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DTSTART:20230427T190000Z
DTEND:20230427T200000Z
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SUMMARY:Tracking Down and Solving Intermittent Faults - Lunch & Learn 4/27/23
DESCRIPTION:Come join us 4/27 at 12pm for Lunch & Learn with Gary Smith from DiagNation as he walks us through Tracking Down and Solving Intermittent Faults. \n\n\n\nA look at some out of the box strategies of approach to effectively diagnosing intermittent faults in any vehicle system.\n\n \n\nIn this Lunch and Learn session\, we will investigate a few strategies for solving intermittent diagnostic issues. Some technicians unknowingly ignore clues or even "erase" them during diagnostics when trying to duplicate or diagnose an intermittent fault. We discuss how what you are NOT doing when diagnosing intermittents can actually be inhibiting your ability to lock onto and solve the problem.\n\n\n\nLearn how modeling and characterizing vehicle systems can enhance your chances of diagnostic success. See you all on the 27th!\n\n\n\n\n\n\n\n\n\n\n\n\n\nJoin Zoom Meeting 4/27 @ 12pm PST\n\nhttps://us02web.zoom.us/j/89443833815\n\n\n\nMeeting ID: 894 4383 3815\n\nOne tap mobile\n\n+12532158782\,\,89443833815# US (Tacoma)\n\n+12532050468\,\,89443833815# US\n\n\n\nDial by your location\n\n        +1 253 215 8782 US (Tacoma)\n\n        +1 253 205 0468 US
X-ALT-DESC;FMTTYPE=text/html:<br />\n<span style="font-size:16px\;"><span style="font-family:times new roman\;">Come join us 4/27 at 12pm for Lunch &amp\; Learn with Gary Smith from DiagNation as he walks us through <strong>Tracking Down and Solving Intermittent Faults.</strong>&nbsp\;<br />\n<br />\n<strong>A look at some out of the box strategies of approach to effectively diagnosing intermittent faults in any vehicle system.</strong><br />\n&nbsp\;<br />\nIn this Lunch and Learn session\, we will investigate a few strategies for solving intermittent diagnostic issues. Some technicians unknowingly <strong><em>ignore clues or even &ldquo\;erase&rdquo\; them</em></strong> during diagnostics when trying to duplicate or diagnose an intermittent fault. We discuss how <strong><em>what you are NOT doing</em></strong> when diagnosing intermittents can actually be inhibiting your ability to lock onto and solve the problem.<br />\n<br />\nLearn how modeling and characterizing vehicle systems can enhance your chances of diagnostic success. See you all on the 27<sup>th</sup>!</span></span><br />\n<br />\n<br />\n<img alt="" height="150" src="https://chambermaster.blob.core.windows.net/userfiles/UserFiles/chambers/9183/Image/GarySmith.jpg" style="width: 155px\; height: 150px\;" width="155" /><br />\n<img alt="" height="73" 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" style="height: 73px\; width: 300px\;" width="300" /><br />\n<br />\n<br />\n<strong><span style="color: rgb(60\, 64\, 67)\; font-family: Roboto\, Helvetica\, Arial\, sans-serif\; font-size: 14px\;">Join Zoom Meeting 4/27 @ 12pm PST</span></strong><br style="color: rgb(60\, 64\, 67)\; font-family: Roboto\, Helvetica\, Arial\, sans-serif\; font-size: 14px\; background-color: rgb(241\, 243\, 244)\;" />\n<a href="https://us02web.zoom.us/j/89443833815" style="color: var(--primary)\; cursor: auto\; font-family: Roboto\, Helvetica\, Arial\, sans-serif\; font-size: 14px\; background-color: rgb(241\, 243\, 244)\;">https://us02web.zoom.us/j/89443833815</a><br style="color: rgb(60\, 64\, 67)\; font-family: Roboto\, Helvetica\, Arial\, sans-serif\; font-size: 14px\; background-color: rgb(241\, 243\, 244)\;" />\n<br style="color: rgb(60\, 64\, 67)\; font-family: Roboto\, Helvetica\, Arial\, sans-serif\; font-size: 14px\; background-color: rgb(241\, 243\, 244)\;" />\n<span style="color: rgb(60\, 64\, 67)\; font-family: Roboto\, Helvetica\, Arial\, sans-serif\; font-size: 14px\;">Meeting ID: 894 4383 3815</span><br style="color: rgb(60\, 64\, 67)\; font-family: Roboto\, Helvetica\, Arial\, sans-serif\; font-size: 14px\; background-color: rgb(241\, 243\, 244)\;" />\n<span style="color: rgb(60\, 64\, 67)\; font-family: Roboto\, Helvetica\, Arial\, sans-serif\; font-size: 14px\;">One tap mobile</span><br style="color: rgb(60\, 64\, 67)\; font-family: Roboto\, Helvetica\, Arial\, sans-serif\; font-size: 14px\; background-color: rgb(241\, 243\, 244)\;" />\n<span style="color: rgb(60\, 64\, 67)\; font-family: Roboto\, Helvetica\, Arial\, sans-serif\; font-size: 14px\;">+12532158782\,\,89443833815# US (Tacoma)</span><br style="color: rgb(60\, 64\, 67)\; font-family: Roboto\, Helvetica\, Arial\, sans-serif\; font-size: 14px\; background-color: rgb(241\, 243\, 244)\;" />\n<span style="color: rgb(60\, 64\, 67)\; font-family: Roboto\, Helvetica\, Arial\, sans-serif\; font-size: 14px\;">+12532050468\,\,89443833815# US</span><br style="color: rgb(60\, 64\, 67)\; font-family: Roboto\, Helvetica\, Arial\, sans-serif\; font-size: 14px\; background-color: rgb(241\, 243\, 244)\;" />\n<br style="color: rgb(60\, 64\, 67)\; font-family: Roboto\, Helvetica\, Arial\, sans-serif\; font-size: 14px\; background-color: rgb(241\, 243\, 244)\;" />\n<span style="color: rgb(60\, 64\, 67)\; font-family: Roboto\, Helvetica\, Arial\, sans-serif\; font-size: 14px\;">Dial by your location</span><br style="color: rgb(60\, 64\, 67)\; font-family: Roboto\, Helvetica\, Arial\, sans-serif\; font-size: 14px\; background-color: rgb(241\, 243\, 244)\;" />\n<span style="color: rgb(60\, 64\, 67)\; font-family: Roboto\, Helvetica\, Arial\, sans-serif\; font-size: 14px\;">&nbsp\;&nbsp\;&nbsp\;&nbsp\;&nbsp\;&nbsp\;&nbsp\;&nbsp\;+1 253 215 8782 US (Tacoma)</span><br style="color: rgb(60\, 64\, 67)\; font-family: Roboto\, Helvetica\, Arial\, sans-serif\; font-size: 14px\; background-color: rgb(241\, 243\, 244)\;" />\n<span style="color: rgb(60\, 64\, 67)\; font-family: Roboto\, Helvetica\, Arial\, sans-serif\; font-size: 14px\;">&nbsp\;&nbsp\;&nbsp\;&nbsp\;&nbsp\;&nbsp\;&nbsp\;&nbsp\;+1 253 205 0468 US</span>
LOCATION:Zoom 4/27 @12pm PST: https://us02web.zoom.us/j/89443833815
UID:e.9183.4446
SEQUENCE:3
DTSTAMP:20260805T151146Z
URL:https://members.nwautocare.org/events/details/tracking-down-and-solving-intermittent-faults-lunch-learn-4-27-23-4446
END:VEVENT

END:VCALENDAR
