tag:blogger.com,1999:blog-32081220894346771262024-03-05T13:37:48.699+02:00My Aquila 650 A bike is a curious vehicle.
Its passenger is its engine...Mary Queen Design Studiohttp://www.blogger.com/profile/12352074050529173090noreply@blogger.comBlogger28125tag:blogger.com,1999:blog-3208122089434677126.post-70005353301308334612016-11-29T14:21:00.003+02:002016-11-29T14:27:03.991+02:00Hyosung Aquila GV650 Tires Nankang Roadiac WF-1<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="font-size: small;">Hyosung Aquila GV650 Tires </span><br />
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<b style="font-family: inherit;">Front </b></div>
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<span style="font-size: small;">Tyre:</span><span style="font-size: small;"> </span><span style="font-size: small;">120/70ZR18 | PSI/Loaded : 33</span></div>
<span style="font-family: inherit;">Rim: 3.50x18</span><span style="font-size: small;"></span><br />
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<span style="font-size: small;"><b>Rear </b></span></div>
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<span style="font-size: small;">Tyre:</span><span style="font-size: small;"> </span><span style="font-size: small;">180/55ZR17 | PSI Rear/Loaded : 36/42</span><span style="font-size: small;"></span></div>
<span style="font-family: inherit;">Rim Size: 5.50x17</span><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCNnz-ulBPfGnLv-XiiYgF-klS5hyxtywISElIxJuZAKyHK0SGZoL4qAwgaar-IcDMg8R_ElpsomUoDNJNodfVPYQLNt3TVbVQz75wVTnjW4PO7hYl0FmcdRhJinWSOTlRh6Za9KCI7B0/s1600/Hyosung+Tires.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="148" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCNnz-ulBPfGnLv-XiiYgF-klS5hyxtywISElIxJuZAKyHK0SGZoL4qAwgaar-IcDMg8R_ElpsomUoDNJNodfVPYQLNt3TVbVQz75wVTnjW4PO7hYl0FmcdRhJinWSOTlRh6Za9KCI7B0/s320/Hyosung+Tires.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="font-size: 12.8px;">Hyosung Aquila GV650 Tires</td></tr>
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<span style="font-size: small;">Hyosung Aquila GV650 Tires Nankang Roadiac WF-1</span></h4>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieilLH60Wdex2zNCuWcp7qvb-WmBimu8m65OS00LV9obPeaL8heUpSBH42MIz2cTmBLYpcqpOFmTwBF248KHVV4mOAHZbOpARHOp08H5ak0gdR1Ihq8GGVv_v9j2O2GT1gsXG-N2a1Xb0/s1600/1592011_NandiB.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieilLH60Wdex2zNCuWcp7qvb-WmBimu8m65OS00LV9obPeaL8heUpSBH42MIz2cTmBLYpcqpOFmTwBF248KHVV4mOAHZbOpARHOp08H5ak0gdR1Ihq8GGVv_v9j2O2GT1gsXG-N2a1Xb0/s320/1592011_NandiB.jpg" width="320" /></a></div>
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<b style="font-family: inherit;">Front </b><span style="font-family: inherit;"><b>€96 </b></span><span style="font-family: inherit; font-size: x-small;"><b>Rear </b></span><span style="font-family: inherit;"><b>€92 <span style="color: #cc0000;">€188</span></b></span></div>
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<span style="font-family: times new roman;">Nankang </span><span style="font-family: "times new roman";">REAR TIRE Roadiac WF-1 </span><span style="font-family: "times new roman";">180/55ZR17</span></div>
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<span style="font-family: "times new roman";">92€</span></div>
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<span style="font-family: "times new roman";">Nankang </span><span style="font-family: times new roman;">FRONT TIRE Roadiac WF-1 </span><span style="font-family: "times new roman";">120/70ZR18</span></div>
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<span style="font-family: "times new roman";">96€</span></div>
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<div class="blogger-post-footer">5403712581</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3208122089434677126.post-78255574360915608602016-11-29T14:16:00.002+02:002016-11-29T14:22:10.137+02:00Hyosung Aquila GV650 Tires Βridgestone Battlax<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="font-family: inherit;">
<span style="font-size: small;">Hyosung Aquila GV650 Tires </span><br />
<div style="font-family: inherit;">
<b style="font-family: inherit;">Front </b></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Tyre:</span><span style="font-size: small;"> </span><span style="font-size: small;">120/70ZR18 | PSI/Loaded : 33</span></div>
<span style="font-family: inherit;">Rim: 3.50x18</span><span style="font-size: small;"></span><br />
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<span style="font-size: small;"><b>Rear </b></span></div>
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<span style="font-size: small;">Tyre:</span><span style="font-size: small;"> </span><span style="font-size: small;">180/55ZR17 | PSI Rear/Loaded : 36/42</span><span style="font-size: small;"></span></div>
<span style="font-family: inherit;">Rim Size: 5.50x17</span><br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCNnz-ulBPfGnLv-XiiYgF-klS5hyxtywISElIxJuZAKyHK0SGZoL4qAwgaar-IcDMg8R_ElpsomUoDNJNodfVPYQLNt3TVbVQz75wVTnjW4PO7hYl0FmcdRhJinWSOTlRh6Za9KCI7B0/s1600/Hyosung+Tires.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="148" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCNnz-ulBPfGnLv-XiiYgF-klS5hyxtywISElIxJuZAKyHK0SGZoL4qAwgaar-IcDMg8R_ElpsomUoDNJNodfVPYQLNt3TVbVQz75wVTnjW4PO7hYl0FmcdRhJinWSOTlRh6Za9KCI7B0/s320/Hyosung+Tires.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="font-size: 12.8px;">Hyosung Aquila GV650 Tires</td></tr>
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<h4 style="text-align: center;">
<span style="font-size: small;">Hyosung Aquila GV650 Tires Βridgestone Battlax BT-023</span></h4>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjT3wag3gwvNUnQTrM4LU3OmS-SvLQ1DQPeIVs6P7qnsrw7Qqvq-n2tx6F52vgWKr_grEU-CAe1MrFjbgGvE6T6U-jJ2JMpWLbsfAcL9pwwdeNJoUTMv07YTc3CJu99oArLpJ5R6tfHFe4/s1600/battlax_bt023_closerlook3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjT3wag3gwvNUnQTrM4LU3OmS-SvLQ1DQPeIVs6P7qnsrw7Qqvq-n2tx6F52vgWKr_grEU-CAe1MrFjbgGvE6T6U-jJ2JMpWLbsfAcL9pwwdeNJoUTMv07YTc3CJu99oArLpJ5R6tfHFe4/s320/battlax_bt023_closerlook3.png" width="320" /></a></div>
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<b style="font-family: inherit;">Front </b><span style="font-family: inherit;"><b>€120 </b></span><span style="font-family: inherit; font-size: x-small;"><b>Rear </b></span><span style="font-family: inherit;"><b>€160 <span style="color: #cc0000;">€280</span></b></span></div>
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<h4 style="text-align: center;">
<span style="font-size: small;">Hyosung Aquila GV650 Tires Βridgestone Battlax T30 EVO</span></h4>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiBmMXs6JKrcGG4KtxJFNvQUVHACckRHBspgrz57N2wuzdRXSFYA3clDcYINw-kEIDq-BdxqAV8x2mWM92bj4ORVOkwBkyR5baMox_LVf1ES30gsuVk7wrqqO9sanyZvqG5Cy9gdS7Mco/s1600/battlax_t30+evo_closerlook2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiBmMXs6JKrcGG4KtxJFNvQUVHACckRHBspgrz57N2wuzdRXSFYA3clDcYINw-kEIDq-BdxqAV8x2mWM92bj4ORVOkwBkyR5baMox_LVf1ES30gsuVk7wrqqO9sanyZvqG5Cy9gdS7Mco/s320/battlax_t30+evo_closerlook2.png" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTpT3fs2Gt87TpcqESqlFPmzYvq1g-S5sluxYxxyCk1gRfNdDsDb4C42FxUi_V3KaVsdzXpTrs15sIqCMTNENlk5EEmxu59E1vRRPuwOF5WswvsVMC1op0Hvn6-zNxfDcYaMuoXRPx_0w/s1600/battlax_t30+evo_closerlook4.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTpT3fs2Gt87TpcqESqlFPmzYvq1g-S5sluxYxxyCk1gRfNdDsDb4C42FxUi_V3KaVsdzXpTrs15sIqCMTNENlk5EEmxu59E1vRRPuwOF5WswvsVMC1op0Hvn6-zNxfDcYaMuoXRPx_0w/s320/battlax_t30+evo_closerlook4.png" width="320" /></a></div>
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<div class="blogger-post-footer">5403712581</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3208122089434677126.post-88460100042105599522016-11-29T14:03:00.001+02:002016-11-29T14:18:34.366+02:00Hyosung Aquila GV650 Tires Michelin Pilot Road 3<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="font-family: inherit;">
<span style="font-size: small;">Hyosung Aquila GV650 Tires </span><br />
<div style="font-family: inherit;">
<b style="font-family: inherit;">Front </b></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Tyre:</span><span style="font-size: small;"> </span><span style="font-size: small;">120/70ZR18 | PSI/Loaded : 33</span></div>
<span style="font-family: inherit;">Rim: 3.50x18</span><span style="font-size: small;"></span><br />
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<span style="font-size: small;"><b>Rear </b></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Tyre:</span><span style="font-size: small;"> </span><span style="font-size: small;">180/55ZR17 | PSI Rear/Loaded : 36/42</span><span style="font-size: small;"></span></div>
<span style="font-family: inherit;">Rim Size: 5.50x17</span></div>
<h2 style="text-align: left;">
<span style="font-size: small;"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCNnz-ulBPfGnLv-XiiYgF-klS5hyxtywISElIxJuZAKyHK0SGZoL4qAwgaar-IcDMg8R_ElpsomUoDNJNodfVPYQLNt3TVbVQz75wVTnjW4PO7hYl0FmcdRhJinWSOTlRh6Za9KCI7B0/s1600/Hyosung+Tires.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="148" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCNnz-ulBPfGnLv-XiiYgF-klS5hyxtywISElIxJuZAKyHK0SGZoL4qAwgaar-IcDMg8R_ElpsomUoDNJNodfVPYQLNt3TVbVQz75wVTnjW4PO7hYl0FmcdRhJinWSOTlRh6Za9KCI7B0/s320/Hyosung+Tires.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="font-size: 12.8px;">Hyosung Aquila GV650 Tires</td></tr>
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<h4 style="text-align: center;">
<span style="font-size: small;">Michelin Pilot Road 3</span></h4>
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<b style="font-family: inherit;">Front </b><span style="font-family: inherit;"><b>€125 </b></span><span style="font-size: x-small;"><b>Rear </b></span><span style="font-family: inherit;"><b>€155 <span style="color: #990000;">€280</span></b></span></div>
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<h4 style="text-align: center;">
<span style="font-size: small;">Michelin Pilot Road 4 </span></h4>
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<b style="color: black; font-family: inherit;">Front </b><span style="color: black; font-family: inherit;"><b>€137 </b></span><span style="color: black; font-size: x-small;"><b>Rear </b></span><span style="color: black; font-family: inherit;"><b>GT</b></span><b style="font-family: inherit;">€170<span style="color: #990000;"> €307</span></b></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCYzQYEeVnWeH841lQjsYlSxSF8jlznQkpJNu2mdjnlg5V1CVH7QZklEnzLVsF5UCd3-uB0jZzeJrpDdZGy1r9r8hSCHvtRISqVDeuGC0DQHYd_pvEsk8dp3JEgZ38tJ2j7SUh5_KsuuQ/s1600/h0xifqge.bmp" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="302" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCYzQYEeVnWeH841lQjsYlSxSF8jlznQkpJNu2mdjnlg5V1CVH7QZklEnzLVsF5UCd3-uB0jZzeJrpDdZGy1r9r8hSCHvtRISqVDeuGC0DQHYd_pvEsk8dp3JEgZ38tJ2j7SUh5_KsuuQ/s320/h0xifqge.bmp" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Michelin Pilot Road 3</td></tr>
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<div class="blogger-post-footer">5403712581</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3208122089434677126.post-63636831728858017072016-10-12T19:06:00.000+03:002017-08-31T14:01:25.274+03:00Hyosung Aquila GV650 Driver's Backrest<div dir="ltr" style="text-align: left;" trbidi="on">
<h2 style="text-align: left;">
Hyosung Aquila GV650 Driver's Backrest</h2>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_z7coOqfuUztGS7a_gccpfZFHGQOBWP9-NMZZmYbcLDSfRwh4Nm7XDUPlqbLbxBpOMy91TqkNVgSU1fqqFMMTDaKHOJda9U8CWFFa5Kw0O-FZrM3Kl_hEJTb_8B8A04h5bUJwOrLZmUU/s1600/Aquila+Driver%25E2%2580%2599s+Backrest8.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_z7coOqfuUztGS7a_gccpfZFHGQOBWP9-NMZZmYbcLDSfRwh4Nm7XDUPlqbLbxBpOMy91TqkNVgSU1fqqFMMTDaKHOJda9U8CWFFa5Kw0O-FZrM3Kl_hEJTb_8B8A04h5bUJwOrLZmUU/s320/Aquila+Driver%25E2%2580%2599s+Backrest8.png" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="font-size: 12.8px;">Hyosung Aquila GV650 Driver's Backrest<br />
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The shape of the seat of my Hyosung Aquila GV650 looks very good on the bike. Hyosung did a very good job making a beautiful seat for the GV650.<br />
When you go on a journey with the Aquila the only problem you might have is back fatigue.<br />
This what i encountered on my journeys when the distance was about 1.000km and more.<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioS0LnSI-xi66cV7lpERM1cM8bGY5MJ6Fo8EnjGcABPZXiay2bdMnSPxJm3Yd6y4GYPaihX7Y7B_oj4RU3E6IvRRiALRBb4ILZih_kHLIa2JsACLwUQO2bat3nNLnFhCMi0rEYG6XUcQY/s1600/Aquila+Driver%25E2%2580%2599s+Backrest13.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioS0LnSI-xi66cV7lpERM1cM8bGY5MJ6Fo8EnjGcABPZXiay2bdMnSPxJm3Yd6y4GYPaihX7Y7B_oj4RU3E6IvRRiALRBb4ILZih_kHLIa2JsACLwUQO2bat3nNLnFhCMi0rEYG6XUcQY/s320/Aquila+Driver%25E2%2580%2599s+Backrest13.png" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="font-size: 12.8px;">Hyosung Aquila GV650 Driver's Backrest<br />
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So, i though of a pattent for the seat, but i did not want to change anything on the original seat.<br />
This is what i came up with as Aquila GV650 driver backrest.<br />
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The original backrest is from a Piaggio X9.<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKUFKY-ecwI4ajLVZ1KIosQCUCs6mUdfP9J6vmdI4snC8olb-Xn7sr_dJh7ry0Tqiuz8HPbWROHmPFpTrhXoJN2Bo9aeDAcw7Z4AVkXxQ8ioGlCBjqyjKHEMeJvN4CToxzLA7fpH16C5A/s1600/Aquila+Driver%25E2%2580%2599s+Backrest.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKUFKY-ecwI4ajLVZ1KIosQCUCs6mUdfP9J6vmdI4snC8olb-Xn7sr_dJh7ry0Tqiuz8HPbWROHmPFpTrhXoJN2Bo9aeDAcw7Z4AVkXxQ8ioGlCBjqyjKHEMeJvN4CToxzLA7fpH16C5A/s200/Aquila+Driver%25E2%2580%2599s+Backrest.png" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="font-size: 12.8px;">Hyosung Aquila GV650 Driver's Backrest<br />
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</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjllmYpTEA-EWdrGG_VSLt2esvkGFXxlcTgWsULyQjmGkNGME7__e9BRFIUCfU9D0vy5DJR9fcOF9umptXqwuiY0ijlEbokOmAaFWpD0w-0qCvSEZ73kOpOLc39HAia8M8crs1jGWtfMa4/s1600/Aquila+Driver%25E2%2580%2599s+Backrest2.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjllmYpTEA-EWdrGG_VSLt2esvkGFXxlcTgWsULyQjmGkNGME7__e9BRFIUCfU9D0vy5DJR9fcOF9umptXqwuiY0ijlEbokOmAaFWpD0w-0qCvSEZ73kOpOLc39HAia8M8crs1jGWtfMa4/s200/Aquila+Driver%25E2%2580%2599s+Backrest2.png" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Hyosung Aquila GV650 Driver's Backrest</td></tr>
</tbody></table>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6ehozDWpBIp9qBCtUc_jxzN_3IH2U_EpYRpJTWQgSHvTpFV1YbXWZMVKruZmXAa-3PYNlQ5ZhYS4cVQowDQrwib6hVt2-pZ55rwa59mmjkJRZUZBxhMhBAThS0pWhT-cVMDqILdunrb0/s1600/Aquila+Driver%25E2%2580%2599s+Backrest3.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6ehozDWpBIp9qBCtUc_jxzN_3IH2U_EpYRpJTWQgSHvTpFV1YbXWZMVKruZmXAa-3PYNlQ5ZhYS4cVQowDQrwib6hVt2-pZ55rwa59mmjkJRZUZBxhMhBAThS0pWhT-cVMDqILdunrb0/s200/Aquila+Driver%25E2%2580%2599s+Backrest3.png" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Hyosung Aquila GV650 Driver's Backrest</td></tr>
</tbody></table>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilyX7xWespXmXnNX__qSSepS-QlMtOyKp4pTgpAe7P-ZXTAsdED_yHFbaM7MFfXmakcy0ZE3gue7oyUR8x-dDMDXHJACeHqICfBFZCo0e230Lpx2fXG_Id_Z60uezs7cBNT8qIupK_q0o/s1600/Aquila+Driver%25E2%2580%2599s+Backrest4.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilyX7xWespXmXnNX__qSSepS-QlMtOyKp4pTgpAe7P-ZXTAsdED_yHFbaM7MFfXmakcy0ZE3gue7oyUR8x-dDMDXHJACeHqICfBFZCo0e230Lpx2fXG_Id_Z60uezs7cBNT8qIupK_q0o/s200/Aquila+Driver%25E2%2580%2599s+Backrest4.png" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Hyosung Aquila GV650 Driver's Backrest</td></tr>
</tbody></table>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOfcjNzw7jkO8aguye_kqWGsa0fUo3ohl89RewSpMnQHYcwHqZfVB0ioW-ztQVTswDPsuInBmSgs-4dGzGEWdD7jdri9p5LzuWs6esAlwp1vDL3JsbswmkN7vjMsNnzgP7Xdi2rzHALrU/s1600/Aquila+Driver%25E2%2580%2599s+Backrest5.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOfcjNzw7jkO8aguye_kqWGsa0fUo3ohl89RewSpMnQHYcwHqZfVB0ioW-ztQVTswDPsuInBmSgs-4dGzGEWdD7jdri9p5LzuWs6esAlwp1vDL3JsbswmkN7vjMsNnzgP7Xdi2rzHALrU/s200/Aquila+Driver%25E2%2580%2599s+Backrest5.png" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Hyosung Aquila GV650 Driver's Backrest</td></tr>
</tbody></table>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibPoS9hWW-bQot5Gz6pBHP2dopZQYmawlcczBZi1t_qq-zAeiCm3t9VLuP3rjZ8XOJu97lOSiWeX3WbK4tneOqPYRwoNXwBQMCItccPJg6Q9xoBVqP9gWi1ZNjJ0XcumRpn1iOIv8mUgs/s1600/Aquila+Driver%25E2%2580%2599s+Backrest6.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibPoS9hWW-bQot5Gz6pBHP2dopZQYmawlcczBZi1t_qq-zAeiCm3t9VLuP3rjZ8XOJu97lOSiWeX3WbK4tneOqPYRwoNXwBQMCItccPJg6Q9xoBVqP9gWi1ZNjJ0XcumRpn1iOIv8mUgs/s200/Aquila+Driver%25E2%2580%2599s+Backrest6.png" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Hyosung Aquila GV650 Driver's Backrest</td></tr>
</tbody></table>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWwjr8Ag6D85a4uswjVS3dD9K70_zeWFPFMu3WeKjkIRVLjnWw6-3PcgiBfRBEakrKNh4VXaYwtZuSmWsFdSvYmBF1G0ZAj5MaTRPwLEQRDHGIhsK9sFhsD-BsHrgBR13l8_9izibyFxI/s1600/Aquila+Driver%25E2%2580%2599s+Backrest7.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWwjr8Ag6D85a4uswjVS3dD9K70_zeWFPFMu3WeKjkIRVLjnWw6-3PcgiBfRBEakrKNh4VXaYwtZuSmWsFdSvYmBF1G0ZAj5MaTRPwLEQRDHGIhsK9sFhsD-BsHrgBR13l8_9izibyFxI/s200/Aquila+Driver%25E2%2580%2599s+Backrest7.png" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Hyosung Aquila GV650 Driver's Backrest</td></tr>
</tbody></table>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwcxUO6b32_v4L7oK1VKiwHw49hJG-02ZxoRPzoaQXEc8lN66vOYAmzNgLYTUrfuBBBWqZ5D0I2_9gtQWgfWOH-Xv912hTdusa3m7jH_JSJqle-Hi031VH6ocVKaITBJeOLnueTfR-RkI/s1600/Aquila+Driver%25E2%2580%2599s+Backrest9.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwcxUO6b32_v4L7oK1VKiwHw49hJG-02ZxoRPzoaQXEc8lN66vOYAmzNgLYTUrfuBBBWqZ5D0I2_9gtQWgfWOH-Xv912hTdusa3m7jH_JSJqle-Hi031VH6ocVKaITBJeOLnueTfR-RkI/s200/Aquila+Driver%25E2%2580%2599s+Backrest9.png" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Hyosung Aquila GV650 Driver's Backrest</td></tr>
</tbody></table>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivIgmnPcra9Q4SaJnRnNF0URc6om9RvjyFoWxsanzn7p1McDSUwvhWVL8dAMWhTv0toCCD9lIy3Oh2_AmZ0HSkY-0xjZw4tXpWLpUUMEO0v5XG9ZFoP9WlMnQGGoV0_WxS3d0qnghsKLU/s1600/Aquila+Driver%25E2%2580%2599s+Backrest10.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivIgmnPcra9Q4SaJnRnNF0URc6om9RvjyFoWxsanzn7p1McDSUwvhWVL8dAMWhTv0toCCD9lIy3Oh2_AmZ0HSkY-0xjZw4tXpWLpUUMEO0v5XG9ZFoP9WlMnQGGoV0_WxS3d0qnghsKLU/s200/Aquila+Driver%25E2%2580%2599s+Backrest10.png" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Hyosung Aquila GV650 Driver's Backrest</td></tr>
</tbody></table>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqlvXaNmAoGqo2y7kZgleeV2DluyWdHsdkVU5sYHWZwT5YQkZx38aPDoCM3NVXT3Ghecf_VtJewVsIcL8pzM247Ra4HhueT8Q__gBbM9YsuYHl9G6B6iYu_OisOkZLlu3s_IEgRtmb-94/s1600/Aquila+Driver%25E2%2580%2599s+Backrest11.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqlvXaNmAoGqo2y7kZgleeV2DluyWdHsdkVU5sYHWZwT5YQkZx38aPDoCM3NVXT3Ghecf_VtJewVsIcL8pzM247Ra4HhueT8Q__gBbM9YsuYHl9G6B6iYu_OisOkZLlu3s_IEgRtmb-94/s200/Aquila+Driver%25E2%2580%2599s+Backrest11.png" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Hyosung Aquila GV650 Driver's Backrest</td></tr>
</tbody></table>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4heYk_4NOFOf-mN6VAjIG121llNeHTIA_trWz3uGXgdUCuD1hGhA3226q1d3G5SzuDmP6AD7bnuaTnzLPzMEdRMHlrTdWMk9I_Njffb_j2YMZcUZtdDTlGOBE89C-ddRG_nqwt4cK5JQ/s1600/Aquila+Driver%25E2%2580%2599s+Backrest12.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4heYk_4NOFOf-mN6VAjIG121llNeHTIA_trWz3uGXgdUCuD1hGhA3226q1d3G5SzuDmP6AD7bnuaTnzLPzMEdRMHlrTdWMk9I_Njffb_j2YMZcUZtdDTlGOBE89C-ddRG_nqwt4cK5JQ/s200/Aquila+Driver%25E2%2580%2599s+Backrest12.png" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Hyosung Aquila GV650 Driver's Backrest</td></tr>
</tbody></table>
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<div class="blogger-post-footer">5403712581</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3208122089434677126.post-50630284575430939122013-09-12T14:30:00.001+03:002013-09-12T14:30:12.991+03:00CTEK: MXS 5.0 Test & Charge, Comfort Indicator Panel and Comfort Indicator Eyelet<div dir="ltr" style="text-align: left;" trbidi="on">
<h2 style="text-align: left;">
<span style="color: #660000;">CTEK: </span></h2>
<h2 style="text-align: left;">
<span style="color: #660000;">MXS 5.0 Test & Charge, <br />Comfort Indicator Panel and <br />Comfort Indicator Eyelet<br /></span></h2>
<div style="text-align: left;">
<span style="color: #660000;">Hyosung Aquila CTEK MXS 5.0 Test & Charge</span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg498V3Ikabz0o1uYz1g5a6dxfOpES-h-ePYUY7SAObAGBHeYEA2ddxO64uc72N8Y8vPh4CnVQLFB_jOfDd2Qh453v34F9GdRaBYDwUoM6n4xvtRqA47JyXb7wqWNbrzeDDTiyAHCSCLWE/s1600/Ctek7.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg498V3Ikabz0o1uYz1g5a6dxfOpES-h-ePYUY7SAObAGBHeYEA2ddxO64uc72N8Y8vPh4CnVQLFB_jOfDd2Qh453v34F9GdRaBYDwUoM6n4xvtRqA47JyXb7wqWNbrzeDDTiyAHCSCLWE/s320/Ctek7.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="color: #660000;">Hyosung Aquila </span>CTEK MXS 5.0 Test & Charge,</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSSESyIBn1fCVtznysIWwImJ_3hJGqjV6_hNWIhmlF-3coyohDdJOAJW_M64zPrFxgPaYFnFmqsGKDhTZMKCH6iCEfeLTaLgj0KI3qEqrncC-X9Ibmb2Fo2G_YKe1Kx2KD58L0fTPzRns/s1600/Ctek.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSSESyIBn1fCVtznysIWwImJ_3hJGqjV6_hNWIhmlF-3coyohDdJOAJW_M64zPrFxgPaYFnFmqsGKDhTZMKCH6iCEfeLTaLgj0KI3qEqrncC-X9Ibmb2Fo2G_YKe1Kx2KD58L0fTPzRns/s320/Ctek.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="color: #660000;">Hyosung Aquila </span>CTEK MXS 5.0 Test & Charge,</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinDTR-YJVw67qEJnG874qoO1SrN_P9FWoxsg9MKh6xx96dp9Cr7FvYmCY5b2IGzfL0virBzx0mdu6tjKe2xEJaXGAmz_M1-lsGi-dHouiqi7oc_eHTwB3W8CMmenHqDuuxGkPTWM_pMyM/s1600/Ctek10.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinDTR-YJVw67qEJnG874qoO1SrN_P9FWoxsg9MKh6xx96dp9Cr7FvYmCY5b2IGzfL0virBzx0mdu6tjKe2xEJaXGAmz_M1-lsGi-dHouiqi7oc_eHTwB3W8CMmenHqDuuxGkPTWM_pMyM/s320/Ctek10.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="color: #660000;">Hyosung Aquila </span>CTEK MXS 5.0 Test & Charge,</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjl_GvmPXDPVbdyPjlfq1U0HLbniA_D0ZMOtq57nN4XmfOVVFMolVH9UviQt1AhBARYGhJsVNEm1lX-PoB3xC5xZuLv4ed8aBiEjv0Vju0eord8uQ1VtfB3uKxXGxUcpBFNVx2a9y1WqZs/s1600/Ctek5.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjl_GvmPXDPVbdyPjlfq1U0HLbniA_D0ZMOtq57nN4XmfOVVFMolVH9UviQt1AhBARYGhJsVNEm1lX-PoB3xC5xZuLv4ed8aBiEjv0Vju0eord8uQ1VtfB3uKxXGxUcpBFNVx2a9y1WqZs/s320/Ctek5.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="color: #660000;">Hyosung Aquila </span>CTEK MXS 5.0 Test & Charge,</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGYs-oKimMgOpmjj-vqBL7H_pYlvLAI8xyA6I5OsvmPkt_56MB8jlPt7KZIBVO3FJNd-1u_hhokbT8DcW82ZB-1RSBkDXN-41qWfqJbmp0rS30W06_UaEsLRw9lba9asd_9k-vA97U174/s1600/Ctek4.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGYs-oKimMgOpmjj-vqBL7H_pYlvLAI8xyA6I5OsvmPkt_56MB8jlPt7KZIBVO3FJNd-1u_hhokbT8DcW82ZB-1RSBkDXN-41qWfqJbmp0rS30W06_UaEsLRw9lba9asd_9k-vA97U174/s320/Ctek4.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="color: #660000;">Hyosung Aquila </span>CTEK MXS 5.0 Test & Charge,</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_d2xkzSmflkkNtHKcOSet6frucKWMDD56GrEy45HLgXMH1zld_EQVU48HP1MXo8Y0YNBGM-DzCA0fSw4KhKDPoGQpNhZlCTpGItHGcwnquT39AEgjXF7X6-g2kmFtrbp0Mx0TkbdM1DM/s1600/Ctek3.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_d2xkzSmflkkNtHKcOSet6frucKWMDD56GrEy45HLgXMH1zld_EQVU48HP1MXo8Y0YNBGM-DzCA0fSw4KhKDPoGQpNhZlCTpGItHGcwnquT39AEgjXF7X6-g2kmFtrbp0Mx0TkbdM1DM/s320/Ctek3.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="color: #660000;">Hyosung Aquila </span>CTEK MXS 5.0 Test & Charge,</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgForclQozmycUrrzq9Ftaqh1XZdlsDLhiCWPIhcm1js47_CRvfbmbmvfhGLZpyvDWJlJ5iOD5n5hnL2dJYVqSsqXwftwXaDroOqZ2FlbVspgKhsN37IQowyrJ2F3RqMymkje4FyvnvsOY/s1600/Ctek2.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgForclQozmycUrrzq9Ftaqh1XZdlsDLhiCWPIhcm1js47_CRvfbmbmvfhGLZpyvDWJlJ5iOD5n5hnL2dJYVqSsqXwftwXaDroOqZ2FlbVspgKhsN37IQowyrJ2F3RqMymkje4FyvnvsOY/s320/Ctek2.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="color: #660000;">Hyosung Aquila </span>CTEK MXS 5.0 Test & Charge,</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghegiBiRe6bkcDd6OZ8mpfX-p-vb7atw255yzAm7-4KhbLUU2Pw1mRD4EpqgORfnjNe_I4vq4adV2EOAohyphenhyphenkaH6DZXRa5xrZz_5ImpWGHZIwtxL2Ff-bMJpIR50VcfNWlwhG4ceLKNC9w/s1600/Ctek6.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghegiBiRe6bkcDd6OZ8mpfX-p-vb7atw255yzAm7-4KhbLUU2Pw1mRD4EpqgORfnjNe_I4vq4adV2EOAohyphenhyphenkaH6DZXRa5xrZz_5ImpWGHZIwtxL2Ff-bMJpIR50VcfNWlwhG4ceLKNC9w/s320/Ctek6.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="color: #660000;">Hyosung Aquila </span>CTEK MXS 5.0 Test & Charge,</td></tr>
</tbody></table>
<br />
<h2>
MXS 5.0 TEST AND CHARGE
</h2>
<h3 class="descriptiontitle">
Advanced charger with unique battery and alternator testing</h3>
<div class="productelementdescriptionshort">
The MXS 5.0 TEST & CHARGE combines an advanced
micro-processor controlled battery charger with a battery and alternator
test function to provide the ultimate in battery testing, charging and
maintenance.
</div>
<div class="col">
<ul>
<li>
<h3>
Technology</h3>
<strong>Volt:</strong> 12V
</li>
<li>
<strong>Charging current:</strong> 5A max
</li>
<li>
<strong>Charger type:</strong> 8 step, fully automatic charging cycle with adjustable parameters
</li>
<li>
<strong>Battery capacity:</strong> 1.2–110Ah up to 160Ah for maintenance
</li>
</ul>
</div>
<ul>
<li>
<h3>
Functions</h3>
COLD/AGM: Charging in cold conditions and AGM batteries
</li>
<li>
RECOND: Recondition of deeply discharged batteries
</li>
<li>
Auto: Fully automatic for optimal charging
</li>
<li>
12V: For all lead-acid batteries
</li>
<li>
Step 7: Fully charged battery
</li>
<li>
Step 8: Maintenance charging
</li>
<li>
BATTERY: Test battery voltage
</li>
<li>
START POWER: Test battery starting power
</li>
<li>
ALTERNATOR: Test alternator charging performance </li>
</ul>
<br />
<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWsg3k3r-45yZ9QfYV6VsWsbso1xNWck3Izc_UyAqdKzHYHRQr5R2Q_6TSoYgOnfvAkbCCj9yeSufNQM3grojKjjHNHrZ6V0ZIrKz0p0OUf6LK7uqq7k9_iEG5dZI0MS8iHOFKckMpZm0/s1600/Ctek7.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWsg3k3r-45yZ9QfYV6VsWsbso1xNWck3Izc_UyAqdKzHYHRQr5R2Q_6TSoYgOnfvAkbCCj9yeSufNQM3grojKjjHNHrZ6V0ZIrKz0p0OUf6LK7uqq7k9_iEG5dZI0MS8iHOFKckMpZm0/s320/Ctek7.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Ctek Comfort Indicator Panel</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsJ5gONlZoDrCvlGu-qkuGiX5K9f_BA7DGLLqWa1-jKoAzh5TG5f4-JaECUAS9KQzzyM6c9TZSPFw7oxECjwMxwFFfmuO2fX_TFiDXxteTsCvdbm8FRz3c-p-pmCQI9LrN_2NxV8PJDbU/s1600/Ctek8.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsJ5gONlZoDrCvlGu-qkuGiX5K9f_BA7DGLLqWa1-jKoAzh5TG5f4-JaECUAS9KQzzyM6c9TZSPFw7oxECjwMxwFFfmuO2fX_TFiDXxteTsCvdbm8FRz3c-p-pmCQI9LrN_2NxV8PJDbU/s320/Ctek8.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Ctek Comfort Indicator Panel</td></tr>
</tbody></table>
<br />
<span>This is a quick connector and indicator especially developed for
panel mounting. The indicator clearly and simply shows the battery
charge level.<br />
<br />
The charger is connected to the socket on the panel, which makes
charging convenient, practical and straightforward. Mount the panel and
route the cable to the battery.<br />
Comfort Indicator – Panel is available with two different cable lengths.
Many vehicle panels have extra space on the panel, which can be used
for this model.<br />
<br />
Cable length: 150 cm<br />
Eyelet terminal: M8 (8.4mm) on both models<br />
Size connector/indicator: 35 mm x 21 mm 50 mm<br />
Fuse: 15A<br />
It is delivered with a 2-year warranty.</span><br />
<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZ6zFv-oguPfWpOCKju1XPOsQ2B_EcPkmyYBJCNEYKDkORlctRMoWYlnGJUNaPHLDLun0i9vCF-8rTy2ZRjerng81cO30JDoAU9eSmmxaBtUjumjuv1QC3ikHl2kA2ghuup01yUGjNces/s1600/Ctek9.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZ6zFv-oguPfWpOCKju1XPOsQ2B_EcPkmyYBJCNEYKDkORlctRMoWYlnGJUNaPHLDLun0i9vCF-8rTy2ZRjerng81cO30JDoAU9eSmmxaBtUjumjuv1QC3ikHl2kA2ghuup01yUGjNces/s320/Ctek9.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Comfort Indicator Eyelet</td></tr>
</tbody></table>
<span>A practical combination of quick connector and indicator for those with batteries that are difficult to access.<br />
The indicator shows the battery’s charge level simply and clearly.<br />
The eyelet terminals are fitted to the battery, giving effortless connection without the need of actually reaching the battery.<br />
<br />
Eyelet: M6 (6.4 mm)<br />
Cable length: 55 cm<br />
Fuse: 15A<br />
It is delivered with a 2-year warranty.</span><br />
<br />
<div style="text-align: left;">
<span style="color: #660000;"></span><span style="color: #660000;"><span style="color: #660000;">Hyosung Aquila </span>Comfort Indicator Panel and </span></div>
<div style="text-align: left;">
<span style="color: #660000;"></span><span style="color: #660000;"><span style="color: #660000;">Hyosung Aquila </span>Comfort Indicator Eyelet</span></div>
<div style="text-align: left;">
<span style="color: #660000;"></span></div>
<div style="text-align: left;">
<span style="color: #660000;">Hyosung Aquila CTEK MXS 5.0 Test & Charge</span></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<br /></div>
<h3 style="text-align: left;">
More info when i install it on the bike</h3>
<br />
<br />
<br />
<br /></div>
<div class="blogger-post-footer">5403712581</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3208122089434677126.post-65140610823253843092013-06-11T15:56:00.002+03:002013-06-11T15:58:19.023+03:00GV650 Headlamp Adjustments<div dir="ltr" style="text-align: left;" trbidi="on">
<h2 style="text-align: left;">
<i>GV650 Headlamp Adjustments</i></h2>
<br />
<h4 style="text-align: left;">
Screw No 1: </h4>
Left Right Adjustment<br />
<div style="text-align: left;">
<br /></div>
<h4 style="text-align: left;">
Screw No 2: </h4>
<div style="text-align: left;">
</div>
Up Down Adjustment<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjODT3co2LTGRcxuE1IapHKudm0rUYslj-Nwlrhmo8Z9EZZNhwn2Jhb2N77V1iXRipXMfzYl5ClNv-ydgzOk4zvhtO4iw6xHNTBWXTkT5vuNxcN3lHZ8VID2G5qZoYU94lp9_6NFdiCqsE/s1600/GV650+Headlamp+Adjustments.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjODT3co2LTGRcxuE1IapHKudm0rUYslj-Nwlrhmo8Z9EZZNhwn2Jhb2N77V1iXRipXMfzYl5ClNv-ydgzOk4zvhtO4iw6xHNTBWXTkT5vuNxcN3lHZ8VID2G5qZoYU94lp9_6NFdiCqsE/s320/GV650+Headlamp+Adjustments.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">GV650 Headlamp Adjustments</td></tr>
</tbody></table>
<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJL9SgW-HQeLS9Qruv_fjYZMfwZdahYspupn59tfyXkkO7XnsBNZ-elWwFW20p6WgHQhBkpteCwAfGVFogtotK99NAGPWmO2oj5dmE5pR8SdGsmPwYvH0l_mahDfIUYRoQasJjfYB1SP8/s1600/GV650+Headlamp+Adjustments2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJL9SgW-HQeLS9Qruv_fjYZMfwZdahYspupn59tfyXkkO7XnsBNZ-elWwFW20p6WgHQhBkpteCwAfGVFogtotK99NAGPWmO2oj5dmE5pR8SdGsmPwYvH0l_mahDfIUYRoQasJjfYB1SP8/s320/GV650+Headlamp+Adjustments2.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">GV650 Headlamp Adjustments</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-_vB8HecMtgzDRBaWOV1htxbG0prixkicpQCHhlYZdQWjoRPIoXerDrJXreR4cMivpq3p5txIR4SA3veHshHWzQ7rMqCllW1yhqZ6_MPthpiJ0iAxoM4n1BGm6nOi2KEHLRTv4dwD7kk/s1600/GV650+Headlamp+Adjustments3.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-_vB8HecMtgzDRBaWOV1htxbG0prixkicpQCHhlYZdQWjoRPIoXerDrJXreR4cMivpq3p5txIR4SA3veHshHWzQ7rMqCllW1yhqZ6_MPthpiJ0iAxoM4n1BGm6nOi2KEHLRTv4dwD7kk/s320/GV650+Headlamp+Adjustments3.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">GV650 Headlamp Adjustments</td></tr>
</tbody></table>
<br />
<br /><br /></div>
<div class="blogger-post-footer">5403712581</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3208122089434677126.post-51491842862412400452013-05-10T14:29:00.000+03:002013-05-10T15:36:59.602+03:00CREE XML-T6, 12V, 4x LED, 3000 Lumens, Waterproof <div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIdYXbd8bHX7XEqO5PkqiLfl5OSFQpVSiXxGWHfMluzHPtLfYr6aioNyOM4I13S2qm4PkhVX1Zi0cLcmEtjXoy80GYDNUkTA7Z9CFb1RikBRTxXe7hJ_W6WPGhTgm1G0pcngqWtM_WIjA/s1600/Cree+Led+Spot+Lights5.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
<span style="font-family: Verdana,sans-serif;">This is what i used on my Hyosung Aquila GV650 for extra lights. After i installed it, i found out that it is too strong and i decided to use it as running light!<br /><br />One pair of lights (2pcs) + 2 clamps + 2 pairs waterproof connectors + one wireless dimmer.</span><br />
<span style="font-family: Verdana,sans-serif;">(i) A single core CREE T6 led produce: <b>280LM </b>@ 700mA & <b>910LM </b>@ 3000mA</span><br />
<br />
<h2 style="text-align: left;">
<span style="font-family: Verdana,sans-serif;">CREE Led Lights </span></h2>
<ul style="text-align: left;">
<li><span style="font-family: Verdana,sans-serif;">XML-T6</span></li>
<li><span style="font-family: Verdana,sans-serif;">4x LED</span></li>
<li><span style="font-family: Verdana,sans-serif;">12V</span></li>
<li><span style="font-family: Verdana,sans-serif;">30W </span></li>
<li><span style="font-family: Verdana,sans-serif;">3000 Lumens</span></li>
<li><span style="font-family: Verdana,sans-serif;">Waterproof</span></li>
</ul>
<div style="text-align: left;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWZxIMXrirWTlCDO13WtTArZlOaLIIl6gDnXD5uMyVGSw87L2i1G5eNFMwZx3Y0_b_dPKyxsHMGQpyUzUMc6OFbn22eY56IHiNHtlP30Lva8ig1hZxTwNGwoHf2NKkkeFaCJOGvke16AU/s1600/Cree+Led+Spot+Lights2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWZxIMXrirWTlCDO13WtTArZlOaLIIl6gDnXD5uMyVGSw87L2i1G5eNFMwZx3Y0_b_dPKyxsHMGQpyUzUMc6OFbn22eY56IHiNHtlP30Lva8ig1hZxTwNGwoHf2NKkkeFaCJOGvke16AU/s320/Cree+Led+Spot+Lights2.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Cree Led Spot Lights</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1TaseE713QX_I8zSwMGw-fhDgodQT6PdhnD1xkXy0VWdYD0OhjNCh6GJyTsnvHm4ptqEvk90H_yQePc4dcaJE7tfFfKtuxRHtUT1cP7NQdlddFVDpEi2B6JCaFTgCQF2vBPNEBMFOmRQ/s1600/Cree+Led+Spot+Lights3.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1TaseE713QX_I8zSwMGw-fhDgodQT6PdhnD1xkXy0VWdYD0OhjNCh6GJyTsnvHm4ptqEvk90H_yQePc4dcaJE7tfFfKtuxRHtUT1cP7NQdlddFVDpEi2B6JCaFTgCQF2vBPNEBMFOmRQ/s320/Cree+Led+Spot+Lights3.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Cree Led Spot Lights</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtcKixGKiauGpmZZ8qXSkgbWdqBa6DGXl7VGe1WWFHfhev4AB_pAGHSXjFRxYCv42WlQob0h9cfOaQr8_5J-O4o4QsyKAFxzmp1apsNarrGVc9IV3OzgDa1tJl_2tV5JNRwutAcmtAEeY/s1600/Cree+Led+Spot+Lights4.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtcKixGKiauGpmZZ8qXSkgbWdqBa6DGXl7VGe1WWFHfhev4AB_pAGHSXjFRxYCv42WlQob0h9cfOaQr8_5J-O4o4QsyKAFxzmp1apsNarrGVc9IV3OzgDa1tJl_2tV5JNRwutAcmtAEeY/s320/Cree+Led+Spot+Lights4.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Cree Led Spot Lights</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIdYXbd8bHX7XEqO5PkqiLfl5OSFQpVSiXxGWHfMluzHPtLfYr6aioNyOM4I13S2qm4PkhVX1Zi0cLcmEtjXoy80GYDNUkTA7Z9CFb1RikBRTxXe7hJ_W6WPGhTgm1G0pcngqWtM_WIjA/s1600/Cree+Led+Spot+Lights5.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIdYXbd8bHX7XEqO5PkqiLfl5OSFQpVSiXxGWHfMluzHPtLfYr6aioNyOM4I13S2qm4PkhVX1Zi0cLcmEtjXoy80GYDNUkTA7Z9CFb1RikBRTxXe7hJ_W6WPGhTgm1G0pcngqWtM_WIjA/s320/Cree+Led+Spot+Lights5.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Cree Led Spot Lights</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIm-SDG-CCjZU5zp-spWSYFAFoGY4zCZy0_tkdtwwRrEd_QTB8G9bYf977bk35JW9OEG14M7HT6if0LupQxi1uVM2Ih6WGj7ja8yWINXFilM00Hj9VIoJUke21fAW0saSSV5cn1dZ95vg/s1600/Cree+Led+Spot+Lights6.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIm-SDG-CCjZU5zp-spWSYFAFoGY4zCZy0_tkdtwwRrEd_QTB8G9bYf977bk35JW9OEG14M7HT6if0LupQxi1uVM2Ih6WGj7ja8yWINXFilM00Hj9VIoJUke21fAW0saSSV5cn1dZ95vg/s320/Cree+Led+Spot+Lights6.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Cree Led Spot Lights</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitkON04DN_kXWMKe8yKPxfPDyZq6EtQmq6Iw-z27Czv9yaJIirCYtkWudXS1x6etVTJNIpCABDK3lhSLeN8oIolWbzHVZ7waIv5Hc6qfvN7K4DCYEVBwaqKtoq_HplacV2n1P1deh5Tj0/s1600/Cree+Led+Spot+Lights7.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitkON04DN_kXWMKe8yKPxfPDyZq6EtQmq6Iw-z27Czv9yaJIirCYtkWudXS1x6etVTJNIpCABDK3lhSLeN8oIolWbzHVZ7waIv5Hc6qfvN7K4DCYEVBwaqKtoq_HplacV2n1P1deh5Tj0/s320/Cree+Led+Spot+Lights7.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Cree Led Spot Lights</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsZJhjJXzY2DvJzb99-gIx7cv3-fJQqaGtLyeLm-ZNkPGvVM86o7fBYCHLpJGsWQgZMadcNVPolzuoO36teGcpDYNlp_QJnTjZ7GKtMnj3MEx3SMKTb4WriWXma84okNN0-VmQPDMMsr4/s1600/Cree+Led+Spot+Lights8.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsZJhjJXzY2DvJzb99-gIx7cv3-fJQqaGtLyeLm-ZNkPGvVM86o7fBYCHLpJGsWQgZMadcNVPolzuoO36teGcpDYNlp_QJnTjZ7GKtMnj3MEx3SMKTb4WriWXma84okNN0-VmQPDMMsr4/s320/Cree+Led+Spot+Lights8.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Cree Led Spot Lights</td></tr>
</tbody></table>
<br />
<span style="font-family: Verdana,sans-serif;">Video.</span><br />
<span style="font-family: Verdana,sans-serif;">The lights are not Blue, it is from the video.</span><br />
<br />
<br />
<br />
<ul style="text-align: left;">
<li><span style="font-family: Verdana,sans-serif;">Ultra bright 4-LEDs <b>waterproof </b>spotlight</span></li>
<li><span style="font-family: Verdana,sans-serif;">LED is <b>CREE XML T6</b> x4</span></li>
<li><span style="font-family: Verdana,sans-serif;">LED life span over 50000 hours</span></li>
<li><span style="font-family: Verdana,sans-serif;">4 LEDs of total <b>30W output</b>, <b>3000 Lumens</b>, 2.6Amps @ 12V</span></li>
<li><span style="font-family: Verdana,sans-serif;">55mm diameter x 66mm in length</span></li>
<li><span style="font-family: Verdana,sans-serif;">Working voltage from 7VDC to 18VDC</span></li>
<li><span style="font-family: Verdana,sans-serif;">Anodized black <b>6063 aluminum alloy</b> light body</span></li>
<li><span style="font-family: Verdana,sans-serif;">Equipped with a 304 stainless steel "L" bracket for flat surface mount</span></li>
<li><span style="font-family: Verdana,sans-serif;">Also included an anodized aluminum alloy clamp for tube or handlebar mount</span></li>
<li><span style="font-family: Verdana,sans-serif;">Variable clamp sizes from 22mm to 34mm (without rubber strip)</span></li>
<li><span style="font-family: Verdana,sans-serif;">One rubber strip included for clamps mounting use</span></li>
<li><span style="font-family: Verdana,sans-serif;">Wire length is approximately 41 inches</span></li>
<li><span style="font-family: Verdana,sans-serif;">White wire positive & black wire negative</span></li>
<li><span style="font-family: Verdana,sans-serif;">Comes with male and female waterproof connectors</span></li>
<li><b><span style="font-family: Verdana,sans-serif;">Univsersal fit</span></b></li>
<li><span style="font-family: Verdana,sans-serif;">Only for outdoor vehicles use, not suitable for indoor motionless application</span></li>
<li><span style="font-family: Verdana,sans-serif;">Built-in protection, when internal <b>temperature exceed 70C</b> will automatically dim the light then resume after cool down</span></li>
<li><span style="font-family: Verdana,sans-serif;">The wireless dimmer is a perfect add-on to run this light at a lower output when full power is not necessary or vehicle is not moving <b>in order to keep the heat down </b></span></li>
</ul>
<br />
<br />
<br /></div>
<div class="blogger-post-footer">5403712581</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3208122089434677126.post-51069972866883080292013-04-04T15:10:00.001+03:002013-04-04T15:10:09.344+03:00GV650 Wind Shield <div dir="ltr" style="text-align: left;" trbidi="on">
<h2 style="text-align: left;">
<span style="color: #660000;"><i>GV650 Hyosung Aquila Wind Shield </i></span></h2>
<div style="text-align: left;">
<span style="font-weight: normal;">I have tried 2 different wind shields like this one, bigger, taller...</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLzZy_OxCo5t6O2YEImVzboSwdUCU35gmuXcdhp10SZfyzAyXzGfTf3KB_Ja-cFw4X1Cecd8benhNq6L1YzJJmaLBXSm115bJ2TDmoA7FoOIzHQqnj9Jn7WcKbOBJKm_gcYdxAxLhlWDg/s1600/Aquila+Thessaloniki+Waterfront7.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLzZy_OxCo5t6O2YEImVzboSwdUCU35gmuXcdhp10SZfyzAyXzGfTf3KB_Ja-cFw4X1Cecd8benhNq6L1YzJJmaLBXSm115bJ2TDmoA7FoOIzHQqnj9Jn7WcKbOBJKm_gcYdxAxLhlWDg/s320/Aquila+Thessaloniki+Waterfront7.jpg" width="320" /></a></div>
<br />
But finnaly i found out that the best off all is the original from Hyosung<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqMrfRt-9BKfjH8yfasJvLmx_9LQ0McAsrpcGFLv7se3vV3Sn8mr7iADhtbdwUQJPYXrZIdq9XU0IVCRf-ENtdX_b8mgfoPBd2YFzI8AvCiWug97zT6JE1Gxj9WdprSs0uS1wCjdIi4d0/s1600/Wind+Shield3.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqMrfRt-9BKfjH8yfasJvLmx_9LQ0McAsrpcGFLv7se3vV3Sn8mr7iADhtbdwUQJPYXrZIdq9XU0IVCRf-ENtdX_b8mgfoPBd2YFzI8AvCiWug97zT6JE1Gxj9WdprSs0uS1wCjdIi4d0/s320/Wind+Shield3.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">GV650 Hyosung Aquila Wind Shield </td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDJL2IoG0w2aKlIy4UX04u7zVS6pi9xewbIl8PY1knkOf1opo3XtNSOiVFLVM9pT2K-jZWE5CqnXnW92x-4iftNp9iPjqAH1sAxNwdYsVXaquDNofuMPoZz13V52QzuPuXDE0YpB7ZhuQ/s1600/Wind+Shield2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDJL2IoG0w2aKlIy4UX04u7zVS6pi9xewbIl8PY1knkOf1opo3XtNSOiVFLVM9pT2K-jZWE5CqnXnW92x-4iftNp9iPjqAH1sAxNwdYsVXaquDNofuMPoZz13V52QzuPuXDE0YpB7ZhuQ/s320/Wind+Shield2.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">GV650 Hyosung Aquila Wind Shield </td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJqAW5AduKUujgLFxGAr1qV_LqAENslGicYmlvewpc-rQdiDoyRnVj_gYcsVSrhQIzKmUOQwugeG6CHLKHbk7gctIlRoVDfpSWlb4QyQTOeLMOHGoUW4DMpDAq718KmzT6f2IOdLNnNL0/s1600/Wind+Shield.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJqAW5AduKUujgLFxGAr1qV_LqAENslGicYmlvewpc-rQdiDoyRnVj_gYcsVSrhQIzKmUOQwugeG6CHLKHbk7gctIlRoVDfpSWlb4QyQTOeLMOHGoUW4DMpDAq718KmzT6f2IOdLNnNL0/s320/Wind+Shield.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">GV650 Hyosung Aquila Wind Shield </td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVWL0ZWfAlitcx-0o-VHh-phsN9BS3D4-_qHJUk1hQIhXcdp7xt4RnkquIpHIIJ4slNSRwbfZolZd_CNnxhLExc0bsmJUmi0r22jH2uIk6tpx8sKNURLs9rbbCvRORpgKQBLGndskzxdA/s1600/Wind+Shield4.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVWL0ZWfAlitcx-0o-VHh-phsN9BS3D4-_qHJUk1hQIhXcdp7xt4RnkquIpHIIJ4slNSRwbfZolZd_CNnxhLExc0bsmJUmi0r22jH2uIk6tpx8sKNURLs9rbbCvRORpgKQBLGndskzxdA/s320/Wind+Shield4.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">GV650 Hyosung Aquila Wind Shield </td></tr>
</tbody></table>
</div>
<div class="blogger-post-footer">5403712581</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3208122089434677126.post-11636383140739066842012-08-30T20:05:00.001+03:002012-09-18T13:06:32.219+03:00GV650 Stator<div dir="ltr" style="text-align: left;" trbidi="on">
<h2 style="color: #660000; font-family: Georgia,"Times New Roman",serif; text-align: left;">
GV650 Stator</h2>
<h2 style="color: #660000; font-family: Georgia,"Times New Roman",serif; text-align: left;">
</h2>
<div style="color: black; font-family: Georgia,"Times New Roman",serif; text-align: left;">
<i><b><span style="font-size: small;">My stator is burned </span>and i am trying to find out why.</b></i></div>
<br />
MOST COMMON FAILURES:<br />
<br />
1) The stator can quit producing power usually due to the insulation failing. This is commonly caused by age or overheating.<br />
<br />
2) The regulator/rectifier can have one or more rectifier diodes fail,
which causes the output to drop to zero, or it can have the regulation
circuit fail which causes the output voltage to be unregulated and
liable to climb past 16Vdc.<br />
<br />
<h3 style="text-align: left;">
Magneto Assembly </h3>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxeV53YZBbbRYtIMhfoTRrqe8GXy4rCLAeWFDncwUHx7luOOlr8s33K1tybMdfWbtrCTsKkhW-yfCjZJ1AaG10sP9kdySh3ZQJAAbGxEf1wn9JZ8jVA3v440qUhcJJ0KQ3_9XtuW18bjk/s1600/GV650+Stator+Magneto+Assembly.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxeV53YZBbbRYtIMhfoTRrqe8GXy4rCLAeWFDncwUHx7luOOlr8s33K1tybMdfWbtrCTsKkhW-yfCjZJ1AaG10sP9kdySh3ZQJAAbGxEf1wn9JZ8jVA3v440qUhcJJ0KQ3_9XtuW18bjk/s320/GV650+Stator+Magneto+Assembly.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">GV650 Stator, Magneto Assembly</td></tr>
</tbody></table>
<div style="font-family: Verdana,sans-serif; text-align: left;">
<span style="font-size: x-small;">1 32100HN9101</span></div>
<div style="font-family: Verdana,sans-serif; text-align: left;">
<span style="font-size: x-small;">MAGNETO ASSEMBLY $212.76 </span><br />
<span style="font-size: x-small;">2 32101HN9101</span></div>
<div style="font-family: Verdana,sans-serif; text-align: left;">
<span style="font-size: x-small;">STATOR ASS'Y, (ALL 650's) SAME AS 32101HP9300 $148.75 </span><br />
<span style="font-size: x-small;">3 32102HN9100</span></div>
<div style="font-family: Verdana,sans-serif; text-align: left;">
<span style="font-size: x-small;"> ROTOR, FLY WHEEL $141.28 </span><br />
<span style="font-size: x-small;">4 02142-05128</span></div>
<div style="font-family: Verdana,sans-serif; text-align: left;">
<span style="font-size: x-small;">SCREW $0.65 </span><br />
<span style="font-size: x-small;">5 07110-06308</span></div>
<div style="font-family: Verdana,sans-serif; text-align: left;">
<span style="font-size: x-small;">BOLT, M5x30 $0.65 </span><br />
<span style="font-size: x-small;">6 09103H12001</span></div>
<div style="font-family: Verdana,sans-serif; text-align: left;">
<span style="font-size: x-small;">BOLT, MAGNETO (GV & GT 650) $3.93 </span><br />
<span style="font-size: x-small;">7 09420H04001</span></div>
<div style="font-family: Verdana,sans-serif; text-align: left;">
<span style="font-size: x-small;">KEY, MAGNETO $1.17 </span><br />
<span style="font-size: x-small;">8 09160H12003</span></div>
<div style="font-family: Verdana,sans-serif; text-align: left;">
<span style="font-size: x-small;">WASHER $2.22 </span><br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9hrJ3OXkW3HyuVQKXuOt6RQ7ghezeV8lXVsq9njGxfEiR77liFg2KorITkVWr6_xwosZlPIVfbbDPIe1vKmtJ3_85-DjxJQx0ZgOkLHfp1gitv3K9-ovYdPEFSjV7OUG5moPNVeGS1dM/s1600/GV650+The+Stator.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9hrJ3OXkW3HyuVQKXuOt6RQ7ghezeV8lXVsq9njGxfEiR77liFg2KorITkVWr6_xwosZlPIVfbbDPIe1vKmtJ3_85-DjxJQx0ZgOkLHfp1gitv3K9-ovYdPEFSjV7OUG5moPNVeGS1dM/s320/GV650+The+Stator.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: x-small;">32101HN9101 </span>The Stator</td></tr>
</tbody></table>
<br />
<br />
<h3 style="text-align: left;">
<span style="font-size: x-small;">32101HN9101</span></h3>
<h3 style="text-align: left;">
<span style="font-size: x-small;">32101HP9300</span></h3>
<ul style="text-align: left;">
<li><span style="font-size: x-small;">ragingparts.com </span><span style="color: #660000; font-size: x-small;">$165.95</span></li>
<li><span style="font-size: x-small;">hyosungparts.asia <span style="color: #660000;">$122.00</span></span></li>
<li><span style="font-size: x-small;">hyosungsource.com <span style="color: #660000;">€88.54</span></span></li>
<li><span style="font-size: x-small;">koreanbikeparts.com <span style="color: #660000;">$110.85</span></span></li>
</ul>
<span style="font-size: x-small;"> </span><br />
<span style="font-size: x-small;"><br /></span>
<br />
<span style="font-size: x-small;"><br /></span>
<br />
<h2 style="color: #660000; font-family: Georgia,"Times New Roman",serif; text-align: left;">
<span style="font-size: large;">Stator </span><span style="font-size: large;">OEM </span><span style="font-size: large;">Replacement </span></h2>
<div style="color: #660000; text-align: left;">
<span style="font-size: x-small;"></span></div>
<div style="text-align: left;">
<b><span style="font-size: x-small;">Stator Kawasaki EL / EN / EX models</span></b></div>
<div style="text-align: left;">
<span style="font-size: x-small;">Kawasaki </span><span style="font-size: x-small;">models between the years 1985 and 2009</span></div>
<div style="text-align: left;">
<span style="font-size: x-small;">EX250 Ninja, EX500 Ninja, GPZ500, EL454, EL500, EN500 </span></div>
<div style="text-align: left;">
<span style="font-size: x-small;"><br /></span></div>
<span style="font-size: x-small;"><a href="http://www.electrosport.com/street-bikes/hyosung/gv650-gv650/stator-kawasaki-el-en-ex-models.html" target="_blank">electrosport.com ESG110</a> </span><br />
<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrY3lofqxmsulj00-ldwQK7U1Tcs_IQn4Wgdyw-zHIxA4653gahyphenhyphenajjI6v0nqn-P7psiikOWx983ErRAjbGhGo_hB9IKyi_4WZ8LepsfNc8QM0wmEWNFCckn7oN-mWYXSFZb0W5FGircI/s1600/GV650+Stator+Replacement+ESG110.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrY3lofqxmsulj00-ldwQK7U1Tcs_IQn4Wgdyw-zHIxA4653gahyphenhyphenajjI6v0nqn-P7psiikOWx983ErRAjbGhGo_hB9IKyi_4WZ8LepsfNc8QM0wmEWNFCckn7oN-mWYXSFZb0W5FGircI/s320/GV650+Stator+Replacement+ESG110.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">GV650 Stator Replacement ESG110</td></tr>
</tbody></table>
<br />
<table border="1"><tbody>
<tr></tr>
<tr>
<th style="font-weight: normal;"><span style="font-size: xx-small;"> Core Thickness </span></th>
<th style="font-weight: normal;"><span style="font-size: xx-small;"> Output (A) @1000rpm</span></th>
<th style="font-weight: normal;"><span style="font-size: xx-small;"> 1200rpm</span></th>
<th style="font-weight: normal;"><span style="font-size: xx-small;"> 1400rpm</span></th>
<th style="font-weight: normal;"><span style="font-size: xx-small;"> 1600rpm</span></th>
<th style="font-weight: normal;"><span style="font-size: xx-small;"> 2500rpm</span></th>
<th style="font-weight: normal;"><span style="font-size: xx-small;"> 3600rpm</span></th>
<th style="font-weight: normal;"><span style="font-size: xx-small;"> 6000rpm</span></th>
<th style="font-weight: normal;"><span style="font-size: xx-small;"> Power(W)@13Vdc</span></th>
</tr>
<tr>
<th style="font-weight: normal;"><span style="font-size: xx-small;"> EX250 Stator (stock) </span></th>
<td><span style="font-size: xx-small;"> 13mm </span></td>
<td><span style="font-size: xx-small;"> 6 </span></td>
<td><span style="font-size: xx-small;"> 8 </span></td>
<td><span style="font-size: xx-small;"> 10 </span></td>
<td><span style="font-size: xx-small;"> 11 </span></td>
<td><span style="font-size: xx-small;"> 13 </span></td>
<td><span style="font-size: xx-small;"> 14 </span></td>
<td><span style="font-size: xx-small;"> 15 </span></td>
<td><span style="font-size: xx-small;"> 180W </span></td>
</tr>
<tr>
<th style="font-weight: normal;"><span style="font-size: xx-small;"> ESG110 Stator </span></th>
<td><span style="font-size: xx-small;"> 15mm </span></td>
<td><span style="font-size: xx-small;"> 6 </span></td>
<td><span style="font-size: xx-small;"> 10 </span></td>
<td><span style="font-size: xx-small;"> 12 </span></td>
<td><span style="font-size: xx-small;"> 14 </span></td>
<td><span style="font-size: xx-small;"> 17 </span></td>
<td><span style="font-size: xx-small;"> 18 </span></td>
<td><span style="font-size: xx-small;"> 19 </span></td>
<td><span style="font-size: xx-small;"> 230W </span></td></tr>
</tbody></table>
<div class="description" style="text-align: left; width: 200px;">
<h4 style="text-align: left;">
<span style="font-size: x-small;">Description</span></h4>
</div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
<span style="font-size: x-small;">ESG110 is a high quality stator that replaces the OEM stator in the
Kawasaki EX250 Ninja, EX500 Ninja, GPZ500, EL454, EL500 and EN500 models
between the years 1985 and 2009</span></div>
<div style="text-align: left;">
<span style="font-size: x-small;">
ElectroSport manufactures the ESG110 stator starting with a brand new
stator core made of special material that has very low magnetic
resistance. We use the highest grade copper wire for the windings which
are installed using computer controlled winding machines for optimum
results.</span></div>
<div style="text-align: left;">
<span style="font-size: x-small;">
Our lead wires are of very high quality and we chose a type that is
abrasion and heat resistant. The rubber seals and connectors are an
exact match for the original stator making this ESG110 a plug in
replacement.</span></div>
<div style="text-align: left;">
<span style="font-size: x-small;">
With the top notch materials and design features chosen our ESG110 stator offers superior performance and reliability.</span></div>
<div style="text-align: left;">
<span style="font-size: x-small;">
Like all stators manufactured by ElectroSport this ESG110 stator also comes with a full one year warranty</span></div>
<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKz1ZqQICRQcw2lYyFRoxStY2eQGWP_cDF0Nqq_1EN_L62FWtzRsKraPOxkxOgJzkNQi3GdrAZYXBu2bfjVeOaQSGJOhZtKHaa5HbUIwc9GjudMHlPiukYmBpN5ZHiDsudoBVI18jPxlA/s1600/GV650+Stator4.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKz1ZqQICRQcw2lYyFRoxStY2eQGWP_cDF0Nqq_1EN_L62FWtzRsKraPOxkxOgJzkNQi3GdrAZYXBu2bfjVeOaQSGJOhZtKHaa5HbUIwc9GjudMHlPiukYmBpN5ZHiDsudoBVI18jPxlA/s320/GV650+Stator4.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">GV650 Stator Replacement ESG110</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQvACaJoiKXWvGTRihkZp4Zhs-Rrq1rHgK0ymW9E_b6Ja9bg9zhlKx9dveAv_evPJBorbY74A16j7F7F4awjXruw1CQHwah1WJRrFBArivdgqmQKPahsyUeinIUuQ9RJF1tJsPQ6KmSbQ/s1600/GV650+Stator5.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQvACaJoiKXWvGTRihkZp4Zhs-Rrq1rHgK0ymW9E_b6Ja9bg9zhlKx9dveAv_evPJBorbY74A16j7F7F4awjXruw1CQHwah1WJRrFBArivdgqmQKPahsyUeinIUuQ9RJF1tJsPQ6KmSbQ/s320/GV650+Stator5.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">GV650 Stator Comparison</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJckNu6UiiSurlvQkd_ir2eOBNyQcCh6NhGuHjTTqvKbnXkSSV8gMEZ3ekrPMI98HRWng83mOqz29nbNfOe3Ynmy25TIXXG-SxDUU9EHmuz9pl0jx2slPBKvhUbjcV7cn83__TVA3DA7g/s1600/GV650+Stator6.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJckNu6UiiSurlvQkd_ir2eOBNyQcCh6NhGuHjTTqvKbnXkSSV8gMEZ3ekrPMI98HRWng83mOqz29nbNfOe3Ynmy25TIXXG-SxDUU9EHmuz9pl0jx2slPBKvhUbjcV7cn83__TVA3DA7g/s320/GV650+Stator6.jpg" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">GV650 Stator Replacement ESG110</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKGCnX3RUzFQVoPrAwMbr0XlvrxgBfvt5kv5kQUJC9bZZa_LOKDCjMcCFZVjj8PiO97A-bxcMAc74QSsazMU_HestvKHcw-ae86HftqsiXXs7leHfiz8oKVDJW2VVkmwv6ebotSP3zGHY/s1600/GV650+Stator7.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKGCnX3RUzFQVoPrAwMbr0XlvrxgBfvt5kv5kQUJC9bZZa_LOKDCjMcCFZVjj8PiO97A-bxcMAc74QSsazMU_HestvKHcw-ae86HftqsiXXs7leHfiz8oKVDJW2VVkmwv6ebotSP3zGHY/s320/GV650+Stator7.jpg" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">GV650 Stator Comparison</td></tr>
</tbody></table>
<br />
<ul style="text-align: left;">
<li><b>Ouside Diameter is the same</b></li>
<li><b>Inside diameter is the same</b></li>
<li><b>Screw holes are the same</b></li>
<li><span style="color: #990000;"><b>Hight is NOT the same. OEM is higher than the replacement.</b></span></li>
<li><span style="color: #990000;"><b>Cable is NOT the same. OEM cable is needed! </b></span></li>
</ul>
<br />
<br />
<div style="text-align: left;">
</div>
<h4 style="text-align: left;">
<span style="font-size: x-small;">ESG 3 PHASE Stator - Fitting</span></h4>
<span style="font-size: x-small;">
<span style="font-size: xx-small;">Applications: Universal<br />
www.electrosport.com</span></span><br />
<span style="font-size: xx-small;"> </span><span style="font-size: xx-small;"> </span><br />
<span style="font-size: xx-small;">Step 1 </span><br />
<span style="font-size: xx-small;">Disconnect the original stator wires emerging from the wiring loom. Unscrew the bolts that hold the engine cover in which the stator is mounted. Then take the cover off.<br />Step 2 </span><br />
<span style="font-size: xx-small;">If the cover is tight, use a rubber hammer to tap on the sides. Never use a screwdriver in between the joining surfaces. Sometimes you will need to get another cover off to release the original stator leads from the engine.<br />Step 3 </span><br />
<span style="font-size: xx-small;">Unscrew the three or four screws that hold the stator inside the cover. These can be a tight fit. Be careful not to damage the cover when using an impact screwdriver to loosen the screws. Also, unscrew all wiring holding clips which may be inside the cover.<br />Step 4 </span><br />
<span style="font-size: xx-small;">Look for the rubber grommet that is along the wiring harness. The three leads run through this. Cut the wires close to this grommet and pull the wires out. If you have difficulties getting the wires out, hold the grommet in hot water for a few seconds. The wires should then come out easily.<br />Step 5 </span><br />
<span style="font-size: xx-small;">Feed the new stator wires through the holes in the original grommet. Use the plastic sleeving supplied with the new stator to run the rest of the wires through. Connect the bullet connectors of the connector block to the end of the wires. Make sure you have good connections here. If in doubt, solder the new connectors to the wires. Note: When fitting a connector block, first connect the copper clips to the wires and then slide the clips into the plastic connector block.<br />Step 6 </span><br />
<span style="font-size: xx-small;">Mount the new stator inside the engine cover. Make sure you tighten the screws carefully. Use locking compound on the threads of the screws. The same goes for the clips that hold the wiring inside the cover.<br />Step 7 </span><br />
<span style="font-size: xx-small;">Make sure the grommet is in the correct position when you refit the engine cover. Also, use a new gasket to make sure it won’t leak oil.<br />Step 8 </span><br />
<span style="font-size: xx-small;">Check if the engine rotates freely. Then tighten the bolts that hold the engine cover.<br />Step 9 </span><br />
<span style="font-size: xx-small;">Connect the stator wires to the wiring loom. Note: on older Suzuki’s the wires from the stator have three different colors. This is intentionally done to cause confusion, but the output of all wires is the same. The new replacement stator has three yellow or white output wires.<br />Step 10 </span><br />
<span style="font-size: xx-small;">Start the engine and test if the charging system is working.<br /> </span><br />
<span style="font-size: xx-small;">Note:</span><br />
<span style="font-size: xx-small;">If any powder coating on the stator has a chip in it, technically it does not make a difference in the performance or operation of the part. The color Epoxy finish is for decoration only. The electrical wire insulation underneath the Epoxy is clear colored and invisible to</span><br />
<br />
<br />
<h2 style="text-align: left;">
<b style="color: #660000; font-family: Georgia,"Times New Roman",serif;">GV650 Regulator / </b><b style="color: #660000; font-family: Georgia,"Times New Roman",serif;">GV650 </b><b style="color: #660000; font-family: Georgia,"Times New Roman",serif;">Rectifier</b><span style="color: #660000; font-family: Georgia,"Times New Roman",serif; font-size: xx-small;"> </span><span style="font-size: xx-small;"><br /></span></h2>
<blockquote class="tr_bq">
<h3 style="text-align: left;">
<span style="color: #073763; font-size: small;"><b>Shindengen FH012AA Regulator / Rectifier</b></span></h3>
<div style="text-align: left;">
<span style="font-size: small;">NOTE, if you are having issues at all with your charging system, do this
upgrade. The bike is running so much better. At idle, I get 13.8
volts off the battery. At 2500 RPM I am getting 14.4 Volts off the
battery. Others who have done this upgrade state this upgrade allows
them to mount horns, extra lights, and other electrical components with
no effect on the battery or the charging system. The MOSFET FH012AA RR
provides a lot more juice and amperage to work with.</span><span style="color: #073763; font-size: small;"> </span></div>
</blockquote>
<div style="text-align: left;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://koreanbikeparts.com/media/catalog/product/cache/1/image/d61671e57b65c160bf0ab84c720098ed/p/a/pa293881.gif" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="http://koreanbikeparts.com/media/catalog/product/cache/1/image/d61671e57b65c160bf0ab84c720098ed/p/a/pa293881.gif" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="color: #073763; font-size: x-small;">GV650 </span><span style="color: #073763; font-size: x-small;">OEM Voltage Regulator</span></td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://www.racingplanetusa.com/images/products/explosion/exp_gv_650_fig24.gif" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="http://www.racingplanetusa.com/images/products/explosion/exp_gv_650_fig24.gif" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="color: #073763; font-size: x-small;">GV650 </span><span style="color: #073763; font-size: x-small;">OEM Voltage Regulator</span></td></tr>
</tbody></table>
<div style="color: black; text-align: left;">
<br /></div>
<div style="color: black; text-align: left;">
<br /></div>
<div style="color: black; text-align: left;">
<span style="color: #073763; font-size: small;">OEM Voltage Regulator </span><span class="rg_ctlv">Rectifier</span><span style="color: #073763; font-size: small;"> Hyosung </span><span style="font-size: small;"><b><span class="regular-price" id="product-price-651"><span class="price">$82.12</span></span></b></span></div>
<div style="color: black; text-align: left;">
<span style="font-size: small;">32800HN9110 </span><span style="color: #073763; font-size: small;">GV650 Carb Models</span></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<span style="color: #073763; font-size: small;"> </span><span style="font-size: xx-small;"><span style="color: #073763; font-size: small;"> </span></span></div>
<h3 style="text-align: left;">
<span style="font-size: small;"> </span></h3>
<h3 style="color: #660000; font-family: Georgia,"Times New Roman",serif; font-weight: normal; text-align: left;">
<b><span style="font-size: large;">OEM stator </span><span style="font-size: large;">replaced </span></b></h3>
<div style="text-align: left;">
<span style="font-size: small;">Links on articles from people who have replaced their OEM stator with another</span></div>
<div style="text-align: left;">
<span style="font-size: xx-small;"><span style="font-size: small;"><a href="http://korider.com/index.php?topic=18383.0" target="_blank"> Charging system upgrade</a></span></span></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
EX250 or EX500 stator<span style="font-size: xx-small;"><span style="font-size: small;"> </span></span>1992 through 2000<br />
<br />
<br />
<a href="http://www.motoelectro.gr/" target="_blank"><u>motoelectro.gr</u> </a><br />
<div style="font-weight: normal; text-align: left;">
<span style="font-size: x-small;">Ηλεκτρολόγος - Hλεκτρολογείο μοτοσυκλετών στη Θεσσαλονίκη</span></div>
</div>
</div>
</div>
<div class="blogger-post-footer">5403712581</div>Unknownnoreply@blogger.com0Θεσσαλονίκη, Ελλάδα40.6393495 22.944606440.591153500000004 22.865642400000002 40.6875455 23.0235704tag:blogger.com,1999:blog-3208122089434677126.post-6360473347745442532012-06-18T20:58:00.001+03:002013-04-04T14:52:29.711+03:00GV650 Rear Shock Absorber<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<h2 class="MsoNormal" style="text-align: left;">
</h2>
<h2 class="MsoNormal" style="text-align: left;">
<span style="font-size: large;">GV650 Suspension</span></h2>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://www.racing-planet.de/images/products/explosion/exp_gv_650_fig49.gif" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="400" src="http://www.racing-planet.de/images/products/explosion/exp_gv_650_fig49.gif" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">GV650 Rear Shock Absorber</td></tr>
</tbody></table>
<br />
<ul style="text-align: left;">
<li><span style="font-size: small;">GV650 Rear Shock Absorber </span>Piston: 36mm </li>
<li><span style="font-size: small;">GV650 Rear Shock Absorber </span>Rod: 12mm </li>
<li><span style="font-size: small;">GV650 Rear Shock Absorber </span>Length: 307mm Center to Center</li>
</ul>
<br />
<span class="product-info-label"></span>Part Number: 62100HP9500 <br />
<br />
http://www.hyosungparts.asia<br />
1 x Shock <span class="productGeneral" id="productPrices">$122.00</span><br />
<br />
<span class="productGeneral" id="productPrices">http://www.ragingparts.com</span><br />
1 x Shock <span class="pricecolor colors_productprice">$129.95</span><br />
<br />
<b><span class="pricecolor colors_productprice">http://www.richardhyosunggvgt.com</span></b><br />
<span style="color: #660000;"><b><span class="pricecolor colors_productprice">Rear Shocks Set (</span>2 x Shock<span class="pricecolor colors_productprice">): $170</span></b></span><br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjW8GMjgUynBcKDJZ-ARUwOLoBIfT9a6OM-we6snubze564mSDSghURYpITBL9NXNwqSJLgGmswe6URqSbeM7FWSW39J9qOTBDyvI6CyO69Um66-SjObvB9mmdzc7ZTsJno4y0RUhlWR6k/s1600/Rear+Shock+Absorber3.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjW8GMjgUynBcKDJZ-ARUwOLoBIfT9a6OM-we6snubze564mSDSghURYpITBL9NXNwqSJLgGmswe6URqSbeM7FWSW39J9qOTBDyvI6CyO69Um66-SjObvB9mmdzc7ZTsJno4y0RUhlWR6k/s320/Rear+Shock+Absorber3.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">GV650 Rear Shock Absorber, size 1.6cm</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsYhy2idENCVUv1QFS0dvPufi-21trW2d2Vw5gDZYiDhBgU_2GFBSbyjRkKAqUlF5ies4At_JZISmBkmuznRw48fYShYzZVAQ8BpSY2y2yPVBkKNGXAQ5JlKGPx1RT565jLMre3mDQsO0/s1600/Rear+Shock+Absorber2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsYhy2idENCVUv1QFS0dvPufi-21trW2d2Vw5gDZYiDhBgU_2GFBSbyjRkKAqUlF5ies4At_JZISmBkmuznRw48fYShYzZVAQ8BpSY2y2yPVBkKNGXAQ5JlKGPx1RT565jLMre3mDQsO0/s320/Rear+Shock+Absorber2.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">GV650 Rear Shock Absorber, inside size 1.5cm</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1qFIY6XBw9L7X1oyRA30pnBsqIIL9p-fGv_jmq3TFewS1SdRkDpa0VXyy10JktEOpcNxvrL7QCday7N89mYZXMOq_0FK9zXkPCiCWTZrap81JCy2JkFgv9y_p1pyPT8efR0CnpDfudZg/s1600/Rear+Shock+Absorber.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1qFIY6XBw9L7X1oyRA30pnBsqIIL9p-fGv_jmq3TFewS1SdRkDpa0VXyy10JktEOpcNxvrL7QCday7N89mYZXMOq_0FK9zXkPCiCWTZrap81JCy2JkFgv9y_p1pyPT8efR0CnpDfudZg/s320/Rear+Shock+Absorber.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">GV650 Rear Shock Absorber, size 2.5cm</td></tr>
</tbody></table>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMmeYw9mSjeG7avZAADOMQAVrJIVv21vEoiTMtk1KoT99sgMsxe4ZhCi9-expfmtL013DeguE9qSWuSy-ZzBzYKaFlFQbV4web82WvH0_2l3gi5ch032g0oAFXP6vUFEnVjkK3gvLpUcs/s1600/Rear+Shock+Absorber4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMmeYw9mSjeG7avZAADOMQAVrJIVv21vEoiTMtk1KoT99sgMsxe4ZhCi9-expfmtL013DeguE9qSWuSy-ZzBzYKaFlFQbV4web82WvH0_2l3gi5ch032g0oAFXP6vUFEnVjkK3gvLpUcs/s320/Rear+Shock+Absorber4.jpg" width="320" /></a></div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmhHLdLhSniipzkKenSnlhiu9rD-hNJhhyphenhyphenv9AZ18tjdpS9CvVu4Oy83teepBzwfeVD4Yge_yes4uXcgSc-t5D35FEf9Kz3vAzmephPP0Ggum5SRejjrAfimWGwB6VzF6CsOgBCp4oLVNI/s1600/Rear+Shock+Absorber5.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmhHLdLhSniipzkKenSnlhiu9rD-hNJhhyphenhyphenv9AZ18tjdpS9CvVu4Oy83teepBzwfeVD4Yge_yes4uXcgSc-t5D35FEf9Kz3vAzmephPP0Ggum5SRejjrAfimWGwB6VzF6CsOgBCp4oLVNI/s320/Rear+Shock+Absorber5.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">GV650 Rear Shock Absorber, size 307mm Center to Center</td></tr>
</tbody></table>
<br />
<h2 style="text-align: left;">
<i><span style="font-size: x-large;">Οther options</span></i></h2>
_________________________________________________________________________________<br />
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<div class="separator" style="clear: both; text-align: left;">
<a href="http://www.motonet.biz/files/goods/logo-yss.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="122" src="http://www.motonet.biz/files/goods/logo-yss.png" width="320" /></a></div>
http://www.yss.co.th<br />
<br />
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: medium none; width: 502px;">
<tbody>
<tr style="height: 2.0cm; mso-yfti-firstrow: yes; mso-yfti-irow: 0; page-break-inside: avoid;">
<td style="border: solid windowtext 1.0pt; height: 2.0cm; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 92.85pt;" width="124"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10pt;">Hyosung</span><span style="font-size: 10pt;"> </span><span style="font-size: 10pt;"> </span><br />
<span style="font-size: 10pt;">G</span><span lang="EN-US" style="font-size: 10pt;">V</span><span style="font-size: 10pt;">650</span><span style="font-size: 10pt;"> </span><span style="font-size: 10pt;"> </span><br />
<span style="font-size: 10pt;">03></span><span lang="EN-US" style="font-size: 10pt;"></span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; height: 2.0cm; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 42.5pt;" width="57"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-size: 10pt;">€</span></div>
</td>
<td style="border: 1pt solid windowtext; height: 2cm; padding: 0cm 5.4pt; width: 1cm;" width="38"><div align="center" class="MsoNormal" style="line-height: normal; margin: 0cm 5.65pt; text-align: center;">
<span style="font-size: xx-small;">Hydraulic<br />
Shock</span><span lang="EN-US" style="font-size: xx-small;"></span></div>
</td>
<td style="border: 1pt solid windowtext; height: 2cm; padding: 0cm 5.4pt; width: 1cm;" width="38"><div align="center" class="MsoNormal" style="line-height: normal; margin: 0cm 5.65pt; text-align: center;">
<span style="font-size: xx-small;">Gas<br />
Emulsion</span><span lang="EN-US" style="font-size: xx-small;"></span></div>
</td>
<td style="border: 1pt solid windowtext; height: 2cm; padding: 0cm 5.4pt; width: 1cm;" width="38"><div align="center" class="MsoNormal" style="line-height: normal; margin: 0cm 5.65pt; text-align: center;">
<span style="font-size: xx-small;">Gas
<br />
Reservoir</span></div>
</td>
<td style="border: 1pt solid windowtext; height: 2cm; padding: 0cm 5.4pt; width: 21.25pt;" width="28"><div align="center" class="MsoNormal" style="line-height: normal; margin: 0cm 5.65pt; text-align: center;">
<span style="font-size: xx-small;">Type </span></div>
</td>
<td style="border: 1pt solid windowtext; height: 2cm; padding: 0cm 5.4pt; width: 49.65pt;" width="66"><div align="center" class="MsoNormal" style="line-height: normal; margin: 0cm 5.65pt; text-align: center;">
<span style="font-size: xx-small;">Length</span><br />
<span style="font-size: xx-small;">mm </span><span lang="EN-US" style="font-size: xx-small;"></span></div>
</td>
<td style="border: 1pt solid windowtext; height: 2cm; padding: 0cm 5.4pt; width: 42.5pt;" width="57"><div align="center" class="MsoNormal" style="line-height: normal; margin: 0cm 5.65pt; text-align: center;">
<span style="font-size: xx-small;">Piston</span><br />
<span style="font-size: xx-small;">mm </span></div>
</td>
<td style="border: 1pt solid windowtext; height: 2cm; padding: 0cm 5.4pt; width: 42.55pt;" width="57"><div align="center" class="MsoNormal" style="line-height: normal; margin: 0cm 5.65pt; text-align: center;">
<span style="font-size: xx-small;">Rod</span><br />
<span style="font-size: xx-small;">mm </span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 92.85pt;" width="124"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10pt;"><span style="color: blue;">RD222</span><span style="color: blue;"> </span><span style="color: blue;"><br />300P-07</span></span><span lang="EN-US" style="font-size: 10pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-size: 8pt;">Hydraulic </span><br />
<span lang="EN-US" style="font-size: 8pt;">twin shock kit,</span><br />
<span lang="EN-US" style="font-size: 8pt;">step preload,</span><br />
<span lang="EN-US" style="font-size: 8pt;">black spring</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 42.5pt;" width="57"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-size: 10pt;">€</span><span lang="EN-US" style="font-size: 10pt;">170</span><span lang="EN-US" style="font-size: 10pt;"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 1.0cm;" width="38"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US" style="font-size: 10pt;">●</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 1.0cm;" width="38"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 1.0cm;" width="38"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.25pt;" width="28"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-size: 10pt;">TS</span><span lang="EN-US" style="font-size: 10pt;"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.65pt;" width="66"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-size: 10pt;">300</span><span lang="EN-US" style="font-size: 10pt;"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 42.5pt;" width="57"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US" style="font-size: 10pt;">22</span><span style="font-size: 10pt;"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 42.55pt;" width="57"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-size: 10pt;">12</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 92.85pt;" width="124"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10pt;"><span style="color: blue;">RE302</span><span style="color: blue;"> </span><span style="color: blue;"><br />300T-07</span></span><span lang="EN-US" style="font-size: 10pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-size: 8pt;">Twin </span><br />
<span lang="EN-US" style="font-size: 8pt;"> shock kit, </span><br />
<span lang="EN-US" style="font-size: 8pt;">thread preload</span><span lang="EN-US" style="font-size: 10pt;"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 42.5pt;" width="57"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-size: 10pt;">€</span><span lang="EN-US" style="font-size: 10pt;">300</span><span lang="EN-US" style="font-size: 10pt;"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 1.0cm;" width="38"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 1.0cm;" width="38"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US" style="font-size: 10pt;">●</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 1.0cm;" width="38"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.25pt;" width="28"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-size: 10pt;">TS</span><span lang="EN-US" style="font-size: 10pt;"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.65pt;" width="66"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-size: 10pt;">300</span><span lang="EN-US" style="font-size: 10pt;"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 42.5pt;" width="57"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-size: 10pt;">36</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 42.55pt;" width="57"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-size: 10pt;">12</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 92.85pt;" width="124"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10pt;"><span style="color: blue;">RG362</span><span style="color: blue;"> </span><span style="color: blue;">300TRCL-07</span></span><span lang="EN-US" style="font-size: 10pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-size: 8pt;">Twin </span><br />
<span lang="EN-US" style="font-size: 8pt;">shock kit</span><br />
<span lang="EN-US" style="font-size: 8pt;">with piggyback,</span><br />
<span lang="EN-US" style="font-size: 8pt;">thread preload</span><br />
<span lang="EN-US" style="font-size: 8pt;">and compression </span><br />
<span lang="EN-US" style="font-size: 8pt;">/rebound adj.</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 42.5pt;" width="57"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-size: 10pt;">€</span><span lang="EN-US" style="font-size: 10pt;">700</span><span lang="EN-US" style="font-size: 10pt;"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 1.0cm;" width="38"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 1.0cm;" width="38"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 1.0cm;" width="38"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US" style="font-size: 10pt;">●</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.25pt;" width="28"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-size: 10pt;">TS</span><span lang="EN-US" style="font-size: 10pt;"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.65pt;" width="66"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-size: 10pt;">300</span><span lang="EN-US" style="font-size: 10pt;"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 42.5pt;" width="57"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-size: 10pt;">36</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 42.55pt;" width="57"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-size: 10pt;">12</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 92.85pt;" width="124"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 10pt;"><span style="color: blue;">RZ362</span><span style="color: blue;"> </span><span style="color: blue;">300TRL-07</span></span><span lang="EN-US" style="font-size: 10pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-size: 8pt;">Twin </span><br />
<span lang="EN-US" style="font-size: 8pt;">shock kit</span><br />
<span lang="EN-US" style="font-size: 8pt;">thread preload</span><br />
<span lang="EN-US" style="font-size: 8pt;">length and </span><br />
<span lang="EN-US" style="font-size: 8pt;">rebound adj.</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 42.5pt;" width="57"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-size: 10pt;">€</span><span lang="EN-US" style="font-size: 10pt;">480</span><span lang="EN-US" style="font-size: 10pt;"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 1.0cm;" width="38"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 1.0cm;" width="38"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US" style="font-size: 10pt;">●</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 1.0cm;" width="38"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.25pt;" width="28"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-size: 10pt;">TS</span><span lang="EN-US" style="font-size: 10pt;"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.65pt;" width="66"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-size: 10pt;">300</span><span lang="EN-US" style="font-size: 10pt;"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 42.5pt;" width="57"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-size: 10pt;">36</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 42.55pt;" width="57"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-size: 10pt;">12</span></div>
</td>
</tr>
</tbody></table>
http://www.motonet.biz/<br />
<br />
<table align="center" border="0" cellpadding="0" cellspacing="0"><tbody>
<tr><td width="29%"><br /></td>
<td width="71%"><span class="style33"><br />
G-362 TRCL - Reservoir Piggy Back Gas Shock Absorber</span></td>
</tr>
<tr>
<td valign="top"><table align="left" border="0" cellpadding="0" cellspacing="0" style="width: 200px;">
<tbody>
<tr>
<td width="250"><div align="center">
<img height="120" src="http://www.yss.co.th/image/series/G362-TRCL-O-small.jpg" width="75" /><br />
<a href="http://www.blogger.com/blogger.g?blogID=3208122089434677126"> <img border="0" height="16" src="http://www.yss.co.th/image/enlarge_icon_eng.gif" width="53" /></a></div>
</td>
<td width="250"><div align="center">
<img height="120" src="http://www.yss.co.th/image/series/G362-TRCL-U-small.jpg" width="75" /><br />
<a href="http://www.blogger.com/blogger.g?blogID=3208122089434677126"> <img border="0" height="16" src="http://www.yss.co.th/image/enlarge_icon_eng.gif" width="53" /></a></div>
</td>
</tr>
</tbody></table>
</td>
<td><table border="0" cellpadding="1" cellspacing="0" class="sidegrid_grey_content">
<tbody>
<tr>
<td bgcolor="ffffff" class="style21" colspan="3" height="15" valign="middle" width="100%"><table border="0" cellpadding="1" cellspacing="0">
<tbody>
<tr>
<td bgcolor="#A80000" class="style21 style34"> Description </td>
</tr>
</tbody></table>
</td>
</tr>
<tr>
<td><table border="0" cellpadding="1" cellspacing="1">
<tbody>
<tr>
<td class="style26" height="10" valign="top" width="10%"><div align="right" class="style34">
Lengths : </div>
</td>
<td class="style24 style34" height="10" valign="top" width="1%"></td>
<td class="style24 style34" height="10" valign="top" width="89%">260 - 420 mm.</td>
</tr>
<tr>
<td class="style26" height="10" valign="top"><div align="right" class="style34">
<b>Type :</b></div>
</td>
<td class="style24 style34" height="10"></td>
<td class="style24" height="10"><div class="style34">
Self Adjusting Gas Shock with Piggy Back Reservoir.</div>
</td>
</tr>
<tr>
<td class="style26" height="10" valign="top"><div align="right" class="style34">
<b>Features :</b></div>
</td>
<td class="style24 style34" height="10"></td>
<td class="style24 style34" height="10"><img border="0" height="9" src="http://www.yss.co.th/image/light_arrow_right.gif" width="6" /> Pre-Load Adjustment. <br />
<span class="style34"><img border="0" height="9" src="http://www.yss.co.th/image/light_arrow_right.gif" width="6" /> Rebound Adjustment 60 Clicks or New Concept 9 Click (Soft, Medium,Hard). </span> <br />
<img border="0" height="9" src="http://www.yss.co.th/image/light_arrow_right.gif" width="6" /> <span class="style34">New concept with 3 steps of Soft,Medium, Hard</span>.<br />
<img border="0" height="9" src="http://www.yss.co.th/image/light_arrow_right.gif" width="6" /> Long Life Seal Block.<br />
<img border="0" height="9" src="http://www.yss.co.th/image/light_arrow_right.gif" width="6" /> <span class="style34">50 Micon Steel Bore, 36 mm. Sinter Piston and 12 mm. Heat Treated Hard Chrome Low Friction Shaft.</span><br />
<img border="0" height="9" src="http://www.yss.co.th/image/light_arrow_right.gif" width="6" /> Eyelets, Fork and Spring rates model specific or customized. (Length Adjustable is Standard).</td>
</tr>
<tr>
<td class="style26" height="10" valign="top"><div align="right" class="style34">
<b>Application:</b></div>
</td>
<td class="style24 style34" height="10"></td>
<td class="style24" height="10"><div align="left" class="style34">
RACING ON and OFFROAD for MOTORBIKES,QUADS and PITBIKES.</div>
</td>
</tr>
<tr>
<td class="style26" height="10"><div align="right" class="style34">
<b>Category :</b></div>
</td>
<td class="style24 style34" height="10"></td>
<td class="style24 style34" height="10">Stereo and Mono.</td></tr>
</tbody></table>
</td></tr>
</tbody></table>
</td></tr>
</tbody></table>
<br />
<table align="center" border="0" cellpadding="0" cellspacing="0"><tbody>
<tr><td width="69%"><span class="style33">Z-362 TRL -<b> Emulsion Gas Shock Absorber <br />
<br />
</b></span></td>
</tr>
<tr>
<td valign="top"><table align="center" border="0" cellpadding="0" cellspacing="0" style="width: 200px;">
<tbody>
<tr>
<td width="250"><div align="center">
<img height="120" src="http://www.yss.co.th/image/series/Z-362-TRL-O-small.gif" width="75" /><br />
<a href="http://www.blogger.com/blogger.g?blogID=3208122089434677126"> <img border="0" height="16" src="http://www.yss.co.th/image/enlarge_icon_eng.gif" width="53" /></a></div>
</td>
<td width="250"><div align="center">
<br />
<a href="http://www.blogger.com/blogger.g?blogID=3208122089434677126"> </a></div>
</td>
</tr>
</tbody></table>
</td>
<td><table border="0" cellpadding="1" cellspacing="0" class="sidegrid_grey_content">
<tbody>
<tr>
<td bgcolor="ffffff" class="style21" colspan="3" height="15" valign="middle" width="100%"><table border="0" cellpadding="1" cellspacing="0">
<tbody>
<tr>
<td bgcolor="#CC0000" class="style21 style34"> Description </td>
</tr>
</tbody></table>
</td>
</tr>
<tr>
<td><table border="0" cellpadding="1" cellspacing="1">
<tbody>
<tr>
<td class="style26" height="10" valign="top"><div align="right" class="style34">
Lengths : </div>
</td>
<td class="style24 style34" height="10" valign="top"></td>
<td class="style24 style34" height="10" valign="top">260 - 420 mm.</td>
</tr>
<tr>
<td class="style26" height="10" width="7%"><div align="right" class="style34">
<b>Type :</b></div>
</td>
<td class="style24 style34" height="10" width="1%"></td>
<td class="style24 style34" height="10" width="92%">Self Adjusting Emulsion Gas Shock.</td>
</tr>
<tr>
<td class="style26" height="10" valign="top"><div align="right" class="style34">
<b>Features :</b></div>
</td>
<td class="style24 style34" height="10"></td>
<td class="style24 style34" height="10"><img border="0" height="9" src="http://www.yss.co.th/image/light_arrow_right.gif" width="6" /> Pre-Load Adjustment. <br />
<span class="style34"><img border="0" height="9" src="http://www.yss.co.th/image/light_arrow_right.gif" width="6" /> Rebound Adjustment 60 Clicks or New Concept 9 Click (Soft, Medium,Hard). </span> <br />
<img border="0" height="9" src="http://www.yss.co.th/image/light_arrow_right.gif" width="6" /> Long Life Seal Block.<br />
<img border="0" height="9" src="http://www.yss.co.th/image/light_arrow_right.gif" width="6" /> <span class="style34">50 Micon Steel Bore, 36 mm. Sinter Piston and 12 mm. Heat Treated Hard Chrome Low Friction Shaft.</span><br />
<img border="0" height="9" src="http://www.yss.co.th/image/light_arrow_right.gif" width="6" /> Eyelets, Fork and Spring rates model specific or customized. (Length Adjustable is Standard).</td>
</tr>
<tr>
<td class="style26" height="10" valign="top"><div align="right" class="style34">
<b>Application:</b></div>
</td>
<td class="style24 style34" height="10"></td>
<td class="style24" height="10"><div align="left" class="style34">
RACING ON and OFFROAD for MOTORBIKES,QUADS and PITBIKES.</div>
</td>
</tr>
<tr>
<td class="style26" height="10"><div align="right" class="style34">
<b>Category :</b></div>
</td>
<td class="style24 style34" height="10"></td>
<td class="style24 style34" height="10">Stereo and Mono.</td></tr>
</tbody></table>
</td></tr>
</tbody></table>
</td></tr>
</tbody></table>
<span class="style27"><span class="style27"><span class="style27"><span class="style27"><span class="style27"></span></span></span></span></span><br />
<span class="style27"><span class="style27"><span class="style27">
</span></span></span>
<br />
<table border="1" cellpadding="0" cellspacing="0" style="border-bottom-style: none; border: none;"></table>
<br />
<h2 class="MsoNormal" style="text-align: left;">
<span style="font-size: large;">GV650 Suspension</span></h2>
<table border="1" cellpadding="0" cellspacing="0" style="border: medium none;"></table>
http://www.ikonsuspension.com/<br />
<table border="1" cellpadding="0" cellspacing="0" style="border: medium none;"></table>
<span style="font-size: large;">€</span><span lang="EN-US" style="font-size: large;">460</span><br />
<table cellpadding="0" cellspacing="0"><tbody>
<tr><td valign="bottom" width="116">Aquila GV650</td>
<td valign="bottom" width="48">05-12</td>
<td valign="bottom" width="84">7610-1634</td>
<td valign="bottom" width="90">7610-1634SP8</td></tr>
</tbody></table>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
<b>Chrome body, chrome spring, chrome cap</b></div>
<div class="separator" style="clear: both; text-align: left;">
<a href="http://www.zietech.de/images/produkte/i45/456297.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="234" src="http://www.zietech.de/images/produkte/i45/456297.jpg" width="320" /> </a></div>
<br />
<br />
<table border="0" cellpadding="0" cellspacing="0" style="width: 332px;"><colgroup><col style="mso-width-alt: 7716; mso-width-source: userset; width: 158pt;" width="211"></col>
<col style="mso-width-alt: 4425; mso-width-source: userset; width: 91pt;" width="121"></col>
</colgroup><tbody>
<tr height="20" style="height: 15.0pt;">
<td class="xl63" height="20" style="height: 15pt; text-align: right; width: 158pt;" width="211">Part
Number</td>
<td class="xl63" style="text-align: right; width: 91pt;" width="121">7610 1634(SP8) </td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl63" height="20" style="height: 15pt; text-align: right;">Body mtg</td>
<td class="xl63" style="text-align: right;">2</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl63" height="20" style="height: 15pt; text-align: right;">Lmax c/c mm</td>
<td class="xl63" style="text-align: right;">304</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl63" height="20" style="height: 15pt; text-align: right;">Lmax c/c inches</td>
<td class="xl63" style="text-align: right;">11.97 </td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl63" height="20" style="height: 15pt; text-align: right;">Lmin bump mm</td>
<td class="xl63" style="text-align: right;">238</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl63" height="20" style="height: 15pt; text-align: right;">Lmin bump inches</td>
<td class="xl63" style="text-align: right;">9.37 </td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl64" height="20" style="height: 15pt; text-align: right; width: 158pt;" width="211">Travel
mm to bump stop</td>
<td class="xl63" style="text-align: right;">66</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl64" height="20" style="height: 15pt; text-align: right; width: 158pt;" width="211">Travel
inches to bump stop</td>
<td class="xl63" style="text-align: right;">2.60</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl63" height="20" style="height: 15pt; text-align: right;">S</td>
<td class="xl63" style="text-align: right;">215</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl63" height="20" style="height: 15pt; text-align: right;"><i>Attachment Part Number</i></td>
<td class="xl63" style="text-align: right;"><br /></td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl63" height="20" style="height: 15pt; text-align: right;">Top</td>
<td class="xl63" style="text-align: right;">70 52 25 022 0 </td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl63" height="20" style="height: 15pt; text-align: right;">Bottom</td>
<td class="xl63" style="text-align: right;">70 52 25 022 0 </td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl63" height="20" style="height: 15pt; text-align: right;">Steel Sleeve Part Number</td>
<td class="xl63" style="text-align: right;">70 52 11 508 0 (x1) </td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl63" height="20" style="height: 15pt; text-align: right;">Spring (if fitted)</td>
<td class="xl63" style="text-align: right;">235-26/34/43(CH)</td>
</tr>
</tbody></table>
<br />
<div style="text-align: left;">
<br />
Note:<br />
Lmax c/c<br />
Maximum length, centre to centre (centre of top eye to centre of bottom eye or bolt/hole in fork).<br />
<br />
Lmin bump<br />
Mimimum length, to initial bump stop contact (taken centre to centre, as above).<br />
N.B. To obtain travel, subtract Lmin from Lmax.<br />
<br />
S<br />
Maximum length between spring seats (therefore shock fully open and lower spring seat in lowest position).<br />
<br />
<br /></div>
<div style="text-align: left;">
<br />
<br />
http://www.progressivesuspension.com/<br />
<img alt="http://www.progressivesuspension.com/images/chattoplogo3.jpg" src="http://www.progressivesuspension.com/images/chattoplogo3.jpg" /></div>
<div style="text-align: left;">
<br />
<br />
<b> http://www.fournales.fr/</b><br />
<img alt="http://www.fournales.fr/include/images/banniere.jpg" src="http://www.fournales.fr/include/images/banniere.jpg" /><b> </b><br />
<br />
<b> http://www.wilbers.de</b><br />
<img alt="http://www.wilbers.de/images/titel_internet2.jpg" src="http://www.wilbers.de/images/titel_internet2.jpg" /><b> </b><br />
<b>http://www.hagon-shocks.co.uk/</b><br />
<img alt="http://www.hagon-shocks.co.uk/assets/common/themes/hstemplate/images/logo.png" src="http://www.hagon-shocks.co.uk/assets/common/themes/hstemplate/images/logo.png" /><b> </b><br />
<br />
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</b><br />
<div class="MsoNormal">
<b><span style="font-family: "Trebuchet MS",sans-serif;"><b><span lang="EN-US" style="font-size: 13.5pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Basic Unit Specifications For Hagon Twin Shocks</span></b></span></b></div>
<b>
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<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 87.3pt;" width="116"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Trebuchet MS",sans-serif;"><b><span style="font-size: 7.5pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Damper Unit Lengths</span></b><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"></span></span></div>
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<td colspan="4" style="padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 11.0cm;" width="416"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Trebuchet MS",sans-serif;"><b><span style="font-size: 7.5pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Damping
Rates/Springs</span></b><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"></span></span></div>
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<td style="padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 87.3pt;" width="116"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="font-family: "Trebuchet MS",sans-serif;"><b><span lang="EN-US" style="font-size: 7.5pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Extended Length </span></b></span></div>
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="font-family: "Trebuchet MS",sans-serif;"><b><span lang="EN-US" style="font-size: 10.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">300mm</span></b><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"></span></span></div>
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="font-family: "Trebuchet MS",sans-serif;"><b><span lang="EN-US" style="font-size: 7.5pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Compressed Length </span></b></span></div>
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="font-family: "Trebuchet MS",sans-serif;"><b><span lang="EN-US" style="font-size: 10.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">220mm</span></b><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"></span></span></div>
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="font-family: "Trebuchet MS",sans-serif;"><b><span lang="EN-US" style="font-size: 7.5pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">Maximum Spring Length</span></b></span></div>
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="font-family: "Trebuchet MS",sans-serif;"><b><span lang="EN-US" style="font-size: 10.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">200mm</span></b><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"></span></span></div>
</td>
<td style="padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 78.0pt;" width="104"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Trebuchet MS",sans-serif;"><b><span lang="EN-US" style="color: #ffc000; font-size: 7.5pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">SOFT</span></b><b><span lang="EN-US" style="font-size: 7.5pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"><br />
DAMPING #3<br />
Available Spring Rates<br />
10,12,14,16 kg/cm </span></b><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"></span></span></div>
</td>
<td style="padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 77.95pt;" width="104"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Trebuchet MS",sans-serif;"><b><span lang="EN-US" style="color: #e46c0a; font-size: 7.5pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #E46C0A; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: accent6; mso-themecolor: accent6; mso-themeshade: 191;">MEDIUM</span></b><b><span lang="EN-US" style="font-size: 7.5pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"><br />
DAMPING #5<br />
<span style="mso-spacerun: yes;"> </span>Available Spring Rates <br />
18 OR 20 <span style="mso-spacerun: yes;"> </span>kg/cm</span></b><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"></span></span></div>
</td>
<td style="padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 77.95pt;" width="104"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Trebuchet MS",sans-serif;"><b><span lang="EN-US" style="color: red; font-size: 7.5pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">HARD</span></b><b><span lang="EN-US" style="font-size: 7.5pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"><br />
DAMPING #6<br />
<span style="mso-spacerun: yes;"> </span>Available Spring Rates <br />
23 OR 26 <span style="mso-spacerun: yes;"> </span>kg/cm</span></b><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"></span></span></div>
</td>
<td style="padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 77.95pt;" width="104"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Trebuchet MS",sans-serif;"><b><span lang="EN-US" style="color: #c00000; font-size: 7.5pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;">EXTRA HARD</span></b><b><span lang="EN-US" style="font-size: 7.5pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"><br />
DAMPING #7<br />
<span style="mso-spacerun: yes;"> </span>Available Spring Rates <br />
30 OR 35 <span style="mso-spacerun: yes;"> </span>kg/cm</span></b></span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EL;"></span></div>
</td>
</tr>
</tbody></table>
</b><br />
<div class="MsoNormal">
<b><br /></b></div>
<b>
<div class="MsoNormal">
<span style="font-family: "Trebuchet MS",sans-serif;"><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="font-size: x-small;">Όλοι οι τύποι των Twinshocks έρχονται με άξονα από 12-18mm </span></span></span></div>
<div class="MsoNormal">
<span style="font-family: "Trebuchet MS",sans-serif;"><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="font-size: x-small;">και περιλαμβάνουν ρυθμίσεις ανάλογα με τον τύπο του
αμορτισέρ και της μοτοσυκλέτας, </span></span></span></div>
<div class="MsoNormal">
<span style="font-family: "Trebuchet MS",sans-serif;"><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="font-size: x-small;">προφόρτισης ελατηρίου, </span></span></span></div>
<div class="MsoNormal">
<span style="font-family: "Trebuchet MS",sans-serif;"><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="font-size: x-small;">απόσβεση συμπίεσης και </span></span></span></div>
<div class="MsoNormal">
<span style="font-family: "Trebuchet MS",sans-serif;"><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="font-size: x-small;">απόσβεση επαναφοράς </span></span></span></div>
<div class="MsoNormal">
<span style="font-family: "Trebuchet MS",sans-serif;"><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="font-size: x-small;">προσφέροντας έτσι
μια μεγάλη γκάμα ρυθμίσεων που προσαρμόζονται στο στυλ
οδήγησης που θα επιλέξετε.</span></span></span></div>
</b><span style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: x-small;">Τα
Twinshocks της Hagon είναι αζώτου-λαδιού </span></span><br />
<span style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: x-small;">και καλύπτονται από
2 χρόνια εγγύηση </span></span><br />
<span style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: x-small;">για απεριόριστα χιλιόμετρα </span></span><br />
<span style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: x-small;">με τιμές που
ξεκινάνε από 145 ευρώ. </span></span><br />
<b></b><br />
<div class="MsoNormal">
<b><br /></b></div>
<b>
<div class="MsoNormal">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img border="0" height="165" src="http://hagon.gr/images/dwal_road.jpg" style="margin-left: auto; margin-right: auto;" width="207" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: arial; font-size: x-small;">Hagon Road shocks - Type
A</span><br />
<span style="font-family: arial; font-size: x-small;"><span style="font-size: x-small;">
Shown L to R: Standard, Half Chrome Shroud, Full Chrome Shroud, Classic
Shroud, Standard</span> </span></td></tr>
</tbody></table>
</b><b><div class="MsoNormal">
<span style="font-family: "Trebuchet MS",sans-serif;"><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="font-size: x-small;"> </span></span></span></div>
</b><br />
<h4>
<b><span style="font-family: arial; font-size: x-small;">Hagon Road shocks - Type
A</span></b></h4>
<div style="text-align: left;">
<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">These feature black body, choice of chrome or black
springs with quadrate progressive action (except 30, 35 40 & 45kg/cm)
adjustable by conventional stepped cam ring. Double sealed nitrogen
cell, automatic compression & rebound damping control with enclosed hard
chrome piston rod. Supplied in complete pairs with spring adjuster
spanner. </span></span></div>
<div style="text-align: left;">
<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">
</span></span></div>
<span style="font-size: x-small;">
</span></div>
<div style="text-align: left;">
<br />
<br />
<span style="font-family: "Trebuchet MS",sans-serif;"><b></b></span><br />
<div class="MsoNormal">
<br /></div>
<b>
</b><br />
<br />
<br />
<br />
<br />
<b>http://www.ikonsuspension.com/</b><br />
<img alt="Some of the Ikon Suspension range of Shock Absorbers" border="0" height="238" src="http://www.ikonsuspension.com/images/ikon-product-family-photo.jpg" title="Some of the Ikon Suspension range of Shock Absorbers" width="480" /><b> </b><br />
<b> </b><b> </b><br />
<b> </b> </div>
<div style="text-align: left;">
</div>
<table border="1" cellpadding="0" cellspacing="0" style="border: medium none;"></table>
</div>
<div class="blogger-post-footer">5403712581</div>Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-3208122089434677126.post-51390223137030825542012-02-13T17:07:00.002+02:002012-02-15T12:50:20.060+02:00Hyosung Aquila Tshirt 11155<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTAzwyqexXnzlJogbejgLQmtUR0YPZSYELVrqNrJqqeKQDtePbzrEVtnMMpAVNCSEu-9LoraNwW4y18IIQZH_BI_YHOHUiB3ioxGAJF1d1swQ1ER4t4gC3hSpG_oSBpFjU7mLv2kWPoAQ/s1600/9208-Cropweb.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTAzwyqexXnzlJogbejgLQmtUR0YPZSYELVrqNrJqqeKQDtePbzrEVtnMMpAVNCSEu-9LoraNwW4y18IIQZH_BI_YHOHUiB3ioxGAJF1d1swQ1ER4t4gC3hSpG_oSBpFjU7mLv2kWPoAQ/s320/9208-Cropweb.jpg" width="271" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Hyosung Aquila Tshirt 11155</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVUS36dBmMBlexRCxhwwo6VL5Le_gRCJPOFQrCwr6MLYlKTGJBaz7DGXI8XLWZMzkfYaNDy12ZpcZ7mxwtFdYhI0_esxs8bLHnUyPzUu1IulSlh54_ChwTsLzsvkT1fczwbdTevM7odzI/s1600/3226-Tshirt.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVUS36dBmMBlexRCxhwwo6VL5Le_gRCJPOFQrCwr6MLYlKTGJBaz7DGXI8XLWZMzkfYaNDy12ZpcZ7mxwtFdYhI0_esxs8bLHnUyPzUu1IulSlh54_ChwTsLzsvkT1fczwbdTevM7odzI/s400/3226-Tshirt.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Hyosung Aquila Tshirt 11155</td></tr>
</tbody></table>
<br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Master 11155
Men's Deep V-Neck Tee-Shirt</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<b><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Quality</span></b><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt;">: <b>150 Jersey </b>• 100% Semi-Combed Cotton • Reinforcing Tape at Neck
</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<b><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Style</span></b><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt;">: <b>Trendy</b> Cut and Sewn - Deep V-Neck Rib Collar </span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<b><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt;">S M L XL XXL</span></b><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div>
<br />
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<img alt="" 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2012 Aquila GV650 Progress<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghDD0uXRCHy-EUiRS6v3f0UB1ggaABbaPia6_Cc-vLGm-ahsq68YYNw_g1yyxC4wBk-9uPcr-J3xABiC-a6NIJCv-MUxQ_oO_5fAwsc-Nsv_DpkUZcNzwpDI6YP5u1162BdB4GwF48YI0/s1600/2012+Aquila+GV650+Progress.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghDD0uXRCHy-EUiRS6v3f0UB1ggaABbaPia6_Cc-vLGm-ahsq68YYNw_g1yyxC4wBk-9uPcr-J3xABiC-a6NIJCv-MUxQ_oO_5fAwsc-Nsv_DpkUZcNzwpDI6YP5u1162BdB4GwF48YI0/s320/2012+Aquila+GV650+Progress.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">2012 Aquila GV650 Progress</td></tr>
</tbody></table>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjt2XFZAbHi8aj7PKaPfxv34Ct_rhhpaTuLsVs06LzaWOT4m0DFJxQZoXR_MoZ4LI-eZbYn5K2e9QceuC0ZlWpiwq0Dwa1tVVPOHLRnPq3Hirp9ggf4nxvFj_PUzsEpEgi-d0iFM_UYhOc/s1600/2012+Aquila+GV650+Progress2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjt2XFZAbHi8aj7PKaPfxv34Ct_rhhpaTuLsVs06LzaWOT4m0DFJxQZoXR_MoZ4LI-eZbYn5K2e9QceuC0ZlWpiwq0Dwa1tVVPOHLRnPq3Hirp9ggf4nxvFj_PUzsEpEgi-d0iFM_UYhOc/s320/2012+Aquila+GV650+Progress2.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">2012 Aquila GV650 Progress</td></tr>
</tbody></table>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMMAojHgNRnHbPGQKNkPL3jWvP12_ckEqak1Fir6dNl6EYpFSy4QsizcyzP80hOorMO_3VFzMMKpHW7W4XtxIKe7xVwxwD5_60yZA9mLfJMk9PCHjc2m8EiU-ZjcP3GoVV8nwrKPjbWu8/s1600/2012+Aquila+GV650+Progress3.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMMAojHgNRnHbPGQKNkPL3jWvP12_ckEqak1Fir6dNl6EYpFSy4QsizcyzP80hOorMO_3VFzMMKpHW7W4XtxIKe7xVwxwD5_60yZA9mLfJMk9PCHjc2m8EiU-ZjcP3GoVV8nwrKPjbWu8/s320/2012+Aquila+GV650+Progress3.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">2012 Aquila GV650 Progress</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaibc001E4fruq5CUSuwkFU8GioDIYFkP7Q68Lv5Xt4y0e3nkOSDqv6vgpxf9WD_zOTic5fhVXFZ5W1JTVUC9mcJin4ueZn5cSbVzowNoM0d7ov_DUsA4T8VIQviw6WbfjyI8bG6uZ2B0/s1600/2012+Aquila+GV650+Progress4.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaibc001E4fruq5CUSuwkFU8GioDIYFkP7Q68Lv5Xt4y0e3nkOSDqv6vgpxf9WD_zOTic5fhVXFZ5W1JTVUC9mcJin4ueZn5cSbVzowNoM0d7ov_DUsA4T8VIQviw6WbfjyI8bG6uZ2B0/s320/2012+Aquila+GV650+Progress4.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">2012 Aquila GV650 Progress</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-G2A0o5wswYH1ASrBwxBLoaKpM6i7MCZK9CImBxM5Uf_oahh7wmxzPe4ut0JoS5vY2z6ail8WQuBXcM1PbZX4kJv8lsi3Emst0nJNxkm7fIpyR6z_rqOnqAYjCiWSAAbb8Es1TbcSVvw/s1600/2012+Aquila+GV650+Progress5.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-G2A0o5wswYH1ASrBwxBLoaKpM6i7MCZK9CImBxM5Uf_oahh7wmxzPe4ut0JoS5vY2z6ail8WQuBXcM1PbZX4kJv8lsi3Emst0nJNxkm7fIpyR6z_rqOnqAYjCiWSAAbb8Es1TbcSVvw/s320/2012+Aquila+GV650+Progress5.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">2012 Aquila GV650 Progress</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhj3QD9kNWsXtTpgKzpQiLHOpnGApQXW-oFfq53CU3MNrVkU1H22zr3_KItCoFYJC0NyDkUgdXxIpnwRiUcoXYb3aGANmh6vMSGglT1hAK7JW_FP0RVZxe5E3kFsRgjypBzWNKPo5wkle4/s1600/2012+Aquila+GV650+Progress6.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhj3QD9kNWsXtTpgKzpQiLHOpnGApQXW-oFfq53CU3MNrVkU1H22zr3_KItCoFYJC0NyDkUgdXxIpnwRiUcoXYb3aGANmh6vMSGglT1hAK7JW_FP0RVZxe5E3kFsRgjypBzWNKPo5wkle4/s320/2012+Aquila+GV650+Progress6.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">2012 Aquila GV650 Progress</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiyCf1nDgiBUwayxKEiMMYWxY-vCTJ5Ruxk3h66yXKGpyOkHk3RnLKhNQrdyfAM9npRnkdkc_soWzP7VozYN7MX_-NNQ7M5QPcydpE1Enw3AjwKmjOiumikj7CbBP2KXFjt0CPJOWjnNw/s1600/2012+Aquila+GV650+Progress7.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiyCf1nDgiBUwayxKEiMMYWxY-vCTJ5Ruxk3h66yXKGpyOkHk3RnLKhNQrdyfAM9npRnkdkc_soWzP7VozYN7MX_-NNQ7M5QPcydpE1Enw3AjwKmjOiumikj7CbBP2KXFjt0CPJOWjnNw/s320/2012+Aquila+GV650+Progress7.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">2012 Aquila GV650 Progress</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSeXSlo77Wiec90j2Ks_HlFAhAHdF4eX9wYUFKxn5uRpO_BwRABJYOqk3ZZiJmGTIhAppoZ5B6ilqn2ikdwFs1yzGlm4V-ehetZCQOUj3IBdMBAvW7CcQ2FpNHILwnFY1E-CtQHuSRVmU/s1600/2012+Aquila+GV650+Progress8.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSeXSlo77Wiec90j2Ks_HlFAhAHdF4eX9wYUFKxn5uRpO_BwRABJYOqk3ZZiJmGTIhAppoZ5B6ilqn2ikdwFs1yzGlm4V-ehetZCQOUj3IBdMBAvW7CcQ2FpNHILwnFY1E-CtQHuSRVmU/s320/2012+Aquila+GV650+Progress8.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">2012 Aquila GV650 Progress</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlVD4sG3WANfSZemJnhxtF-p3_zkM81-nyl1_WKjYErFFSOjmzGLPflNXcPeA0JI2a8XCdh5zBGiUJRgN7qt6G1bUHY4YmX2vZ1n3m0yuZRfwJQrhbeAVUtXnULY4Cg7-isl1puuYIHZE/s1600/2012+Aquila+GV650+Progress9.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlVD4sG3WANfSZemJnhxtF-p3_zkM81-nyl1_WKjYErFFSOjmzGLPflNXcPeA0JI2a8XCdh5zBGiUJRgN7qt6G1bUHY4YmX2vZ1n3m0yuZRfwJQrhbeAVUtXnULY4Cg7-isl1puuYIHZE/s320/2012+Aquila+GV650+Progress9.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">2012 Aquila GV650 Progress</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzsp3ApL3hkwYLME3zXydm3cSwaHM26a-54paYwrKb3drfl9KQISsFWNDPQgbDj4PF0PAJadv2IvglpyBBMOiRb0WB4ALVkhm_hWjQUHfvAdEgYe92EcLjh5vfldQUeo4c0xUf-9CZneY/s1600/2012+Aquila+GV650+Progress10.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzsp3ApL3hkwYLME3zXydm3cSwaHM26a-54paYwrKb3drfl9KQISsFWNDPQgbDj4PF0PAJadv2IvglpyBBMOiRb0WB4ALVkhm_hWjQUHfvAdEgYe92EcLjh5vfldQUeo4c0xUf-9CZneY/s320/2012+Aquila+GV650+Progress10.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">2012 Aquila GV650 Progress</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWQdOgps5MF50ZPxqFh0NAY7OLeqdg5FVERgqd5bgGUvjp4YwxBca-Rayf85TbP1be8vK8F1mg-2rd5z7sJ7AveZgf8j2Nshue2ApmQatOmU38JxixYjKsuYy-7LqWwxa1JJVzOb1rlKQ/s1600/2012+Aquila+GV650+Progress11.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWQdOgps5MF50ZPxqFh0NAY7OLeqdg5FVERgqd5bgGUvjp4YwxBca-Rayf85TbP1be8vK8F1mg-2rd5z7sJ7AveZgf8j2Nshue2ApmQatOmU38JxixYjKsuYy-7LqWwxa1JJVzOb1rlKQ/s320/2012+Aquila+GV650+Progress11.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">2012 Aquila GV650 Progress</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEnU_lWTrIZTHKJN7axPbe8CuPlCTWAiTfY5LaTf3DhHCI73CKrT3nSvGPtXx6rhlUBAZPIbhLDHJd6s_IHX8bwc3q_55aQF4MKZ1wPOeRy-RoHy_qiVQ7Ze4GaRNPGsMwU3LX-ti1g-Y/s1600/2012+Aquila+GV650+Progress12.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEnU_lWTrIZTHKJN7axPbe8CuPlCTWAiTfY5LaTf3DhHCI73CKrT3nSvGPtXx6rhlUBAZPIbhLDHJd6s_IHX8bwc3q_55aQF4MKZ1wPOeRy-RoHy_qiVQ7Ze4GaRNPGsMwU3LX-ti1g-Y/s320/2012+Aquila+GV650+Progress12.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">2012 Aquila GV650 Progress</td></tr>
</tbody></table>
<br /></div><div class="blogger-post-footer">5403712581</div>Unknownnoreply@blogger.com0Θεσσαλονίκη, Ελλάς40.63935 22.94460740.542957 22.7866785 40.735743 23.102535500000002tag:blogger.com,1999:blog-3208122089434677126.post-15782179371763307232011-10-20T15:51:00.000+03:002011-09-21T16:03:20.930+03:00Hyosung Aquila GV650 Air Filter<div dir="ltr" style="text-align: left;" trbidi="on">
Hyosung Aquila GV650 Air Filter<br />
Hyosung Aquila GV650 BMC Air Filter<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUx3-PDtMgSMu5IHhNECb5oHQ5sCY8tXIxHKULT-ToLOxMdSqhzI_b4DUhSF_mlB_fnsLIQRwq4Y1Z3PTWvddW_rK-5X_TqOtZtVqPEVwoU23M6Fo5jCXoTCi1qLRuX_x0859PEgzCNKU/s1600/BMC+Air+Filter.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUx3-PDtMgSMu5IHhNECb5oHQ5sCY8tXIxHKULT-ToLOxMdSqhzI_b4DUhSF_mlB_fnsLIQRwq4Y1Z3PTWvddW_rK-5X_TqOtZtVqPEVwoU23M6Fo5jCXoTCi1qLRuX_x0859PEgzCNKU/s320/BMC+Air+Filter.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">GV650 BMC Air Filter</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSU5BMkQmNoFcqjn7mcFLFrkoDcLNSTME1KkE9bv692BRDSXw8KRjZqFSWacvssuufk7J3U8S9uhIFn1ANgdom_rbQl770Zc-5x8GPYQO605H04r1k_ZbMVwqHRVLUMNuL-UCth0Kdy88/s1600/BMC+Air+Filter2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSU5BMkQmNoFcqjn7mcFLFrkoDcLNSTME1KkE9bv692BRDSXw8KRjZqFSWacvssuufk7J3U8S9uhIFn1ANgdom_rbQl770Zc-5x8GPYQO605H04r1k_ZbMVwqHRVLUMNuL-UCth0Kdy88/s320/BMC+Air+Filter2.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">GV650 BMC Air Filter Guarantee Certificate</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEia29Fh4X_s4hbTtkeybPpBAFO69KEIhSmfDh_iCmxsntRLOttKtHEgeCmgUyOcfytg7W34xANeLM-1k8K1Nvs580i3iT50u6jWyXWUVhWQA9pu6gVEDEWpL8NPioOSw-1-aPSmQaed4Kc/s1600/BMC+Air+Filter3.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEia29Fh4X_s4hbTtkeybPpBAFO69KEIhSmfDh_iCmxsntRLOttKtHEgeCmgUyOcfytg7W34xANeLM-1k8K1Nvs580i3iT50u6jWyXWUVhWQA9pu6gVEDEWpL8NPioOSw-1-aPSmQaed4Kc/s320/BMC+Air+Filter3.jpg" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">GV650 BMC Air Filter Replacement</td></tr>
</tbody></table>
<br /></div>
<div class="blogger-post-footer">5403712581</div>Unknownnoreply@blogger.com0Θεσσαλονίκη, Ελλάς40.63935 22.94460700000001940.5709825 22.856749500000021 40.7077175 23.032464500000017tag:blogger.com,1999:blog-3208122089434677126.post-22773159126521440752011-09-08T18:32:00.001+03:002011-09-08T19:35:52.190+03:00Goldwing Greek Treffen 7-11 September 2011<div dir="ltr" style="text-align: left;" trbidi="on"><h1 style="color: #660000; text-align: center;"><span style="color: black; font-family: inherit; font-size: small;"> <iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/D8VCSeR4DTc?feature=player_embedded' frameborder='0'></iframe> </span></h1><h1 style="color: #660000; text-align: center;"><span style="color: black; font-family: inherit; font-size: small;">Passing through Thessaloniki City </span></h1><br />
<h1 style="color: #660000;">Schedule Of Greek Treffen </h1><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsdW-AA9u-ImhIHgvtxaW1mI7veODqgsdHUpFh70QNwAoYThsKKH_Scc9gY_8o7t9-6Ddz8CpsNJh2KxWJ4kTGl6RkoDf3XUzt-Xx5nBo_4Fx8FCr9FSuMRjMNi2H1rS822LqtJn4LX-I/s1600/Goldwing+Treffen2.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsdW-AA9u-ImhIHgvtxaW1mI7veODqgsdHUpFh70QNwAoYThsKKH_Scc9gY_8o7t9-6Ddz8CpsNJh2KxWJ4kTGl6RkoDf3XUzt-Xx5nBo_4Fx8FCr9FSuMRjMNi2H1rS822LqtJn4LX-I/s320/Goldwing+Treffen2.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Goldwing Greek Treffen 7-11 September 2011</td></tr>
</tbody></table><h2>Wednesday 7 September 2011</h2><div class="MsoNormal">8.00 - 10.00 : Breakfast</div><div class="MsoNormal">9.00 : Start inscription form at the entrance</div><div class="MsoNormal">13.00 - 23.00 : Restaurant</div><div class="MsoNormal">13.00 - 15.00 : Visit the Archaeological Museum of Dion 6,00 € </div><div class="MsoNormal">To participate Joined Tours must declare in writing to the Reception.</div><div class="MsoNormal">16.00 - 20.00 : Swimming and games in the sand</div><div class="MsoNormal">20.00 : Registration fee at the entrance</div><div class="MsoNormal">21.00 - 24.00 : Music and entertainment - Traditional bands Municipality Litochoro</div><div class="MsoNormal">In case of rain the program can be devised.<br />
</div><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilskjt3Ifk-E60qIf39i6fJrzQ_4JS73yR6svPhyphenhyphenmpjWEKRTUE6iLd5VttqMF8Zpw4Imnmhyphenhyphen-GFfMMkD0tqe__7mjrabVsm38cqdDgtKMLgqfsc7aXvSzmmZKJHXICObNNR6NBGD57SJk/s1600/Goldwing+Treffen.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilskjt3Ifk-E60qIf39i6fJrzQ_4JS73yR6svPhyphenhyphenmpjWEKRTUE6iLd5VttqMF8Zpw4Imnmhyphenhyphen-GFfMMkD0tqe__7mjrabVsm38cqdDgtKMLgqfsc7aXvSzmmZKJHXICObNNR6NBGD57SJk/s320/Goldwing+Treffen.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Goldwing Greek Treffen 7-11 September 2011</td></tr>
</tbody></table><h2>Thursday 8 September 2011</h2><div class="MsoNormal">8.00 - 10.00 : Breakfast</div><div class="MsoNormal">9.00 : Start inscription form at the entrance</div><div class="MsoNormal">13.00 - 23.00 : Restaurant</div><div class="MsoNormal">11.00 - 16.00 : Trip to Thessaloniki (90km - Tolls: 3,00€)</div><div class="MsoNormal"> To participate Joined Tours must declare in writing to the Reception.</div><div class="MsoNormal">17.00 - 20.00 : Swimming and games in the sand</div><div class="MsoNormal">20.00 : Registration fee at the entrance</div><div class="MsoNormal">21.00 - 22.00 : Traditional bands Municipality Litochoro</div><div class="MsoNormal">22.00 - 01.00 : Live music - Baildsa - Mode</div><div class="MsoNormal">In case of rain the program can be devised.<br />
</div><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwQ5CUoXH7xC1bVHKfUP1GxYWO2cLUd_QOwiCpCFJDUHRg4lrcUZ_NglrfNIR8nk7Oi_seMlNddNlM_FSYfinymuO5n4XgWMUmOUj4k-oEPOpk61-aj4Nqi2fAjM5eJX7najO9PenHlug/s1600/Goldwing+Treffen3.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwQ5CUoXH7xC1bVHKfUP1GxYWO2cLUd_QOwiCpCFJDUHRg4lrcUZ_NglrfNIR8nk7Oi_seMlNddNlM_FSYfinymuO5n4XgWMUmOUj4k-oEPOpk61-aj4Nqi2fAjM5eJX7najO9PenHlug/s320/Goldwing+Treffen3.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Goldwing Greek Treffen 7-11 September 2011</td></tr>
</tbody></table><h2>Friday 9 September 2011</h2><div class="MsoNormal">8.00 - 10.00 : Breakfast</div><div class="MsoNormal">9.00 : Start inscription form at the entrance</div><div class="MsoNormal">13.00 - 23.00 : Restaurant</div><div class="MsoNormal">10.00 - 15.00 : Trip to Kalambaka ( 2time and 164km - Tolls: 9,00€ ) </div><div class="MsoNormal">To participate Joined Tours must declare in writing to the Reception.</div><div class="MsoNormal">11.00 - 14.00 : Mini trip </div><div class="MsoNormal">17.00 - 20.00 : Swimming and games in the sand</div><div class="MsoNormal">20.00 : Registration fee at the entrance</div><div class="MsoNormal">21.00 – 22.00 : Parade of lights in Litochoro </div><div class="MsoNormal">21.00 - 22.00 : Traditional bands Municipality Litochoro </div><div class="MsoNormal">In case of rain the program can be devised.<br />
</div><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbm_nj63q7n5xbs1ShAUus7lVKzxZNKQLDv_3SdroPPaIv_K7YBz60SCfKifPcmmXNFURVQakjW1Xk7_WT6NCZf_zS6tSK7aLkEKfPS6ONmQHGc6U-opwQ2leRVZcZ97F9Ef-fkM0q_x8/s1600/Goldwing+Treffen4.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbm_nj63q7n5xbs1ShAUus7lVKzxZNKQLDv_3SdroPPaIv_K7YBz60SCfKifPcmmXNFURVQakjW1Xk7_WT6NCZf_zS6tSK7aLkEKfPS6ONmQHGc6U-opwQ2leRVZcZ97F9Ef-fkM0q_x8/s320/Goldwing+Treffen4.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Goldwing Greek Treffen 7-11 September 2011</td></tr>
</tbody></table><h2>Saturday 10 September 2011</h2><div class="MsoNormal">8.00 - 10.00 : Breakfast</div><div class="MsoNormal">9.00 : Start inscription form at the entrance</div><div class="MsoNormal">13.00 - 23.00 : Restaurant</div><div class="MsoNormal">11.00 - 13.00 : Parade of Nations on the beach of Katerini (20km)</div><div class="MsoNormal">13.00 - 15.00 : Mini trip to Litochoro</div><div class="MsoNormal">17.00 - 20.00 : Swimming and games in the sand</div><div class="MsoNormal">20.00 : Registration fee at the entrance</div><div class="MsoNormal">21.00 - 23.00 : Awards and Prizes</div><div class="MsoNormal">22.00 - 01.00 : Live music - Group Kapnos</div><div class="MsoNormal">In case of rain the program can be devised.<br />
</div><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSfoOLlmC-J4QRClyoxlmzGoDEtIwvKgsktB5plQP700mo8bhEJCZ2Mct_vxuMXQ0N4ItjV8sVMZwWQHTsdcQSPZDEgKz3shEXU_54M5I0s8cxFZhKdCBvKh5Hk4G2D5vx6NPckpm4-7o/s1600/Goldwing+Treffen5.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSfoOLlmC-J4QRClyoxlmzGoDEtIwvKgsktB5plQP700mo8bhEJCZ2Mct_vxuMXQ0N4ItjV8sVMZwWQHTsdcQSPZDEgKz3shEXU_54M5I0s8cxFZhKdCBvKh5Hk4G2D5vx6NPckpm4-7o/s320/Goldwing+Treffen5.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Goldwing Greek Treffen 7-11 September 2011</td></tr>
</tbody></table><h2>Sunday 11 September 2011</h2><div class="MsoNormal">8.00 - 10.00 : Breakfast</div><div class="MsoNormal">11.00 - 13.00 : Beach and rest</div><div class="MsoNormal">13.00 - 15.00 : Restaurant</div><div class="MsoNormal">13.00 - 15.00 : Finally treffen and next year 29/8/2012 – 2/9/2012</div><div class="MsoNormal"><br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHQWAvotgcShAcYJlXqzXe0JoXGHWXZ5ktk9N6F4IYGJLTa-KfgfSbNIWusSwrHtQLXgXhCMJu-AxfsUGpvWIItqBdnSSbxpCjpmedbW14zFLnG6moRTFfY0LqFJM5wdiSlQ7gawan-X4/s1600/Goldwing+Treffen6.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHQWAvotgcShAcYJlXqzXe0JoXGHWXZ5ktk9N6F4IYGJLTa-KfgfSbNIWusSwrHtQLXgXhCMJu-AxfsUGpvWIItqBdnSSbxpCjpmedbW14zFLnG6moRTFfY0LqFJM5wdiSlQ7gawan-X4/s320/Goldwing+Treffen6.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Goldwing Greek Treffen 7-11 September 2011</td></tr>
</tbody></table><br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG-zdUIu3PJtJp-74n8pGbT_aCOsAup7B7mONQewTLPVhFr9yCxwtPA1sPAdblP-2LV5yPfLjhjcCOddZPMngqUzx3J2p3ou7XOrjIPIP_DOSHLpSZ6m49lbiLR3AezV22bK1uHTYNBQM/s1600/Goldwing+Treffen7.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG-zdUIu3PJtJp-74n8pGbT_aCOsAup7B7mONQewTLPVhFr9yCxwtPA1sPAdblP-2LV5yPfLjhjcCOddZPMngqUzx3J2p3ou7XOrjIPIP_DOSHLpSZ6m49lbiLR3AezV22bK1uHTYNBQM/s320/Goldwing+Treffen7.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Goldwing Greek Treffen 7-11 September 2011</td></tr>
</tbody></table><div class="MsoNormal"><br />
</div><div class="MsoNormal"><br />
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</div></div><div class="blogger-post-footer">5403712581</div>Unknownnoreply@blogger.com1Θεσσαλονίκη, Ελλάς40.63935 22.94460700000001940.5709825 22.856749500000021 40.7077175 23.032464500000017tag:blogger.com,1999:blog-3208122089434677126.post-8048904791937839022011-08-22T18:09:00.000+03:002011-09-21T16:03:56.704+03:00Aquila GV650 Journey 2011<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: left;">
This is the 2011 journey with myAquila GV650.</div>
Total of 1500km and 3 different places. <br />
<br />
<br />
<ul style="text-align: left;">
<li>Agiokambos, Larisa</li>
<li>Evia island</li>
<li>Skyros island</li>
</ul>
<br />
<br />
<table border="0" cellpadding="2" cellspacing="2" style="width: 539px;"> <tbody>
<tr> <td valign="top" width="258"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2W609TzDTsmIxN6tBXswXxIQohGivOsvD8VJ6YKQl0k0xn4gIy2k7bKq_bYjVzopNWm_GST9L57xUi_Dsl4y1Fn9A6c5qmAUEqPU3WkXs0QjZeysP2Qx9v_lnUwnQdUC6I-QMsuPT2NM/s1600/Journey+2011.jpg" imageanchor="1" style="background-color: white; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2W609TzDTsmIxN6tBXswXxIQohGivOsvD8VJ6YKQl0k0xn4gIy2k7bKq_bYjVzopNWm_GST9L57xUi_Dsl4y1Fn9A6c5qmAUEqPU3WkXs0QjZeysP2Qx9v_lnUwnQdUC6I-QMsuPT2NM/s200/Journey+2011.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Packing</td></tr>
</tbody></table>
</td> <td valign="top" width="273"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://3.bp.blogspot.com/-O-EzdsNbkLc/TnifshUBLEI/AAAAAAAABLo/QgdSqTBEMME/s1600/Journey+20112.jpg" imageanchor="1" style="background-color: white; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="http://3.bp.blogspot.com/-O-EzdsNbkLc/TnifshUBLEI/AAAAAAAABLo/QgdSqTBEMME/s200/Journey+20112.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Packing</td></tr>
</tbody></table>
</td></tr>
<tr> <td valign="top" width="258"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://1.bp.blogspot.com/-D99tbFuXVAA/Tnif-3P-2cI/AAAAAAAABLw/2BAfGB8ZsXM/s1600/Journey+20114.jpg" imageanchor="1" style="background-color: white; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="http://1.bp.blogspot.com/-D99tbFuXVAA/Tnif-3P-2cI/AAAAAAAABLw/2BAfGB8ZsXM/s200/Journey+20114.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Packing</td></tr>
</tbody></table>
</td> <td valign="top" width="273"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilg-dFIWEvsCaAfRstbdaF9iRtoBw865Ft2DHaZ__poFs90QJO_dqHndXUk7XmQsJkhOSv3NmEwjvnGZCV5BkBd-DSf4-Z4Y81nRF6e7SWhvCIsoK9QfCjXoKqpgevzRhsO2YG0glCwwM/s1600/Journey+20115.jpg" imageanchor="1" style="background-color: white; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilg-dFIWEvsCaAfRstbdaF9iRtoBw865Ft2DHaZ__poFs90QJO_dqHndXUk7XmQsJkhOSv3NmEwjvnGZCV5BkBd-DSf4-Z4Y81nRF6e7SWhvCIsoK9QfCjXoKqpgevzRhsO2YG0glCwwM/s200/Journey+20115.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Packing</td></tr>
</tbody></table>
</td></tr>
<tr> <td valign="top" width="258"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieKPA9mzrvC6xYqZ6gj9OTMKdp3R2H157ACfwlVDZpsL2Q-hAE6LTeUE_qbuQo4vz7CJ6KctqdUZbrQrCHJBetoOzDIrzUxQoIf_v0Zt0IVX8FvI1xL1zo26T97UL-c8ZJRZ2B5JRNrLo/s1600/Journey+20116.jpg" imageanchor="1" style="background-color: white; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieKPA9mzrvC6xYqZ6gj9OTMKdp3R2H157ACfwlVDZpsL2Q-hAE6LTeUE_qbuQo4vz7CJ6KctqdUZbrQrCHJBetoOzDIrzUxQoIf_v0Zt0IVX8FvI1xL1zo26T97UL-c8ZJRZ2B5JRNrLo/s200/Journey+20116.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">First Stop</td></tr>
</tbody></table>
</td> <td valign="top" width="273"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiC6v9MJHtG4vFfoz9C0xDWKjZLuZcyIAOMiCW25W0uaOnq7dgdB6_wJC_yyBhjGMSErk39wYrj2z5tNExNin7du8OKMCCYkMSxawc0lM1RLc6JDK1Dyu7GGDHDcxT8izLSxFvCmXa5Tog/s1600/Journey+20117.jpg" style="background-color: white; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiC6v9MJHtG4vFfoz9C0xDWKjZLuZcyIAOMiCW25W0uaOnq7dgdB6_wJC_yyBhjGMSErk39wYrj2z5tNExNin7du8OKMCCYkMSxawc0lM1RLc6JDK1Dyu7GGDHDcxT8izLSxFvCmXa5Tog/s200/Journey+20117.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">First Stop</td></tr>
</tbody></table>
</td></tr>
<tr> <td valign="top" width="258"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjj5DxO8AfNXR_xlHOZ-JweBgzHaXkNNnB_L95PCwM5TFsKh9Iu4TpLE_8pGKB0NGrDtKt-7I6krAYoDhuXzzzD35ArR1SG1r_yuIoca2acS9vwtqwwnBvGO_44VRR2rvC3q4WrGIYNzSI/s1600/Journey+20119.jpg" style="background-color: white; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjj5DxO8AfNXR_xlHOZ-JweBgzHaXkNNnB_L95PCwM5TFsKh9Iu4TpLE_8pGKB0NGrDtKt-7I6krAYoDhuXzzzD35ArR1SG1r_yuIoca2acS9vwtqwwnBvGO_44VRR2rvC3q4WrGIYNzSI/s200/Journey+20119.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">First Stop</td></tr>
</tbody></table>
</td> <td valign="top" width="273"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/-k6SqdgJbkDg/TnigsUIEyyI/AAAAAAAABMM/j70zsmRPmY4/s1600/Journey+201110.jpg" style="background-color: white; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="http://2.bp.blogspot.com/-k6SqdgJbkDg/TnigsUIEyyI/AAAAAAAABMM/j70zsmRPmY4/s200/Journey+201110.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">First Stop</td></tr>
</tbody></table>
</td></tr>
<tr> <td valign="top" width="258"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-ZOCa3kEkBa0/Tnig5yfe4jI/AAAAAAAABMQ/YJxm5APSXWA/s1600/Journey+201111.jpg" imageanchor="1" style="background-color: white; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="http://4.bp.blogspot.com/-ZOCa3kEkBa0/Tnig5yfe4jI/AAAAAAAABMQ/YJxm5APSXWA/s200/Journey+201111.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Cruising</td></tr>
</tbody></table>
<span class="Apple-style-span" style="background-color: white;"><br /></span></td> <td valign="top" width="273"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZC90He4ty7r49xrtaHsRWa_TKnAZEaH8Vep-e95cEd18Cuj8cUB0pl36KAs0ngp5ZwMad1wQ06Y-Exu2DcKu6MJseM0dAKmMBgXQ47NGByG1Wcmr0ICkYcSdgXkL0HPsQpieaHPLbDsM/s1600/Journey+201113.jpg" imageanchor="1" style="background-color: white; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZC90He4ty7r49xrtaHsRWa_TKnAZEaH8Vep-e95cEd18Cuj8cUB0pl36KAs0ngp5ZwMad1wQ06Y-Exu2DcKu6MJseM0dAKmMBgXQ47NGByG1Wcmr0ICkYcSdgXkL0HPsQpieaHPLbDsM/s200/Journey+201113.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Sun Protection</td></tr>
</tbody></table>
<span class="Apple-style-span" style="background-color: white;"><br /></span></td></tr>
<tr> <td valign="top" width="258"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhj-XVbwWhYB9WNxPV5VkTEZhw1U6z8YFMaV0MNKMWioFMDClI-cqY6tNJ3Zl4ug5TAtt_YtGXL05yGazLz5aXTO80xGUwL10XW5A2eopPZUcTy8bUuclh6aOEFP2tmQqYtm5ddxWoi1hY/s1600/Journey+201112.jpg" imageanchor="1" style="background-color: white; margin-left: auto; margin-right: auto;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhj-XVbwWhYB9WNxPV5VkTEZhw1U6z8YFMaV0MNKMWioFMDClI-cqY6tNJ3Zl4ug5TAtt_YtGXL05yGazLz5aXTO80xGUwL10XW5A2eopPZUcTy8bUuclh6aOEFP2tmQqYtm5ddxWoi1hY/s200/Journey+201112.jpg" width="150" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Cruising</td></tr>
</tbody></table>
<span class="Apple-style-span" style="background-color: white;"><br /></span></td> <td valign="top" width="273"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1YvBXcZTPc5NwYXXX0UaFXY-w9-NGdzsJiVB8bInRjVGSGXZ1VbKP0V2QNq4Mah7DyKs9TPCXosEk1vTkegmkz-vtR_YPhT9hZBtvaPHTWk1cYUM4J2YU8D1iUaToZr-GyRYzXPDHCHU/s1600/Journey+201118.jpg" imageanchor="1" style="background-color: white; margin-left: auto; margin-right: auto;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1YvBXcZTPc5NwYXXX0UaFXY-w9-NGdzsJiVB8bInRjVGSGXZ1VbKP0V2QNq4Mah7DyKs9TPCXosEk1vTkegmkz-vtR_YPhT9hZBtvaPHTWk1cYUM4J2YU8D1iUaToZr-GyRYzXPDHCHU/s200/Journey+201118.jpg" width="150" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">On the Ferry</td></tr>
</tbody></table>
<span class="Apple-style-span" style="background-color: white;"><br /></span></td></tr>
<tr> <td valign="top" width="258"><div class="separator" style="clear: both; text-align: center;">
</div>
<span class="Apple-style-span" style="background-color: white;"><br /></span></td> <td valign="top" width="273"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-JatdSJ3TcAY/TnihIsAFG8I/AAAAAAAABMY/6hQVs4aJ79U/s1600/Journey+201114.jpg" imageanchor="1" style="background-color: white; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="http://4.bp.blogspot.com/-JatdSJ3TcAY/TnihIsAFG8I/AAAAAAAABMY/6hQVs4aJ79U/s200/Journey+201114.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Agiokambos, Larisa</td></tr>
</tbody></table>
<span class="Apple-style-span" style="background-color: white;"><br /></span></td></tr>
<tr> <td valign="top" width="258"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMxiCSLUr5NhWhTzHKTJpBkMIayFRxp2Yu8XZ-PoxN_NmkZhPmzZJKoYgyqAQ6G-fu9HOvfmwXPSvOyZYuc6VXyZYZ4jLfTGb_hBOKo5LWtEPAh5KX9adHZjKYZ4BCGY5M5MLfgM2UYAs/s1600/Journey+201115.jpg" imageanchor="1" style="background-color: white; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMxiCSLUr5NhWhTzHKTJpBkMIayFRxp2Yu8XZ-PoxN_NmkZhPmzZJKoYgyqAQ6G-fu9HOvfmwXPSvOyZYuc6VXyZYZ4jLfTGb_hBOKo5LWtEPAh5KX9adHZjKYZ4BCGY5M5MLfgM2UYAs/s200/Journey+201115.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span class="Apple-style-span" style="font-size: small;"></span><br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td class="tr-caption" style="font-size: 13px; text-align: center;">Agiokambos, Larisa</td></tr>
</tbody></table>
<span class="Apple-style-span" style="font-size: small;">
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</tbody></table>
</td><td valign="top" width="273"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVeyG7YgX2I3c0bueYgpeCe9_tEzQG1MbThyphenhyphenOAV7uunh4WANXsEqV2xQ6gci0-ZUiw_Sbm9d1cT_jLuvPL4rQpZY6Z-wJ94GSeEe-MG3Wl-RRYR7mZh2DL5k6W-5e1oLQoi0rW4Ql2pbs/s1600/Journey+201116.jpg" imageanchor="1" style="background-color: white; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVeyG7YgX2I3c0bueYgpeCe9_tEzQG1MbThyphenhyphenOAV7uunh4WANXsEqV2xQ6gci0-ZUiw_Sbm9d1cT_jLuvPL4rQpZY6Z-wJ94GSeEe-MG3Wl-RRYR7mZh2DL5k6W-5e1oLQoi0rW4Ql2pbs/s200/Journey+201116.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span class="Apple-style-span" style="font-size: small;"></span><br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td class="tr-caption" style="font-size: 13px; text-align: center;">Agiokambos, Larisa<br />
Souvlaki, Bifteki, Gyros</td></tr>
</tbody></table>
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<tr> <td valign="top" width="258"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSFUNyRc8dltrx0H0UurfNgN_FL6-bMedhQ6qouE_ogLOjEVdF4k0cWO2hIFJMmKm7Zgl-ObdqFjmkikoyypRyg66S6NbrQnj98aV_6Z3fcrMY8baogLFak5RDnjqzNw7hWgCk55qwQjM/s1600/Journey+201117.jpg" imageanchor="1" style="background-color: white; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSFUNyRc8dltrx0H0UurfNgN_FL6-bMedhQ6qouE_ogLOjEVdF4k0cWO2hIFJMmKm7Zgl-ObdqFjmkikoyypRyg66S6NbrQnj98aV_6Z3fcrMY8baogLFak5RDnjqzNw7hWgCk55qwQjM/s200/Journey+201117.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Night Life</td></tr>
</tbody></table>
<span class="Apple-style-span" style="background-color: white;"><br /></span></td> <td valign="top" width="273"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiobeRGYlVtNvIgpVveN25PubNtNAEaFseF6AqYei9saXNA90yLjCdhO3_G2Qdr0_meHAlJg83ZHfrW7LFwFeb-a3JcyhUueTMOspXff4gg3ZOMB_IMGi3_C5q5QfusL2UQxLJrP4SYhq0/s1600/Journey+201119.jpg" imageanchor="1" style="background-color: white; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiobeRGYlVtNvIgpVveN25PubNtNAEaFseF6AqYei9saXNA90yLjCdhO3_G2Qdr0_meHAlJg83ZHfrW7LFwFeb-a3JcyhUueTMOspXff4gg3ZOMB_IMGi3_C5q5QfusL2UQxLJrP4SYhq0/s200/Journey+201119.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span class="Apple-style-span" style="font-size: small;"></span><br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td class="tr-caption" style="font-size: 13px; text-align: center;">On the Ferry</td></tr>
</tbody></table>
<span class="Apple-style-span" style="font-size: small;">
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</tbody></table>
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<tr><td valign="top" width="258"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQXznIcDUBuc8UcQQRnT5wAXXzG2eaSYGJw0OmiPYDgm0YG3DcICuQyAevSqA10imSb8hPRnwCRm9Hxyhtd4jD88WK_aUD1CjR99SQIXyi9YIVUU8_BiKuuYe5FMELE48WVO0cHAaWdbU/s1600/Journey+201120.jpg" imageanchor="1" style="background-color: white; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQXznIcDUBuc8UcQQRnT5wAXXzG2eaSYGJw0OmiPYDgm0YG3DcICuQyAevSqA10imSb8hPRnwCRm9Hxyhtd4jD88WK_aUD1CjR99SQIXyi9YIVUU8_BiKuuYe5FMELE48WVO0cHAaWdbU/s200/Journey+201120.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Cruising in Evia</td></tr>
</tbody></table>
<span class="Apple-style-span" style="background-color: white;"><br /></span></td> <td valign="top" width="273"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEit0rnZ8P7wgUOnA38wG8wLC7w3ok7U0VMmicLGtEa41rwCBIT1OPbJOWWisKE-LWcnBToZCm4kGN-x3cBTMoVJzKm1G7fZQqp8hX7Hu18LeizpFlAouuJ_n3P9cDF27JMxnCE1AEMAg8g/s1600/Journey+201121.jpg" imageanchor="1" style="background-color: white; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEit0rnZ8P7wgUOnA38wG8wLC7w3ok7U0VMmicLGtEa41rwCBIT1OPbJOWWisKE-LWcnBToZCm4kGN-x3cBTMoVJzKm1G7fZQqp8hX7Hu18LeizpFlAouuJ_n3P9cDF27JMxnCE1AEMAg8g/s200/Journey+201121.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Evia, Xoutka.com</td></tr>
</tbody></table>
<span class="Apple-style-span" style="background-color: white;"><br /></span></td></tr>
<tr> <td valign="top" width="258"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmv-cKRp8ZWvKUWEx8CCxXOtc3myETHalqr55gIEQIduktHKjL3ZInfNL8mAWTN4B7lOgwybG2aN1-ZshB7s3arMfBlIaamMasHlpq5jwyTPgXRvYiuIvEF-SjHPz6pd-CpQoA1N75c38/s1600/Journey+201122.jpg" imageanchor="1" style="background-color: white; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmv-cKRp8ZWvKUWEx8CCxXOtc3myETHalqr55gIEQIduktHKjL3ZInfNL8mAWTN4B7lOgwybG2aN1-ZshB7s3arMfBlIaamMasHlpq5jwyTPgXRvYiuIvEF-SjHPz6pd-CpQoA1N75c38/s200/Journey+201122.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Evia, Xoutka.com</td></tr>
</tbody></table>
<span class="Apple-style-span" style="background-color: white;"><br /></span></td> <td valign="top" width="273"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinZNPn5Oq5cDgvg506rgdJaIIKD9nEO-uJx2SOcyJSIeUW_2_4GW76yiJ1Jr6btJ-082hvLWD8yVeb9ee8lWAwxy-sUX7XoAGx91TIVU844qxykJKCvAilipNtgjtLOYxxtesU-1EoqPI/s1600/Journey+201124.jpg" imageanchor="1" style="background-color: white; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinZNPn5Oq5cDgvg506rgdJaIIKD9nEO-uJx2SOcyJSIeUW_2_4GW76yiJ1Jr6btJ-082hvLWD8yVeb9ee8lWAwxy-sUX7XoAGx91TIVU844qxykJKCvAilipNtgjtLOYxxtesU-1EoqPI/s200/Journey+201124.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">On the Ferry</td></tr>
</tbody></table>
<span class="Apple-style-span" style="background-color: white;"><br /></span></td></tr>
<tr> <td valign="top" width="258"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeWZO-i_J1RrIWt1dM0NUZpHEf7OhUE71w0dZkCspsAqzkpGVv3i7l310rCdgTQ7ikV44Hw6HndF3yJIV0K_qgeEBR12K9KSJqUmeQTpZYxKMfV2kxmM_zrwLDgc6TA5WEJdUBczyhI7c/s1600/Journey+201125.jpg" imageanchor="1" style="background-color: white; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeWZO-i_J1RrIWt1dM0NUZpHEf7OhUE71w0dZkCspsAqzkpGVv3i7l310rCdgTQ7ikV44Hw6HndF3yJIV0K_qgeEBR12K9KSJqUmeQTpZYxKMfV2kxmM_zrwLDgc6TA5WEJdUBczyhI7c/s200/Journey+201125.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Skyros island</td></tr>
</tbody></table>
</td><td valign="top" width="273"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5R8O5fHyWyhvbtlo4lL8txWxwRqLhy5erYoNLUWoeXiuK3ZCiIoz-f2P3MOSRZPdRyMHTisJUZTkUK-3da3lamLowhoEqnRYn-QiMG48AFH46GV8P6G4c-gxFfWm4mcO8qNrI5LBJQto/s1600/Journey+201126.jpg" imageanchor="1" style="background-color: white; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5R8O5fHyWyhvbtlo4lL8txWxwRqLhy5erYoNLUWoeXiuK3ZCiIoz-f2P3MOSRZPdRyMHTisJUZTkUK-3da3lamLowhoEqnRYn-QiMG48AFH46GV8P6G4c-gxFfWm4mcO8qNrI5LBJQto/s200/Journey+201126.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Skyros island</td></tr>
</tbody></table>
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<tr><td valign="top" width="258"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDX-mzei-mEnK2T9bKf_5uJbtuQKwBRw8NekO0qbB8UHMX9GVirESLld751Uw5SUwWvixkDSEQCINtGo3Ju45Tv6lzH2_Zw9wqZSebIcTYI1oCYvqI2sgz6cIy7hDHuwToiFh9_cANwlo/s1600/Journey+201127.jpg" imageanchor="1" style="background-color: white; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDX-mzei-mEnK2T9bKf_5uJbtuQKwBRw8NekO0qbB8UHMX9GVirESLld751Uw5SUwWvixkDSEQCINtGo3Ju45Tv6lzH2_Zw9wqZSebIcTYI1oCYvqI2sgz6cIy7hDHuwToiFh9_cANwlo/s200/Journey+201127.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Evia Mountains</td></tr>
</tbody></table>
</td> <td valign="top" width="273"><div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjRhAioEZxisIPFeSiwgkMnBX_iA-tJhS8wIO83kBa_kHcWwAQJqPBune-HR2ZTH_j1zEVmOKSL4xseetHTaAVnvb7eTArJdqzkQqIiRS2YEGIF08z3yFnf5qThACP114f08YSwJd9Kjo/s1600/Journey+201131.jpg" imageanchor="1" style="background-color: white; margin-left: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjRhAioEZxisIPFeSiwgkMnBX_iA-tJhS8wIO83kBa_kHcWwAQJqPBune-HR2ZTH_j1zEVmOKSL4xseetHTaAVnvb7eTArJdqzkQqIiRS2YEGIF08z3yFnf5qThACP114f08YSwJd9Kjo/s200/Journey+201131.jpg" width="200" /></a></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipxz-0nDxBQs9KuxHyhrVApkN3h0AZ86jNGLXTFHMZp6RYymUIPgvj6B7ez4jGsqrIPDYBKrU9GEt2gBrTqfapr5vVkSdZKRqeVuyoGbishnAFHoEUTu3DhHO9_oF38YBGR15qBi8qvLQ/s1600/Journey+201128.jpg" imageanchor="1" style="background-color: white; margin-left: auto; margin-right: auto;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipxz-0nDxBQs9KuxHyhrVApkN3h0AZ86jNGLXTFHMZp6RYymUIPgvj6B7ez4jGsqrIPDYBKrU9GEt2gBrTqfapr5vVkSdZKRqeVuyoGbishnAFHoEUTu3DhHO9_oF38YBGR15qBi8qvLQ/s200/Journey+201128.jpg" width="150" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Evia Mountains</td></tr>
</tbody></table>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6HXYL493WMAnqr6egSkpAy5oT9O_KUM_qpp7CkKNBgbytk0eeui0TjzmuRR1YRbs1CaF9CJ5C5Q4SMAg6xoiA0jDtKh1tSl47NUa4vjyVi-MvGMyld8mq4SIQxvhwBsj-C2h47eaZekI/s1600/Journey+201130.jpg" imageanchor="1" style="background-color: white; margin-left: auto; margin-right: auto;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6HXYL493WMAnqr6egSkpAy5oT9O_KUM_qpp7CkKNBgbytk0eeui0TjzmuRR1YRbs1CaF9CJ5C5Q4SMAg6xoiA0jDtKh1tSl47NUa4vjyVi-MvGMyld8mq4SIQxvhwBsj-C2h47eaZekI/s200/Journey+201130.jpg" width="150" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Evia Mountains</td></tr>
</tbody></table>
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<tr> <td valign="top" width="258"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmRy8SU6kpZe6jvSSwTyRbpngUM8Q8yCLn_GAKR2b1iyxlSYDWgmGilYQYBqSe9iCdlhssgg5E7l56kdXenHPyyuwOukfoYODmEnMuiIBwjXFvqe1SKWCC_IcOLfbTBF9QPZYKrmT6-vA/s1600/Journey+201133.jpg" imageanchor="1" style="background-color: white; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmRy8SU6kpZe6jvSSwTyRbpngUM8Q8yCLn_GAKR2b1iyxlSYDWgmGilYQYBqSe9iCdlhssgg5E7l56kdXenHPyyuwOukfoYODmEnMuiIBwjXFvqe1SKWCC_IcOLfbTBF9QPZYKrmT6-vA/s200/Journey+201133.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Lobster and Pasta at Skyros island</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEify8eGNhXto3c65YCoJ7jXmsEPYy83wVNVnQMlyawvM5tSsrWrTUi316erSEuLENGb1gNhqJGE1b8moe__ft9h4HrZ57zOHxr9jrd-HJlHnRe2UIsbaf_-Rps7HsnTrE6wcJucy5SPEAE/s1600/Journey+201134.jpg" imageanchor="1" style="background-color: white; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEify8eGNhXto3c65YCoJ7jXmsEPYy83wVNVnQMlyawvM5tSsrWrTUi316erSEuLENGb1gNhqJGE1b8moe__ft9h4HrZ57zOHxr9jrd-HJlHnRe2UIsbaf_-Rps7HsnTrE6wcJucy5SPEAE/s200/Journey+201134.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Skyros by night</td></tr>
</tbody></table>
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<tr> <td valign="top" width="258"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5c5ahyphenhyphenRfpyt8BJwVco5ygRP715GYd9nboi5-b2TRnfSnieSU0gzMdNvY0DQKOLZXhxhijviVNRXxgTYSaSMRHCMTSLluQ6SCqZ4lxO8_s-9rC8SEeF1hHsTtZ-K4bHNDHOgRrMaYeP88/s1600/Journey+201135.jpg" imageanchor="1" style="background-color: white; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5c5ahyphenhyphenRfpyt8BJwVco5ygRP715GYd9nboi5-b2TRnfSnieSU0gzMdNvY0DQKOLZXhxhijviVNRXxgTYSaSMRHCMTSLluQ6SCqZ4lxO8_s-9rC8SEeF1hHsTtZ-K4bHNDHOgRrMaYeP88/s200/Journey+201135.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Skyros by night</td></tr>
</tbody></table>
<span class="Apple-style-span" style="background-color: white;"><br /></span></td> <td valign="top" width="273"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_nA1fIB3cC1EHWo6qlc1eems7jXODViXofIUNecnoeDXij4hyphenhyphen5Rn0Y6Vwu2yDyiOZWoRRRtF7-LbYqTt-6j2ZTLKCXTiBeW-PnGZLULa2w8vw2O4HkL3CKIeQs3qmRDeW2YXTnkkuCB8/s1600/Journey+201136.jpg" imageanchor="1" style="background-color: white; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_nA1fIB3cC1EHWo6qlc1eems7jXODViXofIUNecnoeDXij4hyphenhyphen5Rn0Y6Vwu2yDyiOZWoRRRtF7-LbYqTt-6j2ZTLKCXTiBeW-PnGZLULa2w8vw2O4HkL3CKIeQs3qmRDeW2YXTnkkuCB8/s200/Journey+201136.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Chalkida, food stop</td></tr>
</tbody></table>
<span class="Apple-style-span" style="background-color: white;"><br /></span></td></tr>
<tr> <td valign="top" width="258"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://1.bp.blogspot.com/-Y67M543RERg/Tnij6ISmMhI/AAAAAAAABN4/_k2DubRkdCw/s1600/Journey+201137.jpg" imageanchor="1" style="background-color: white; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="http://1.bp.blogspot.com/-Y67M543RERg/Tnij6ISmMhI/AAAAAAAABN4/_k2DubRkdCw/s200/Journey+201137.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Stilida, Gas stop</td></tr>
</tbody></table>
<span class="Apple-style-span" style="background-color: white;"><br /></span></td> <td valign="top" width="273"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZeuyuEgDOPEze0ARgeJTjoPOnmg6770ggYOShrez76I5biPK3czTiroGiSFlSAmaAZGDys_diDxSQJcvPGMUA_5nNopeT85FdQbVyG05g0vhjPHfKpOTEgZ-V2Hina-XJN7QRMrPl9i8/s1600/Journey+201138.jpg" imageanchor="1" style="background-color: white; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZeuyuEgDOPEze0ARgeJTjoPOnmg6770ggYOShrez76I5biPK3czTiroGiSFlSAmaAZGDys_diDxSQJcvPGMUA_5nNopeT85FdQbVyG05g0vhjPHfKpOTEgZ-V2Hina-XJN7QRMrPl9i8/s200/Journey+201138.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">On the way back</td></tr>
</tbody></table>
<span class="Apple-style-span" style="background-color: white;"><br /></span></td></tr>
<tr> <td valign="top" width="258"><span class="Apple-style-span" style="background-color: white;"><br /></span></td> <td valign="top" width="273"><span class="Apple-style-span" style="background-color: white;"><br /></span></td></tr>
<tr> <td valign="top" width="258"><span class="Apple-style-span" style="background-color: white;"><br /></span></td> <td valign="top" width="273"><span class="Apple-style-span" style="background-color: white;"><br /></span></td></tr>
<tr> <td valign="top" width="258"><span class="Apple-style-span" style="background-color: white;"><br /></span></td> <td valign="top" width="273"><span class="Apple-style-span" style="background-color: white;"><br /></span></td></tr>
</tbody></table>
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<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/AbVv-5Ojrh8?feature=player_embedded' frameborder='0'></iframe></div>
<div class="separator" style="clear: both; text-align: center;">
A small Video of the Journey</div>
<div>
<br /></div>
</div>
<div class="blogger-post-footer">5403712581</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3208122089434677126.post-66937375793233222252011-07-21T18:44:00.003+03:002011-07-21T20:19:19.361+03:00Service Hyosung Aquila GV650<div style="text-align: left" dir="ltr" trbidi="on"> <div style="text-align: left; clear: both" class="separator">Φίλτρο Λαδιού Hyosung Aquila GV650</div> <div> <div style="margin: 0px">Φίλτρο Αέρος Hyosung Aquila GV650</div> <div style="margin: 0px"> </div> <div style="margin: 0px"></div> <div style="text-align: center"><span style="font-family: georgia, 'Times New Roman', serif; color: #660000; font-size: large" class="Apple-style-span"><b>Hyosung GV650 </b><b>Oil Filter</b></span></div> <div><span style="font-family: georgia, 'Times New Roman', serif; color: #660000; font-size: large" class="Apple-style-span"><b><br></b></span></div></div> <table style="text-align: center; margin-left: auto; margin-right: auto" class="tr-caption-container" cellspacing="0" cellpadding="0" align="center"> <tbody> <tr> <td style="text-align: center"><a style="margin-left: auto; margin-right: auto" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLEt4KoUVGwBshY1VOJK1aXYAX-glb9b-IJJX103MOyfausa3hgArPOIB_3749yy1mp-GC713axqpLM59prPyzsmdFfdAVA_sGZg_yfF68Lb4FSJT6dBMFJd5pIq9XwwOdhRNa0r22-8w/s1600/Hyosung+650+Oil+Filter+%2528with+box%2529+%25E2%2582%25AC+6.17.jpg" imageanchor="1"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLEt4KoUVGwBshY1VOJK1aXYAX-glb9b-IJJX103MOyfausa3hgArPOIB_3749yy1mp-GC713axqpLM59prPyzsmdFfdAVA_sGZg_yfF68Lb4FSJT6dBMFJd5pIq9XwwOdhRNa0r22-8w/s320/Hyosung+650+Oil+Filter+%2528with+box%2529+%25E2%2582%25AC+6.17.jpg" width="320" height="240"></a></td></tr> <tr> <td style="text-align: center" class="tr-caption"><span style="font-size: small" class="Apple-style-span"><b>Hyosung 650 Oil Filter <br>€ 6.17<br>Hyosung OEM 16510HN9101HAS</b></span></td></tr></tbody></table><br> <table style="text-align: center; margin-left: auto; margin-right: auto" class="tr-caption-container" cellspacing="0" cellpadding="0" align="center"> <tbody> <tr> <td style="text-align: center"><a style="margin-left: auto; margin-right: auto" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzPDa7kc4uW6L_UowZ41-6KQp9at4bKMVF3rsWnzNN6ACkiVS24r1oDlOlotRynR8vBgEVDd9zQr3qhIaOxFygv2ip4Irnh0fY4TJUT-EE3MrZSrq-dlkX2cqCjS_Sk5NQdFQQd2Ny0zw/s1600/HIFLO+Hyosung+GV650+KM4VP51A.JPG" imageanchor="1"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzPDa7kc4uW6L_UowZ41-6KQp9at4bKMVF3rsWnzNN6ACkiVS24r1oDlOlotRynR8vBgEVDd9zQr3qhIaOxFygv2ip4Irnh0fY4TJUT-EE3MrZSrq-dlkX2cqCjS_Sk5NQdFQQd2Ny0zw/s320/HIFLO+Hyosung+GV650+KM4VP51A.JPG" width="320" height="240"></a></td></tr> <tr> <td style="text-align: center" class="tr-caption"><span style="font-size: small" class="Apple-style-span"><b>HIFLO Hyosung Oil Filter GV650 <br></b></span><span style="font-size: small" class="Apple-style-span"><b>€</b></span><span style="font-size: small" class="Apple-style-span"><b>4,85<br>GV</b></span><span style="font-size: small" class="Apple-style-span"><b>650 </b></span><span style="font-size: small" class="Apple-style-span"><b>and GT650 use model </b></span><span style="font-size: small" class="Apple-style-span"><b>HIFLO </b></span><span style="font-size: small" class="Apple-style-span"><b>HF681 </b></span></td></tr></tbody></table> <table style="text-align: center; margin-left: auto; margin-right: auto" class="tr-caption-container" cellspacing="0" cellpadding="0" align="center"> <tbody> <tr> <td style="text-align: center"><a style="margin-left: auto; margin-right: auto" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEist68VcQeEiSCFClpKvP8Y8pbk8i_gvfVVzO1MKVSsGt5fWQeXZ7L0vVt9LitOYL3n776jXWd_32ApK-udNXMmkmuum1LGriJpPZAgqY3NnW3kuOy_RKUw3fiHEBNGsnJ16AqD-9KS4tA/s1600/Hiflo+Oil+Filter+HF681+Approximate+Dimensions.jpg" imageanchor="1"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEist68VcQeEiSCFClpKvP8Y8pbk8i_gvfVVzO1MKVSsGt5fWQeXZ7L0vVt9LitOYL3n776jXWd_32ApK-udNXMmkmuum1LGriJpPZAgqY3NnW3kuOy_RKUw3fiHEBNGsnJ16AqD-9KS4tA/s320/Hiflo+Oil+Filter+HF681+Approximate+Dimensions.jpg" width="320" height="320"></a></td></tr> <tr> <td style="text-align: center" class="tr-caption"><span style="font-size: small" class="Apple-style-span"><b>Hiflo Oil Filter HF681 Approximate Dimensions</b></span></td></tr></tbody></table><br> <div> <table style="text-align: center; margin-left: auto; margin-right: auto" class="tr-caption-container" cellspacing="0" cellpadding="0" align="center"> <tbody> <tr> <td style="text-align: center"><a style="margin-left: auto; margin-right: auto" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwXYawhRAh2YNPOWD1-rOWjs6lSGwqVvIg9eAq-XN-OFPGzOT-CAxVlpZwSvJW6J6HWnTxDkC6zfOS1U4bTMJy-AJpJA3j1c_oD4CNxbAdrr_4na6e1N8KS8Vdfi-qIq0B6A9NS1qR6TY/s1600/Oil+Drain+Plug+Gasket+Application+%25E2%2582%25AC+0.43.jpg" imageanchor="1"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwXYawhRAh2YNPOWD1-rOWjs6lSGwqVvIg9eAq-XN-OFPGzOT-CAxVlpZwSvJW6J6HWnTxDkC6zfOS1U4bTMJy-AJpJA3j1c_oD4CNxbAdrr_4na6e1N8KS8Vdfi-qIq0B6A9NS1qR6TY/s320/Oil+Drain+Plug+Gasket+Application+%25E2%2582%25AC+0.43.jpg" width="240" height="320"></a></td></tr> <tr> <td style="text-align: center" class="tr-caption"><span style="font-size: small" class="Apple-style-span"><b>Oil Drain Plug Gasket Application<br>€ 0.43</b></span></td></tr></tbody></table><br> <table style="text-align: center; margin-left: auto; margin-right: auto" class="tr-caption-container" cellspacing="0" cellpadding="0" align="center"> <tbody> <tr> <td style="text-align: center"><a style="margin-left: auto; margin-right: auto" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh25ChS6L9lrCrbqsgEw9vHNdoSb3UDtwBHC3NyOqwiEFu7occZ2K_buuc94jMfbYysy8C0_K5zAA-n636VjTHK2PvDKRh0EEKxfGJu-tCNX6XDuN8U6cTwsRL_szfEg-YYDzRGSl9D_kA/s1600/Oil+Filter+O-Ring+%2528Motorcycle+Application%2529+%25E2%2582%25AC+1.50.jpg" imageanchor="1"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh25ChS6L9lrCrbqsgEw9vHNdoSb3UDtwBHC3NyOqwiEFu7occZ2K_buuc94jMfbYysy8C0_K5zAA-n636VjTHK2PvDKRh0EEKxfGJu-tCNX6XDuN8U6cTwsRL_szfEg-YYDzRGSl9D_kA/s320/Oil+Filter+O-Ring+%2528Motorcycle+Application%2529+%25E2%2582%25AC+1.50.jpg" width="320" height="240"></a></td></tr> <tr> <td style="text-align: center" class="tr-caption"><span style="font-size: small" class="Apple-style-span"><b>Oil Filter O-Ring (Motorcycle Application)<br>€ 1.50</b></span></td></tr></tbody></table> <div style="text-align: center"> </div> <div style="text-align: center"> </div> <div style="text-align: center"> </div> <div style="text-align: center"><span style="font-family: georgia, 'Times New Roman', serif; color: #660000; font-size: large" class="Apple-style-span"><b>Hyosung GV650 </b><b>Air Filter</b></span></div> <div> <div><br></div> <div> </div> <div> <table style="text-align: center; padding-bottom: 6px; padding-left: 6px; padding-right: 6px; margin-bottom: 0.5em; margin-left: auto; margin-right: auto; padding-top: 6px" class="tr-caption-container" cellspacing="0" cellpadding="0" align="center"> <tbody> <tr> <td style="text-align: center"><a style="margin-left: auto; margin-right: auto" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSmD1my1URsEd5flIW_d3jX5op7lt3uD-5arWMZKZA1nLM_lrdwAvbk3KNbsLq041_YtHmvshIM7Lvfne29s0RZNR4sVc4EpV426MEedE-zZN34GMo3n6YzLQumRIF_Kc3zZr2VmDJ9dU/s1600/Hyosung+Air+Filter+for+GV650+GT650+GT250+%25E2%2582%25AC14.60.jpg" imageanchor="1"><img style="cursor: move" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSmD1my1URsEd5flIW_d3jX5op7lt3uD-5arWMZKZA1nLM_lrdwAvbk3KNbsLq041_YtHmvshIM7Lvfne29s0RZNR4sVc4EpV426MEedE-zZN34GMo3n6YzLQumRIF_Kc3zZr2VmDJ9dU/s320/Hyosung+Air+Filter+for+GV650+GT650+GT250+%25E2%2582%25AC14.60.jpg" width="320" height="267"></a></td></tr> <tr> <td style="text-align: center; font-size: 13px; padding-top: 4px" class="tr-caption"><span style="font-size: small" class="Apple-style-span"><b>Hyosung Air Filter for GV650 GT650 GT250<br> €14.60</b></span></td></tr></tbody></table> <div style="margin: 0px"> </div> <table style="text-align: center; padding-bottom: 6px; padding-left: 6px; padding-right: 6px; margin-bottom: 0.5em; margin-left: auto; margin-right: auto; padding-top: 6px" class="tr-caption-container" cellspacing="0" cellpadding="0" align="center"> <tbody> <tr> <td style="text-align: center"><a style="margin-left: auto; margin-right: auto" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVLz4a7HAnRFIqV_k8w_H_uYdtMTAdS8LXlTaiZrr4kwc3q1kgyPrmHI_6vMYYCK_Tt6dGBY3a9m0l3yqyHTb9EWzu1D1XCLpgDegsl9ejaJ4eSKpWKHYHZHtW3wQ4yoBxGLTYmwXI7tI/s1600/Hyosung+BMC+Air+Filter+GV650.JPG" imageanchor="1"><img style="cursor: move" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVLz4a7HAnRFIqV_k8w_H_uYdtMTAdS8LXlTaiZrr4kwc3q1kgyPrmHI_6vMYYCK_Tt6dGBY3a9m0l3yqyHTb9EWzu1D1XCLpgDegsl9ejaJ4eSKpWKHYHZHtW3wQ4yoBxGLTYmwXI7tI/s1600/Hyosung+BMC+Air+Filter+GV650.JPG"></a></td></tr> <tr> <td style="text-align: center; font-size: 13px; padding-top: 4px" class="tr-caption"><span style="font-size: small" class="Apple-style-span"><b>BMC </b></span><span style="font-size: small" class="Apple-style-span"><b>Hyosung Air Filter GV650<br></b></span><span style="font-size: small" class="Apple-style-span"><b>€</b></span><span style="font-size: small" class="Apple-style-span"><b>40- </b></span><span style="font-size: small" class="Apple-style-span"><b>€</b></span><span style="font-size: small" class="Apple-style-span"><b>80</b></span><span style="font-size: small" class="Apple-style-span"><b>Model </b></span><span style="font-size: small" class="Apple-style-span"><b>FM448/10<br><br><a href="http://www.bmcairfilters.com/">BMC Air Filters</a><br><a href="http://www.tnk.it/en/home.php">TNK Motors</a></b></span></td></tr></tbody></table><br> <div style="text-align: center"><span style="font-family: georgia, 'Times New Roman', serif; color: #660000; font-size: large" class="Apple-style-span"><b><br></b></span></div> <div style="text-align: center"><span style="font-family: georgia, 'Times New Roman', serif; color: #660000; font-size: large" class="Apple-style-span"><b>Hyosung GV650 </b><b>Brake Pads</b></span></div> <div style="text-align: center"><span style="font-family: georgia, 'Times New Roman', serif; color: #660000; font-size: large" class="Apple-style-span"><b><br></b></span></div> <table style="text-align: center; margin-left: auto; margin-right: auto" class="tr-caption-container" cellspacing="0" cellpadding="0" align="center"> <tbody> <tr> <td style="text-align: center"><a style="margin-left: auto; margin-right: auto" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoy9rFJ3_V-eH0vxuILvad_JxsX8hRdDtxgdZ873H7WJWqp2BaJZLwtDAMa50t1llt0YvwGR-vAafwRUvKlDb8kdHa5qP3Xy0vDZLffQ0tJh0SGVf3hTyOIYMJruZwmPkhqfTZRYygt4Q/s1600/EBC+Performance+Brake+Pads+%25E2%2582%25AC+22.12.jpg" imageanchor="1"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoy9rFJ3_V-eH0vxuILvad_JxsX8hRdDtxgdZ873H7WJWqp2BaJZLwtDAMa50t1llt0YvwGR-vAafwRUvKlDb8kdHa5qP3Xy0vDZLffQ0tJh0SGVf3hTyOIYMJruZwmPkhqfTZRYygt4Q/s320/EBC+Performance+Brake+Pads+%25E2%2582%25AC+22.12.jpg" width="320" height="288"></a></td></tr> <tr> <td style="text-align: center" class="tr-caption"><b><span style="font-size: small" class="Apple-style-span">EBC Performance Brake Pads <br>€ 22.12</span></b></td></tr></tbody></table><span style="font-family: georgia, 'Times New Roman', serif; color: #660000; font-size: large" class="Apple-style-span"><b></b></span></div> <div><span style="font-family: georgia, 'Times New Roman', serif; color: #660000; font-size: large" class="Apple-style-span"> <div style="text-align: center"> </div> <table style="line-height: normal; border-collapse: collapse" border="0" cellspacing="0" cellpadding="0" width="366"> <tbody> <tr style="height: 15.75pt" height="21"></tr></tbody></table></span></div> <p> <table style="line-height: normal; border-collapse: collapse" border="0" cellspacing="0" cellpadding="0" width="366"> <colgroup><strong> <col style="width: 225pt; mso-width-source: userset; mso-width-alt: 10971" width="300"> <col style="width: 48pt" width="64"></strong> <tbody> <tr style="height: 15.75pt" height="21"></tr></tbody></table></p> <div><span style="font-family: georgia, 'Times New Roman', serif; color: #660000; font-size: large" class="Apple-style-span"> <table style="line-height: normal; border-collapse: collapse" border="0" cellspacing="0" cellpadding="0" width="366"> <tbody> <tr style="height: 15.75pt" height="21"> <td style="vertical-align: bottom; border-top: #d4d4d4 1pt solid" class="xl65" height="21" width="300"> <div style="float: left"><a title="Hyosung GV 650 EFi 10 Pads Front EBC Sintered (HH Type)" href="http://www.wemoto.com/bikes/Hyosung/GV_650_EFi/10/picture/Pads_Front_EBC_Sintered_HH_Type/"><font color="#000000" size="3" face="Calibri"><u><strong>Pads Front EBC Sintered (HH Type)</strong></u></font></a></div></td> <td style="vertical-align: bottom; border-top: #d4d4d4 1pt solid" class="xl66" width="64" align="right"> <div style="float: right"><font color="#000000" size="3" face="Calibri"><strong></strong></font></div><font color="#000000" size="3" face="Calibri"><strong>€ 29.98</strong></font></td></tr> <tr style="height: 15.75pt" height="21"> <td style="vertical-align: bottom; border-top: #d4d4d4 1pt solid" class="xl67" height="21" width="300"> <div style="float: left"><font color="#000000" size="3" face="Calibri"><strong>Pads Front EBC Standard (GG Type)</strong></font></div></td> <td style="vertical-align: bottom; border-top: #d4d4d4 1pt solid" class="xl66" width="64" align="right"> <div style="float: right"><font color="#000000" size="3" face="Calibri"><strong></strong></font></div><font color="#000000" size="3" face="Calibri"><strong>€ 21.27</strong></font></td></tr> <tr style="height: 15.75pt" height="21"> <td style="vertical-align: bottom; border-top: #d4d4d4 1pt solid" class="xl67" height="21" width="300"> <div style="float: left"><font color="#000000" size="3" face="Calibri"><strong>Pads Front Kyoto Standard (GG Type)</strong></font></div></td> <td style="vertical-align: bottom; border-top: #d4d4d4 1pt solid" class="xl66" width="64" align="right"> <div style="float: right"><font color="#000000" size="3" face="Calibri"><strong></strong></font></div><font color="#000000" size="3" face="Calibri"><strong>€ 11.43</strong></font></td></tr> <tr style="height: 15.75pt" height="21"> <td style="vertical-align: bottom; border-top: #d4d4d4 1pt solid" class="xl67" height="21" width="300"> <div style="float: left"><font color="#000000" size="3" face="Calibri"><strong>Pads Rear EBC Sintered (HH Type)</strong></font></div></td> <td style="vertical-align: bottom; border-top: #d4d4d4 1pt solid" class="xl66" width="64" align="right"> <div style="float: right"><font color="#000000" size="3" face="Calibri"><strong></strong></font></div><font color="#000000" size="3" face="Calibri"><strong>€ 29.98</strong></font></td></tr> <tr style="height: 15.75pt" height="21"> <td style="vertical-align: bottom; border-top: #d4d4d4 1pt solid" class="xl67" height="21" width="300"> <div style="float: left"><font color="#000000" size="3" face="Calibri"><strong>Pads Rear EBC Standard (GG Type)</strong></font></div></td> <td style="vertical-align: bottom; border-top: #d4d4d4 1pt solid" class="xl66" width="64" align="right"> <div style="float: right"><font color="#000000" size="3" face="Calibri"><strong></strong></font></div><font color="#000000" size="3" face="Calibri"><strong>€ 21.27</strong></font></td></tr> <tr style="height: 15pt" height="20"> <td style="vertical-align: bottom; border-top: #d4d4d4 1pt solid" class="xl67" height="20" width="300"> <div style="float: left"><font color="#000000" size="3" face="Calibri"><strong>Pads Rear Kyoto Standard (GG Type)</strong></font></div></td> <td style="vertical-align: bottom; border-top: #d4d4d4 1pt solid" class="xl66" width="64" align="right"> <div style="float: right"><font color="#000000" size="3" face="Calibri"><strong></strong></font></div><font color="#000000" size="3" face="Calibri"><strong>€ 11.43</strong></font></td></tr></tbody></table> <div style="text-align: center"><font color="#2f2f2f"></font></span> </div> <div> <h2 style="text-indent: 1em; font: bold 14px/18px arial; color: black"><span style="line-height: 14px; font-family: arial" class="Apple-style-span">Brake Pad Frictional Formulation</span></h2> <div style="padding-left: 0.5em; padding-right: 0.5em; font-size: 12px"><span style="line-height: 14px; font-family: arial" class="Apple-style-span">Brakes work on the crude principle of friction between two surfaces. To give a uniform measure of the frictional characteristics of a Brake Pad the SAE J866A test procedure is used to give a two character code e.g EE FF GG HH.</span></div> <h3 style="font: bold 13px/15px arial; color: white"><span style="line-height: 14px; font-family: arial" class="Apple-style-span">HH or GG</span></h3> <ul style="text-align: left; font: 12px/14px arial"> <li style="color: black"><span style="line-height: 14px; font-family: arial" class="Apple-style-span"><b><span style="font-size: large" class="Apple-style-span">HH Pads</span></b> These have the highest coefficient of Friction and are ideal for High performance motorcycles and race track use. Some modern performance motorcycles specify HH as standard. HH Pads can sometimes prove grabby, scary in the wet and ineffective in every day use when they fail to reach a good operating temperature.</span><span style="line-height: 14px; font-family: arial" class="Apple-style-span"> </span></li></ul> <ul style="text-align: left; font: 12px/14px arial"> <li style="color: black"><span style="line-height: 14px; font-family: arial" class="Apple-style-span"><b><span style="font-size: large" class="Apple-style-span">GG Pads</span></b> This grade of Pad is a great all rounder and will perform well in most conditions. GG are softer than HH pads and bed in quicker on worn discs.</span><span style="line-height: 14px; font-family: arial" class="Apple-style-span"> </span></li></ul> <ul style="text-align: left; font: 12px/14px arial"> <li style="color: black"><span style="line-height: 14px; font-family: arial" class="Apple-style-span"><b>Mixing HH and GG Pads</b> Many manufacturer specify HH for the front of performance Motorcycles with GG in the rear. This is because GG pads can give you more feel and control of the back brake. It is not considered safe to use HH in the rear with GG pads in the front.</span><span style="line-height: 14px; font-family: arial" class="Apple-style-span"> </span></li></ul> <div style="padding-left: 0.5em; padding-right: 0.5em; font-size: 12px"><span style="line-height: 14px; font-family: arial" class="Apple-style-span">Obviously Pads are only as good as the condition of the whole braking system. When first used brake pads can sometimes give poor braking as residual moisture from manufacture process works its way out and the pads bed in. It is best to bed in pads with gentle use and very heavy initial use can result in glazing, a condition where the resins in the pad crystalize with resulting poor performance and squeal.</span></div> <div style="font-size: 12px"><span style="line-height: 14px; font-family: arial" class="Apple-style-span"><br></span></div> <div style="font-size: 12px"><span style="line-height: 14px; font-family: arial" class="Apple-style-span"><br></span></div> <div style="font-size: 12px"> <table style="text-align: center; margin-left: auto; margin-right: auto" class="tr-caption-container" cellspacing="0" cellpadding="0" align="center"> <tbody> <tr> <td style="text-align: center"><a style="margin-left: auto; margin-right: auto" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7TSn-sdC8rUMagfqDfCcppHptF1etTRmsxdZVPELPVBw5Y6OFY9xZhSH0i1fmEiMfLR2Yy-4ycUm92ep80Yfbd1QqZOhTMjIsKkQeAHz_ryRMGhIclZ2F7XFgJ9SNc2fX5F0b6Itq_Zg/s1600/Hyosung+OEM+Brake+Pad+Set+%25E2%2582%25AC26%252C00.jpg" imageanchor="1"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7TSn-sdC8rUMagfqDfCcppHptF1etTRmsxdZVPELPVBw5Y6OFY9xZhSH0i1fmEiMfLR2Yy-4ycUm92ep80Yfbd1QqZOhTMjIsKkQeAHz_ryRMGhIclZ2F7XFgJ9SNc2fX5F0b6Itq_Zg/s320/Hyosung+OEM+Brake+Pad+Set+%25E2%2582%25AC26%252C00.jpg" width="320" height="249"></a></td></tr> <tr> <td style="text-align: center" class="tr-caption"><span style="font-family: inherit" class="Apple-style-span"><span style="font-size: small" class="Apple-style-span">Hyosung Brake Pad Set €26,00<br> </span><span style="font-size: small" class="Apple-style-span">OEM </span><span style="font-size: small" class="Apple-style-span">59301HP9500</span></span></td></tr></tbody></table><span style="line-height: 14px; font-family: arial" class="Apple-style-span"><br></span></div></div></div></div></div></div> <div class="blogger-post-footer">5403712581</div> <div class="blogger-post-footer">5403712581</div>Unknownnoreply@blogger.com0Θεσσαλονίκη, Ελλάς40.63935 22.94460700000001940.5709825 22.856749500000021 40.7077175 23.032464500000017tag:blogger.com,1999:blog-3208122089434677126.post-57869414153764746072011-06-08T18:42:00.000+03:002011-09-08T19:37:17.963+03:00Ο Γύρος του Θανάτου<div dir="ltr" style="text-align: left;" trbidi="on"><span class="long_text" id="result_box" lang="el"><span class="hps">Ο Γύρος του Θανάτου (</span></span><span class="long_text" id="result_box" lang="el"><span class="hps">Wall</span> <span class="hps">Of Death</span> <span class="hps">ή</span> <span class="hps">Motodrom</span> <span class="hps">SideShow)</span></span><span class="long_text" id="result_box" lang="el"><span class="hps"></span><span class="hps"></span><br />
<br />
<span class="hps"></span></span><span class="long_text" id="result_box" lang="el"><span class="hps">The Wall Of Death or motodrome is a carnival sideshow featuring a drum or barrel-shaped wooden cylinder, ranging from 20 to 36-feet in diameter, in which stunt motorcyclists ride and carry out tricks. Derived directly from US motorcycle boardtrack (motordrome) racing in the early 1900s, the very first carnival motordrome appeared at Coney Island amusement park in 1911.<br />
<br />
The following year portable tracks began to appear on traveling carnivals and in 1915, the first "silodromes" with perpendicular walls were seen. These motordromes with perfectly straight walls were soon dubbed the "Wall of Death." The first known Wall of Death in the UK appeared in 1929 at Southend.<br />
<br />
This carnival attraction became a staple in the US outdoor entertainment industry with the phenomenon reaching its zenith in the 1930s with more than 100 motordromes on traveling shows and in amusement parks.<br />
<br />
The audience views from the top of the drum, looking down. The riders start at the bottom of the drum, in the center, and ascend an initial ramped section until they gain enough velocity to drive horizontally to the floor, usually in a counter-clockwise direction.<br />
<br />
<br />
In the 2000s, there remain only a few tours of the wall of death. We got to see one in person last year at the Barber Vintage show, and it is still amazing 99 years later.</span></span><br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicVoQctLvlS8REUkqVogxd7VUqHA__SWqhV4cz59tAh8ADbrzALfEqIg4rbyTnY-ODBJ9giOLB9p3DTRXDgDxYqZCvTgsvUnmLHvS5OtfZXgC9qbSLlXDDmXIXGnNxw_DGsXhK1hmpCO8/s1600/030920111785.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicVoQctLvlS8REUkqVogxd7VUqHA__SWqhV4cz59tAh8ADbrzALfEqIg4rbyTnY-ODBJ9giOLB9p3DTRXDgDxYqZCvTgsvUnmLHvS5OtfZXgC9qbSLlXDDmXIXGnNxw_DGsXhK1hmpCO8/s320/030920111785.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Ο Γύρος του Θανάτου: Γιώργος Βερούτης</td></tr>
</tbody></table><br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiG90QBbk0ItQvhQoTkvC0diED6DZ70G044be69x4R0fZRWM9o5KjyCWzP65bNILYbYn0M4czhhGyg9Wc-jpwbm2t3xkQZYAO8MO0DZ3eBitjK0Yatyqvg_M5Kq_C71b_dtaV3yXLnT5XU/s1600/030920111787.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiG90QBbk0ItQvhQoTkvC0diED6DZ70G044be69x4R0fZRWM9o5KjyCWzP65bNILYbYn0M4czhhGyg9Wc-jpwbm2t3xkQZYAO8MO0DZ3eBitjK0Yatyqvg_M5Kq_C71b_dtaV3yXLnT5XU/s320/030920111787.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Ο Γύρος του Θανάτου: Γιώργος Βερούτης</td></tr>
</tbody></table><br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjx8lt0UJa7LGAYyoCbqozworyQyPY8TpGhW0naGfXG0G_0_fLMxF0omv9b_9wZzVNSf0MpCrVqB7o7DbaVzhK-M9DhkD3LBEip4RSkc_qOOZ3DNC1-hZontbglKx0cc5171xiypJi3D64/s1600/030920111788.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjx8lt0UJa7LGAYyoCbqozworyQyPY8TpGhW0naGfXG0G_0_fLMxF0omv9b_9wZzVNSf0MpCrVqB7o7DbaVzhK-M9DhkD3LBEip4RSkc_qOOZ3DNC1-hZontbglKx0cc5171xiypJi3D64/s320/030920111788.jpg" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Ο Γύρος του Θανάτου: Γιώργος Βερούτης</td></tr>
</tbody></table></div><div class="blogger-post-footer">5403712581</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3208122089434677126.post-57491417140859962202011-05-11T15:41:00.000+03:002011-09-20T17:00:55.278+03:00GV650 Clutch Problem<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<b>GV650 Clutch Problem</b><br />
<br />
The problem was that when i put the first gear the lever stays down, it doesn't come back up.<br />
<br />
Total Cost was: <br />
€123,00 Work <br />
€51,00 Parts <br />
and 2 days in shop<br />
<table border="0" cellpadding="2" cellspacing="2" style="width: 525px;"> <tbody>
<tr> <td valign="top" width="254"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNH6YyPNZ7M71LX1EWcYOm-FJlngXsZTsapXki9C9bEDdLwjBb5qjG3ArsZsdhia5dzmoKDHUlctdAaKQg5inbfVDvKbCv7IrB5TRLtMxvY0YHWD_OdLnzZQBMKZOhdncX48HM8sXvh68/s1600-h/Water%252520Pump%252520Bearing%25255B2%25255D.jpg"><img alt="Water Pump Bearing" border="0" height="184" src="http://lh6.ggpht.com/-2gFI2I8X2Cs/TnCgxMTNrSI/AAAAAAAABKw/203po5SWvuI/Water%252520Pump%252520Bearing_thumb.jpg?imgmax=800" style="background-image: none; border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="Water Pump Bearing" width="244" /></a></td> <td valign="top" width="263"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBGenTMBqN9F6ZjOmEzq1fc7MWT7He8U9Ji5kRvMZwvXy5HxXVBUR1g_puS9dSDt-KngDaVZUNnWkn87ietvE-4lEIRfRNNkt-sAOQrTiZ7NEIH7khYluY5Wld42iXXBC1rNJDZkF5-Mk/s1600-h/Water%252520Pump%252520Bearing2%25255B2%25255D.jpg"><img alt="Water Pump Bearing" border="0" height="184" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhw7asfCF1Vpak38cR2CtIEOVwpCIr8U-tStmToQ2RnxG_HXKzebOSLzRs43HZOaXXV1iZEGqn_uIay2qCgfzRg59TWMnodj-D6VLvdnbXASJFFfQPPwoWlG_7VTenxsoVZifReEZ_jF2Y/?imgmax=800" style="background-image: none; border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="Water Pump Bearing" width="244" /></a></td></tr>
<tr> <td valign="top" width="256"><a href="http://lh5.ggpht.com/-eWYQCGd-x_c/TnCgz5DJb1I/AAAAAAAABK8/cA7wjuZLfAs/s1600-h/Water%252520Pump%252520Bearing3%25255B2%25255D.jpg"><img alt="Water Pump Bearing" border="0" height="184" src="http://lh4.ggpht.com/-aWkjV5zah28/TnCg0hbp04I/AAAAAAAABLA/HqtIjYRJFp4/Water%252520Pump%252520Bearing3_thumb.jpg?imgmax=800" style="background-image: none; border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="Water Pump Bearing" width="244" /></a></td> <td valign="top" width="262"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPBQMhOeiChaqQxENMFhhughEO3ZK9RkW0k4Zl-pN4PLewS3aCGY9cB_XuRf2L8MHFXl61Lh33lQiAK48Vk_DydEEwauIQDYIYFdvmfkNu6peflrZRw1PKEdFXPxySmmZIcjqskNf2Ejo/s1600-h/Water%252520Pump%252520Bearing4%25255B2%25255D.jpg"><img alt="Water Pump Bearing" border="0" height="184" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_7OgTmUQiIJU-__XFxqSfWx72AvwKwsKFV1-WuQVr4_ZtimxjbQNAIqQkogr2zMaxjyns3hnJStlFsCfOs6r-qJIGc1F0zJJ7mzDyT-Egx4DSfh0cD_b_y4W8OfSIUwCw3WSkRvELaQQ/?imgmax=800" style="background-image: none; border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="Water Pump Bearing" width="244" /></a></td></tr>
<tr> <td valign="top" width="256"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsWkfpoV1WrPD7ZxRTIn5SM9BE_mu71ghvWhKYkdAPB_vYsa-ccCAWq9h2o4fu9kuGHEbnig25KsA_g5KHfojmiwXKctV58lLuz1FB9_Zan8QTHyblemaFqumu6Hp2fnOQuPnCA__3Ero/s1600-h/Water%252520Pump%252520Bearing5%25255B2%25255D.jpg"><img alt="Water Pump Bearing" border="0" height="184" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5R11tgudS0EEO1L4vMMoLz3XsZwDr_VI2gR_nAel23XlzPoluO1ob5d7lSNOpy6paF-1hhbKChVGXBbnwRZX7tKCsd15njyv91EceOzWLKMHOtXEODplM6hmPAGQCuCd93EXzlPLvtn0/?imgmax=800" style="background-image: none; border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="Water Pump Bearing" width="244" /></a></td> <td valign="top" width="262"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsSYUudswAlP5ktmw63lf5lbtIREoNKR_L4I1-syP-qp4p3Nbqa2PSM_TWeI4MuoU9S55_xP3GR5wQUJxc1Pork7Tg9bi6PGwR-9hoHWzOtgPvftAIbAdjmwznehFV4zDp5nrKGxHyJVU/s1600-h/Water%252520Pump%252520Bearing6%25255B2%25255D.jpg"><img alt="Water Pump Bearing" border="0" height="184" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfVgCQp9ETYVDbbG6Vxo6qP9kzNo0Np4mGWJRr1QCMb2LfsMqQMeQqQ3XfsnpEMly2rT15XX6uroT64b5lk6DgOgJwwFQiS2a2MJO6Jlm23GX4xcVzH5Hj_oRzASzU7_dGm_zLbIses_c/?imgmax=800" style="background-image: none; border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="Water Pump Bearing" width="244" /></a></td></tr>
</tbody></table>
</div>
<div class="blogger-post-footer">5403712581</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3208122089434677126.post-10950774044523282932011-04-07T15:41:00.006+03:002011-09-07T16:59:41.030+03:00GV650 Floorboards<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"></div><br />
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<tr><td style="text-align: center;"><img alt="" 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" 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<tr><td class="tr-caption" style="text-align: center;">GV650 Floorboards 43500HP9500PLT </td></tr>
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The floorboards are a classy addition to the GV and furthermore improved comfort for any trip.<br />
GV650 Floorboards<br />
43500HP9500PLT <br />
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hyosungsource.com<br />
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<tr><td style="text-align: center;"><img alt="" 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" 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<tr><td class="tr-caption" style="text-align: center;">GV650 Floorboards €70. Pair of left and right front Footboards for GV650, NOT including the connecting hardware. Made by Hyosung. part number 43500HP9500PLT</td></tr>
</tbody></table> ragingparts.com<br />
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<tr><td style="text-align: center;"><img alt="" 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" 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<tr><td class="tr-caption" style="text-align: center;">GV650 Floorboards $102. Footrest Kit For Hyosung, uses the same mounting hardware on the bike. </td></tr>
</tbody></table> hyosung.co.nz<br />
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<tr><td style="text-align: center;"><img alt="" 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" 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<tr><td class="tr-caption" style="text-align: center;">GV650 Floorboards RRP $255. A classy addition to your GV. Improved comfort for any trip.</td></tr>
</tbody></table> bat-motorcycles.co.uk<br />
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<tr><td style="text-align: center;"><img alt="" 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" 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<tr><td class="tr-caption" style="text-align: center;">GV650 Floorboards £75.00</td></tr>
</tbody></table><br />
.hac-products.nl<br />
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<tr><td style="text-align: center;"><img alt="" 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" 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<tr><td class="tr-caption" style="text-align: center;">GV650 Floorboards €190</td></tr>
</tbody></table><br />
motoepc.com.ua<br />
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<tr><td style="text-align: center;"><img alt="" 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" 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<tr><td class="tr-caption" style="text-align: center;">GV650 Floorboards $120.00</td></tr>
</tbody></table><br />
richardhyosunggvgt.com<br />
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<tr><td style="text-align: center;"><img alt="" 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e3fy5rhjjM7Mv33crncc4RS38QxT8d/EH+ydNhnd7DUNU09vNt9SNgguygXbtmf7jRZI++pOQADjNSMr6L4SvdJ+AXhXU/EZ0cWGr2ruVS+VLo3rys6fujgmN48sNq4/dtyOCbWl/DrUNR8N3ol+DNvZX8128Q1/xDr0dh+4Wc/NGkatdDcmSoaExFiCS+0CtdkmTFJtpoxf2oNQn0b4waRc6BcW1m2maRDZak9jdM1rcsEZ4gFeFNpSPYpzuDHoAMV51o934s+Jvwcv7/R/D9vdrZiWPVZ1XZDbxIokkO7f99Y9jYxzu+UHBw2RYy/hzqmjSaD4Js9Q0ibzWn1S5WUEqyyC8CKi5G1t6njP/PM46mvavhLt1n9ovVNRvNP81bFpdKYyR/vH3MjncvzEsCoB+UgY6GuairQ17y/9KbLW56B4+8Paj4d8TC7stSjk07VPOhNq8RWSApsKsjg8jtz61ylrpMUcH2n5p3k/5aN82ce/WrsbES3jyXMSlHVMhfliDHGDnGQT2J/Gub+Il3pNp8KhPrNzLGftIS3eG1MzrKyOVDAchWKhWx93IODgUktSpPQ47T7aWaFXj1vVrcsHt57aKYGN1YBWVlZTuGFHB6EAjGMjfi1Sax8nSrC1u7lvLaeK1s43kfy1GGdtqNhB0y2F4waTk3oyElHVHT/Azx8Pgx8Y7Oz0qXy/D2ouJLAK+Ut2+8YQcnKkZZeTx1PNfVv7Wvwjt/2j/wBjKP4ieBobeTxZoUBuLcHj7Qu354iwwy7hxuBBB2n+HFaLVESVj4M+A3jq48D/AAu8XeIfHvinWdS0rS7CXSbaPV7sM322WTELCORXIKohBQYJZiN3Fc58Jf22/i58Hfincahp8diumTuEltLSNWjljDEqrRkhTjcSNoTkk4OaG7ErU9k1r9s34QfEu5sr/wARfDjVvCmq3N215qM8NtFJakqFEIQIwbbxuKkP865GNxB7X4S+Pv2dvGfxBkg8SeObqFbomzmljshLbS2rNGxiYMizW0zbWAcEjHIGehdMdmjpPHVkup/8FBxoPhWS70/w5Bpk1zpl/a3ItYdRdQvnOkq5XA3MgQ8gRA4IINchplvep8L/ABR4N1/TBqOieI3NmW2GTUL8JKZtySjhFTJYybWVSRw+0BWtHcl6o7/wz8PPF1j4APiGPXdE8OJ4jt1jsrbwwbu61C1jVGZkOoS3BVZHd8lUR4iIlO0KNp9n0vWdJuf2Hp73wx4iTVtYbQJ7q3l8VadYOIZEUiLettBbtJuIGGXBAwTzwZjVjJ6HUsPL2Slfucz4dsfhR8Sf2d5vg94mnjn03VY2nu7KYeXNNduxLXETupIcfu9hDEqF2ncCc+Hwfs1+Ev2dvHt7ZW3jTWNZ8LavaXU0dhGqWGo2LuixF5J0VkmQovZIiSmMYyTopdzncTzDTP2Z/Avi6yh/tH4j+Nl1OO6u4EjstMt4bTH2qVz5amR3UFmZ8s+ecdq7X4f+FrTwvrVzounajJrMM+oyeTfXa4Nw8YALtsVlx8yjg84Bz3qEopWiNRs7nR/EK91DX/FrCPU1txZMYF+VmjDkfNtAYH+HpzXK2Ora/wCGHaXX9L+3aYOt3aKZVTjq6/eXqOeaTLKNlGFtkbeyqfmyJB8vzDBK5yeep96j8ZeHb7X/AITXtlpUzNdkpNZt5nLSxOHCk5yC23Z0P3qkuSPFvBmtanP5y6pAba4tZgkibwWVTyu4ZODwevUEGvSdN1fxBo/jceIPCV/cWV40ZWRrG4eB5IzndESrDcjHI2nj8zUy3FHYwP7Es9V8JQ6LfeZa7GgubRgAHikidWjw3JxtGDjPEh9Qa+q/2G/2iYdR0KTwtr6tbT21xJp2oWVwQWhlU7WU9RjGCOoIarhroRLQ8L/4KA/s42Xwo+PP/CyNB/tNPDPjC5KSQ6fOY1S4mRg2cKcq5VMjuxOfvCvl74SfDO08dfEXUfCV5q7FdLsf7TFxbQNJ87NCjQtv28IcgkZUndgkYYuWpEdHY968T/BHwR4tiN/4h8IaYl5PGWkvbOb7HNJJ3fKHDZPZ93pnjnhrH4faT8HPjJYXl8Vu/CzxS/ZbrUmExFxJG4xIIsFii7iDjGCueeKlGktFc6P4ZsbDWZNes9RMPh63mey+zXGxrO+uplLLCgYsBsVQ8h6qNg+84r6b8N+MvB3w5+P17pHj/wAOWd75VhJbG5gbD2kak8wBiqbcqxLA5XcFzuQk68tomalqc/onx10XxFKvhrwjftp9pHdS3VtaSmRmcnduk3MAmSCQFRRgcYpxu86l9i2wJE4WaWNJNuRn5cqvr0yem3HpWaioaI05uZFA3KwSCyhtLk3PmhIFMpkeQdtpznIz3xjHOec9Tqekar4h0jTZNe1jS31iW1uGunvLkxlBASxhDlfmKR+UPUMz5wCDVdBHGeCNZs38Bpf4glmkvpplVsupHmyNtkUjaVw6MeuTjptNGreE/DOqMvinWo3inaT7THc2VxJDMZCwztEWAzHHBxkkD0oBEOjfDr4jf2ddXHh+7F7beYLmK08Q6lG07sA2SshJdSd38ZccdBUdxdXdvZLo3jHSNS8MvKHHl3ijyLlyBkQ3SkxPkDG3IY/3RSGOtLeX7Qggt4kwu4o5UBuhOSeenHHfHrWzDLbpEqyMkUTEg7hlWIGcADk856+lQas4f4h/C46xJF4j8OySpOredJZwYIuE5ZiFIP8AeycYJPIIPB82gvYXv/JlYFIm+R2Q74yO31H4UiWy61zY2OsLd27SCe5YiWRlDJIxGMAY9sDnPHFY/hTxn4l0fxr/AMJbaG0MjXCvO0UEcbSrwiGRlG84VQAWJxitILUymz9FfCPirwD+09+yXd/DDxFrFj/apjC2YllCSCcYKFM9WyFIxkg4OOK/PLwT8M/EXwe/bU8U+DfEmkky2GkPbhrjKiZPtUfzgkEdFYHpySM1c1ZERd2j1+C1sbrzJLjQYnCqfKLXjJsBYnldp7EEemDyecaGhifRNRbU9I0LQZrm2RjbreJ9shk3IYyhTHykh2G7nHockVitHc3eqOK8TXmja74iW3Gn2QstOWS3sg0Ecf8AGd8rptOJXY7iQ/oo3bBjp/Fnxz8RfELwGvwv13wd4OkRvIkE0NrNBd3ZSE4Z5VkP7xzjfIi7icjphRqp2bMnG6MLQ/D/AIX8IwHVrfwdqp1OFlVU/t8tBChI80ov2ZZN69VLSEfLgqc1uan8QfEn/Cuo9JuNR0y4hu5hHHbJaQLPY+W8bGTciBo4m3OBk7HO5cFgDTb5tUCXKRaH4l1EeI7IPYNc3EsmyHAIkJJX7u1vfpg9enSur8eaf4t8RfEvQtP122vriaW8CLanzLaY+fLGGKxyxrs3lVAbbtye+DiFe1yjyLwDLrOl/CS0uJVunjKiSSVVLRxtKWK57KxUcc84PXFd/Z3Gr3vgO11uwighb7Y1kFZW2o5wxJVckHaQPbLUNagjdsdf1vShbWmrabqenT3VtDewmWAlJYZVDIynHKkHg9D+dTeJfEl5qfhC80m9BlheJiVIyvyg+34fjRsPczkt2dRLJGkaMcZWMbW5OMEjGe+SCQK1YWni0DMBSReiRlGRWOAfXIHrj1PpUGooJvYo0jZo3Q/uVkPBPUAcn1/IfWuJ8XfDyx1+WTVLKSK21KQF3eJS8dzg4+cAZDEdGxk45BpCep43r2l6l4f1s2uqRzWbJIVZiCySBTztIO09jkfpmov+E4kHwLX4eRaRp9xDZXBn028FoqXVmHfdKqyLyyv0ZWJBG04LIrBp2M2rnW/CrX4rzxje694j8O61rKadEsd6+mzyW0ltbnJLQrHhI+ELEFGjJB3qd25ek8f+LfBunfFrTfE8PxM1DWtOaNVtNQniIuUtX4EE0LFUn+cLjY0IUB9vXNdCalF8zMmmpKx1yWXxNsLu28Vad4T8P+JvB1+5a3vtIimS5CRgCf53Y5miKsWi2fMq7lYruI6RreG6jeCzEmn3G0mOYIZJMj6jpgdDj2rKUbGsXc838QeBrpNMm1E6rLcSefGryQWDLIsruEhVkUOpZnKqpyvJO7IBK85d6DDcSD7RdQW0llIY7XU7VvOihYMCUk2KSEzuboGXJIVtxBVu5Letkdv4X8MfEm5095bfwDrl9aksWvfDaLqlvLnqXa1MpjyCcpKFbBIIGONXT/CnjWa2awHw88W3MkYLeVa6BeSsOBkFBHkfXuPena24XRz2s23i+x8STWGoWk/hXyIWtbtZoVGo3COoLRCIZeMMBg79gxuHzfcY0FPB2l3T2/iCG6m01LO5UW9ldFGS48tvJZ1UgMocKxX0zx1qttBeZh/Du/t5prXwR4h1BbIXi28dvK1wIg6YUlDuIB2ncef7o6YJr6R8S/Dy+/Zp+Mcmga5Z/wDCW+CvEkG+Mxstvd4XhmQt8nnJuwRyjo4BAyQpruBg6n4P+EF9oqzaN8bdTg8lJGgsdY0K6kvEHVYfNTchAbdyOBuPbGMTPhXTvD0thotvd308pCzX17ldjD5tqIMYyB1YdOg71LLVjkodVlJS3aQFH+QEnLo+CQobB4x2J6fTjUsvEGoxaIZVv5eThmhJw2SCUb2ABJwcc9+2ZoytN4vmhsVZoIS7x5AkZAdjDC4JGT1XjjOKhudflgs5iIoDaGLYSzMnb5VwMYBIOc8HHsMgjHlu21LwTc6fqJtpoIY9/wBnkzLCx3dCHGQwAxuUjjB5HXitS+E+gajLJd6DqlzZ4RSyuRPCHPIA6PtIyc5JwM8gg0BY0vDeh+Lvhr4auIFupoBO+ZJ9KumRGXqfMZQGBGBgdPl78074XeF9e139szQbLTH8OadZtPbySSeIiVtjIk4lKLGxUFh5aPkZxgY5201fYln2xaeNLTwZ8BvEfgPUPg/HaWc+qX13Fpq5uLVnkkJYwyKqbY/NLOr84B2jbgEcP4O+CNzqk+jL41XU9G8NS6dHcS3EFnLc3KDAVYJE8thE4IZS7LjCHrkE7qDkjNyUGe13nwp+EEHw/j0q3+JVnpdkHWeNbiSKP94pDq534JbKg5PJxXBt8BfgrY6dObD4seBtL+0MvmTQ3SfOF6L80xAXPOAOSefSm4t202M00upwvir4B/C6HQL/AFTw5+0P4HsdbhjM1gEe3SN5QMCOQxneEb+8p3A4PIG0/N918Sfie1u+j6na3d7HGxiaJ7nU7iJ9pI4IudjD0I4IpfvIrQfuPczNM1fxZc+HpLS9+H82kLNeed/aOn2kjStHtA8r7PclsNv3NuVsnIxxUXifTfHEvg59P8O3fi+5tplcTNqGopbfu2BynkLKy/MDg7umTUcs+mhXNA47Tfh98RviD8RbDwy15BaiNhcvNcXUMCQhMBpAyHPmNwMr8zHbnpke1/EMfGn4PvonhLTmuPin4Flga70s7zb3+myCKJZI3b58fej2jJyowcMDtaTS1FdX0KJ13xLfQQtofwt8eajdOUkkhj0hURGI+dGkeUbsZYAhefXBr0HTfhx8XtX8PC6t/h94o0+1X58XlilrM3HUkyOmO3XOM49KnRGidzgI2uUjCxTARRR/uiT83y43BlDZAx0IAGeh9L8d9Jc2RM6xLJlQhdN29TgZPHBwMegxWZqYd5cWf29FvLdt6O05K4Z2YbsDcMgEkHPTkqRWbc+LFt0Rnu7m3lQbiX2lEz0DFQWzjBGOQAM53AUWEO0nV9SdAmyynaL5d1msnCEqcuMH1J45yD9ara945k8N+Jjo6Q212yxxzTiQ+X8z/PsPzKW4I3cnB47ZNRV2TKVkZsHxYksGW5Ph2xu2TGQZ1G/oPm2yj6knvk5qK/8Ailq+rLAkWp3ekGBjLFLpl9BFLHJt2bllaUsp2nHykcZGcHB0UEjP2jZdg+LPj2zsYYLX4o+LkSKNIwV1s4b5RyczjJ9xx6VIfjP8QTYzn/hanjQ7k8suutncu44yCLjaD/vEDinySvfnf3s7FjmocnsoevIr/f38z0r4ZftufEXwF8OJtA8RNdeNnAX7FqOra4bW7gXukksExaZfTd8w/vEYUdm//BQOWWFodS+DcM8gZo/9I8XzSE44+7OHH4EfnW65Vv8Ap/kec3c7H4XftbeCfHHii707W/A154ZMFpNdxyWU2m3cTLDE80gYraIy4jjkYcknbjqRXZv+0h8MrZRJZXdrOAM7r3QWnJ57lZVH6VLk49RqMX0I5f2tfC8VtIkGiafdAoSwtdIa2ZUwdxBKydBk/hTz+3FocepQwzfCXVJLK4j3jUILdLiEDBJJVlhbHAHGfvD3Ijnj1/MrkfRHmvxf/aX0/wAc6Tod5oXwHv8AU5dK8Qw3Fxaal4PS3VrIxTQzkTpeOHYLLuC7cZ29dua938b/ALTnhn4TePbTw74Y+E9+0WrJFL5mn2UckLSPuC7mt2dEG1AdzlQM81LcXqmNJ3s0eb+Nf+Ci48O+Lbbw4/gDWLC7vGVIpnsS1u24ZyJs+WwA5O0kjB4rzPxJ+1B42+Kngw6xoy6jBp0viY+GbTUDeq1rfOg3yvEFj5URhmHzZ+U7gPl3TdW0Ks0ebrLExRQfJEq+ZAA7Ek5XcoI5B4PXA60s3lW9oGksEMl0p2yO8mXDH7w4+6fl5z6H64s3IbvRrG7Pm3H7uV3C7Lb5dg3bgQ2C3UdOOCee9crrfhKa2aJrG4kmgk/eSIXZpDkEkHAA4+XBPQZzSEVvDthLpWoxtqNtJDMVaILZkDdgbgWPUcBlGcg9MdBXPeNLtIfjdqcdysls13cvcWyBmPn27MTE6BWXem3aCRnawZTtKkVtTeplUWlyp87o/mvIUwON5Pfg4LnHIHYfUUzy7gsvkyMjFwRl5GH5CXH6VuYEu5ftF35d6qqtw3SV1yRgH/lqvGR6H6mmSy+a8Cfbt7vOqqqzOf4WPH71jnjsRQBZ+zTREiUzBiRx5ztn2/1tSC1vIruWNRLhZXPCuCef99f5fn1p3Eei/CPw1r+seIrzUNKs7y4tbPStSOoXkcTywWMb6bdRq0z5YIC8igAkE54yASLN14imjlfzy1k8u5lYYlBfdkggnKnB6d8ZGRWFR7G9PZmjHrVy+rFZEEcQ3GLMbgLGcbeRgg88HnggEDqIIvEN1aanJGreXHuWXbvcM6jGV+bkZQcYHK4wBisbm1i7D4hje6zbxLFcFB92ZlyOe2D3XGcHoBxnI0NU1W81BRLLq8pAIAuGmDkjcQATnLHaMc8cDGDwXcLDNQ8QSweDruW8kcWcFpI0sMCARyxiNgQTtBAJGODkfSsbw18P7jwPZ+FIvEGqXklxb6ELyz0oMRFpv2gebvwcrvljuFkc4zklT0wLj8LZEviRXS5E8ty8cRXygEkb7yuueCADnjPccEVcS0t31xpDalHjGxxvCsO+7CswGQeo64HPHGZoM+yhZpJM+YrjYwckSYYn+7nHXv8A/rpX9p9rTzL62eUA/MshT5x/dx9COmOV6+sgc7Dp0kPia6v1WRoE6pGzKNo6s2OM9SMDnkitSPxLq2keFbjTLTVLe609Zzcy6Xf2639pM5H3jbzo0ZbAxuxu+XuSKd7bCtfcs6f4t+Hrbf8AhK/gZ4euQ42mbT7q60Pk9BstZxF36CIHIxjGakspf2aLiRxd+APG+m7E3ltD8R206kHjgXMDHOT/AHq19q+xPs4vcvnw5+zTcQfaLO8+LkETEnabvTmJJ74W2AGT1yRV/TfCn7NPkNd6pd/FqRInLRmOXTFBH3QxMluME5xgZ69a09rC2/4f8Ez9lqaGmX/7KNvcp9l+FPjrxDK0mxBq3iOK0Uv6ZtEAx7/lUNz8T/DulSyReAf2c/h/p6On7qXVln1aeJtu4ZNyGXp3wDnio9oivZmf4v8AiV8S/Huhx6V4i8RltLs2DW+lRolpZxbclWEMYVBjB6A9RXFi21G2nx50m7lVlJ2OyHIAbAz1GM5HvWTk5as0StohixTxzJLd28XmRo7BDkEZILBccDHOT2B6damiWe0uftKidZmDIAFKnzeGKgAj5gM9MHke2UM3fD9npuoeEdW1K+8T2+l3OmWkd3Y2klg8n264EyKU3A/LwysC4OeQe+2rFPK8m7y1jl+0MzsU2ggMW3lQNoB6jaeMHgU2tLiLUk/9s6nbaRNmSzm23N/HtwxghJdlJ7eZIEhHoZhng4HSeLdburzx7cw30kVzJYt9kmkXIZZQG8znP+r8wybc9sDkYrTan6v8jPefyG232dLaKNLdCWJLYbOF+9uJ7ckDGcc59aSJrO2unuZY4pJNmVV5B+8PX5yeSRjjn8fXI2sVrWCK3hCxT43nesfnsMA84BPTHTByBxS32mNJoK3DWnmxXsj2yXBOFkZcEjPtvBz0yfY4VwsczPs/tYwXly5Q8YMpDZDDaynjaR3x3zjGKllcwXTF0STzTiNgWbGO3P19fxpNjSMwXKRXEiOssz+XskjePzWYnIHHUDBPJHGBz0NWVsYWUym1Ch9rSEcDK5A+vQ4+ufWkFieXSYYr+CS2KoyggBl+TbjI4AwOccnnjBJqSZLKx0t7g/ZYEBO5pNrnPXAwM889fbkdncLGKviixtYJYJmkMu9hKIkUiJBgbieMr82M+6jHJrasLuz1OLytMdrk/N91GjJ5AGOMjJHTtVWsSakFpbiaQW6RoI2YEsM9uoUnpkjGR+WOH/2HGY2ieQAtIMYQAsQB3KnAyD0PHagDOn0CU37GQoxlbzEXBJBI+ZfQgjPftUlnoduYd9rJGGiGwqEQg9iML17ZIPPSmFizo0nh3Q/HU0fi3w1Br+mTKLG5sd7RSlS4xJE2PkkjKAqWLcjBBBrT8Q+AJPD9vZa3oWsRa94b1JitnqBh+zzxOjcQXMePkkVOM52vtZlz8yo94+grNM2fhVoCLaav44kaPydD+5CG+W5FvGZvKOeSssxtVB/vQ45Fc9LpPnWVwr3DP5qK8qySk+a/HOc8dPTnHI5zWs9IRRnBXlJn/9n/wAARCAEHAV4DASEAAhEBAxEB/9sAhAADAgICAgEDAgICAwMDAwQHBAQEBAQJBgYFBwoJCwsKCQoKDA0RDgwMEAwKCg8UDxAREhMTEwsOFRYVEhYREhMSAQQFBQYFBg0HBw0bEg8SGxsbGxsbGxsbGxsbGxsbGxsbGxsbGxsbGxsbGxsbGxsbGxsbGxsbGxsbGxsbGxsbGxv/xACrAAACAgMBAQEAAAAAAAAAAAAFBgQHAgMIAQkAEAABAwIEBAQDBQUFBQUIAwABAgMEBREABhIhBxMxQRQiUWEIMnEVI0KBkVJiobHBFiQz0fBDcoKi4RclNLLxCVNjc5KTwtIYJjUBAAMBAQEAAAAAAAAAAAAAAAABAgMEBREAAgICAgEDAgQGAwEAAAAAAAECESExEkEDIlFhBBMycYGhBUJSkbHwwdHh8f/aAAwDAQACEQMRAD8AFcV/hZ4Syfg4qnDzJWf3q9neCTXoaxZTbjjKFc1lsJ8qCtok21Ektg9sJXw65pkO5OgIq7YJlxuRJbcTcLI8puD2Nr4E7Rcd17jBxT4Py6Tl9zMWTo6pFKSouvxU3LkS/Uo9W/4p+nSn2p6gncJO3UHCoLaN/OcWOa22kEEbDYHfc/8Aphso9ZiVSlIo+ZV/dpSG4s8AlbAHypXa5U36Hcp3tdPlBQJmM/LdQps5caS2DsFtupVdDiD0IO4II3B6HtfBPJtZzHkPi1TM05VWpubS3DOQ4lF1IAH3qdvwqTuR02N+uNIVdGc8KzpL4lMlwK/w6oXxBZThtswsysoFWYa+RmSRusexIP5jHOvjVFzSHiATdQB7HruP5YmSrBUWeodeb0KMgKCSVJso7e4/TE5qvVRL7a0VCSpxsFLa231FSQTvbfp6jEUVZM+3KuuKC9VZ7jiySNcpzUo/mcHsgZkytR+I9Kl55yxArlKhvFRYmRkPJaChZRsoEFJFrj2BxUXxdg1YufEbxo+FBrMycrn4R10irNSEyBLDceIzNj2NlNuMODUhR07j6bHbHKWXM4Ssl8YnK/Dpa26JMlKK4FlafClRsAVElSkp6Kv1HXfFz8lvJEYuuTOwGMoU2qU5mXDYjLakIS624gXC0qF0q39Qf443/wDZ5CbFzGat0JKAbYnJWDc1w4hrfu3GI1ddKbW98F43DmnpA1RHHL/vYB4JbfDmnokAopizc9bD+uN8nI/h2hop6G9XQkpvt9Bgq2BlGyk7ywhLKR6k98EIuRFOrWtwIAH1/wAsU1Qk0yaxw+1klJbAHok2xMa4bOdQpJ9kotiRmaeGKuYAEqt19MTGOGyUIspvf9TirYqVk9jh8m4UG7+gAwXh8PuXY8pYtvf0whhZrK8CK0PEutgDfzvWGNMlWTYCCZVWgp07kJVqOGKyAvPfD+ChSm5KntIurltf1wGqnHvJ1KY8sdlA/afkIT/C4wUJyEmrfFXS7qbgVaEkjbTEaU+r9Ug4UZHHbMuYJpRSaHmaqm+wbhFlP6qI/li+NkNi7XeLeeqSUpl5Yp1NUsnQqpVlpB97pRcjqMKdR4oZlqrLiJ/FOhUkK20UimSJrg+iyjT/AMwxqvGl+Iy+4+hHqqcivhbk/NGeq9I/aLDEJlX5qccX/DCnmCVRaVllEynZMjoU6soaelzVynlWF/lISj/lOCUoLQUzHJ9Nq2b1KmPVN+FS2k63TF0spt6DSBvhazflae5Vnn6FNfUwD5WnnSpy3+8ev8MYObZaiqK5lonRagWpgeQ4nqFkgjHavw6ZAl5d4IM1utc1dWrSEv3cF3GI3Vpsnr0Oog/tW7YkpLJYVMz1RqLWGptAp6hJYcS82Szy0FSTcA+3t6E4pTPE9fDv4+hAhtcjK+aYbVSotgQlsOFR5fT5kOcxk+6Ae+ObxWk0zW8pnWvDCsx61RGkOLBumxBxVnHf4fEUuS9mrKcXltOq1vR0Czdyb3H7N/0xsOSKAQJDNVUy8ytlaVaVIN0kYIMykKeGokAGyfTDIGihZhbj0xNJq5MmmrUVICbKXHJN9SL9r7lOwPUWO+GBvL8tU2O7S6gy62speZebWQHEA+YDptYkKHUXsQMa+P8AFRMtWfQDKPDprMn/ALNBzLstWqNLpT/h2RYobKXFuNlPuLqH0tfpj55VynIptXXFEhC7K0HVtYjqbD3xXkSbfwyYOqBKaihDikFS9aVafKb7/njeio6UAB9KXF3JBBBHawNrYwZqaRnGjnNaKFMrcCI8lWhwvOEBu9vnNtuuDcmt5Vp8ww3M4U6WbmztPackIVb9k2Fxi4wsiU0iVRM7ZIYrEEVeDScxwIL3PZg12lammVkWJbKtQSTfpsk7emEz4guGzOZsrUSu8EqLNnuR4hZrEJtDJWNIuHG2UAFQO9yi/bYW3c/GmqkJT/pLr4T1FVB+HDKdJrWWKmuoxaRHblXZ06V6L2IPcAgflh3j19C5qVDKryk6ttZCB/LEsoNqqwQkLaoMTVp1aefcn2+XrhPVxLz+ZpZjcGXEpvYOOVBtIP8AAHAPIbiZvzc+ltcvK9Mhqt5g5NCrfoMHY1epL4Sa7Vokaw3THSF2/wCbE208BvZvczPkONJITW9TYAN1pCVH12GMzxJyG1E5TM/Uom9koJJxd2ThGv8A7Zsj0x5TEiLLW4OqS2pJ/QjEeR8QOUGmilihrCf2lg/1wnZVgpz4iaQFEwqS24odtaf5Xxmxxlz/AFRR/s/kCoSir5THguu7f8KDilCctIVgjMXFziRQYHPzbSp+XtSrN+MgKaBHrdZQMKGbuNc2gpfbrmfgw+wm7kdJZS6hdr8spLylBfTykA74v7eMkOVPJXB+IJuqZeerDcmryYcd0MuuqkIbAWSABYJJ7jAWZ8ReTS6qKmJUHZrJspLriy2k97nSL4ikDl7IU6t8RdDcdUGsiU91wqKVqlOPKSd+unmbC2/Q9MaqDxoqVQ4jJpCMv5VpTGp5Cno1JZeIKEKKSlTgOxUkC/ocXypYIyzaM08QKvnW1bdchwWxz3kBCWkEAWOnlhIAJG1hjGo0xjN9KQ9QcyyqVKWjyx33dTL30V1H6n6Yjmx8V2IM6Bm7KFXLdWiuICz1c87Tn0UP6G+C9LrMSolLS3PDvHYIdVso+yun5G2IfuUsBRyOoEhxNiOx7YA1OnTKxnqDDYUp1ak8plonYb7n6YENh3MLIyZk55NIqCUIa801o3LMlYPYdUq6C42PcHCpAznSqo7y3V+HdP8As3Da59j0OGxDxw94f07iFxIZaqkNt+nU8pkyCofMAfKi/wC8evsDjqhsFpIaTY7XNsMpFx0P4aMnQZ7T05wPhB3CYqWbj0BUVH+GKq+N7hdkrPXw2iNkBlIzZkwu1SGlm6lPoSnVIY1n5llKAsAfiat1OI40rKbWkVL8MnFVNfynAmvOaHyA3JbvbS4Op+h2UPY47ay8zTs25NXBmNodQ4jQsHfY4C7s5a+IvgHPyYHMyUynuSoAVdwIT5kJ9Qfb0Ox9uuKCMaChLSnKxSkF5AcaD89qOtQJI+VageoI2vuMCpmb9JMFIkxmgoy4um2x8cyof+c4YKHOm00LShSJUdZCnWeeFC4/ECk+VY7KG/1FxjREto7G4K/FVQKB8PDuSM9zFwIvh3Y9OrZbKwypaTpRJbSDpsTs4kaT3CDjjCupfXmh19uWZTSnVLS6DrC7m5IP6/lbFPN2ReUDpUCpulRj02VYjZQaUQf4Y0pj1hLAT9nSUHfqggkfnjNrODRPGSHQMk0NXEqTXc3UnMUyI+klLNNkMsuJdsACVuIUkp26WBPriZFyJkdyumSqt5ipKklR0SacxIH5qS6jGiddENJhKBlPIpy29LrHEhUN9h3ZDFMS+go7KUoPXSTv5bH64y//AKll19rwnFyBElNI5qm34TzK7/hITuSD6+22NOcXgzcfYHOcZbTltPcUor6E7pLUdwrX69TucFI3Gfh3ITGfnZ2zX4ZxZbcXFgoWu4/ZStYHX1PTGfoXRdyo1z+L3DcyOVSMy50kOFCnSH4bCCkJF1GwUrtvgxSKlNrswt06RVHWFIS4HlyGkApV0N/fqMVcW9EttK7FvNXE6l5b4iycnTYGY5FRiOct1MWWy4nZOrYgkdN/UdwDhNd+IfLjDx5GVa3IF9jIqoBP5JTbCcktIKZJ/wC3WmHJRqTGSPPzywA5U1KI8twd0EW9rYGp46ZnkpSaFklII3C0OuudO/lSMLm2VxoPQuM3G2oSGlPZQps9wJCGF1WO9IKAOiRzHrW9rYsOLSPjNfpsaXAyJluA3Nt4bwtGpgUu4vsV6j0BOGptBx+TGUn45mEPNrqmZ4ojkBxFNXFjBu42BDITivs8Vj4lUxknN2ZM+eH/AMNRdq8lSVE9iA4R2wcnLsTjWypa03UF2ly3Zb6+YEqU+6pago9Pm3w1VTOdJq3CuDlivUd7mU0vuw6tCfUH3FPKDikvtrJS4NZNlApWAbeawxLtBQn0gU+HnWI/UnprcdToDqmE3UoeoB2B6C56Xvg5kjhnmrNuYlmkpja1NulfMfCNOhWlV79dx+eE6oa2L9XhSKLXqtSpPLXIC1R3TuspsRcpNvbriNQW9ctttTxbSSdSgL3HcfphUMvVmiVJ7JjSMn1JvMVMbTf7NmEokNpO5CRfp12H6HC2zQY0mc41laouUqoarOUionSFK9Ek2BPtscKsDsmsZ2q1BcVQc40glk+VyPMSVNn6KI2/O4xsk5HypmdHiMm1JMOUoXNPlK8qv9xW/wDUfTB8MQuyXa/lOUKdWIjvLHRp/dJH7i/8iR7Y2UiU5NzO3V6A8PGMWK47qLqS2DckEdR1Bt674Wh/AXzpT2MxcOpDdKWnTMQHGDq2SsHds+4Itign2psWcqJIjrDiVaS2ob3v0/XFMR3PwRyCvIvAuHBmLJny7TJpKr6VqGzYJ7JFh9b+uH6RJSwrypVY/itYYRoj3MHFevVRWqZW3lgnYcwrP+Qwtt5vmN1Vt+LNUiSy4HWnFKvZQN/p+WFY0hCm5cp2SOIgq+W2URYVT1zmWWh5dWr71n2LaybeqFo/LqLghxDbWuOl13ymyTc4dZBaOsI1Iouc8iO0uqRmpLEhspUlQvcEY+anxh/C3Oy+9PplDYJWw4qoUV0Dcn8bN/3gB/xJTjFrjP8AMp5icDvTaqqUtl53U4hAcbCkbrHcEHuN9vY4wkV2euEyw/p5SE6ENgaUAD90WH640MjUKtM8QlEJb6FjYFtZCvyt0w+8PFZwpud2HPsByqF9Di0x1/eLCUoKlKCCoAkJSogeoGx6YpCoWcsV6oNcQEobefW1NesGFukpN1XSDc2sD1OOgcs8OM5Z5z3Dr1Xjvx8sOLLiFrfN1oTYaUJH7RBF7dN8F4DjbLAruf6vR81uN5co7Uuk0dJamAJ/xFgW0II6JQOtu/0xEpjjPGoS40OXKo0RhsNl3Xda5S7hDKem211K/CkHYkjElbBWbPhJ4i8P30Zoyy03XqdEUhx1xoa21WsfOnqRt3wq0WswuJ+fHpucocdiTPeLx0qCOY2lOhttknoAAVWJ3JxN3lFNccCbn7hzMylV/FwF+IgunU08nuPQ+h9sAqOlqoSlR0NETli7AC7B1Y6i3TVpvb3t+ddEVmjFme7DzHFnRFpK0uWSo7i+HljjTW4OUHoEeGwxMI0tOsp0pQT+IJ9QOg6YtOjKUUwfw8yjIrnFWgLqT4R9rVVEcLdNysqCvMb9bqsL+pwjppMuTWzDYiOuvX0BtKSpV/Sw3wuzVqkXlw54QVWh5Yh5k4jZGqKKDJm6ECXGW2hY0WKwbDzJ1ggXsSBcWxd2S/h1ztKqBnyHYEKllSkR3H3FFUpFvK8y22CrRuNzZKgbb9tMRWQUJTkkhrpXBDKcXMC2s2ZrmJagjUpVOoxXoKh2C3QSPe2OluHp4e5sixqbl/Pkl5mlNJWt+RR22EMpsUgqKnB79Af4jFx48LrXz/4T5Woz4tja/wAOcrmoPUlriGyt6qLKk8umhzUtP4QUrtcddPXFVZp+D2jTM0MVl7iS2pchwhpL1GeRcpvt5SbdO+H4/tp3Tz8hKLa3orXiR8LkLIvBer5v4g1Cl1qhD7qKqKoL5ryrhCrqAUhQI39Ldb44ezvkCp0ClU+rOUOoM0uY2VQ5K2VBp2yiCAu2lRBGk23uMazjzj6FgxVxeRLfCnqBU0BFnUcp1s36WWAr+Ch+mOhuBcArzJLnhtATIhKnIDatSdDqwu4/MnbHJRpYkcVEQJucH5dQfpz7mizTbaEsvoQnoDbqb/i6kXvioIJMeupS6rlXdsSDa3p/PA9gtFs5IkJlZgQ3OnpgzLAMySvltr9EqPRJ9z5T3tixq9BhVCP4HO9H8QtsWTKQNElr0Or8Q9tx7YhYZfQBn0GtR8u6YK2M5UFA/wDDvbS449Aeot7X+mEc5Yhy3VSMjVRbUhBuukzTodSf3ex/Kx9sXSonQZiZzXLbh5WzBSy+64S1Ijzz5gR0KVHr/PAevZDjiaX8p1FUaWkcwRHndLiR+6rr+v64lezH+Qtys4w8lRosF2BLYc1WnML8wcPdSL/6+uLL4K5fpWelQc31KjxmFuSP7tGkefmBJOp1O3QKFhfuCe2GNHSMxTdOYMp58NtWsVOG2/t74XpFel1F0ppiE8pO/NeTqK/oPTEmhXVUdXHiqW6stoa+YqJGkAXUT9MbqfBzBHyucyzcr5hjUZtIdNRfp6hHQk/jXpJWhFvxKTbubYKG3QcUYtayq7SHJLTfiFJfhSbhSI8gCzbhI6tqCilXqld/wjC9wn4nincXallp0vRZtKkcmTGeSUqZVexTv1soFN/YeuH0T2fQvgzxAFVy80hDn3jYGxPUYeuKnD6BxO4RLaLSTKbTrYUPmCvQYPJHscX0fHb40+EbWQuKkar03LqIIdBbmuRr8lyUPMVkG+lS0+Y2skkKIFycc1uOMOtANtEqV5lEm9j7YkgmU9xDNOcB0NNRwp4vIP3il6SlKRf3OHjKed6fGegVCrOzkKhlbqHYBSHm3kg8kp1bW5gQVe1++GiWHeHWQo3Fv4oX5UOnmJSUu+MmBNgG273UkACw1LvYDoDbtjq3OVT/ALN5JbhUtKGZMgCJBbSNmrD5reiE7/W3rgZawghwboZynTUVtcdDjjyShpD6QsFs/MpQPUq3/jiVm/I+VnM1Sc35fjMZaWtKNaIiTylOWsbN9LqPpbC7H0As25/4h5Epa8ivSHI8isRLvSm7kRYijpcdKeyiCUpHdRv2OKnrtDypX62w/T0IiTPFpDEFsaURobSLJSR63A/jgrsV9M21uDzqM5GdOpBFlIPym3fFBVNTLDkerU9lIaL62wXDcEi2oW+ik4YmMMfIU2o5DmZvNTpsJpioNx3WXHbHWplTqVJSLmyggp9Ljc7jAmJ4P+0bDsllSmA4FLANlEE9fbDQqH+hl+v8bKRRqNPYhTfHMLiPlxPKjBKtWu522AJ362/LHZ2Uanw94eUpyLkXJMNpbl0qq7qG/GyAPxKVoulR67EdcOy17kbPmaaTm5dBpua5D0eMqptvpU6tTzbiQDzEKF9ipOwNjc7GwNw503iHBlxW4bniqalAs2I0lbegdhse2Eqoptyyfq9EqFd5TsWvuy1t35fi1lflPVNz2OJHDuhVbLueZrjgjMxJiLMqjuKD8VZHmUhZ7E32N9jhrCwZuNvJa1Gp9IYYDKxJdHMLy3HHSXHHCd1qX1JPrfBt9dMfkpddjNyHUK1pXI++Ug+oKrkG2HbY6Qo8W6zTaz8Mmacry1IMWbS3klCRYcxA1tqHa4WlJ/8AXEPgXxBodP8AgRyzkPN9CptXhs07S8zMYDzaypalEkEEH5vTD5ONUxVbycqfGjwj4Q0nKETiLwuy4jLpWt2HVqcy6pUd0KQVodbSr5CCgggbWIIAscVj8KwTIg1pNlBTQClD0Ssp6ew0nDnLm7IaoDcQsoRZGaJVNqVPQ/IQ6sKeY8q2/MbX9fXFL5goS8vVVUTUpaLB1pS+pSbjf8x/HClsS0WvkybkvNfD6G1U3lUapNoDKJ9rx3/2Q4OgVba+17X3wyTHM35OoyYlRit1KjEWZcCi4ykfuODdH0O3ticMeheariV5laeolRcpspawlPNWEgXPdXykfXDTW4lHreXTNzhACFtrDaKtETocKh1Nh1F/rgTodWKtZpVUTQg44uPmujgfdyGz/eGh/vC52/P8sR5U7K1PyianTJcyXVJDCW3TMUA4yq5FgfQ7b/XDaTEnRVSqPL4k8doFAbmrdLzqWHpN76EDdxf0SkKt9Mdv5Lokb7DZhUGXDbhQGG2ICyxblNgW029dr+9ycSaIM1mi0mBRVTak+qfKKdDZdVdCVHa4SNhbA+lUvxFQdRyzZtIFu3bCKZC405TlcPfiYqWValE5/JfDyXdNhIQLK1af3kkKt66vTBvJvHqu0vhFNyNPoFHfZdVrFYS0BLbIWCsqUT5tSbp02vva1t8ErvAJ+nJTeVYQjPGFZKWELdW1HSq/LbU6pSGwehCUqCfy9MAONdElRkxONeWY6lVOh8uDmSOk+aTG2SzINupA0trPqGldzhirB0z8LvE2kTn6bPm1N5MOQ0FodYTrKwTsn0Cr3Gk23GO7cvZuyxCysmazNkyUSSeTzGTrUP2UNpuVK9gMVuItM5k+KjgvMzrluqTMzUtDFJrSCjkted+IOqHlHpzUr81hsANNzc4+SeZOGdWylxPk5OqymWqjHk8t5SVWaS2T5FhXosEKT7Ee9s0EtitXGW4NSdpzTjbgbWQVt7hXpbEvLrM9yQiDCQpxT5Fmwm+pV7JFu5udve3phkn0H4N8IRws4GswakhCKtLSJdUcVtoXa4QT6IHX3vgTTKavP/GFVQcCxAaTZq+2iOD19lLO/wBLDtgKfsWmIqUJQww1pSmyUIHYdAMLtYqMBFTk1SoPBFGy2lTzqwL81+29h3t0A7kj1wAKzsKfUXhmjNoUuXUZDcmfHUonksoFmI9/2WxbV6qKjhc4i5bk1rjFDzDkugpZXFYLktnUdCrbBI9AQcMTESrZqprqn4cmM/TppQpIYe3ClWNglVvX1wOoXBlGZeBUSWiQ2z4WpBqUo76eamOkfoVqO+E0CyMHET4bahw04JxBT89Jrc9b86RVqfDRy0Qm4SSkqWdWoqGpfUAaTcd8JmaeEub8tJpsut5aqFPiyGWUJfkMlsPLW3rTpuNzp3sL7C+DQNXoGza9EomeKJR6Y1GlpiyUrL2jzpUoWUkK9NgbdrY6roVRpk55NCqoLTji7NSecEIQSPLcEWtcg/1wMcPYXc7oqP8AZ5gutqL0Cc2VD8SbGyhhgpVQEtSQpVlevr/1wih0oNVejyUJU/5e2+2LApNcK29ZRchXzE4YDbHr2iClS1nUBc6Rt0xEezSpxhTTBDYcF13/AK4qxFRcW80NNZP+xWpF5FXdEVsFdioXGo+w3A/PGf8AaFNKy9HgxlpJYbS0bHpYWwC7OfviDqNfqz3hXay3IYqJTHiQUixaFruukdzslIPbVhI4Z5rn8JszPePyzKlFlIcecjC+uKojVcWt1AIO1iN8U6eiGnZ1XTOH/B7jtw6OYKPnX7KqHLCo09oamgo9GpTfzNntexB9+uKD+Ib4VeLmWKExWWqE1WIcdR01GmOJeYebUPVN9KgQDY2PXGlLyL5/yZL0/kUPkOvuZQza7Q8w0lxUF46ZMZ+6FoBV86bjqCTcWIIOLYiUHO+Rcuu1vL1UeqdK082TAcQXEtIN9yn9n5d07b74xqma3eCKg5GzupSYYNDqZSFLSkFURZPUXt5d/wD0ONWbqlnKkcP2ctVWCh2JHSUxZie4PbWNle17EYrZLtCNTq9VoBbjZajTkzxvyGWy6Xe5sAPNsCemC1Vjs5grKmM1UxdLnuspK2lNllar7hRB9cSMYOBnDj7Ez9W8xwak0lLLIg09xwakF1ZBc/QWT+Zx0TkVNRh19MCpxAh588xCm0jlODuR+mFRojPNzi6o8uJHFtKivY22HTB3KUiPCpDolxi866UEWHQAWN/zwiy8Pj74YvS8pUzifRmB4iEPs+cQPwqN2ln6KuPzGOGItPZcrC1l9x9thmyl2Fxt1Vt1vgerJj2gjQG4aKmXHQk6W1JSpRsPkJN/+IjBWgz4iqeqNUIDMht9tTMyCo6kPsup0uNqNtwQSDbodx0wlsroq7KjSuCnxIvZAdmSzSKkTVMvTgsJMiMsm7argjWggpUP2kq9RjtPhb8RFGyvmdFFbpfMeSlnxVTlPuLUhtxJUADZSikC17WHoCRjSLozds6uo1bonFzg2+UN2HNfgutLOotvMrKFpB7i4uD3BB2vj5n/AB+/D7UY9B/tZSoqjIoGrxKEJ3fi36n1LdyR+6pXpiKrA3qziCiZOnVClya1IZCIUPTcK2LhUqw29PfHRPwj8Po0/iE7xHrEVtUSjuaKc0pPleldl27pbG/+9bDSJ7Oq8yQp2asizqOzLW0qayptTvUi53/X+uFig1GRkKEql5gpJbDq7rmt+ZDltgD6AYmytZGiZWmXqE2KM8h2XPu1HIOyB+Jw/QH9fphQmxWKxnJnLMOyqPltxL0xXaXOsFIQfUN3C1fvFA/CcULZLrSR9nvpcAUnQRb1uLW/jhQkZ8h5azQijKkpDzqU6wf6nAABztRaPmDW4ltrxLB1Ep3UlQsbW/T9cKsGvT8r/DZLpKJrag/Vi+4thd7jS2U39wWx+mInoqINzJxKzBVM6yyqc44ipokhy3RQkshLl/W/S+GfinxdzdnjhhQqTVqzLlsppkB5lLriimOtDCkKWN7EkHv3xEY8thKVFf03gz9szvtCXnKHDZZ0upLxSxubGwLihqVvc2B9Tti7WGD/AGJp8pMtE3wifs195DiXA4poDSvUglJCkFO4NvKcbqLaszUlyonRZKJqPCOPJAcTdSlknSADjLLoV9tiPIcKBtpKRqvceXYde364nSNexyalqp1U5bzJaUeiFG5SfQ4YKfUlJpyXm3BcqtYnYe+AGFYmYn1OlLq/KLG19jjOdmItwFo0grNrm/8ADDoRX1YRErPEOnTHmEvPM8woUSRpCbG9vZVsfp4KYS3mSkNm5UpR7eoP64bYkikMySq6vis3mddF8fAd/uMZgKKVJ3skj0Kjv0Iv1GESsZzrsTiwlyQmo01ET7p5lTYS4BfopB6/6tgeiOxqps2Uw+nM2W5z1FmOp2nU1RLLo7hxvuPXb64srJ3xTZxyMy21ngupgrO9VpVlx3U+q2z5b+xw4yJlHtDBnSbwE4rcOnM1PVTLhjNJDj8qKrkvMqPdyOqy0q67JG/a+KY4O5pzXNzHVqfl5qbUaBTVLVClLNpEZNzpRc/MkpBOk7gD02xvL117mKfG/YfXHcuSMiVGosRKdFqElJS9FLAQ0q/40Ef4S79iNJvimadnWpUutzqcZbZg2smNIWHmhYbi3v7Yyar8zZOz9w54RZo46/EtCyRl5+gwJlbiSZtNTIlqbbJZSVcrb5VKsbX2+gwSHw55gpDVFry2XZ0SoSlx5kduI63Ih6FBLylJt5kpIWOYglIKdyLi5GHJOVhdYL7yTkijZcyJEy7SYaVwW3HHmhJd1PlBWSlRsPMok7mwxYER+QxVWWqcEhuMClN03F7b/wDpiHg2SK6zpGqdKzRIkSHkpYkK1od3/TBmhVmVEybE0MB5xSVFTiVW1C+2J7GfQ2HWcnceuBdZy+d2ZTJiS2F/O1rTqbXb0OxB9QR1Bx8v+IWUahkDihVck1Zh1lyBIWJK0oP3oBuF7D5VAJP8MNqlQv5hYjx0mnakNyHGooBIZBSlJPVKu++kdemD9NejyFRo8KOE8zytKSqyVi2oWPckX/MHEFAriLkhziJwzTluAtTeZKYtVToD6hZQkj5mAf2XUpSLdlpT6nGzgJnOiZ/oMNuutvQ6lCUYrzjDxYkMKB8zZP7NySARtc2tvikSz6G8I828OssZIg5UpVfiMvQUlxbTsguPAuK1KW6qxsVE3JUR29sMfGnh/Ezlw1emtRm3VpbOoEagpJG9x3FsXLdkp2j5rsfDxV2fiZmZWyxAU8ifLcjt09NjHcYUyHUIcK/KVpcSvSkncp97YY8s0zKPDfhzFiVqXIWiA4llumMLLUTm3/2zqCXHlqVuGm9I3FyegUnikKK7Z1FH4T1encM4NajBFSjux0OOvRzqU2opBIWBukj+mK/zfGiRsuSHpzIUy2nzIUm5UeyR7k4mqKbKOq9RrmQKy9TqXT0P1CpRTJbSgEogI1WusddAUroN1EEdjgjlvNVEo0FrL623o3LBVzpoUlyQ4o6nHVm26lKJJ+uGSjbV8wPTVqao7HiFjo+oFLKD6juo4TTl+IrNC5c9PiGqUvnynli6pMo/Kj6J229cAwTV6dWV1J2stVBXiHzrcaX8h9APTtivpkOS3lDMFOKOWtLrcqxNw0QrSr6iyv4Yl5BGvKNOcr9QgxHpiUsspUuy0XSrb39SE7e2LEzLSHRwwhrWwnmKtBU2wjy6G9SgU+hI07Y18STdGfldKxhynRVxZ6aouYuO08jluONPcp5CEpN20KOwusJJ9R62tifkn7Ahzanl81eKufWkmaIbTiLIkMpvrCR3UkqB2AJN8CeaFVKwbRagZL3IcUA8ltaF2PXykXwwPNSKdnOQ48oOHxKnmRp2ShVlpTb2viZKrRrF3TGStZsh1LKMF2a/IMtgOtvOPAKQEqCQnTbe4seuMKFWhLoirEnlEgADpvt+WIRYbiPvuRFFJJCe4B2PpiNUZK0sFKHtrW27YsQuNSHH8wy22X9PLQmKkjoL+ZX8xj9WS7UGmqOwtVlA85V7WbAF/wA1Hb9cIQP4hS6hm7K0OmRYi23IDYQqfEjaFp0/LrUkWKh+11whLpGapVM8BxAoTOaaa0LN1KKgtzowHdQG5A9Rt64ZFWwarJVdy9TnKhkGpJqkR0cxcN4AOqHqU9FkftJsrFcV3MTMoSoDrD1Mefu3JjrvoWfcEdb9yAcTXaGCGMt0uBRnJVYqCo8iSyVwkhF0OAbkKPUX7dsWFwN44O5UzGzw9zRlKk1KhOPLcaeZvCmsLIKtSXkA6jsPnB7YuMqyRKNl6u0LhvxhQtXDzOVPlz90u0WsaYFQCupCF35b3/Cq59Bip6jwQpOT+M8JWeafU00luWk1KmNO8iS41fzaCroT239bY6pKPkXyYJuGjrTh9xT+EnhRwJrjXDup0nL1QlwyWXJbD5qofCVaTzVpKtlH8Bt1xzxD4zcQM45co3C2myI/2RT+YUTnEqEyQ2srB6klKVc0gjqqwv0xnOoxpGkG5SsuDK1PoVQzy0uGl1pynos6lxRs4lAAGx6C/bDXLZhyKKlVLdQfDrKVWH4hjnOoTa/Fj1yIulzm1JLgICj64r6my6vlyQ7RZJc/u6iGzYm6cIdHY7WdKbwh+KKnzaRTWxR5DDdOqKg4SlvmOa0qG9hYqtvt5z0wG+PTh8qXwqgcZsvNFhtopg1tzlgrTFdICHT6hDlvycUQdsNayJvs4olRJUSKw8qSt1lSuQ8Iy+WSPwqN9rg3t3wUoZnxozrdLc5iAlBSXEfeNpQrUlaU++4PtiBqgpBlqdWkFCkJvYaFnmIUm2o/S4Bvfriu+LEdOReNMTjZl5pTVNrj6IWbGWx93HnH5JiQOiHrKJHZYcH4k4pEsuThq7VpWZETcuy40iNU3VuPNPylNJTzDqcSpQ+ZCjfcG9jbsMfQbh3VaHROAVHy47XVVFMOCzTTLUnd9aGwklI3udr+iRa9+mLr0k9nzk4hSa/kH48q7l/PqZLMOr1B6p0aQXjrbjqX/hBY/E3YEH2J/FhTzLlvONE+J7K9VzBMFXp78vXAWhjlocUCLKNtioA3OEvVklrjhH0hyojL1dYan5Dzcqm1FSQXI76rNuKtva3Ym+xxUvEmfGrHxBVCLnOlohUrJlPcnViXS2Aol3SVJWofKbJB2274rYPBSsbJFZaW9mSsM+IdqhZnzXGgVIjFaNUeIT25TahqH7alYwlU+M6vztIVYXFxiCtAWqKMSEERW0qkvq5EVv1We59kjf8ATApdJbZjs0xg6o8S5Ws/7V0/Mo/ngeg7AOYVvRW0tw2uZKfXyYrdrlTh7/QdT+WA9Uycj7ARRI60l5HmkSFDd1SvnBP5/wAsIZFby9Ey/wANo1JUwJSmAGm9rKddUSRbuCST9ADhxyNG+zp8ePUK2+t6JIb0KSlKVIK0KbcWhdtiAoEX7pG+GnRMlYer1OydKznKgULxcNJaS3plzA89zbWcWopslOqwNgNsU/mWG/w941UWvQqOBEiSkqfkND5k30qFxsfKTcHD+RdBOVEl0Li4Y7boDLMsALCtltKII/IpI/XDXxRzEnLWaYsVLfOkOR46wlRsNAbCSfzKSP1xrNWRB8UL8vN9PreXwxFdcYf1C7b21/oroev1wWpFVmw6WsocIDtkqN72sO2MXFo2Ur0MVNzZNaWkW1rXsSL9exthgeXrpSbhRdLZUonsBub4RQEo45LDklxditS3dR2AJN/5W/TAupzKZH4bSMywMwkz9RQuEWlDmJ1eQb+UjuSCCLnFMzbF0cQM6VvK6fF1eWw0yosojx1lppsA7BIFhtf64sTJeYaE/lpiHXJRp1SRu3UiSph4/wDxQPMhX76bj1A64OiUz9mPLUefUUc1H2a89daJkWymX/3hpOlX1TY+t8UtxFabpeZhSeJlAalxnEFUKsQ/ncA/ZWB5vdKrEdxhFC7lrhhTa1mVNai10TaLHGtIW2UOIHdJSRYf9cVxW4fgOKpapqidEtbTJJ7AnT/DAIN06AXkypTD7io0JIK97BxwEW/Idf0xfuSuKv8Aajgd/ZqvyqtVjTSkMKXFVNYYSVbpJN1JFv2COnTvjSLohoE8Qq7XW+FdSq9CrkBzLCZv2WI3ITzkWFwQXG+YlB3I3uOmNHw10Jt1b+aX0uLbQ4paClsqUnQCOncajhTfRUF2dQ5QhR6oiTOckNvLUwWkrKQ2tYAJNx7XA/LEfL7kDW+hMgiQlXyrVZJ/LEG5DzIwpqdzS2oaSPOOm+K/rE+YvNReKAW+Xov7g/8AXAxG/IXF92s05DlUcTNbktJbdLguH0diR6j/ACx2FwyzVl/iBwPqPDvMb6n6VW4qoq7m/K1JtcA9+ht0uPfCQ2jhHNmRMx8MeJtU4f5kj6pVEeIZU8NTc6GSOW+jayhbSD9Uk9cQafNiuONGxRIStSUo1kK6m5Te1/QjCexLROjsyWq/rLCSlxRQhYFlXt8qumxFjv3A9cY1yKxV8rVOhzg6IlTbEdxtQBS8ApKjqA32UlBt7bG+CwqxFyfWqjkfO0ejtMLSWZKWVtOuFTY/YsLbptv7jHYWdePI4f8AC3JuSlQoWa61nFlNYcpVYgLitUCE0FocWEtLS5dZTZAJF9IJvcY1j+FkSawJMWmo+Jn4f6lkSrtzG8zZaQiqZZqkxYekFgIQAhx4Aa1J1AKJF1IWgm5SThNyVOr72R3Mq5spTqZ+Tanp1rQfuNaFII36dAPoBiVi0OWaY7v8RF5KyguqodJeHljNAm7jh+UD88MtO4jS6RwlY4b11g1CRml9FbzstQuvwaVCzGrqC6pKWgOyQ6cCwT2OM40uH8L8nMFFzSlupVWag1Glr+Q812wTbuEpIH5YqScY7MtxtmUh9pKlaXhskpHfCHogVGjsO8PKLXHqVUIk2fIefgyy6nlOwknRsj5gorBNz1CvYY0Kgjw+lCbnA9ggDFpDiM+SqnLb1uMtBmFYeVsEXUo/vHG5VKDbeq1yrue5xI0BoNPNQqq62QOQ0VMU4Hoo9HHv/wAU+w98ERSExGOYUkFXQ9zhiB+aWhNrbDUMcmqSQlbkhBOplCQApd/UkbX7k+mBEpyqwX26NT0NVJLza3PDSzslIv5lLI6E7b3xQqo1z4EyflKk1eVHUqWYyYkoMI1IS4i29x08pT9dODPEXhxmHOVXoNfpdOnOrqTLEBTjbCnGSvUpIAKR8wum6e+odO+6ZlQg1PI2YqI5Ojyqatz7KQVylt+ZLSQoJ1EdQNRA3G2GXhpTag3WnJNXjus0d2E82qQ8mzAc5ZU2NR2B1pSBbe5t3wSpYYknZYOTXcrMZikxK9AQGpcJxmJKOq8WUCFNHqAEkgpUVXACr9sT5tKzLS5jbS4bzPj2XG23eWVIeaWNJKFDZQ32KScZcVRteRK4g1MUDhytiOAHpDyYrar2JFrqt9Bt+YwvP05FQyKuNzS3zWbg2va1j0wqJk8gPLtpeYXYrJWIzN2mULPRPrb1JucXNkvhfR8+8KFCjZnZg5liuKSuBLcCUSUHdCkd772Nr9MUkqIbyQGV5t4WvO0LMNJWqG8v7+DKBVHe/eQofIr0Unf1uNsC6+uPXm2WILfj6TKcGnnpBVGWPwudgodldxiWuLLTsFcU2svZE4GtMZdl3kPIJkthPyqPp3/I/kTjlOY84/S0yys83narjqm5wNDHHItKczDXzlmIhlbjrKghLzgTrUfwgq2B6/XFr8CqDnhFZl0zKawlaQpJUWkKKkj0CiBe9u/0xUV2ZyfQEzvQKkxl2s5Qpcl6c5JkpllK2i1ZSVFNwDv+M3Hb1Nr4vLIGVf7J8PY9HpdXRBkRI6GtSxfmqtqXv7kjCns08eVY8ZcQ7J4jOuOPlS4kNYUU7JK1J838TgRMjtt1NbnMKbG5t0xmbGEeZOmIWh+UtUZ8WU0voR/TCzXYkqlVVQbSp2O4oqbPdN9yMAFeQsonJeUo6Yj7khxgFyY6o3Cgo/MkdgLdu30xbXCniFKpNWQ4xIUALFadWyv+uJTplSR0XxDpUDj98MiqfDfYGYqQjxlIdLYUrmJB1NnuUuJKkqT32I3AxxTIZqFLLrvhlKisam3YrjYcEdxWykqPUDoQobKsCcU08kWkyTTZQkQVMrcsrmaeS5clCh0Iv+hB/kQcF48FTjwVqa0kXNyEgex26D0xJVDPlLh7T83ZupLdTnMQIqpblSnT1shQYgU9pbjrqhtca3dIueoP0xWtCzhP4u8ZuIXHapRihypPCmUNtwk8pk2bjMjtZICFGw6oV6431FIweWdN/C5QKjRuKSm2mUBh6MyVKeT5blAbuo+7aQSkdSrsAMdI8TODVAm8OpjtJgthc4l6U6E+d5zSE61HubAD2AGJxZTtxOBqzRp9C45TqlnKM4mlZTSHIbSRczH1EaNI7qJskD9q2HrJkSpwIb9dqryFV2qO+LnrSdSUKtZDKfVDaLIHr5j3wiVo2Zy8PMydUHkthHOSnyJ/b1WIH54VJ7SJdSTl6MktMNIC5ttuU0Ojf1V/LANhF15yU4H5BKUNpCGW+yEjoAO2MaXMnP51cjU+mCcinw11CelTZWltkbJ1WItckb9gMJDIM2aiNSlPOpAIGpZF7A98NTXBHiFWMo0ibSZ8WVGq1ME+px4JS9JhtLUAGyk2IWU3O1t72JtgoAEiNHYrbFDZoU5uqIkJiNRnmwmOlu9kqN7KFhuRY39cXXnLhdlqFw5l10T2n4VGi8x1xOylFKeoT6k9B6kYGgTOZXGvsqmSqvVUESJJ5jiAblI/A0n6Cw+tziIinuxKe47MIE6eA5Jt/skfhbHoBgA00HOWbcq5wkHI1UhrkSo64UyE6hL7bzKvmS4jfSbC4Va4I264v7hVxKovBnIqc65lbrMqoQorzESgtWXEVJW5zA64oX0hIVYKANiCNiLYuLVZIeygc0Zpg5x+JSo55jGRSDUVuJShp9TgYQpNtB2BU3fqOtj3PU/X6ZUIHDMtQ6lQ3I0pksoDFaaejKT5SLovrFiL2UkEG+1ycJrk7K1gT6Q07TcsQqO1LdmOMN8tT25U6bkkgHcDfYHsBi0qDmB7I/Ct93MNbrFPjvyWRDgQJARJUsXUp9IVs3YAJ12vdfe2NI6IkVTxLqMnNWbm6isOtQUKCIyXnS4pLZPVSyPMo91dz+WDcCmuLy+0A0bFCgFFJsRp64SyyHorYVdeV84BTcRDxkSC0rmLKUosCe3c2/rhspUxNdoLNTjtKa5qdejVctnuLj374SuxvQ8UfipmKnUUUbMLTeYKXbT4ab5lpH7qzuPzvgXmqr5ZplAencP59VpkmfpRJgLRdAAN/m6EA9MU0qpiTKbzouZmLiCzDrdYTDhut6lPOAq07XVYDqfQbC57Yq6VBEmuzKfRY8h5u2poEXWQk9SBsL4yeDRZDWUcuSqpU5lJfdcjqktFgqUDdC9rEj69fzw85NztnX4esr1ai12gc3x6C3CdXf7tBN1KbWNikm238sNOshXJUMHCfNaeJ+eIEdx2Q39nPLnS2XHlHlIB3t+EhWw232x0cyKaqIXZdPmMyWQZJLiLNm5vYH66RhN2aRVGWW3VRm5k5agVOJt+pwNnlUqdzLK0E2SOl98SWaVyY8R4KmPoSlANkpP6YH1HMFMktJaYaeWps7qTsD+uAQm02RKnRJM2a20l1KglxpBBQL26D39BtbAdxmXlesplRXC5EDujUk20fum3b0P5YzSo1eS38h5/mQeTNgS1htKkldj8ih626D3xu4yZck12jvcTckU5iWsC9epQOnmt3uVC3QE76h8it/lUdOsWYyVopqnPw5dBcqNLUt6noKkqStJ50Yk7tuAC6Sm3sNvywegVD/uJ9XOS64xqUgA67n8NttxexxFU6KTTRZVU4f1ziL8G9UTkAuQmZK49Cqs94qUmn0hpHNqD4AI5iVyChKggklKFDvirMtZeZyNw2y/k2pzozZglypT3k3QB5SoqIPdCNX6Y6ZLRz6svbgTxJaqFVE1DoaRIWVJTq2QPwp/+mwx2/kqvxq/lIRXlhYUixvjJ5VmusHMvxOcI2TmePXGo6lKgvia0lJIStQBAJHci5I9DY4panVyKIOpuU26kfsrBSPqegw9kawOuTqHlKrU9/Mub82MwaZRmzOSwydTspxO6R6Aarbbk7YKcPeFUzPNNq2aq7TajKjSZK/ESYOgO88nVcpIssJBAtcb/AEwdUHditxGyN/Y+hO1OnVKPVoiFhpDSbtSQ4QbIW0fMOhuRcWB3wkUimSqVS1sPOqVOnq589YPzE9EfQDthNUNNM1V9qLFy+87J1FtA8wSPMonYJA7kkgD64iUKsZ44bzY1RodWkCXbnTGuYdDR/C2k9fKNsIC6ckfETw/4mxWonE6gtCa0CBMQkMyb2t8w6+uJufcp5jlZbYicJa8cwxVkVV+OgAvx0NqGlKgfmuq23fQfTD+A/IqDMcuqZkrseq5qyu1TnKcClOhvleMkBRBUpHqkW/0cJGapT8WIliIjn1Ke5ymEDqpw9/oP8sJgiC9kqm5Goq5kUyJdWmoQyuywVOv3JAbIFwLm5+l7+jFlmtZxytFjpkoZmrSnU6Eo1NpPuD1/rg2Gh3gscKs+x2adXGU0OZov41lhJ1qPS6SLWve9sKNSyxk3IvFGZTqzToGZ4sbSoSmJLrHMChfSNChYj+uC8A1kT8rOxcwfE3Ii5YU/BoaXSWYcp/UGQEBRKlWue+536YYKlTRmGmh6l2nKdcNlsAuFe59Bfsf0OKuyGgBmGizRSPs9xI1tONWaVclRUvSEDte+GnLfw9Zh+0VVKhZyqLk4ytS2X2lNwFNEEWU5qJCgD1KbelsUmk6ZUPG5xbvQT4QcKYNc4oJiZ1y7GrjUGYiPqsp+K9JSFgrGnSXBZVrXte9+mEnj5Dc4L8en6XBiiiUuasPwoBjcxhKFC5CSo67XKgPNtax6Yt1lGaWBbpGeqPUkNmppbi6uj6FFUdR9CSAUH/e298GZcdEuhLlMqC0hXlKTdJHqCNjhXeBaEDiHT0SanTnYjqFqVdCg2oE3ta22IvA+ntzco5/qshKv+6qOHoq7btP8xRCk+4CRjzvr5y8fgcouna/dpGkMK/zDeUspSaNxItVHUuLd0vBQUDqSem426DD3mRdPrylwajV49PjpB0lbReKlAbBKB1Pvjua9VIUfw2wh8POUohhZgL5SozihttYaS2rQHUgdB7q/XFrZsiSKNlHnSKhJfirdShLbzehxs3Jt9LD+WJNkLFBzHS502XCQ8hDqW9bbZPznAip1aqNSDFaWkt3+dPUnEFMiR6eZDuuQtb17bqOC0SmNi6WwnSB0V2OAQgyWqa2VxXnvsxWjzLUrzoURvcdTcddrdMS/D016Bp5TbjqEaTrWNLyLdEgbf1GJNcEWJMqGS6uX6dJWqHKbCSSrUlSD+FY74Z6JxPqNCrvjqclxqPe5QwsqLP0vuU4pGbR5myl0zMs9Oc+GUk0KtqQDOhqJbiyXOgX00pvsDfy+4G2FFGbTSKi/Rc8cPVNVHQOc3Hkqjkg9FAJICknsUkA41TXZi008DEvjtmZWUYOUqJDbpOWYMVMdultrAbf0rK0qesSVkLOrcncDsLYHy6C1m7h1V2a3Odbm1ll+CZCQoKYQdN1i/VOoAH9oa7YJSvIkrZX/AANznWckcSpWQ8yoUxOpjxYCVHqE+hPUWsQe4IOPoxwT4kNSIcfU+krNgoA4Syiy/c1UGHnrhkttKUl7lktqPrbHzS4z8HG8tcTagyfGs0+pPKccjofWhtt38VgDYX6/W+J6oUit4+XM7ZXjujLlSVWKY6NL1MnKPnT6BXfF68FfjAlZDLGV6lBepCGjpER9OlPvY9FfXvhr5DQ9Z94q5N458f6FSqX4KnPQkjxEpxOgOuOGwUr1ShIP5qwyZn+HKt0qkmr5bmt1Rh4a9CnE6j/uODyq+h0n2w9iRR3gnZ+c1PPoBj0x4oZQf9rKGxV7hG4H71/TBZyksOU9aHwSFA6iev1whoQMwZPjfabTVPATLkklJt/hIHVZ9Pb3xvpNazrlPiXT42TazIE15QKtbp0oaT8zij2A7YQDHmat1CpVidmLMVUVKkPKLzr6k6U7JAvYdNgPrheydSlzZrueKqgtqdSWqa05/sWR1cPuf88MA1l2Ais1pWapjJW1YsUllW2pJ2U6fdXb0SL98MNTiUqnQEUpshyQ997McH4Ueg9CroPRIPtiXgayLVdepclwoRHaSEJvvsEAd/YYq3Nea20x1waH903YhUgJ87nsgdh79ThDGb4Y8ivVbiu4l6a+yXlkJQlhKltOOJCdd1qCTYDcHre3XDQ7wvzBwkr1WjVGc05Fkv8AIgS40ktOLUkrJS41rC0AIWdgFJuSL742gZTE3P8AVM1UxFL/ALELcYqCpwUI8VgOPODSq1kEEkDcdD2w7jL3xX5wpTkGsw8uZBiTEKQiZWJKvGpbUm2pEZBWsKsdjoH5HDmldl+BySaQ5cKeBkXK+ToeT858X8y1elRVofbahUxtplhSSo6gXnubYBW9kjZKdrjFP/EnW6/nziQBWc2zqvTIcV9uHFmIShUFtl1TelSAVAKWltKySSSVH2xSkmiZxUXSZznXDLp9FZjMrdCUN2aZQTfcXufXqMNOQ5KJWW2YtPoNVkpi1Bl+dKiOuKQ20bfduMJQQm51ea4BO1j1xCWaEbq9wtzNl6Mc0VaA/S6dMD0eIXiErI1OqTrSDqbO6CNVidW2A3AzMSY/CDiLBko5SpVObQzqBB1aHfbft/o48/62Ll4mvmP+UykN/BfOdaVkCLKdmB6a2pcdxElCXNQSdvKoHaxHTE3iTmGXIzDEnppsFuUhJCGI7KY4XdQ3ISOl8eh0RrBd/DGnO5enIL6whl5xptsoO53ClC3tpJxchai1XKjJkrE5K7p1vIsVWt1HrviFo3Ki4h5GodH4nwajSm0x3CgLeQlNkm/Y4EtR0ElSj8x6HfE1kpsnXMdg6WhawF7bY1BhQlEX3tckeuAQJZy9QmUJufCu6kpQnl+QA/iNzf02743R6bTmfkdY0g9CncE9QNvf+OINjJpiIsGMIrDzR8xKwDrN7FO49Cenpiv82Un+zdbZchSEiNKupopVqSg33T6jDREiGznapQMqyaU+l1EeU62+p9ncnQFaUn926r7b3A62xlN4n0CrVODT82U1cmC2whrx0YpDsRwE+YNqCQU2tqSDuQVCxO+6nHikzmcZXaNMCoQ6nXXG6TVF1KmRF6mEpiKYS7c7cxbg3t6JSr2I64dPGU+FRPv30F4JCdKzYFOwAG52tsBv773OM5NaRpBVllc8XsszKw8jPGXYRYrdI5bchBV/iMbBK/UhF7H91Q7JxcPAXiO4XmG3nC3IYXyX0X+VXcf69sKLG8Nnf3CXPDNRpyY63kqBFhvhY+JbhOzmfI8iq04KaddbIU42PM2u3lWPe/8ArfF9kPKPmlX89Z4yPU6zCqLsWoP0K/imCwUPWG99O/lUncK6HpcHA2gfEzkzNC2oVdySuQQq9w2F2I7jribsNF/ZIpeUeLGRzXKS7AZcY1aEOu+HfQR2CrAA7dNWN+WeNue+H0qRByvnNmsQFBTLkN99POR2IF/Koj3titCstHgBm/gdVMpuZZzc1/3w4bqEtmwAA8oAvqSb3OoHcnuMWtnzgVk97h47XMuVdphiDFMh5aVakqSkXt+dvrhDOcsx5BzHlXIn9tKrGQ9FnoSsvR3Q4GgfkZNui/UepOFzL1HeiU9+qVBITUKkAp0f+5a/A2P5nDECM0Mxps2LEqsvw1OEhKpgAuXEj5U/mq36+2LNq/CavVDiwzkJK4rkRMJFQnvwng40iIdkNBQ6FZGm3WwVgHghZuiHJlDXVpKUpaTaPCatYKvsLfW1/ZIwoZbznlmpZRkyqjRqg9zHNQmIlhtaz66CkpttsL7C2JAAwfCZyrNSgwmHOUyEIjxnHhd1xR/xHVAW0IAvpHUkdcNnHXgXRsv/AA3UKo8POc/MhR3n6jNaWWzIDSL61BW6F3UoBGxt7i+NIRTM5SoF8Dst8S6ZwOYeydw8qdRo6I4lVCuFKWm21+a7aVrUnUEgp3T0IVc+jnT8p5YmZBp+cuJsiv1t1yXKFLpOXUvPI3COaXpLSVFZ2T5G12AtdVzhpenCGqcqkx04M5q4DZkzLIoUPMmW8gPB3lNxpDCI811wbEKWtRUTf9tV+2L6a+HSgVelKfpPEB6RzN1PMobWlf10K3xLi45kbOcZYjopHiVlZzhpUJ8anrcqrkdp1Tjxa0oOjSkt6NyQS62P3iQO+52k/DrwNe+G5bHESlhrOVUcV4yqxl8t9h5wabJSpWhTaL8vcWVpPffFxfFqjNrldnzu+JngzmbhPx6mZfkVZuVGX95T57JsxOjm2lxBHT0IubKBF9safhqlVLK2eswSvFaHZdNQmMhEkWkLQ8ha29j8xb1lJItsehtgf4saI0qL84h16kZq+H+j0OsQqg6+mS1yFR2ypp+5WVBakoBHQCwJ81ycczQ6xByLwozTRpJ11F6pojMItdSkAkKP0Gi3/Fjk+o8cm4tauP7O2PDi0L9Bzq9QK3HqNNYS9JZPyOJKQPW5GLPNeTn7OVFq7jDTb5aAeQ1c8tKHNRvfffa2OhaYdnSmX48phEEU11DKghcwLdcCQCbISLn0urFuMPKZyiidUShQS2XHeWb+YKPTCRsVLxCzJFqXEJb0dt1TKUIAsnfZOFgzoDlQK9LyNrJ1gi2JGxgguxKgwhnmC4859PbE5+jLaAUgjzemABJfqDqZCHVy1KWkJbSVJSohsbCxO9vT0xnEEIVa7rQUhJBVfcae5/62xBtZkjllS32ZXLYK/Klbh2J2ubem9/pgTnWTkuLKdo+acxNxYkqA47EmBgm0hFtKSOtiTuffFwScqZlN8Y2isKY5olhp5aFNqtq/Enfv9DcHB1ykUbmKdbpjBJX1UyDv74h4BUEGClNKRHC9vMhSE+vsAO/9MeiU+wxZf3tiE+dIO3p9PriC06N1Orkt7Mi0yaQpamxbWkJ0rSpJGhd/mSr9kfphanJdyFxFbrtMWsQHQlbgJuS1qsCf3mz5FeosfTGi2ZP3OtOCfE9AlR3EyVKSoDzasdoUCpQs1ZEMV/Q4l1vSoE9b40eiT55fHj8PlUpVZTxKyg041VKMLvKa28RFvchQHzAb3HcFQxxHQ49FoHEWc5T2edFnxnJMDsqO4vogj1Qq6belj3wVmyE8UdkcN8xP8LPgOlZUlxIDyq4yp552Sga2AfMpQV22v+uOJuLuZ6zXOJLk2I8pMBI0xiwSPL6m3f8ApbEyeRpWaMmcWcy5acZTNMialg6mXS4oPNewJ6j2OOh8m/HXXMtoiUtiNU6nDWtDkkG3mKVAhJQfmFwLgG22Cx0Whm/43OEGeZlMP2e5RJCgqRUXozDgZfdAshK2wLA+ZRJH0wUgZ/4eZppXMy7m6BJdULqTzbKKvoQCPpirsmqG3h5nPhzSYMrLnE7LECYuoPNMx6kGw26y0i5AC9wpZJUb7E7De23VnC3LnB6FkioN5KqAkOVt8PPF1276UBNgn/dSCendWH0Cqzi74ys8U2V8Qz2V6bOXEi5caLbetshqQ+pN12V20iyPTZW+DvD7LdQe4Up8PQ0TIoixg+Q0hxAQoJ1KCTupKdRO3piXG3RSZVtYaq9Gz2+inl2Ahp6zbqEhpYTr+YNgbFWmwFiTf0w/vzGMv5HhxM1z1VqfLWiptUuRJKIzWhIIemBQsogKHzDQLWSl09GrRNJ5Mabw947fEvFMRvMSaXlhMtLsaVOWuJSw0ju3H+aR2sVeW3S17YsBHAvLOU+RlCp8Qsz5vFOZTqQqcunQvvRrshDJCyCNO6lm4sLWGJn5PtxwdP0/h+95Kf6jhwSd4TUbjDJy7N4Z5Xgtpqf2cw6umtPvr1sJcQpx1V1E3DoueoSO98XzXaZkeNnY0Gh5Ao/itLaH5TEVLHL5pskBbelV7WOxvuCPXDj5ZpWma+Twx5V1k5QfywnJPxoV6bOrdRco6HWqjTYs+e5LCXxqLWtayVaAvz6dyotpuQBve9BrUGsZrNTpdZhutOxgy+2hR1uKFrKt22uPe+L8jcpWckY8UE8z5XyxmvIi6Bm2g0+sU90kqhzo6XWht1AI8p902Pvjk3in8EHDGkc7O/DyvTsvqjqKpVNnSFPQnGVbLS2sDmoVv5QSoE7bXuBPoGkw/Vs50qt/CSvg7UstxKZlyRGRF51NbDUlsIXrSpKjfdKxe35Yqjh5w8+HunSqxEzLkeq5rmxqk/G8Y9VlxG9IsCA0lJvc+bUTfzW7XJzxTDimxqe4LfDHKeLkbhAWy4b+TMsrb8rjCxmjhlw/ynnqmIyHlFykSJ7JU+5JnuyStsnyAaydIukn3w3KLVUCjQyUESxUjASxAedbjN6m31dk6lED33w3SnJtFyPzJq0lxxCWdGu4sfMbfy/PGZZXVQpiKk8t/nOtkq6IVbY9vbC/UsjVAjxFKrK3V3+RxWq1sJoVgeNXazl2cW69FcbYuAH0JunFj0bPVLqVLSWZbbyLXBChcfUYSGKUSQ0oOOFMfkggeS6lEW7X2O1/zxIY8C5M5nIec5wATZshRSLnp/lhGjJCXGwpSYsh0gW5l0Fdk/p774rPjlRoM+kUKpz+cphuc7De2sU627pt/wDbO2BbJloWYaKazFjwqc4vTEaATzTcrA7fl0+n0wfjyUPxValuC5sfN5r3HUdMEiYh3wgFGVUoqXDHBDSCrzXVpJJHewPfAVdLpVb4zQG83LmIy4GkfclxQBdW5Y8woIUoJSbgXBO3vjNM0kldFjcXMrcJcn0ahVjgxmVM6O6thqaw0HUNK5ilJUktuKUUOoUAq6SApOoEbA4TFRU1ijuQUshWq62lOq8qXCLaVE/hX8p+oPbF3mzOsUAeD+e5VFzvKy3L5zDlNf5aUunzJSdwkn1A2P0x9DeA/EcyozTDjxUSkG1+uNVkguTiTlGHnvhU8hLaFu8o6dr6hbcY+OvG3hw7we+KFcfwgbpklwyqc8pGpLRB87Sx3SL7d9JHphp4Ilhi7xI4tSOIeWRS5NeplHbp7duRES86mcR2KreUdPL09TtimzV9SilTxSOm1zfEPY1ozqUWREdZSuShSZMRqXdJuQlwXCbftAHcdPfD1lPhNPrvCxNboUdl57nLYbYmPFlTwT1UlQBG6rixt0xmzVIWK/BzjlKUpFZye5TAlVuY5GUtH5LN04EnNqpAHjWlLt8qk7W+lsUTksHJOZaxFpKJM+YuZE0lTDD7qlhCj0KSTt6f0x0DkTidnzKHC+JnSnIfSmQ3dpt1/om5AKQN7XFwO+18O6J42Farx5yvxL4cOZfz3lkiTFbWtEhdgrUSSTzBubqNyD6nFkZPzlmaH8Pb9AokKPV2Qw2FyAxpWPLdOpXRIsLDff0ucXHLFJUiUlTVAmJzZU6e1IrLaG2IwkDU2JC72snopQuST0SlB2PQk8l8OazmGk1HO+YqKipuJPPaVIAfbT11PLZNuaofML3Sne6VHA3WTRRxXsNeQ8z1TLHGEwaxUXZhkkSGZDyr89iwSUgdBotsBsB0w45zfpS82wptNmtyG0x1xlLQryBtCgpolR2uOYtHrZAx5yjL7kkdf081DyqT1kq+uCRH4v1Ct0Z+nlubHjpcS9LKBzmXCtKxpCj8pUjoNlHDrRuNdapUh6YtymDzJdaYjBbqWyEqBC3FJGr5juADsOtsdcY0ley/L9QpNpaZV+Y83Gt5z+0KiptpyR5wlwuFKyAASVWNybD6Cwta2NcKs1CPUefTHJEd1Ck6bBSUr1E2679tj/njU4m7LZyPxr8RopWY1km+hL5NlC3r6j3wP4zZwXUIrFPpbDr1OZeQqRIbXZHOA1Jbv7Cyv0w7JopyquuzJLDKWglQVdSiq4IJ7X79cC8qvNPvVGQkJUFz5QOr0S8tPf8A3LYkY+ZcK41aQmDTG6hNW4220y4pSUIW5/hgjqpZF1aRsEpKlWGFPPMbMGX+JiqpUgiv8pSS8unPc1aLD5dKgnV33TfB0CEJnirR6fnicpWWaroddWv75Kuci4t07WsdsOuYeNeS6vJhUuLW22XA1qKJKFsb7ADzgXNh/HBaBqibLdUMmQH4/TUVKPUqv03/ACx+DzrCEPL0pWpJvhgEXUw3MptOTWEOjcEqHTFYy6VS4XFKW9SkFhlTA1IRsAom5/lhMYXiNMuBSnnytm2nSlGrbc9B174ksrjSorT3NSkgjSNRBJJ/ht7YlGrJ3KWwA40AUrSTYG/mt/P+GF7ijlaVXOCcyCy6246wUzI4T8xU2Qq31I1DCJdtHM0zNkiFU20qW3HU24NIKVKWodCbAbDf+mLHpNQZkwmZ7KhyX0jWnqAe2KeUZpUOdHkrbpgjt+Zu6laD+FWnr7g2GIEtEiOXbFHKeRZaVC6Ra1iUnr0/LGRs0aX5rsegJp77ceMptXN5QSlKlKItq9Tt39DiVESpMdvzoWh8BwawdPvcfz/XBdk1QKzlSaTQ6lPz5CWC7yUszHdFxzUlOh4+5ACFH10/tYuH4e+LEWpUaJOgzDpcAF0qtbfcH6HHRExezv3hdnNmr0BuM67qJTbfFIfGZ8PcHP3Dt+ZEjID1y/Gd0/4L1jY7djff2JxSxMiSuJ8uHsq0KicRDTqxldcmW81fwciYphLTnmStClix2UkkK7gi/XCFUsqVCUKlUqbTlJhU37ySWSXGo9zZILnTc7D17YhgiyOD+SmuKsOoVOfWFUhqnsx4TzDDXNU8lDYCSdVgAVBO2+59sXPk3Kz2RYK6X9rIqNN0EtNcrSqO4VXP0F79CQethjKsm6GJ0LFRWyphb7byAS2EcxD19woi1unbChmHgxw1zROdcnZcYpjhbuh+IpMdS1W6qCTb+GGPZTGaspu5Pz65lRh9xyPEWgMunq40q2lV7eht9RjoORUqvP4OQYjNNp8diHGSy0WoQ1JSlNgdXfbucUlaMm6ZWK6TTZ60QRVG233VOhocwJ5r6WlObq/92hCSoq7qIHbFtcOIFayJwYiuTXJX2/V2zJap0vdERrRqBXY/4nfTYhNxc32OkUTfZZ9QnP5ezG43Pp6GGqeEO1KKyC0zLqD4Cw2NydCEpud7mw774vLhFxqoFZyEml5kfgUR+ALQ3m2g2yEJ/BpA6AbfTr6lz2kON1YhZx4m5RpOcHGMkUptx1tSi3Nlt83kBR35KCnyp9Cq5t6YUJ9enzpQfqVTMl5wXupzUf8Ap9NsZ4WjRHr0p5vlB1B1AjQQPlI+ljgd42Wqe9BEVRd0BaSoEoIJN++9rfywAb5bsZGV0xn2QtDT3O1EXWQQAQem1h2xhGnRajTA/HDbqlBXkUqyifwpI6g2A/IYSAEVKurixw7yedIYFm2YwKnD2Cd+qie/S1yemHuDRqpSeAdNlT3nXPtOQpE9m2oR3V7srAHuNJJ+nfFqiHsTXdZeTLeir5dwhLpvo1emrpfADhpNecyvLqBgvSIrM6S4tloFXOCpSwhO24KlkC/7xxBRYdQmLg5ufmsLT9qvtq8QI9kMRluAF1DYH0CL9bJPrsFQ0ZxXOa1pbjlIfSpW6tQ2+Xc9D2/XfFvYaRtVR4FTpKpcyAHFNKBJW1rVoFuh7X23vhNzplHJRKjOSl4vbpYdTrcIPTYXI/O+Jqx3Qt0egZhy9lpYylNmphNuc4U+eypxgf7p6o/I29sSKbxOgRaj4XN9OepDp2D+rmxlH01AXT+YwtBQ8qKqiiNIhVBBiuWXqQoLS4O1iNsfl0ulsT1vLQgPuf4ild8MLAMF1KWltBhrnOEKus3USL+h6dO2JzYkLcalRxynh5XEtN6NCzc39wLja2JpGqk1dE+F4luoHntKLLdjYAEX66h6jEp2ByJCqhGiMIfTsVJSCpQ9LHrbbbAKii+IvDZcDOq6plum2kzS47GL7CVtIJSdTSmyCeilaeu3uL4A0VtVPy8mI+pp2dHUtp9MdK189WofKo7K2uQB2uOthgtLZmoSbpIYqTUfIkNughViknuPTBJ2pQUyXFTmVrbDZKdNzcX6D1sTf88Q0XeKN7iaTWpDcyMnRK52jmLTdSQkC97j0A2/ewGarFJelqYprKhIYd0JSu48Q0b+1tQINvW2CgDjSEVGlOQ56OdGeaWwtpwnQ6hQstO/Yj9CPbFS8OouZuE3xMyMqMx58ygzUeOgyUMLWltBVZJWoAhO/kN7DUB64uOyJHfnBLiakORv7xsbd8dfRVwM6cN1xHwHEvN2/O2NZaszXsfLf45OAFYpPFpGbKbHUUKWmLKb7JBPkWPa5sfqD645TzQJdOlv5VptSdahRzpfZS6UofcSAStYvZRCr2ve1tsD2QtFofCYuDFjZmTKfWxdbKg6lBVbZW1gO/8Arpi/FTmE1pz+7LPKcKFKVFKlX6dTt1xlJnRA/VCuU2FURHjtLeQnSsLQbX2uBe+1trg9DgavMUduXzl0xKFKXY6lbJv19iPqMTdl0B8707L2Y8uyqgY0YVGLDeSlx1oqGm10kEbagpN0+hJ63wiMcIOMETh1Fmysl1T7JqDbi0OvOfdreKjoQoa9jYDZXqcawysHPNZDXD7IcaNXH+JPFLLq2qfkdw0mJTUt3XUqhrOloC1gQUKvbayFH8NiVyrn2q1Lj4idXac6hyrVNtp5TyFjlIU+nWi5FgkJG/0xrajszpvR0PxUyrVM4VkxGc7UnLjXiETo32lCf+z6o8VKZDKpaElDK0IQkhJ3PNv0G1Q5obzTwylVFvNWVXmJUNxLLag8lyK44tIU24lxJstspOoFPW1rjfFThbscZ0ilJeZapVc0rqMye94kAqSdRSfYJ6W29re+H3htnfMMTOXhJVScksJ0pdafWHVpJUEjzHcH2vbbENKgTadl4UyBJl5wlUeDTn6jKbWWX0sMuSBr1FI6XsDba9j0x5Ucl5yy8tX9r8nT6EhJKY70qOpHMSNvKbWO3a98ZG/QPVUIq2jzpTKXEHTY3AI7ix6798ApsePCcvEiIKn13shSgroCLHuNW1jgAeuHuS26lDfeU6HZqY7ksISjXzFAgBsbXt0G38sH8zTapSOA1YzLMqEdl+CyA3CbWSpCkqSTrI6qAuSAdtt74aJYp1njrPqXBpWUXgsPqkoLt1AMLQCLkN9NVki1rWxT3BqvOnLkhlqelkQaauXpKVFC3nHVaLkdVhLitO4AuTYkCzWXTEywI8jUrQl9tpxCQ6lKk+VY6dfytb3xNy3VYiFueKabkISlP+DdKVEatl97+brcWsCMSi2jdXKnNlzTTqXISmUtOp6QpRKmk/n1J7X9zj3LlCo1LXzHR4l9R87rvmUo+uBsRZdGrUeJGDbVPYbSna4Fr/wxBzBlbJucHFmsZdp0tTh+cN8tYH1TY4BlaVrgHHyyy9VuGOaJtOdQec7T3bPRlkeqDax+m/vhKq2eplPqwh5poC0voT5ZVNBejyBsQUg2UnY9D0OHpCGRStEBYSlKXkgLQpohJIv16b7bf+mMosh5lbbct/nNOqvZXlN/rjNZN3h0wsyG1MMvIQpnmAhSAoEJN/lON4CnZoZUgKUpRTr3Ivp2PTocCEzGp0qLVqQqJLjLSy4g67OKuhYFgduh76gdsUFxC4ZTYQbdgVCVAb1BUaUzYtqINwFC3lNwPl2Nr2wmrBScNdkVqLJRSQ88ppUhPnc5R8qz+0B2ue2N7FVWv7t1lOoeYa09xhLOyGqJ7aHG3tTDTobeskEDrf8ADbsMfpdDgQ4ClKlModQpL608qxukHTv12ubb9zh6A8dqdSboSQstSmy0qQ0NZSSm2q1hff3264SIuds0VCFZVcnNNO+bkMPFtsb33AsD26+mNYLJlPQ/8MuI8miZlaj1F8qbdcAS4eoUT3/zx9AuCPEcyIbDLr+xA6qxrXRCfY8cbuHdN4hcKHpKYqH3AyQtP7Sbf064+N/F3hnNyBxenUuWhTjTrinWHVjzLRff8wdj/wBcSsoUsMP/AAvVKNTxm5T7jrSFhhCHWkqsgjUTcpBsLbX7G2L4XIoqqEw6+7JSi6S6+w9q1m1wD6n12HT1OMXs3jVEmGcoSp8h+Y4mM6ynWw48VaXxa6ttvY3t367Y8lO5XMm8RalJUlSwhKbKt1ICjcX9MSkmrLbModRy8h9yUm5LC/LzEEqCu1jb+dxfDMjiFmaus0jhO7RY7UudOjsQn0LBadUpY8/MPQWJUf2bEY1hhmU1YlcQM7xK841QIlRXBplMecW040rWqQ8o2dkn8XmtYHqAkdycLbakoZS3HqKZLNrF9zUla7kdbm3uCet8KUrY0qRfmUPjln5L4f0vI8zIEarQYTCGXtaFATUKF9ZNtOvVe53BII2O+EXjlxwy3xhzPETPya7TMtQaU0DT2JR5jaWnXjdJQk2HnF06TsBjeMoxMmm+ir6XlbgjVmUTqNXs1UwBRSpxyCiU0m+3QJav/DFgs5V4J8OslpzG7muuZrkGM5Ibhopv2c1GeT/hmSHCpxxKVkHSggHRa+9sXcH2SovZ+n5gqcfxmWMt5oluQnF81l5lxbInvJNy86jYlSwVCx+W4tgrlzi9m+DAcotTrEqp5fqqeTPpsx9T7K2ldSjVcocTe6VpsQUjrjmtrCN1oQKJXpyqT9xL1tpefZKif8XQ6pGq372gH88Ho+YFtxU3YLqkq+RxfrspKu4AFx7YnsBzoOZ4sEOO5eQ/TVR3NkIc8yEEWNiO18Bc31RqoZKmRELOmYkR1LIJ+ZQvv/TDTChJZhxKlJqYXVIkRpiJKmMqk3SXy2kqS2kb2WvsMV/wwbUnKxemrUl7UhpK1DYJSkBFtvQW/TBVKxbZZqJ8pEZLBU2SFhXNT82xF0m3b67dMHaVmL7Rrq2pDLQkgXbU2iwNhYgflf64WiiJPqsihQkOOMhcuW6p50LT0SD8v9P1xLpWYmpqOco6FoNlpB2v7e2ABsaqLwgpLD6nLHchPriU1XJLDSeY8oG9wonbFCZ6rMq7K1SkBBFz6n8sVNxASy5U0ltttxGsuJK06kkKvtYiwIIUR/vHA3YJdjE3FitrQym1mUalAjVq237kg9BYYmxWqMimKakNOArN20LuopIuDsf5Yz+DfZJjNqkyeS2t5bbRSVb2uT0+vXtiSh2XT56G0Q3VNjzOFN7DoALn+mDBOSVSxLla0ymVvLCh8zdgARYgHY3GMa7Fi1BhylSEpSwvSHEKTcr7WAO979xgApjiBkmRlV5c+CrxVNK7c9KSCg/sq/zwlR333PvmnfKPNbvgICjFTWlGoOK3RZOom4PsR/XHkiU+42HBJbZW9uLLUsk7jYbWOx/zwhgiZUXmaBMQHlsLjxlqUHGii6SCLCx/jfAjL7NDcooW7JeKm0J5mhkqQ3fa6lWIT+eNfGZTQXMNVPrcWaw6l5nmpUhYFwbG9ji6uHnFap5fr0dcVoNLcbLpYQ2t5kgfMbJupsAbm1wAb7DG8VeTFusHZXCj4nsnVnKrTWZEuQWlnlGUyfFxL+62wSj/AIwMVF8YHArL2ecls5kyvKhzok1ZWxLjOBxtC+6dSb22/Sw2xNU8aY3o424EZdnUP+1EN1oJR49tCtJAKm7KTcb36pUD1AIN8WtGpRdYfWmKltlaQolZIUoj8Q98c72dMdBKOiAqeh58uqcBSgoeQHFrO+wBOyT0IA6dMS+UWny26wXFXKVJQlKUpPWwUAexBwDsyjRaW7VWX2aHFaK9OptxwI0C3QEGxvYHYd/rjOuNVObTl1JqW/HEZ4OhxpY1oIGmw6aTpO/bDWGKWirPEKeiJYdZVqauy2gJOptd9r2sdjf6Y2oqjL7i2NXi5K0BS9bewSLkhO/13t2xIAzMin05cj1Jh1xaYi1QnRr1BsElbZHYAkrHpcX6nG3JNVjTcwiM+QhbzZbZP7JNrj9QDimSh6VT/CNiGqbHcUlNwEkW9CPfsNr229sbZNGVWIT1O8PzWJSC0tBOorCuySBf9MGhoCR6bKZ8PBb5jsqO3yFnmNoW7YiyiFlNlbC+kncdr2BTO0ur5mq0BjLmT0ZVcixm4z01x5Ki88keZ5tpJIKldr2SNjv0N0qslXoBQ6aV09mGuG8hMZPKIWnWbpG+o9zsSfUm+NkhiPHjISFIWC7pWFrJ6/KR2PcdfTGfYywMo0Oo0OG3VajIodJMgam/7R1FMRt9GkFOgL8yjY3va3y74K5kkU1uCiNNqdAqUuRrVG+w30vxmAoaVLW6BZS97JSL6Tcq3AGNl42lyYm1oTUUDL4aqUOs15UNSqLUpUEuNJJW+zGUtLQ6C6rK99trnbCXlqiiPlRtDbVkLYZdbJXYf4aQd+myjv6YivSDeRjzbkjMOSK1Gj12Ghh+fHRKacYlIeQ60u9lBSCQdwQR2ItjXlNBh8QopnedoyEBxeroFbdPz7YTVYGWPnXKk9VaQiiQUuiRHWG9SNXyo1kp2vYhKv4XvjHKHCxniDmCsKjVuJTJSqcuoUwcoBiouJ3cYSBblOJA3SRtcbaSDi1GxWJ0CPVYLnkqA0dUpKrjfDExJWKZpck/eK82onf3xDWSiM4XJEtKY7jbqgbE6b3wAzLSZ0qugNRVuMhAQhSDsopvf9Cr+OJGhidciPxltMFtTad0FAGpKbXFyD9d/pj1hTj6OZGp4dPM0qL6wki4J1avfcG/fAWyXBeZajJSzHUh/wDG2VEH9R+v6HBF6eyWFl9D8RAuAXUpSpX1ubdcIZ+aEMPpVEkkIWQXAUkq9D7DY/yxoqJvFUtcZx7zaC1rsrQehuOot6YBEWW82aYYz5bFgtoNP6VJV2I99j1OKyzXwzXBW5Nyu54kBPMXGSm6gLblP5/h6+l8IVCG4hRb5+kIKVALSR0I9sQHEcspWy+8ElalLS2r5Daw+YEXtt9MBJA5qJ1MkszEpQgrUhQ2R5SOwH8+9sWxwG4xyOHeTl5H5UZyJIWsOIeZQtiotufMHEkELumwKVdLbbYqLpiwK/F2RkuDxdEvh20mJSprCJT1MUouMwHwrdtCiSShVrgE3Te1ztge7m2pZvpIozDwocBFi9Cp6lITNT25i1KU4sar+Uq0g9r2ONubjaRnxTyy3+EPDvL06qMUyjZ6l5TzFJH9zfDfPh1E2voFrKDg7tqJNvMAoHY/n6n8WuFjLrua6JNfaX5hVsuOpW0serzQt/zJH1xooyUbWiJON8WVPEo9Zb4jRM55HzJR605XtUhNNhvtpnR3jssLi6gQpdhqQOt9Sd8Pac5ZGi5fcmVmqJgPNoLU+nTGnES2XSCEtFNv96xSN7YynB7NISSwyBl/jhweqLrVP+1lx3NJb5sqnqbZKO51m9re9r9cWg3EZepaH4lRbRGS5qZXruNwCnSBtb6dsZ1RommYilU5hAaZ/vxJ1cxttZO2xv2H8uuFHM9UzLTEONMRQtmxWAlhRUW9wT9LYnoZXxcj1irrXIaVT5qiUq8SClp5SdvvVf7NYsPPuD+Kx3wMnwq/Tasjx1KWw+dLbapCyhjSQNS0r+Qg+xPtit5RGsE6O7DYUY77CZESW2Y8mM31cbNrW9FAgKSexA7XwCrWWKllh+HUY0hMmmvk+EmIZsXjt5VW+RafxJO/pcb4aVoTwxppFagTnW5ktpK5cdASkHfYncouNj0/TDVDk1B6SGqe8tL5UG29LwQpStVgbevXe+EUapi/DTZDc5gtEuBb5UmyAT0+hJ6et7YKCE1ywhAVoBSVLI7fT+hthiI4aQxKbulJdOxPQpSDYqCrgdrWwJzXmKm09htbUJiVJQtBaQ8i6SAQSCBa47duuCgArlbzNn+tTMw1Bbp1qUl6VJUdDatyltPrYHZINgkdhgqW5CIehU/SsMJAcKuWpKUp6gAaQOm3TfDbcnZKwHM+cJ3aH8GSOLj2dWXg/GkNinuMuKcBcbUhBbWRsLK3v3Ntr3wiZfqzbFfcyw9rAbQVpSUW1oUCCB726+ptitJAOr+XVTmobdJXsILDbAKuYBZtIVt13XqH1222xjmHIub8i1JqLm/L06kS5DfNaQ+wW0qTfYjrt/EEYSV5B4L74OZgy5xLyazkyuTvsvMsMoVAlBejmEHyKQrsrv8Alhc4k8B+KGSs9vVmmNLjMuK5j/h2S5FlLHctjZN97gbC5tpvbAnih0V5XaXNRVUCDEkFLiAp1vw6khlzulJO6k+hPb6XxqgZUzTU1JajQHmgVXC1IN7+3bEtjRY1G4fxKFT0zc3TXYzCUa1BsffOj9lJOwv+f6b4UJ3gvHuyIbIjMuuEoQtZOkdhfqdu/fC6GRmIbq0HwTHNLiw5ywUjUm97A/S4tjaeT4zkpSUJ0FxxSgBZN72JBvff88Sa4JcOUtx5NopK9VlApClWsb/Ub/wxLmIXzVMMnfRyhqBI6eh22/I/XCeQoGsR5EdpUOK4hLDbdw2pRKioj1IJIO3ToRgiw9yS2Z7pWCgpQoqGwI3QfUj2wxGuZFht8nxCWnXpS1KSrVvewF9O3p3PtjQ802ioteCLMhyxCwpYNknppHqLHCAU805Ki1/xMsMNxHkN35jJJXrI8qFpAtvbr1xUFdy7VaSVrfYWUNqKDJaJUi/uex9jgJaAjlVchuXZXyVqQElafNYddsCJFTdKjdWoFQKkgkJV36YBMwLUqQsKK2gL7tqWQfX0xrLs6LUEPtXunzJJVdI2AKdux7j/ACw9Ow2XVTsr5sTw2E+DClS4jsVuZKabSVLbFypK06Te6LatXlKdj74sXLXxIzswZCGXq8FT6pFPKVOlSSh0MgWSXUpQrXvazo2I+YA7nr8M+LaOfzR5JWUnnDOtFTmpyvqp9BEiGFNsqfYSXC4FmywohOkX3CjvYC2LP4ecZaLnOiNs8YIKMztVC8J51iy3FI1EFSXVXvo7C5F+lsRyttdFcaSvY2Z6+E6Rk+nN01il5bOVKgwUUyvzaAnmxEr6JlONlK0J3H3p1BP4xpOrAXK3D/OXDP7VyPmBmIRHmKlwRFlKdYTGWE2DKr6i3r1WB3BIv1FydOKwON8rGMvlv72SkSUaOYG1ktrQfYi+1+o6/rglPdlO0xuQy2ptWqxJCgdNh023/XpjE26BMkNVCEmmz4InyphUYwabK5L97XCTYdNzdWwHUi2EusUep0/iCnJNMy+iPUZLX2i/JW8XIsSOHAktqQSA7quU6bBN7qvsMVFdoy8jVAiRSMvzcxORstz2WFtklMSctKCsE2JjrJGsX2AVY+hVjCDJmZfKqLIoocguG02BMSVtzLqJCrXulQFiFJNx64XJJ3ESuSpk5nhRk3OlQROyZxUVlaodRTcxMlbCiTtoko/ktP54bYXw9/ETTqaXmcmw8xRRbRLoU5qWhY69AdQ+hGLcMcloSb0zQ/w74kRXHE1bhfm9kqSW3QqlPKChcGxIFiLi4BvbrjOm5E4lSpbjdG4aZskuPIAsKS4gAj3Un0sOuILsLSeA3xDVGA5UZeSU0SMjzuzKtMZjhIturc3/AIYrhrI1LpdQfl5yzJHrT0dayiJSZN0PDsXXzsgezYUo+qeuLrF9E3kKSp702psQfs1uDFiN8mOzHYDbUa4uQkXJVckXO5NvMScaRJgvUkR08tx1JIeBBR1+Yb7dgLAAbeuJ2OqIebs512R8Nc/JjVRckUxKFJZZUnVo1EXt6bd8JVfaQK81OjSdDrRCgpux8wPT9cAUWXwvzvQKrX4kKfWGYMinzmJLiyCUtJDqStKwBflK3soX5auoKTj6Y8Q8g5U4v8HV0upR4spL7PPp0sWUWlkXStCh2O17GxGH+F2G0fO2uZTXl/Nr1NS65AnU95TbzItqacSSDYA3Fje2LVyX8TXFDKOX2KLVZEbMMRACUpqCPNYdtfX9cJ+llbHUfFflyZO/7w4SU12X0NnU2UR6XT74rDMfFYVbM0zMFEyvHgonrUUtpVzClQB8gv077CwwPjRUXKLtCnMrNTrbSqtLnLfDa0DU4o6E3I2Fhbpt6ggjEVyOZoQlQCSE3JtcE3Pt/q+IY1lkFmq8plDU4pQGFXU4xdIUkCwAv33/AFGNsqbCYlr8I6uSleoI5jJQ4QQLauwAO3XE0XZLgV8tyWxJSlCGvu1thztbcjTsCCQPr1wV/tU9Tobcflc8JklEhT0YLbdsPKpCiLmwuCNsMRHXMjJU4h9DbiXSOWSghHXa+90/n/HGfNoolOPpijnOKClDlXQlQV29Nu+EJEaQuCrMTqnAW2kAILal627g+21zc7g+htjXCltF4P2aRdf3OtNkHbcHur+FvfDodgmtSnzOdmeMZStbhIablKVZINk7J6kAA2PYG1+gxTmFQoZYaTGlQpQShxCXAQVknUkpO1sLoXZX+YsiZerVRkv0FH2Q8FkBhSw42D+yQN0kk2FrA/xxWVeyfXqNLV4inuLRexW2klJOBYE0BwVoFikIBuCSSAm/+umCmWIUeTmxvmguNtfer5ijpVY/KB2F7YBI6DpPFLNVNysKPQHxTWmj4hIUN0XsLJNrK6dTf8sV5mBEmpZgdzIh9LU9bxed8OkNWX1K0hIGknqRbe59SMVya0Dim7FugyKLVKXVk5zh0+rQZymW3Ir0gxlBeslLjTiRqCk3VfsoKsRsMdeSvh9yVV/g5ytU8k1x+ErK7bXNjR2UqRIjrcHMUCncLvdRJ3J/g+ShS7JpytnbdAk5XzH8P9LMpcdqnVJhKI6HHtBBIsAhSjfV6Y5D4+cOE8O+LVJm5crCnKRHW82uKhI5kd1aAoICUi4QoaToHk3JQE+ZOLdptCjlCHLRIjASY1Qb5CrLSwrUEg2Oq57Hcf63x7lvKNdzHVwzRKdOZYYcWoPOOuKi2Va7hP7X7o32A6b4hJvCLbSVlxZWyPGyhAUqNEcfmvJ0vzHUfeOew7IRf8I29bnfCtmrLTS8+qrciO6hEiIqC+tLZNkFWoH12N+nrjppJUcjbkytnvh1gS345jroEhtT5UqpyHUlxlJPlUk2unSAmwHQ4M1nKsKCtNPjyUTqdHU448FNamXyR0SFbpSCSra29sc8fHKDbZtKcZJKP6inW8lUaNTVzIlJqXNb0q8PGfSoLt2HMBtb8+nfAqoVCq5Edi1KNX8x0iO8R/eYzZfj6rf4alo06Ve2ne22LTUHadC/EqeQ/SfiJz5FdQmDxodZY5dlpkOygVK7HdNh+uCL3xA8UZlPdYTxkpw1fIU1YI79ysbbemNPuy+CeC+RMzLmStZhjL+3+I0Cet7Yrl5iadQBtvZS7Cx32GNVJy/TW+E03PCcwxZtIpzhacXEjFYUCfwA6daL7XAN9tiN8ZycpZkWqWEIE7ifl6Evl01lx1aFEgzXX0gX76ENi3/1Y20nibPkxORApWUi4N0rcpk5xRJ3vqJNsZ80uv3KavsW85cTMzzXY9PqVJpafBSUyQqG49ZRCVACxWU2817WvtiFM4jJiUSE/AcqE+U5rE+NU3C5FWgm+kIGybAWBTYjr1w/uW7QuFCMiuSY/EcVHKUIUyQp9RZCni/y9W1t7X223698dH8IPivzpwqTGpmbJg8Cy8FRiVLS00u++hQvyr90kFs330nfDjLJOi08058pPGLjJIzjlYq8dWCHURGwFupUEAK0AXS4k6SbpUojCvPW8jSJiitCFaSQnSpJHY+mHKy1RDedLbMfcOsh3magkqW2bdSR2J2/LG5M1rUiT4lsrdTqSpdykq2I6DY9MSUSnqzTIFJVGTLZSxIUVvjbcg3+t79MR4dWrFTj6ItIuhvfU+eUnf0Fr/rhMED1LU5CVFdTZ1CdLiG0aioEWUT/AAt16fnjbS5gTHcgszXltqPnQtYQB69E2tcenYYk0NkJumsKSXWVl/fkKYfCkLI32J2Vv2tfbr6TZUt2PQ0tPJDrwc+8bBSvlkmw8wJBJv2tbvhCoH+KlGcppLoLbdnkthOgIVawAV333scYTpb8lghnVHS0lTuoOrKjpWLkW32JvbYjDA/RJqzJkIqEloSX9Km3RchwAjcL3Cjf3uL9MaJMNcgpkuLfaioe1LBWHVtG5sQLfJ739MIKItdddnTi/LfkNxyjUXOTp1ISAVKCrdLHcgbdcbYD3h6pHbhz5rzK29Ta0XVe2+onV5iEiwP54AN1cQzJzWy66lK5CieYW3Q0twFI2ufKRv8Aw7YzeqLdVjxoKnnDGUeV968nnNBIHmunTtfuRsBhgDaplaiVilR01ihMGQ6lxtT7L2pZWk2B1C2xN7denfAj/sURBlCpQK44wAVI0Os60na46EEC/wCIjE/kDRrqL9TVJMaYrwaoqkK5BFyFEAFSLHzDYH0O2BU6ZHeDgnyUOnzKV5QlJJGxsSTe/bDED+EfAx7O812VVKhB8UJzMGmxpCtSFqVYuOqI/AhO+/U39Md4cR+Edb4JZXpFa4T5rlR6CZCFyIDSiUlSUX5iDuQnUBdBuASLemCUPTYoyqVGqkcSszUzK0SFmp56rRkMNrTEdd0FtV1GxCkKSbgjZSe34cVzUcx1nMHG2mx3mp8Oi1GSpZU4hb7sWO2rdICSshIK9rFVteyiLHHU80jG6TGbMPBp/L+Y4om1RkwXlpeebS+2HnG7i5SFG17X698dMZF4i8HKbkeNl2jyUUaNHTpRHltad+6ioXSok7k33xUvA9xIXmTxId2ark2dG1xqxSXEne4dbxGmRMlyoim3anSk6upK2sY8ZLo1tMX3sl8PHJHMNUoZ3vdRZJxi7k7huv8AxJ+X9PutH+eDi/YMe4HdyNwm8QpMiqZdDZ3uZABH/NjTMyfwGTlKbTJdSy65GmsKYktuyErQ4kjcEFVh7HqDYjfBwk+hWl2fOXjnwqovDfiipvKmYWK5QpSiYy476HXmCDctOgG9x2V0UPQ3GK2J0taTFknpvyxiHBp0PkgfVUHkNldIqElCyUKDLd1pv3t6Y35aomc6BADVKrEjwSl85MdS1ITq9Sg7X98Txa0HJe5Y9D4h5zy60uIaXRpJcSSpL8Jp4+bvexION+YJvFHMNJEF1qDCSGxvH5TCrf8AB/XfF8b6FySeys5fDLNzStPguY4t0qdW5KYCCn03Xe98B5uSa6xHUX40YBBtYTGif/Ng4SHyTLD4MfDXUc51ROYa3JjUyCy14yKlSwozbKI0p07dtzfYEHfpjqrMfBLhtxX+GamZacy+nLjbQ/7tqKQnnJcNyEyQCVE3vZz+abWuEfczk7ZwFN4dcUcmcRKlSqQ5KjO02Y5HccjvlDa1IUU6rdD0vvixsi5/zdRcvyI2eso1PMkp5YVGeamCMEIA3BAQdRKrG5HbE21jovGyZOz/AMQai06zl7hZAhKUdKHJL8iS4kW9AUp/hgpk6Zxo88ep8PqHVeaAlLjkZ1t1q3dJCim/1ScFpdDyWfQeHWdKpHD/APYGpQpCty6goeG3Sx0oUMTZnCbiouaXv7KPuCwSFB1KCfqFHriZSii0mxHgKQ5T2ZBZUt19vyvm7etKTpJHa19r79umM40ptVQVLC5TS3U6FgucoqtsAqxKd/W18Rg0CseDFegoU3FbaPNCnFOpGlXrZIPa3pvv63x+MhUt12aqYlhzl6TrYU22oJCQE26E2A9BtgAFuofQpbVO1n7v+8q1+VVlak6VbgbgXGxtgNV6dJTATUDNkNodc5TqEH7tKiLalpCToIPSx73OFkRLp0huDBbXNQdDqUlatal3uQA4B6Xtvq/6bJGYGITXmlRm/Ek6w8l1pJTaxIBSRtvuRci/ph2BEk+ALS/CMoW+FBIdbXzYriFXIIsLH5RsSO+wxJfiuw4CpIC1hxAYeeSbnfYqFhsLXHtfCKtG2R4KXTEKcjqkMx2ksclsLuEjYaiCNxYj3uN8eRWD9pJ8VLU9OiXjx0yLvkE2NkkG+1k9bm3fbDJCT3iplSLcaCGnnVrVZtv7tRKtxpBBQOpuOlsamps2SGp0Gqa33QWtCXNXIQbjzqtvt6kG2FoeyQ1BqdTCKY/BblK5ehqzYdXbbbVp3B2UCLHY/TH56h0+K0aRIorYXGKFlTkMJU2FK1HzLTc2IA/1bAAtZ0rmS6DnOl19c1URyEsrVHhK0vTEmw5SUpuNN73Xaw6AqO2HzKvxqVh+oO0eHw5pSIbKQ54eZ455Q3FiCpxINilJ6DoNsbQkoJtij4/ueWME6tpW9K/9yHJnxgx5VXW/UOFuT35K1edb0WSVKPuebudsZQ/i8p1NnOy4XCnJ0d55vlOOMNymlLTcHSSHdxcA2+hxD+shH+V/7+h7/j/gL8ix54d/tf8A1/YPxfjrqzVWtH4f5d5riEtrNpOpaATYbudrki/rgZmT49GafPiu1nhPk+Vqd/w3GXy5tvsq6gPqRjSH1UJyqmvnH/RyfWfwd/S/TvyvyRlVYWy9uFvGThxx/pqpPDvLuR2pMVu9TpNSSW5UU9lpWyCFsnfz6RpIsoDriwHuGLq2lKlcHsvyNViFwMxvI1e4C2wMbOSj2zwnBPoGvcLKYHVLlcIcxRr76oVVhyP0C1XwuVThBkV3WuXlvP0AAbqVRUvJT/8AZvhqXs0Q4C7I4ScJ46imTm+ZHKeqKnl+XHI+qtNsYscJOEElIQ1nPJz6720O1MsG30WjFqT9v7EOHyE43w+ZEnKCIUOjSgfxRKtHc/yxMHwp5VWsOO0OW2D3Qyl1P/Io4bkkLgyex8MWQozet5D7Q/fp7wH/AJLYntfDzwqtodq0BG24cOj/AM1sTyb0rK+2u2bab8OfCP7fbpsZdNcQthb6iwtBWpWsDc3NxY7YN/8A8VOFpAUmnjY6gQgYzlNxw0UvGn2aJnwk8LZjJQuDpB62QML9W+CXhnMikQxylgbEoGI+5e0X9soaL8PmZMu8bMx5PoWYeS1S65Cj09K3AGryo7aiCLfJcqv/AA3x0DTfhrr1OokNlFeppMZKUFCQ5pIHoT9MK6YON6Hd34c+Fch1bsmgNuuOnUtarEqJ6n9cfk/DlwmbUFDLzQt9MRyL4ktvg9wppSNf2LETb9ojEWYOG2XQFRKbCSUG+yBhq2FJCBm3i/QqQ8URWmUddOnawxTGZ/iAZ8dpD6EgK2F8DSRSZzlLa8QEfZD0xlTZ8jUdRW4z6psATbrt6Y3cluRBZnRmg3yEaHn0rU2pxRPlBsO5F9x0uRtjJGrMUOvMyQ5FabQwFpadbUU6UG9idrm9vXr1GC9ScYm0Bp6XO1R0LGjnq0WHQEAC53vbe/f1wADJrmuoBswy8dRBfVqAWk3slK+g6Ai/Qj3wO8fS5tcIXGjoUVFnwzr+lxNjqKQR0OxGobe3bCEaKtmNpNXcZYpKGUtNc5sNLAuFbAklOki56HrfHkrMUSNOVEU3IdkP6WJ5cjrbMVy2pSEpsDYkC4tbDpCBT1IfrjTsWkgEuKbSktKW0+2o32DZVqUnYk26WPTt7SafmCHEnuJqDy+S1y5JQ9uhJ+ZsBRupKttj0I2whhOJMbqVSeakeCdaZaQHWVE67dwdhcgi9xdQxpzpJGXKJGjw20OVSakP+G5iiplrflFWr8a0lRF+iQD+IWuC5Mmb4oUBmTMjLjRFOqmpBBFpaBpt0tY/yxknM+ZUvFxulVPUFX/8WjY/rjakYNs1O8Qcz06GnlLrEZ1wlLKEv6io2v8Ahvbp1NsZ/wBuM1SirxbFeWFXBQ6+k39QbqxVL2C37mmLWdNUWs5YluPLIcW4pLalKPbza7m38MS4zkKRVFPSKBJiAgnW4SkX/JZwuMQcmaRKhOxEKfoEy9t9HmF/UHX0x4iTREAKVQane19mVf0OFxQWbWp9HcloaFMqDJJ6rQpAH1N8aJlWpSuaxJp9ZOhZSlTKnFII9bg4rigs35ezYnKeb4deyzTqvDqENfNjyW0KQ4hQ76goH+O+LWn/ABhfEHVX0rGcKpEASE6Y8diOi3uE7Y0i1FYVktt9m6P8anH3xzjEbMy5UdIsh0w2SVEEhV72PUfniYPja4/NMX+1L72sKe0T/A41+7H+lC9XuT4vx6fEQw2kmel1DY/w3KU0En8wb46C4QfFojibDfomacrU1dbjU92pgJZStuWyyAp4JBBKXEoJVp3CglQFja+MlCfVFRbQxTeJPCSoOlx7KWXnSq1lJhtC9+huBgI9m3hIHCY9GbiKB6xZbrH/AJFjGSUlplXF7RoVxKy5CNqXm3M8L2arr5A/JRVjUeN9WiIIgcU8wpFukhbMgf8AM3h+rvIYIB+I2vpdWiZmWk1FxKrDxmXmSkot1Kk6bm+1sBa78YE3L1eZjSeHWXKnHdaKzMhNPRNKgq2g6FGxtv8A54uPkrH+GJxvIRy78aFEq9CXLf4eVqnBDqmkiPmiQypwJA8yUqJGk7gX9DgYPjZ4Z1nMjsisV3ill9cdLaKfGjVAOqLhVZwOI0WuBfdeoG4ta18DnH/6kLi/9ZzrxT+IdcX/ANoJBzXkjOmcKlQmqxS5ksVNSQt5bK2+YlQSAmwSCB02x9KMyfEDSqHwwqVfnZXrkWKxHdWxIcjkNuEA6d/c2wml5JbC3FHNMn41IzEwsv1dppaNilT9iD6WOP1V+MY0uhGp1mY9CiA25zyFJQfTci2IbRpTK9q3xz0CW4Vxq05JRq0jkpUq5PQAgWviFVfiQqKPh+XxIj0VU+ItRSwy/JLSnVc7lEdDayr/AJDCcloEgTQ+Mlez9wUXmRzLGX6QiU8pENIbclPJYTsp9xbitISTewCd98QuFlHYzdlioVuq1IcmbMWuKouaCW0EoFthbcKNh6jEeSsUV47byRIS5CHyG5zjMhoLW27HC21N3Fr7bi4NuvTv3xqtFVThHnvs6V3KSgKSfUgq6m4PTGZs8mK30sTEqQ0txtf4vDBtaVK2PlsNrWtuLY2MIqKqS6pxq4b2QthJUnYkhQueoNtk9euEwMHn6m/OiSeaGnCktJf5ASEKuQUrQbnlk9b3vfC6vxjXMfmto0RrOu2UlSnFdNQHlA3t029sAtAt2qRWITbout99OhTSeYhzURsoLUnzaU9tt+nfApQabo62J7xaU69Zbz7S1ocULABQSR6/N1A37DDFWQchDTdZRIZCHUR1gKNirTc3OhZN/oBfvtglAVMjyY7tRpbimSouRlLWhHPUn0UjzbE2G1rm2x6CYmPQfpVRoymGooafaZcdXHfTdaFBPS97k7np/O+Eri6tMr4lMzJeiS3WY9TREtGUQ42GIrTYsAR0KTf88aeMjyMVGxTiQUw80EjoVlf+eNwagoBWsZkRfspa/wDPGxgYSIUd+jKLLdQe81wl9auYOm6bm98a9Ab3U9mK3T5l3GGBkJDIR5ZeYR63SsAfnbExxC24CnvG1F5JSAG5Lp0q+nvgAxZeZRR20pdrrSQ2kBCWFq0+wOk7Y9Ehtw//AOtWG0gnYxlAj9UYLA2Mvx/F6UVWe6oJJ5bjFkHba50jEJl9sIWnxlTjHmqJbQ0VJBv2Ok9cMDb4hJkaRPqpB9GVf/rjIFpT6f73WiQR8zZSn89sF4Jo2vIaXmR91tqa1zEpJVHJKVnfc++PUtpQ/Zcuup/d0m38sDHZuSqMsHTKrX0KVAfyxcfw9PCL8RtCCHtC5MKoQ1ayQohyE6kJ+u4/TDWWCNTEUN5VgVGU9KK1ISp2OlxaV3Ppbawsetu2JhhRX2pHKRJcPKNleKcUQskWNtQ/jcdzjlcnezpUVR4KPBdn6f7zyRYLWZKyltR2sVA7C/f+GM5lCosOoJLjEhRWgrS0moFSCNx81/b1vuNu+FbfY+KNdYoNAkvsMuwn470dSU6GZ3K5oJGoK33/AHfe474kwmcn1J+REGXuUyLoRJXqa5wCrXChsOo6HbfCsdIyXlrK7zX91p7LbiVJ1p5a3ADb8QIubi3a1998eGj5biJQp7LtKcS+RHUVaAWHbX85I2Hyi9gOvS+EFIJw4mW5lFYimjQXI9tQYRDTrQdV9tKb3Fjv0O9ve2JXFhUng4MtxZc5TktlwTRKQA04FLJBA06rhNgBuLgWxpBqNkTjbRTuYaTkCdxNaqlfyxTXavDIC5b7aQvTbykm4CyCLC5JHT0wwx5LtXhyRJjf3aS0lFnJJUh1u1x7EHfsP4YzpGqKxzD8OXDqq1JiowWJVEkjUuQ7DUCyVkmxLaklIFu4AN/XFScWctz4vFNvJWW5D7cSa+xBYipcWVOcxDZJUqwCrqF99xpHpikyGqRc+e+ImR8vfCqrghwzhrk1Uchuq1jTYPFP+yY/+Hr0gq7298NdBYGXOHUGkNy4Co0ZtDLbbzaVFJSgAm433Nzv64qaUaRPjdizKnXLcjn+H5yFNtpQu5G+x1AWUO2/S+NzjEpWXI9TLD7cEPFtLiUr0g2B1ajt1uLC1jcWOMjY8jzVRZzi1MNOPKBCPvbJcGqx3O1+wPrtjJ2rS2ktNuwltOn5FwrHQm/40kH+A7dcTgdtEUOzJzaIDbTgSQUtLca5biDuLhW43uLemN0yiQ47DyuU1U/FkNutOPktpTcXskJNrkfMO+GxIhSsuQ58lMNyIHGRpX/iOKSnrYW6WF+w63woV7LlYbkPMx46weWXWkpeVoVYEqJTpOnYdCeww06E0BKjEqcWlU5KoqkyS0p2Q5FbuexSbBViLbE+v1tjfTEfaNBvUdLLbbhCJCmlpCV3/EUjba4Ava/pgbwJLNFgU6TRhpbVMMhTkhpaSqUVJRZSRZPW/lO4J/his86VFuXx2zZLfEth9GZagh8xz94zqdVYkWNxbTjXx/Jn5doGMOsJNhmKqXv1Uzb/APDH52bFafLT9cqCuw/u5JB/JGN7MDehEd+ILy5b4RdwOqBQtAHWw079OlsalSY5NkVmcBfopi+35owfqBg84p9rS3mKWu2xvESLe3yYkmO+jJU0OuuyUrSkWcZ0KtvunyjfAC2fmFpMRtCsy1FsJSAGzDFgLeujH4ydMhTDWYHrjc6owuf+TB+oG1o+IW4FVd2T5VakeHCNW3S+mwxCp6lN0ayp8loJWu7ao+oJ3OwOncYAJDcqLzAVVZ659I9r/wDJiQlcfnBIr84bjyeH2/XRh38iNMhkR8wvhc2ZDukWLTWtLm53+U2/64yD7SEcxeYKjp6f+F2vf/5eACbGLbov9r1JXYf3Q/8A6YszhE2zB+KPI/PWp29W0jY3WOWQo2A7A7/XB2FHpelZbqqKE8ZKnYLriXW1qCQ2lK1AWJN+n9caafPiVWShLspcRpd9TkYFZJVuPlIKki26entjkltnZHRvpy5cHLM3mTG185znpAeAQhRtbzqT0tfbse9sa4cx37AZbkNIjPOEOMSQwgpaCdhe97jv6+mJGGFyamiFqkIW8WQNbiHtCXEE+VQsNhvvYnbqQRgLKq9Uj1ltE3mIju2U06hohWm+xKRsRcmyuu1/Q4YE2DUlU/MqpMmZJdToU2pxh8ITci6SPLa3qOvviezX31Q4/iVPJQsjUuO6QoqtsCLbpO25H1thbGYyKop11xxEQvW1BR1hstOFR3vaykkjqn1774nqeZemSEsNNsR3mdDjCmyG2e5SFKNzYjqD36d8AgbKS3Mp2gq8QwXUJWsM81xA9kqPmF+x3F8Soz0ulxlxGGIi4ylBaQsrSF2Nhv8AKDbp9DhMZmIUN1UH7QZfjSdQUnluLbQtRVuNQI6Wt1FxbqRfFeZtZm1zjtAptPbL8+AyYkNTSDzFSZailG3W6W+YoDsVD1xpDMiJ4ixve4Qw8icS5ECoOsPSFVVLGlkh0R0RkJLiQR1PNUyD7oUL4aQzS6ittCWmQltBAU+kvhNiPKAobG5J9tsaeZVIz8N8bE7neCy6ph2LzwEcpKk6k6vXVYWSRYbC+NaIq6dHD09KSwUpU46CpQZ1HbUgGw32vaxJHXGB0EpqZDbgyXZ1WkIeUsJccQyFspAGxUSPKbfrcbYG82RUJji0S37JcSuO7qsFA239R0vY7frhCCirKiCMEB4A+UgA2N/xA2t1va++NSZzktS+aSFlRvf5SkGxKQLXv/Dvhgb4TSVvhoOl7wupt7mJK0qvawUAL2A3vv0wKq8ht5kty23XClfKUvnHypTsCCOqfy6HthAxeZYobExxlqgrjaAlakBr5L2BKbHe4H64j/aUAyfBIU2wy/ZToU2Skq1b3J+QmwNj13wtgEKdDZi0JNMW9pYbcc0LNkBRJuCD1/LbbG6p8Ok8VeIJr1Ir1My3m9xIaqDdQc5cGp6fKHArs4QBe43te46Y0hKsClGMlkX67wQ4zZYfcmT+HmYC1e65tBX4+K5+8C2VC31GFb7VXDkGJUKu7EfSbFudF5Sx7EKAx0pq6OWiapozWUPt1RC3WzdLjSUkfp+eIxeqDb6kOiSkdEqTFSsH32V/TFEGet1xaE+NdT3OqAoY/VpbisvojCa4GFvEPSRHJcjpCFHyoA8xUbD264VlG9Eya3GQhWZY67AXV4dJ7fXGBlTnVbZgiEjfaMP/ANsAjFxypOU6SRUGZSwwsoZDOnWoDbcE23tjfl+NKayww5ImyLm4sqGqwV+IAkb2OACetcxWzcx/T3/uif6nGuO1UnZilvyn0hAH+wbGv2wWFEhcILqjstiQ/FS4kAp1IWNr+vffBiiZPzTXnuRR6dWaspe6URYZUf8AkSTguwSLfyP8IvG+uIL0nKxocNRBVJrcgRkAeqgbuEewTixkcO+Bfw+pObM4ZxkZtzkygNw/shPJjQN76WhclSyQPMTvYbJAwZq+i1EoCrVpirZjdmMtpmynXHJOjVpsB+EhSehtbtcjC9IKqhXl1CFAYjyENhC0BaQy75blKgLHf8reuONu3Z00qJjDSKfUB4mMXEFLbjy4jwUloEW0lHRYJtsVA7YwqMmNEeZDjDsgtFKSltTZISRsQnqTa+1+/thMaWck1NRaUHFRn3fl5odQeWUja4AGxFutx+uIBegtLcj0+OVQ/l8zYS4FK6arDsb2ItbY73wBYRQZbkArlzkxXooSFEaS6UgDQB11HexTby2PTtpcEkvussDVKBDnOU2mwSdOopPfexIJ2sbYAfyT4s1UmqswWVFp+VKSlbcRSnUrIBsrQoC1/b0FrnE+ZWJUas/Z2YSGXy2pxpEiPquCLdbew2t/XAB+kVlbsGPLgxwpeoJ5KWgjTc3Uqxtq8pPQjb8sS4qT48KfCXGjdspStZSu5OkkHuOljt0wAbI8ZhEY+LceQylShZbirBRG53vcX9RbE/4XWKNG4zVjjFmSP4iHlpiTUoaHBqDsvQAzb1KRybe7oxv4Y8pUjDzNKJrzrHmJz6y3LdUXac2lMvQo6jIcJdfsQoG4W5a+/wAu+Ij8hLjnKTqKmkIukIUvTe+wvt2+u/vifJLnNy9zSEajQJUtqa46gNOGQw8AtD5INiPKodtxfc2JxqQsxgiM1HEdYsoL1GwUNtNielrne4N9t8ZlhR5EswlCYiDJW+nlk/4hcTvtYJAPU7jffEGBHiMx246UaENmykpbLlweouN9rb3/AEwkx0bZ1MKHGnkpWlhv5GyjUrURtY22+pNsRWVphlTcuM6pTignyi60qAA0gdweu2DAj2Y0h1jmRZC21vKBOtJ+g1I7j6+mNEyM24XQpx1kuAFKo508pV/wpIsRce1ve+ACM4yyumtvBqQZDROlxSDe/QpURYaTsbHbr9cJJp/j8zPNNU17WlCl8xDyfNdPQAgjSF23FyRt74FQmMcKPSBQfAuwZDqWtJWhN1oBttfbbfex6+vpg20y00VvpbWUEEq5itkdrXNvew99sIfRNo+cs2ZPqniaFWpzDOr7pxiXo0n0UU2Ivtbbv7Ysim/ElnqXBUjNrFFzNCbGlbdaixpil9PINadRO/ZWNI+R95JcUGYWefhhri1PZv4AUOILhp8RKcpjS4fxJW0sH8iMQ1ZV+ECpTlcykTqUkkAKg16UxpNtwUPBYHr3Bxr9xJBDxQk6m6CsP4f/AIXa42ldF4z5lgBSboQudDkj/mQk43v/AAhcNFK8RF4+y2mkjUFTKC26E+h1Nu/0xopphL6f2dgaV8IWWwtK2OP8AJWdKOdleQCd/wB1Zxg58H0SKwuT/wBvtADLQ1rdVl+YEj6kC1/brjTi9Y/ujlqJOovwe02txOejj/SVtKN9Ry5LSD9NenDVT/gt4fwAFVL4gUq9UxqElF/zWvCcWnX/ACv+BqKDsf4Y/haoI5mZOKNYqh9Ez40ZCj9LXxNGWfgTyvFS+/Tmqk6g/I/U3niTa+4QbHbEtOreCkvZAeq/EF8PWR4ansj8FqQ6ls2D5oZeKTa48zliSQMK1V+PCvzMqqTlwCmNoSlXh2WkxuWD1+RJ3G/Q9rXxPOC+SlErrMHHziBmGM3OmVyQ+mQhLzYZcU9sRuDe/S/bCXJm1CZUXHZ8hTqlgaSVhRcSdwCb9b29O+OefklPZqoKIKmCrvNM1mIVMrR5DqaSW9ttIBPX3BxskSWVIjyjKcQmO6BcR0KCk3soKFt9O9h/HGeCjW84+1JTBISpxwghaSoJWLmwSoXTcXtYgW6YyXJQlpBMUhUV5LSWX2ku9rXStPTYCw33v1wxEx2QolUWQ4oSXl8tGlNlrQbXI2AJIvcHEWfCW7DQmY3HDrawmE4APKnXsFAEBQ3PbtYHphAT5yhHZShuAl2MhCnC3cK6na1/p2I642rl1A0ZEuM1qKQhQYQjQVLIBHmvsfr1tbDGOGZuGnEHI/DelZurOXZMGBVEeIgTFKbu5cBWlQRulZG477Xt1wsoqEhiqhupuB511BLb6F8w6Ei/e6v16YdNbEs6PH3wXWlU+chCjYFQbABUr5QsX3FgdxYjofYrDllaXVOuo0BxS0qaQShsg2uk3Nj6j8++EABzFWp1L4dS/uVMPvoLQSgnS4V2SFJFtri/X0xaOUKU1lt+nZPfbHhqZAj1CtaeiVpT4t5s/wDEWUH/AOUkY6/BhSl8HP5lycYixPzBOqLkpmqRkgyJPinVOua23luK1FY28vW1iT09cYgRHJAFm0OtI0OFpBI2J0i1ib2v2G1scrOgXJMJuZmETpUdaVsgNKcaTqStRsU3uAT3HbqbYNyIbrsZswQpvexQEKUVbggAjzWtgGeT4UKny48tuO60pxY5zC1qBBIv0KrJIFvT1xIiGMYLchLio7K06bOlCym6hsbgXNz9Rf3wBg1KXGMhwF599KXAlyMVEjfoE6duhHTtiUlMl6HITEBbtp1a0FBBtsB37dR6dcJgRnaaAkvyozKUMpUk2asDexVcb3PTGiPDp7ZCWGlurZJK3A2CsehI/M79uuEALUy284osnUotlP3jgUpOodwbgjttvviIiA5zvCrWiKsEKS6rUNCjbe+2w07EXO1t8MDN6Kpqptuw5cxxYRrkFCytLZJJCCLAabAm4N/XGtyRUmqtHWGFhEpSkKUpA86Otwkja+2EBDrEeoVNC7R0oUygeHPOKSjSqytSSNwQex2wPVltlDTQfZc1Np0KICfPYG4073Py7/yxOKKP0mE9Sz4nwLr6CVFTukFQCgAm4vfb067/AJY1v1d5y7ao3KBUhLciPqKXlWtbsL/0w9iP1NeeTQ3JzjIdGkBu7Vwdr9O4HfY229cb4MqowpKwwpm5KXTy5C0lJuASCOl79DtsSCMNYAYk1ustSOWxW5iCUpcAVMcNki4UE7W0/Lfvc7e2pdUr7UF1Rr89GtYK1Gc5yykX6C40m38cUpyE0gkzVZaH4aZ2YZRBcUl/mOuBYJFk6uwF7C/TucQqnVdcYxn4SHkJdDKXC5p5qjuBrvb8ybYTcn2NUgVAVVDracix0uFf3WtZStPtYXBsSfrgxBYl/wB+bqbjwS4hLMV9CdQbUDe9ri190/ToO4TBGhTD9o6PFgANOFa0L3XY2J7adj632/PGsUlHiiHzzAGyhpCbkJ3F7epIt9bHBYmjc3DjInHkLYUVqCHCnZR+vobDr3IGJUfwKmmXpSJQ5SnGiUo0AjVYG3UXN8A8GgxWZCAty7aSUlUYXbQk9bjYgK22OI7kFIDzKFujSShtY850/N1tbV1N+/pgEY/ZzE2GmoLCeqNTgcS0d+h36nZJ/wBWxpkyEUpxmW640vWFB5zWFOpWBeyrG+/YG1iDbAg0a32IpfiNy5zMZqTrW0XW1JaZ026g9FHfbpsfbG9jkS2pMh+a421HYupsFLpfOr8IvZIsNxv+WHQGnwq5lJVKOuO7AdUw2oAaXRcFIv69LE7G2JVNS9T57yJC0yG5iCeWTZJUBcqR+9udh722wCHzOfGjNlc4BULJNdrsl2JHkKcbSshSCpsEIR0uBpJv9Baxwh8lCagK/ElLDrCBp3DiFjqR7WBPmFtsa+R20TDRPcC3K+qVUJYSXGULKwdSW172VcDdNu9ttwceKfcElc1Z5TI1LWhtIU2hf7d02uCPb9MZFn7L0NvMHGqM/VQt2mZebdrspCyRraaH3SPTc339sWJMRWKfwVq9VqEdLVZzPP8ADK8482mz8rf01FDf0FsdkFXibOWTvypCTHafn01+mphBlwNkp1pK2XFHsFpuLi3Qjr12xjAqDDNQkQvGMpkNabuKUrQobg6CB0uASCBudsclHTaQx0+CyinvLaaf5j2pNluLGgWvfSOpHa9+pFjtjapll4JbkpTzW77pQApKeg6WPe+57XwDIC0xozC1SpHOaQDpbcutW9gbddvz73xOgwGo4kqfmIZbV92httsrcWFJAKU3GkoAFib9Ra2EAMrkYzMzJlQ5MtACzzkgp0rv6oAsfbbrj1qKoRQh3xLoaRpTy1FJVuQL73BtbrfphgbFpkqKQ2tNlpSk3WFBCetunXa3c7jGL8KMptucuPpc2aLnMspP5DqAD/rphABanF5VSVIjqaQ2UKL9wEEi+pXTe+5IPr0tgbMlTI4TPbqbrjUnSjlJKnFp3+cg7jbfa+EBIapjHjm6kw44w02nWptlZ0rPZSld773B2xg7y/tRIkPOuthWoXFlKKrJsLjfa364QyTILDBDWm5N/I2N7HuP64DhtyVEecTI5zWmyWw4VWurodhY2vc3vthB0SqfKbYedQmi6uegoUl1y5aOx1Cx3I9OnXHi2G3ae7D1lagQrdQSFEnYDbYW9MAzxcFKoBY1qS006VlhZOnqLkfum38MSY1NPNafQhha1aCoSEa21pSd0ne9rC30+uEAMlUhMJxuY3rdSbJLJuEpJ6bE7g+gN8EmoseXF8C8whCktBQQWyLoVum9+oIHX1GKETOWimo5j7LCVv8A3epI06xYXHoT9fTEZyXZ0ttsodKAbKQNNhq6EdN/9euAHs0RJivtF5p0IW6yrW4lZIOm9+ndWnv7YlzNYHL0NgatQcU0o8zv+R9MPAG2KVCYOWeVdKOc2n6WJtbfa++PUoU6z4doKQpq5VyZCUq0E2V5Rt2Bud9iLYBG9FPZdkIeaClLbCUkhey1dj9ept/AY2s+Gi1dpGlSnVOEpClEDV339Cd7exwAR5CJMph7Wly6QnZpoXKhexvq3FrbEdsbPCPoghuPEhuPNoT4ZwKKEFzWnzaRe/lChbtq9sPAEMwCmgqS615wtTvKQokNFI3IO9+x33F7HECllTz8lsvKBccLhcC9lqKd72uLja+3YHABhGiLejuIaSXFoSgDmIJukdr/AIh07bYmqpjspIC47SQ2Qk3FlAgXva3rv7fwwCNjSXFxwqpxnLtjkK0AO7HrpAN7AX6g9euIb8cSYCQpUYttkhguK+ZQ+Uj0JsPzwAW7w5ybwt4l8O28r155qmZjYbU/TqmAVC/MWoqUgi7jR1BKwPMjQFC6SSKzzblLNWQs/wA7JecKAacIDfi2F6Q9HfbVslyM4gedBAJ9RvtjWUcciIusEWK6xLhokwnElDbikrUySFIQo3F9tlbi47W+uJGiIKi46iyn1WCnQVDUpItp6bg3v1t1HsMi+g7kWnz2OFtSzSwyCjMNTDJKhe8OIjmuC/769Cf+P3w48Uqcqm1elZIYU4PsCnJEpXXXLkHmvlXYnUoCx/Z7Y7penwL/AH4OSGfK2V9GgimR1Q465EmK1IJcaIVqBCb3ABBCTcbb29TiJIpTqZzrsRwyuaUrG+tViLk6u4v0Ha2OI6w7H8GzIZeWrzqFkO6TrXfrqIt/K/uMZRWVaPtJ9LjTchKU6kuFSgALFRud7+nv0wiqpnqnIqmQiYpzmLus6SdKt7WIxh9qR1RkRZLy0o0602TrKQN7G/XpgCuyNETEeaLchAfQsDS6oFtQub28p+W9tu1tsb3Z0c6m5AQssKAASCnVe1rH8+/rgHR+kSIEWMpsr1tlZd06NxsQE37gb9cGa/k+q0Xh5SsyyVxkN1ZADbTKjra1J1JBNrEFNjt0O2JHVit4ZleX3qkgpWkEFxBvqIINl+hvYi22AE9TMEJccjNoUtwFlATcb7X2tfsbH9cHZNEmFPbdrC2lvLev8mlISNfvfe/643KjRZLLjrDKUqUgE8wkpWBvsncA+m2E8FJEBlTrrq4wbLahpfWNtwroe+5A37Yh1VyVTmlOy33GytxXKUi1j2tbfa1uvrhBR+afqT7ERulLblxqm45IZuooW0UA8zqLdEn6ntidTIj8dDbSNHkSA8hw6jqJJBBtvsPa2GCTskppqkNIcdSCCoqIGyVq6bH5hv1xKhFK2XNalBhpRUUhZuL9bbYQzCUFLdaZ0NOJSU3Tywk7HeyrbHSTv9MfuRFTEJZC2i04C2rVvba56fskXH1w1oTN8Uw1ygtUtRWk8yyUEAAbEi/W/ocLU6uU6pLRTPCR0oBJW7ySguk3Nl2O4A/icCTsTqgGjNbtEgzYrzivDl/QpKfOCN7g3HUXtcdseIrFXo0qBPnSpBRPTzozZcKmy2rUBZQOr8CtlJxrSRnYehZyqEuU68IzLbo+6WmwUEgC/pve/p/LB+nwjUaO2pEdn777tIO+sq9eljsd74l4eC0rRMqTUyMy7CSQ2qG2C4hpRtcGwUAfQpN998TYxj6Vvw5OtlqzivIfOm91Gx6demEFEhmO5JaYbaKVc9SkFC1EWtubbWt2/PGtK2IlFQsRWk6W+YgsoDZSneyth1uOn54YjN2nNpUh9StJUbrsbhalI3PT0v1xAmw47TiXnYyUkWd1A2IsNKen0N9vTBQzXJhPCjPTpUlLCWmC64pKfMkhQ9BuLAXHvtj2HKjTVIddUA2kK0WR5lpPf23J74fQqCrMXxddaai6fv1CwKiNNgVGwtb8P8bb4X6+zHTVZSnqcVORTZbfNB0KG5Uk2HqNsIdEZyfJVnGnilrMTSgOtco8vQpJsSnTulQNikgm2L7ybxLoWfcut8N+K1LVKDKHZdPnNNpL8cJSVLdbtslWkErb+RYuRpVsrTxP+V9kzVOyteIvCqo8M+IzuWKsqG4JLRmQ5UIlIlRVm6FkHdBNjdJ3v3OErMMmPEpT5pbJ8UF8ptWspUlbgCEknoRc/wABiUs0N4VnUHDnKNGiuUTKUgamKFHbhvAA2WG0GdLPuVBmMj33xTFYnGs8U63mRb6nXaw84UuOIvbUpW1jsLHvjt+oxCKOXwLLZoiBtmopVzFFyOkKSu17g2v13AxHJgxq2/U24bDxm7rBBRY9eg27/XHBs66P/9k=" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">GV650 Floorboards $80</td></tr>
</tbody></table><br />
asianiron.com<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="Hyosung GV650 Footboards" id="product-gallery-image" src="http://www.asianiron.com/media/catalog/product/cache/3/image/5e06319eda06f020e43594a9c230972d/4/3/43500HP9500PLT.jpg" style="margin-left: auto; margin-right: auto;" title="Hyosung GV650 Footboards" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">GV650 Floorboards $140</td></tr>
</tbody></table><br />
hyosungmotors.be<br />
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<tr><td style="text-align: center;"><img alt="" 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" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">GV650 Floorboards €105</td></tr>
</tbody></table><br />
hyosung.it<br />
<br />
GV650 Floorboards €102<br />
<br />
alpha-sports.com<br />
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<tr><td style="text-align: center;"><img alt="" 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" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">GV650 Floorboards $145</td></tr>
</tbody></table></div><div class="blogger-post-footer">5403712581</div>Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-3208122089434677126.post-69067288472334499742011-03-28T14:55:00.004+03:002012-08-10T11:47:28.650+03:00Hyosung Aquila GV650 Battery<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiexyaazhNqKbZlDfrCtc9uOnG0OW2o6Pm0-J12sJjpDk5KKCXmsw6yQJ_ut_3hOsti7CEycnFFJoPDQ0TA6A2QZkgTv6ZfsCMsQv6dsqdZYeYkiUmn4QtuDoI6Ubn6ha5rxMTj-L3Se7s/s1600-h/260320111460%5B2%5D.jpg"><img alt="260320111460" border="0" height="184" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlUDd5CYh6FdzRyXbOUhwr7Pp8W5Q0RQ7WDNdUgxq0B-tHRPwOWZaKnAjpo28IwTqfGQChuuI7CFqs-XjJyKzHTXU4xpOQYDl_9aAUBRAOP_UTztQdmvyEH57LnWT6lowviF3S089hVMI/?imgmax=800" style="background-image: none; border: 0px none; display: inline; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="260320111460" width="244" /></a><br />
This is the factory battery that came with the bike.<br />
MiGM<br />
Super MF Pafecta<br />
<b>YTX14-BS </b>12v 12Ah<br />
Huitong Battery Co LTD<br />
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<center>
<h4 style="color: #990000; font-family: Georgia,"Times New Roman",serif; text-align: left;">
<i><span style="font-size: large;">Designation of Battery Type Numbers</span></i></h4>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img height="155" src="http://www.yuasabatteries.com/images/6xmplechrt.gif" style="margin-left: auto; margin-right: auto;" width="640" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Example </td></tr>
</tbody></table>
</center>
<table align="center" border="0" cellpadding="5" cellspacing="0"><tbody>
<tr><td class="bold" valign="top"></td></tr>
<tr><td align="center"></td></tr>
</tbody></table>
<table border="0" cellpadding="0" cellspacing="0"><tbody>
<tr><td class="bold">Designations:</td> <td rowspan="6" valign="top"><img height="105" src="http://www.yuasabatteries.com/images/6fig1.gif" width="400" /></td> </tr>
<tr> <td valign="top">a - nominal charge</td> </tr>
<tr> <td valign="top">b - vented type (normal type)</td> </tr>
<tr> <td valign="top">c - battery capacity at 10 hour rate</td> </tr>
<tr> <td valign="top">d - indication of differect size of the same capacity batteries</td> </tr>
<tr> <td valign="top">e - polarity location (see Fig. 1), configuration</td> </tr>
<tr> <td valign="top">f - location of opening for exhaust (see Fig. 2)</td> <td rowspan="7" valign="top"><img height="105" src="http://www.yuasabatteries.com/images/6fig2.gif" width="400" /></td> </tr>
<tr> <td valign="top">g - type of terminal</td> </tr>
<tr> <td valign="top">h - symbol of Yumicron batteries</td> </tr>
<tr> <td valign="top">i - performance level</td> </tr>
<tr> <td valign="top">j - cranking or starting power</td> </tr>
<tr> <td valign="top">k - symbol of Yuasa maintenance free (VRLA) batteries (YT,YI)</td> </tr>
<tr> <td valign="top">l - sealed, non-spillable</td> </tr>
<tr> <td valign="top">m - high performance</td><td valign="top"></td><td valign="top"></td><td valign="top"></td> </tr>
</tbody></table>
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<h2 style="color: #660000; font-family: Georgia,"Times New Roman",serif;">
<span style="font-size: large;">Yuasa</span></h2>
<h2>
<table border="0" cellpadding="3" cellspacing="1"><tbody>
<tr width="70%"><td class="notpara"><b>Battery Family: </b>Maintenance Free</td><td><a href="http://www.yuasabatteries.com/battery.php?bID=B12&vID=1550#" target="_blank"><img border="0" height="16" src="http://www.yuasabatteries.com/images/printer_friendly.gif" width="130" /></a></td></tr>
<tr><td class="notpara"><b>Battery Type: </b>YTX14-BS</td><td rowspan="8" width="30%"><img src="http://www.yuasabatteries.com/images/batteries/YTX14-BS.jpg" width="250" /></td></tr>
<tr><td class="notpara"><b>Voltage: </b>12</td></tr>
<tr><td class="notpara"><b>Capacity: </b>12</td></tr>
<tr style="color: #999999;"><td class="notpara"><b>Dimensions: </b>6" x 3.4375" x 5.75"</td></tr>
<tr style="color: #999999;"><td class="notpara"><b>Weight: </b>8.1 lbs.</td></tr>
<tr><td class="notpara"><b>Metric Dimensions: </b>150mm x 87mm x 145mm</td></tr>
<tr><td class="notpara"><b>Metric Weight: </b>3.7 kg</td></tr>
<tr><td class="notpara"><b>Polarity: </b><img src="http://www.yuasabatteries.com/images/polarity/b.gif" /></td></tr>
<tr><td class="notpara"><b>Acid Volume: </b>0.69</td></tr>
<tr><td class="notpara"><b>Amps: </b>1.4</td></tr>
<tr><td class="notpara"><b>C.C.A.: </b>200<br />
<a name='more'></a><br />
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<b style="color: #660000;"><span style="font-family: Georgia,"Times New Roman",serif; font-size: large;">GS Batteries </span></b><br />
<a href="http://www.gsbattery.com/%20">www.gsbattery.com</a><br />
<br />
<span style="font-size: small;">Hyosung GV650 GS Yuasa</span></h2>
<h2>
<span style="font-size: small;">GTX14-BS</span></h2>
<h2>
<span class="cm-reload-380" id="clean_price_update_380"><span class="list-price nowrap" id="line_product_price_380"><span class="list-price nowrap">€</span><span class="list-price nowrap" id="product_price_380">65.00</span></span></span></h2>
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<div style="text-align: left;">
<a href="http://www.automoto-eshop.gr/images/detailed/6/380_3G.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="213" src="http://www.automoto-eshop.gr/images/detailed/6/380_3G.jpg" width="320" /></a></div>
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<b style="color: #660000;"><span style="font-family: Georgia,"Times New Roman",serif; font-size: large;"> </span></b></h2>
<h2>
<b style="color: #660000;"><span style="font-family: Georgia,"Times New Roman",serif; font-size: large;">Bosch Batteries </span></b><br />
www.bosch.com<br />
<br />
<span style="font-size: small;">Hyosung GV650 Bosch</span></h2>
<h2>
<span style="font-size: small;">AGM YTX14-BS</span></h2>
<h2>
<span class="cm-reload-380" id="clean_price_update_380"><span class="list-price nowrap" id="line_product_price_380"><span class="list-price nowrap">€</span><span class="list-price nowrap" id="product_price_380">64.00</span></span></span></h2>
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<a href="http://www.automoto-eshop.gr/images/detailed/5/Ba_pict_M6_packaging_Freisteller_Europa13089121954e046a439c83c.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://www.automoto-eshop.gr/images/detailed/5/Ba_pict_M6_packaging_Freisteller_Europa13089121954e046a439c83c.jpg" width="256" /></a></div>
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<b style="color: #660000;"><span style="font-family: Georgia,"Times New Roman",serif; font-size: large;"> </span></b></h2>
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<b style="color: #660000;"><span style="font-family: Georgia,"Times New Roman",serif; font-size: large;">BS Batteries </span></b><br />
<a href="http://www.bs-battery.com/">www.bs-battery.com</a><br />
<br />
<span style="font-size: small;">Hyosung GV650 BS</span></h2>
<h2>
<span style="font-size: small;">YTX14L-BS/BTX14-BS </span></h2>
<h2>
<span class="cm-reload-380" id="clean_price_update_380"><span class="list-price nowrap" id="line_product_price_380"><span class="list-price nowrap">€</span><span class="list-price nowrap" id="product_price_380">45.00</span></span></span></h2>
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</h2>
</div><div class="blogger-post-footer">5403712581</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3208122089434677126.post-755768536590140462011-02-28T15:27:00.000+02:002011-07-25T17:34:52.929+03:002009 Hyosung GV650/GT650 Power Commander<div dir="ltr" style="text-align: left;" trbidi="on"><br />
Hyosung Aquila GV650 Power Commander<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img class="bike_image_pciii" id="ctl00_ContentPlaceHolder1_imgDisplay" src="http://www.powercommander.com/downloads/13-001/images/13-001.jpg" style="border-width: 0px; margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Hyosung GV650/GT650 Power Commander</td></tr>
</tbody></table><br />
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; width: 59.7%;"><tbody>
<tr> <td style="padding: 0.75pt; width: 48.72%;" width="48%"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">Name</div></td> <td style="padding: 0.75pt; width: 25.64%;" width="25%"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">Part#</div></td> <td style="padding: 0.75pt; width: 25.64%;" width="25%"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">Price</div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color rgb(51, 51, 51) rgb(51, 51, 51); border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0.75pt; width: 48.72%;" width="48%"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">Power Commander V </div></td> <td style="border-color: -moz-use-text-color rgb(51, 51, 51) rgb(51, 51, 51) -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0.75pt; width: 25.64%;" width="25%"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">13-001</div></td> <td style="border-color: -moz-use-text-color rgb(51, 51, 51) rgb(51, 51, 51) -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0.75pt; width: 25.64%;" width="25%"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;"><b>$369.95</b></div></td> </tr>
</tbody></table><div class="MsoNormal" style="margin-bottom: 0.0001pt;"><br />
</div><table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; width: 59.7%;"><tbody>
<tr> <td style="padding: 0.75pt; width: 48.72%;" width="48%"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">Related Accessories</div></td> <td style="padding: 0.75pt; width: 25.66%;" width="25%"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">Part#</div></td> <td style="padding: 0.75pt; width: 25.62%;" width="25%"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">Price</div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color rgb(51, 51, 51) rgb(51, 51, 51); border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0.75pt; width: 48.72%;" width="48%"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">AutoTune (Non-Harley) </div></td> <td style="border-color: -moz-use-text-color rgb(51, 51, 51) rgb(51, 51, 51) -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0.75pt; width: 25.66%;" width="25%"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">AT-200</div></td> <td style="border-color: -moz-use-text-color rgb(51, 51, 51) rgb(51, 51, 51) -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0.75pt; width: 25.62%;" width="25%"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;"><b>$259.99</b></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color rgb(51, 51, 51) rgb(51, 51, 51); border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0.75pt; width: 48.72%;" width="48%"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">LCD Unit </div></td> <td style="border-color: -moz-use-text-color rgb(51, 51, 51) rgb(51, 51, 51) -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0.75pt; width: 25.66%;" width="25%"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">LCD-200</div></td> <td style="border-color: -moz-use-text-color rgb(51, 51, 51) rgb(51, 51, 51) -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0.75pt; width: 25.62%;" width="25%"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;"><b>$299.99</b></div></td> </tr>
</tbody></table><div class="MsoNormal"></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span lang="EN-US"><a href="http://www.powercommander.com/powercommander/powercommander_v.aspx?mk=20&mdl=287&yr=13-001&pcVersion=PCV&PartNum=13-001">Power Commander.com</a></span></div></div><div class="blogger-post-footer">5403712581</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3208122089434677126.post-34676918746079367112011-01-31T17:29:00.003+02:002016-11-29T13:50:14.986+02:00Hyosung Aquila GV650 Tires Dunlop Roadsmart Qualifier<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="font-family: inherit;">
<span style="font-size: small;">Hyosung Aquila GV650 Tires</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><br />
</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><b>Front </b></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Tyre:</span><span style="font-size: small;"> </span><span style="font-size: small;">120/70ZR18 | PSI/Loaded : 33</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Rim: 3.50x18</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><br />
<b>Rear </b></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Tyre:</span><span style="font-size: small;"> </span><span style="font-size: small;">180/55ZR17 | PSI Rear/Loaded : 36/42</span><span style="font-size: small;"> </span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">Rim Size: 5.50x17</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><br />
</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"> <br />
This is my recomendation and the tyres that i have used on my </span><span style="font-size: small;">Hyosung Aquila GV650</span></div>
<div style="font-family: inherit;">
<br />
<span style="font-size: small;">Brand: Dunlop</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"></span> <br />
<br />
<table border="0" cellpadding="0" cellspacing="1" class="MsoNormalTable" style="width: 100%;"><tbody>
<tr> <td style="background: none repeat scroll 0% 0% black; color: white; padding: 2.25pt; text-align: left;" valign="top"><div class="MsoNormal">
<span style="font-size: xx-small;"> <span class="sidenavtext1">SIZE</span></span></div>
</td> <td style="background: none repeat scroll 0% 0% black; color: white; padding: 2.25pt; text-align: left;" valign="top"><div class="MsoNormal">
<span style="font-size: xx-small;"><span class="sidenavtext1">LOAD/ SPEED INDEX</span></span></div>
</td> <td style="background: none repeat scroll 0% 0% black; color: white; padding: 2.25pt; text-align: left;" valign="top"><div class="MsoNormal">
<span style="font-size: xx-small;"><span class="sidenavtext1">SIDEWALL</span></span></div>
</td> <td nowrap="nowrap" style="background: none repeat scroll 0% 0% black; color: white; padding: 2.25pt; text-align: left;" valign="top"><div class="MsoNormal">
<span style="font-size: xx-small;"><span class="sidenavtext1">PART #</span><b></b></span></div>
</td> <td style="background: none repeat scroll 0% 0% black; color: white; padding: 2.25pt; text-align: left;" valign="top"><div class="MsoNormal">
<span style="font-size: xx-small;"><span class="sidenavtext1">APPLICABLE RIMS</span><b> <br />
</b><b><u>RECOMMENDED RIM</u></b><b></b></span></div>
</td> <td style="background: none repeat scroll 0% 0% black; color: white; padding: 2.25pt; text-align: left;" valign="top"><div class="MsoNormal">
<span style="font-size: xx-small;"><span class="sidenavtext1">OVERALL DIAMETER</span></span></div>
</td> <td style="background: none repeat scroll 0% 0% black; color: white; padding: 2.25pt; text-align: left;" valign="top"><div class="MsoNormal">
<span style="font-size: xx-small;"><span class="sidenavtext1">OVERALL WIDTH</span></span></div>
</td> <td style="background: none repeat scroll 0% 0% black; color: white; padding: 2.25pt; text-align: left;" valign="top"><div class="MsoNormal">
<span style="font-size: xx-small;"><span class="sidenavtext1">FULL TREAD DEPTH</span></span></div>
</td> <td style="background: none repeat scroll 0% 0% black; color: white; padding: 2.25pt; text-align: left;" valign="top"><div class="MsoNormal">
<span style="font-size: xx-small;"><span class="sidenavtext1">MAXIMUM LOAD @ PSI</span></span></div>
</td> </tr>
</tbody></table>
<br />
<div>
<br />
<span style="font-size: small;">Front Tire <span class="sidenavtext1"></span></span><span style="font-size: small;">Dunlop </span><span style="font-size: small;"><span class="sidenavtext1">Roadsmart </span></span></div>
<br />
<table border="0" cellpadding="0" cellspacing="1" class="MsoNormalTable" style="width: 100%;"><tbody>
<tr> <td nowrap="nowrap" style="background: none repeat scroll 0% 0% rgb(255, 255, 204); padding: 2.25pt; text-align: left;"><div class="MsoNormal">
<span style="font-size: small;"><span class="smallplain1"> 120/70ZR18</span></span></div>
</td> <td style="background: none repeat scroll 0% 0% rgb(255, 255, 204); padding: 2.25pt; text-align: left;"><div class="MsoNormal">
<span style="font-size: small;"><span class="smallplain1"> 59W</span></span></div>
</td> <td style="background: none repeat scroll 0% 0% rgb(255, 255, 204); padding: 2.25pt; text-align: left;"><div class="MsoNormal">
<span style="font-size: small;"><span class="smallplain1">BW</span></span></div>
</td> <td nowrap="nowrap" style="background: none repeat scroll 0% 0% rgb(255, 255, 204); padding: 2.25pt; text-align: left;"><div class="MsoNormal">
<span style="font-size: small;"><span class="smallplain1"> 31RS-77</span></span></div>
</td> <td nowrap="nowrap" style="background: none repeat scroll 0% 0% rgb(255, 255, 204); padding: 2.25pt; text-align: left;"><div class="MsoNormal">
<span style="font-size: small;"><span class="smallplain1"> <u>3.50</u></span></span></div>
</td> <td style="background: none repeat scroll 0% 0% rgb(255, 255, 204); padding: 2.25pt; text-align: left;"><div class="MsoNormal">
<span style="font-size: small;"><span class="smallplain1"> 24.74</span></span></div>
</td> <td style="background: none repeat scroll 0% 0% rgb(255, 255, 204); padding: 2.25pt; text-align: left;"><div class="MsoNormal">
<span style="font-size: small;"><span class="smallplain1"> 4.61</span></span></div>
</td> <td style="background: none repeat scroll 0% 0% rgb(255, 255, 204); padding: 2.25pt; text-align: left;"><div class="MsoNormal">
<span style="font-size: small;"><span class="smallplain1"> 6/32</span></span></div>
</td> <td style="background: none repeat scroll 0% 0% rgb(255, 255, 204); padding: 2.25pt; text-align: left;"><div class="MsoNormal">
<span style="font-size: small;"><span class="smallplain1"> 536 @ 42</span></span></div>
</td> </tr>
</tbody></table>
</div>
<div style="font-family: inherit;">
<br />
<span style="font-size: small;">Rear Tire<span lang="EN-US"> </span></span><span style="font-size: small;">Dunlop </span><span style="font-size: small;"><span lang="EN-US">Qualifier </span></span><br />
<br />
<table border="0" cellpadding="0" cellspacing="1" class="MsoNormalTable" style="width: 100%;"><tbody>
<tr> <td nowrap="nowrap" style="background: none repeat scroll 0% 0% rgb(255, 255, 204); padding: 2.25pt; text-align: left;"><div class="MsoNormal">
<span style="font-size: small;"><span class="smallplain1"><span lang="EN-US"> 180/55ZR17</span></span><span lang="EN-US"></span></span></div>
</td> <td style="background: none repeat scroll 0% 0% rgb(255, 255, 204); padding: 2.25pt; text-align: left;"><div class="MsoNormal">
<span style="font-size: small;"><span class="smallplain1"><span lang="EN-US"> 73W</span></span><span lang="EN-US"></span></span></div>
</td> <td style="background: none repeat scroll 0% 0% rgb(255, 255, 204); padding: 2.25pt; text-align: left;"><div class="MsoNormal">
<span style="font-size: small;"><span class="smallplain1"><span lang="EN-US"> BW</span></span><span lang="EN-US"></span></span></div>
</td> <td nowrap="nowrap" style="background: none repeat scroll 0% 0% rgb(255, 255, 204); padding: 2.25pt; text-align: left;"><div class="MsoNormal">
<span style="font-size: small;"><span class="smallplain1"><span lang="EN-US"> 32AB-30</span></span><span lang="EN-US"></span></span></div>
</td> <td nowrap="nowrap" style="background: none repeat scroll 0% 0% rgb(255, 255, 204); padding: 2.25pt; text-align: left;"><div class="MsoNormal">
<span style="font-size: small;"><span class="smallplain1"><span lang="EN-US"> <u>5.50</u> 6.00</span></span><span lang="EN-US"></span></span></div>
</td> <td style="background: none repeat scroll 0% 0% rgb(255, 255, 204); padding: 2.25pt; text-align: left;"><div class="MsoNormal">
<span style="font-size: small;"><span class="smallplain1"><span lang="EN-US"> 24.95</span></span><span lang="EN-US"></span></span></div>
</td> <td style="background: none repeat scroll 0% 0% rgb(255, 255, 204); padding: 2.25pt; text-align: left;"><div class="MsoNormal">
<span style="font-size: small;"><span class="smallplain1"><span lang="EN-US"> 7.42</span></span><span lang="EN-US"></span></span></div>
</td> <td style="background: none repeat scroll 0% 0% rgb(255, 255, 204); padding: 2.25pt; text-align: left;"><div class="MsoNormal">
<span style="font-size: small;"><span class="smallplain1"><span lang="EN-US"> 7/32</span></span><span lang="EN-US"></span></span></div>
</td> <td style="background: none repeat scroll 0% 0% rgb(255, 255, 204); padding: 2.25pt; text-align: left;"><div class="MsoNormal">
<span style="font-size: small;"><span class="smallplain1"><span lang="EN-US"> 805 @ 42</span></span><span lang="EN-US"></span></span></div>
</td> </tr>
</tbody></table>
</div>
<div style="font-family: inherit;">
<span style="font-size: small;"></span></div>
<div style="font-family: inherit;">
<a href="http://www.dunlopmotorcycle.com/"><span style="font-size: small;">dunlopmotorcycle.com</span></a><br />
<span style="font-size: small;"> </span><span style="font-size: small;"> </span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"> </span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiooE0Wl4F25RyPBX-PqrUqkyXnNIGJQDjc32O-qqzqsth0QVVW48gRkznGTm7t-kQKRxBdS8EHKhbvEtyXZ1f7OVpVU5Lng_WkHz66tYBJ2WnrwaYf_PAKuTGxOStRgAxL_Q14qNc4GpM/s1600/Dunlop+Qualifier+Rear+180+55ZR17.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> </a></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisAC7rjzmfj4rcGjhdfZwQQ-Xj2PQp2_kdBcIXe1hZmEQiKrM1XqyVMEIBRn65NfKq_4iyYaTCWNEEXuc1AdKg4XsML1Wt0r3ScKfl6vquLxo9UxjOb0H_Kpejs2ItyCowk2tpyVXW8yg/s1600/Dunlop+Roadsmart+Front+120+70ZR18.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="249" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisAC7rjzmfj4rcGjhdfZwQQ-Xj2PQp2_kdBcIXe1hZmEQiKrM1XqyVMEIBRn65NfKq_4iyYaTCWNEEXuc1AdKg4XsML1Wt0r3ScKfl6vquLxo9UxjOb0H_Kpejs2ItyCowk2tpyVXW8yg/s320/Dunlop+Roadsmart+Front+120+70ZR18.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Front Tire <span class="sidenavtext1"></span></span><span style="font-size: small;">Dunlop </span><span style="font-size: small;"><span class="sidenavtext1">Roadsmart </span></span></td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiooE0Wl4F25RyPBX-PqrUqkyXnNIGJQDjc32O-qqzqsth0QVVW48gRkznGTm7t-kQKRxBdS8EHKhbvEtyXZ1f7OVpVU5Lng_WkHz66tYBJ2WnrwaYf_PAKuTGxOStRgAxL_Q14qNc4GpM/s1600/Dunlop+Qualifier+Rear+180+55ZR17.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="250" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiooE0Wl4F25RyPBX-PqrUqkyXnNIGJQDjc32O-qqzqsth0QVVW48gRkznGTm7t-kQKRxBdS8EHKhbvEtyXZ1f7OVpVU5Lng_WkHz66tYBJ2WnrwaYf_PAKuTGxOStRgAxL_Q14qNc4GpM/s320/Dunlop+Qualifier+Rear+180+55ZR17.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Rear </span><span style="font-size: small;">Tire<span lang="EN-US"> </span></span><span style="font-size: small;">Dunlop </span><span style="font-size: small;"><span lang="EN-US">Qualifier </span></span></td></tr>
</tbody></table>
<br />
<br />
<br />
<div style="text-align: left;">
<span style="font-size: x-small;">Nankang </span></div>
<div style="text-align: left;">
<span style="font-size: x-small;"><br /></span></div>
<div style="text-align: left;">
<table border="0" cellpadding="0" cellspacing="0" style="border-collapse: collapse; width: 607px;">
<colgroup><col style="mso-width-alt: 6692; mso-width-source: userset; width: 137pt;" width="183"></col>
<col style="mso-width-alt: 1243; mso-width-source: userset; width: 26pt;" width="34"></col>
<col style="mso-width-alt: 3291; mso-width-source: userset; width: 68pt;" width="90"></col>
<col style="mso-width-alt: 1536; mso-width-source: userset; width: 32pt;" width="42"></col>
<col style="mso-width-alt: 1682; mso-width-source: userset; width: 35pt;" width="46"></col>
<col style="mso-width-alt: 2742; mso-width-source: userset; width: 56pt;" width="75"></col>
<col span="2" style="mso-width-alt: 1499; mso-width-source: userset; width: 31pt;" width="41"></col>
<col style="mso-width-alt: 2011; mso-width-source: userset; width: 41pt;" width="55"></col>
</colgroup><tbody>
<tr height="42" style="height: 31.5pt;">
<td class="xl72" height="42" style="height: 31.5pt; text-align: left; width: 137pt;" width="183"><span style="background-color: #ead1dc; font-size: x-small;"><b>Nankang</b></span></td>
<td class="xl67" style="border-left-style: none; text-align: center; width: 26pt;" width="34"><span style="background-color: #ead1dc; font-size: x-small;">Inch</span></td>
<td class="xl67" style="border-left-style: none; text-align: center; width: 68pt;" width="90"><span style="background-color: #ead1dc; font-size: x-small;">Size</span></td>
<td class="xl67" style="border-left-style: none; text-align: center; width: 32pt;" width="42"><span style="background-color: #ead1dc; font-size: x-small;">Load Index</span></td>
<td class="xl67" style="border-left-style: none; text-align: center; width: 35pt;" width="46"><span style="background-color: #ead1dc; font-size: x-small;">Speed Index</span></td>
<td class="xl67" style="border-left-style: none; text-align: center; width: 56pt;" width="75"><span style="background-color: #ead1dc; font-size: x-small;">Rim Width (Inch)</span></td>
<td class="xl67" style="border-left-style: none; text-align: center; width: 31pt;" width="41"><span style="background-color: #ead1dc; font-size: x-small;">OD (mm)</span></td>
<td class="xl67" style="border-left-style: none; text-align: center; width: 31pt;" width="41"><span style="background-color: #ead1dc; font-size: x-small;">SW (mm)</span></td>
<td class="xl73" style="border-left-style: none; text-align: center; width: 41pt;" width="55"><span style="background-color: #ead1dc; font-size: x-small;">€</span></td>
</tr>
<tr height="21" style="height: 15.75pt;">
<td class="xl70" height="21" style="border-top-style: none; height: 15.75pt; text-align: left;"><span style="background-color: #fce5cd; font-size: x-small;">REAR TIRE
Roadiac WF-2</span></td>
<td class="xl67" style="border-left-style: none; border-top-style: none; text-align: center; width: 26pt;" width="34"><span style="background-color: #fce5cd; font-size: x-small;">17</span></td>
<td class="xl67" style="border-left-style: none; border-top-style: none; text-align: center; width: 68pt;" width="90"><span style="background-color: #fce5cd; font-size: x-small;"> 180/55ZR17</span></td>
<td class="xl67" style="border-left-style: none; border-top-style: none; text-align: center; width: 32pt;" width="42"><span style="background-color: #fce5cd; font-size: x-small;">73</span></td>
<td class="xl67" style="border-left-style: none; border-top-style: none; text-align: center; width: 35pt;" width="46"><span style="background-color: #fce5cd; font-size: x-small;">W</span></td>
<td class="xl67" style="border-left-style: none; border-top-style: none; text-align: center; width: 56pt;" width="75"><span style="background-color: #fce5cd; font-size: x-small;">5.5</span></td>
<td class="xl67" style="border-left-style: none; border-top-style: none; text-align: center; width: 31pt;" width="41"><span style="background-color: #fce5cd; font-size: x-small;">630</span></td>
<td class="xl67" style="border-left-style: none; border-top-style: none; text-align: center; width: 31pt;" width="41"><span style="background-color: #fce5cd; font-size: x-small;">178</span></td>
<td class="xl68" style="border-left-style: none; border-top-style: none; text-align: center; width: 41pt;" width="55"><span style="background-color: #fce5cd; font-size: x-small;">93€</span></td>
</tr>
<tr height="21" style="height: 15.75pt;">
<td class="xl70" height="21" style="border-top-style: none; height: 15.75pt; text-align: left;"><span style="background-color: #fce5cd; font-size: x-small;">REAR TIRE
Roadiac WF-1</span></td>
<td class="xl67" style="border-left-style: none; border-top-style: none; text-align: center; width: 26pt;" width="34"><span style="background-color: #fce5cd; font-size: x-small;">17</span></td>
<td class="xl67" style="border-left-style: none; border-top-style: none; text-align: center; width: 68pt;" width="90"><span style="background-color: #fce5cd; font-size: x-small;"> 180/55ZR17</span></td>
<td class="xl67" style="border-left-style: none; border-top-style: none; text-align: center; width: 32pt;" width="42"><span style="background-color: #fce5cd; font-size: x-small;">73</span></td>
<td class="xl67" style="border-left-style: none; border-top-style: none; text-align: center; width: 35pt;" width="46"><span style="background-color: #fce5cd; font-size: x-small;">W</span></td>
<td class="xl67" style="border-left-style: none; border-top-style: none; text-align: center; width: 56pt;" width="75"><span style="background-color: #fce5cd; font-size: x-small;">5.5</span></td>
<td class="xl67" style="border-left-style: none; border-top-style: none; text-align: center; width: 31pt;" width="41"><span style="background-color: #fce5cd; font-size: x-small;">630</span></td>
<td class="xl67" style="border-left-style: none; border-top-style: none; text-align: center; width: 31pt;" width="41"><span style="background-color: #fce5cd; font-size: x-small;">178</span></td>
<td class="xl69" style="border-left-style: none; border-top-style: none; text-align: center;"><span style="background-color: #fce5cd; font-size: x-small;">92€</span></td>
</tr>
<tr height="21" style="height: 15.75pt;">
<td class="xl71" height="21" style="border-top-style: none; height: 15.75pt; text-align: left; width: 137pt;" width="183"><span style="background-color: #cfe2f3; font-size: x-small;">FRONT TIRE Roadiac WF-1</span></td>
<td class="xl67" style="border-left-style: none; border-top-style: none; text-align: center; width: 26pt;" width="34"><span style="background-color: #cfe2f3; font-size: x-small;">18</span></td>
<td class="xl67" style="border-left-style: none; border-top-style: none; text-align: center; width: 68pt;" width="90"><span style="background-color: #cfe2f3; font-size: x-small;"> 120/70ZR18</span></td>
<td class="xl67" style="border-left-style: none; border-top-style: none; text-align: center; width: 32pt;" width="42"><span style="background-color: #cfe2f3; font-size: x-small;">59</span></td>
<td class="xl67" style="border-left-style: none; border-top-style: none; text-align: center; width: 35pt;" width="46"><span style="background-color: #cfe2f3; font-size: x-small;">W</span></td>
<td class="xl67" style="border-left-style: none; border-top-style: none; text-align: center; width: 56pt;" width="75"><span style="background-color: #cfe2f3; font-size: x-small;">3.5</span></td>
<td class="xl67" style="border-left-style: none; border-top-style: none; text-align: center; width: 31pt;" width="41"><span style="background-color: #cfe2f3; font-size: x-small;">625</span></td>
<td class="xl67" style="border-left-style: none; border-top-style: none; text-align: center; width: 31pt;" width="41"><span style="background-color: #cfe2f3; font-size: x-small;">122</span></td>
<td class="xl69" style="border-left-style: none; border-top-style: none; text-align: center;"><span style="background-color: #cfe2f3; font-size: x-small;">96€</span></td>
</tr>
</tbody></table>
</div>
<div style="text-align: left;">
<span style="background-color: white; color: #393939; font-family: "arial" , "helvetica" , sans-serif; font-size: 12px; line-height: 20px; text-align: center;"><b>€185</b></span></div>
<br />
<br />
<table border="0" cellpadding="0" cellspacing="0" style="border-collapse: collapse; border-spacing: 0px; width: 398px;">
<colgroup><col span="2" style="mso-width-alt: 7277; mso-width-source: userset; width: 149pt;" width="199"></col>
</colgroup><tbody>
<tr height="21" style="height: 15.75pt;">
<td class="xl65" height="21" style="height: 15.75pt; width: 149pt;" width="199"><span style="color: #741b47; font-size: x-small;"><b>ROADTEC
METZELER</b></span></td>
<td class="xl65" style="width: 149pt;" width="199"></td>
</tr>
<tr height="21" style="height: 15.75pt;">
<td class="xl65" height="21" style="height: 15.75pt;"><span style="font-size: x-small;">120/70-18 Z6</span></td>
<td class="xl66"><span style="font-size: x-small;">110€</span></td>
</tr>
<tr height="21" style="height: 15.75pt;">
<td class="xl65" height="21" style="height: 15.75pt;"><span style="font-size: x-small;">180/55-17 Z6</span></td>
<td class="xl66"><span style="font-size: x-small;">145€</span></td>
</tr>
<tr height="21" style="height: 15.75pt;">
<td class="xl65" height="21" style="height: 15.75pt;"></td>
<td class="xl67"><span style="font-size: x-small;"><b>255€</b></span></td>
</tr>
</tbody></table>
<span style="font-size: small;"><b> </b></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><span style="font-size: xx-small;"><span style="color: #cccccc;">Hyosung GV650 Ελαστικά, Hyosung GV650 Tyres, Hyosung GV650 Pneumatici, Hyosung GV650 Neumáticos </span></span></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"> </span></div>
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<div class="blogger-post-footer">5403712581</div>Unknownnoreply@blogger.com2tag:blogger.com,1999:blog-3208122089434677126.post-6363430660614556182010-12-07T17:43:00.005+02:002011-01-28T15:45:55.677+02:00Hyosung GV650 Sissy Bar with Luggage<div dir="ltr" style="text-align: left;" trbidi="on"><span xmlns=""><span style="font-family: Georgia;"><span style="font-size: 18pt;"><b>Aquila/Avitar GV650 Sissy Bar with Luggage by SPAAN 0653</b></span><span style="font-size: 12pt;"><br />
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</b></span></span></div><div class="blogger-post-footer">5403712581</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3208122089434677126.post-39756007819879431902010-11-24T11:58:00.014+02:002011-01-28T16:45:32.856+02:00Hyosung GV650 Engine Guard<div dir="ltr" style="text-align: left;" trbidi="on"><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; text-align: left;"><tbody> </tbody></table><div style="text-align: left;"><b><span style="font-size: large;">Aquila/Avitar GV650 Engine Guard by SPAAN 0681</span></b><br />
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<span style="font-family: Georgia; font-size: 12pt;"><b><br />
</b></span><br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZGxerJkpTiGosOkSCmAxHzBe736kJnLpa0G9UBfVmNhdu49J_arTE4SYlahCcIwb8NsIhVJFO1yfSQ7VFwUaekNOMi0YqRnHNP9wWdJPs-WuqW3BG5uhqQ_pUeISpmSA_Rp36GGt9YLU/s1600/0798+Spotlamp+Support.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZGxerJkpTiGosOkSCmAxHzBe736kJnLpa0G9UBfVmNhdu49J_arTE4SYlahCcIwb8NsIhVJFO1yfSQ7VFwUaekNOMi0YqRnHNP9wWdJPs-WuqW3BG5uhqQ_pUeISpmSA_Rp36GGt9YLU/s400/0798+Spotlamp+Support.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b>Βάση για Φώτα</b></td></tr>
</tbody></table><br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJ1ehtiluSW8CNQMUx9vQrQXXuopZv7NPEkwMT2M_gwzsW_rKFGwK18r3BeCKGzWVKzzxRsKOpqmidvyTS-dl_1aQVEOyI4GrV13__8iBDD4_v7q7BefDh3UCTJ2cTsmkuqcPG8U23pcg/s1600/0798+Hyosung+Aquila+GV650.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="303" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJ1ehtiluSW8CNQMUx9vQrQXXuopZv7NPEkwMT2M_gwzsW_rKFGwK18r3BeCKGzWVKzzxRsKOpqmidvyTS-dl_1aQVEOyI4GrV13__8iBDD4_v7q7BefDh3UCTJ2cTsmkuqcPG8U23pcg/s400/0798+Hyosung+Aquila+GV650.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Spotlamp Support</td></tr>
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