYpIUEvmANyMqXXj3rpH+Mng1gP+J1ER/uN/hQC31PKPHviKFv2p/hpdqs32S00nVhcyPA3y7UTpkZPPcf1r6Jt5RcQxyoSVcAjKkH9a8C1KdPHv7Tnw613RGF/pWk6VqKXl0oIWJ5EUIM4619AhuP1oHKxID2paQdfwpaCQqrql7Hpunz3Uodo4UMjCNC7EAdlAJP4CrVFAHyt4AXS9A/aV+IPjyW31o2urWdrBBIdKuMMTsEi/dzlfJTtj5up7e4f8Le0Dj91q3/gpuf/AIiu5ooA4V/i7oLLgQ6r+OlXH/xFZPjvxbLcTeH9G0y9uNMl1iRTJeiFhJFB5TykR7hjzTs2jIJUnJBxXpsgyvb8a5bxt4Nj8XafbJHezaZqNncLdWN/EAXgkGRkA8MpUspB6qxHekyo8t9TySafTfANnrHiPw1rOphNP1D7RqdhqE008c8W2JJR+8UsjBX3JtOC2D93IHvNlcLd2sE6fcljV1+hGR/n3ry7SfAniLXNXuF8Ta3Dc6Pa3qy/YLGx8hb51jiKPK/msdgPWPAzt5JUkV6mihWTbxgA4/T8KEVUtf3SyPvU+mj73vTqZmNc4U56Vl+I9Xj0DRL7UZI5ZY7SFpikSFmYKM4A9eK1qr30C3NtJE6q6OpUqwyCCMEEYNAJK+p8/WOl2fjEeGta13WtWfxBqZMkFxptxNDDZNJbqQkCbSjKodfnkB3EMe+weh/CfxvceJdOlsdRMkmp6fNJA9w0LRrcRq37uQg/dcoyb17NuHSsSTwN4x0VtP0nw/4gsbXQIpGFn9r0/wA6fT4vLIWMHzl80DJVOBtXG7cQc914O8L2/hHRYNMtZZ5gjvLLPdPvmnld2eSR2wMlmJPAA7AAAVLvc2nKHLojpVp1IBgUtUYIKKKKBhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBwPxx/5J6//YU0r/04W9dzjMdcN8cf+Sev/wBhTSv/AE4W9d2nRfpQBy3j/wAK2vibSLY3WpXWjtp04v4b+zeNZIHVHXcPMR1+67DlT1rxD4jeLLLwxoVvcaX8a9WutRlvbeNbVrnTmaZGmRJFGLUYwrFsn+7XufxPs7i/+HviC3tYmmuHs5AkaIXZjjOAB1PoK4CT4teD9A0OG61Tw7r9jFBEgnmuPCd8qoThfmbySOSQOTzSDrcg83RBEp/4XhrPQYzeaZnnuf8ARfrWb4c/s2PQbNJ/jPq8FwIgrRrd6b+7OOgH2Y8jjua6s/Ejwq6I0fhTxEQ3AK+Eb7GP+/HTHes3wz8RPCsGg2Sr4R8RIghXCp4Rv2OPqIm/9CP1NIv7LOP0LxRp994z8SaVefG/VYYLR4DZRrPpytJGYlZ23G2w2GJHHI4zzXqnw88J2EOqz+I7bxbqHi6e5tls/tN5NbSKkauzgL5MUfdj1zWPZ/F7wVqElzHaaBrlxJbymKYReE74+XIP4W/ccHnvWr8Hmaey1y7XT73TbW61OaWCK/spbSTZnj93IAwH1qjNbHoh+9XB+B/+SmfEf/r5sf8A0kSu97CuC8D/APJTPiP/ANfNj/6SJQM76iiigAooooAKjmwU5559SKkqOYsE+UZOenrQB4V8dryys/E+ktqvjp/CVjNYywQm2vlt5Y5mIxP5R/1oA4x24NZ1zpNj4Whk07RdZutSs73w/Nc3dxeajNcm9cdJIxIzBWPJO3AwR1r1y98GW9145svE8cphv7W2Nk29FdXhLbiBnlTnup+oOa4Xxn8IdK0WXV/FGmyyWJXTbmN9LiA+zZkGS6rj5GJ6kcH2oA9Q8KEnwzpGcf8AHnD/AOgCtisfwr/yLOkcY/0OH/0AVsUAcB8ec/8ACpfEOCQfLj6df9anuK5zWvDekeFdXulb4nax4a+1zNdmwjubFUDN1Kh7dmxx3Y10fx5/5JL4h68xxjg/9NUrmb/UbXwp8T/FF5q3h7VdQtNQhsja3FjotxfIfLRw43RRttIJHBxQBxnhbxDbatr3iK1m+NesSabZ3Ea2V6k+noJMpl4zm1IYoQBuB53dBjncuZNI/tW1ZfjVrDpsbLfbdN+U/wDfj/2Vvwrct/i74Jurq6s4vDmvTXVps8+GLwjfM8W4ZXcBBkEgGq97478NXGsadcjwf4gPkBw8jeE74HBXGADCC35VD3NIfF8jl/H+uWfh/wANSXenfG7VvOR4leRptPnEcZcBn2La7mwOwroIdF0PxjGmmL8X9b1aO8RV+yLdWDecOCPu2wOD7Hnt0rR1D4weCtHjhkv/AA/rtoksiQxvceEr5dzt8qqCYeSTWd4j1qw8Y33hqy0Pw1rdrcw65ZXkst14durKOOKOUM5MskSL0HTvmrMz2OzthZwwwqcrGioueoAFW26U2MEHB9Kc3SgDz3xvcP8A8LF+G4QlY5L28EgB6j7DKw/lXoS9TXAeOv8AkpXwz/6/r3/0hmr0GgBO9LRRQAUUUUAFFFFABTXGQOM806kbp+IoA88+GMkkmv8AxG3tvCeJB5ZY8Af2dZHA/EmvQsdK4D4Yf8jH8S/+xmH/AKbbGu9lbamaAH9KCc4rivG3jlvCcUS2uh6nr99KklwLPTkXzPLQKXfLsqgjcvyk7jn5QTxWfpHxf0zWNb8GWFrZ3rw+KNNbUrK6Ea+TGqRq5jkIPDYccYxweeKAPRqQ0i/pSmgDhfGH/JQ/h7/19Xn/AKSSV3K9K4fxh/yUP4e/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/></li> </ul> <p>&nbsp;</p><br /><table border='1'><tr><td>MPN</td><td>Does Not Apply</td></tr><tr><td>Brand</td><td>Uxcell</td></tr></table>