tag:blogger.com,1999:blog-84488302625028221792024-02-07T22:25:50.830-08:00Level 8 - Advanced K7 Scan Interpretation & Clinical ApplicationClayton A. Chan, D.D.S.http://www.blogger.com/profile/17435980507660741507noreply@blogger.comBlogger1125tag:blogger.com,1999:blog-8448830262502822179.post-32908527168414742482023-01-18T16:24:00.022-08:002023-01-18T22:40:08.168-08:00Advanced K7 Scan Interpretation & Clinical Application by Clayton A. Chan, D.D.S.<p style="color: #3d596d; font-weight: normal; line-height: 25.5px; margin: 0px 0px 24px;"><span style="font-size: large;"><span style="font-family: arial;"><b>Advanced K7 Scan Interpretation & Clinical Application - Level 8 - </b><b>2 Day Seminar and Training </b></span></span></p><div style="color: #3d596d; font-size: 15px; font-weight: normal; line-height: 25.5px; margin: 0px 0px 24px; text-align: left;"><p><span style="font-family: arial;"><b>Course Description: </b>“Clinical Diagnostic Interpretation of K7 Scans – Beyond the Basics”<b> </b></span></p><p></p><p><span style="font-family: arial;"><b>Prerequisite Course: </b>None</span></p></div><div style="color: #3d596d; font-size: 15px; font-weight: normal; line-height: 25.5px; margin: 0px 0px 24px; text-align: left;"><p><span style="font-family: arial;"><b>AGD Subject Code: </b>180 Myofascial Pain/Occlusion</span></p></div><h4 data-mce-style="text-align: center;" style="color: #3d596d; font-family: merriweather, georgia, "times new roman", times, serif; font-weight: normal; line-height: 25.5px; text-align: center;"><span style="font-size: medium;"><i>Keys to Interpreting All the K7 Data Scans Clinically</i></span></h4><p style="color: #3d596d; font-size: 15px; font-weight: normal; line-height: 25.5px; margin: 0px 0px 24px;"><span style="font-family: arial;">This
is the most INCREDIBLE K7x Scan Interpretation (SI) course ever! It goes
beyond the basic K7 scan interpretation typically offered. Whether you
are new to K7 scan recording or very experienced Dr. Chan's SI course
helps you interpret the K7 scans like a clinician should. This course
is the eye opener course that all K7x/NM dentists recognize as the
program that addresses the missing links to their K7x clinical journey.
Dr. Chan teaches you what is missing and helps you understand beyond the
typical NM awareness. Whether one's analysis of a bite relationship is
optimal or not his instructions and protocols goes beyond the focus of
low EMG patterns. The dynamics of mandibular movement and
musculo-skeletal posture will take on new clinical meaning through the
integration of this critical K7 curriculum.</span></p><p style="color: #3d596d; font-size: 15px; font-weight: normal; line-height: 25.5px; margin: 0px 0px 24px;"><span style="font-family: arial;"><b><i>This
course takes the K7x owner beyond the basics K7 NM training teaching how
to effectively diagnose and interpret CMS, EMG and ESG tracing
patterns. It shows you what all advanced K7x GNM clinicians realize and
know.</i></b></span></p><div class="separator" style="clear: both; text-align: center;"><b><img height="90" 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" width="400" /><br /></b></div><p></p><p style="color: #3d596d; font-size: 15px; font-weight: normal; line-height: 25.5px; margin: 0px 0px 24px;"><span style="font-family: arial;">This
course is key for all clinicians who use electronic instrumentation to
properly interpret, implement and record the K7 data in order to find
solutions to clinical problems. (At OC we do not fit certain EMG and jaw
tracking recording protocols to convenience our occlusal diagnosis and
treatment paradigm).</span></p><h4 data-mce-style="text-align: center;" style="color: #3d596d; font-family: merriweather, georgia, "times new roman", times, serif; line-height: 25.5px; text-align: center;"><span style="font-size: medium;"><i>How Stable is Your Case?</i></span></h4><p style="color: #3d596d; font-size: 15px; font-weight: normal; line-height: 25.5px; margin: 0px 0px 24px;"><span style="font-family: arial;"><b>The Goal of Sound Scan Interpretation is:</b></span></p><p style="color: #3d596d; font-size: 15px; font-weight: normal; line-height: 25.5px; margin: 0px 0px 24px;"><span style="font-family: arial;">To
understand and apply the meaning of the scans is more than information
gathering, but more significantly it is about learning what the data
means to you CLINICALLY as it relates to proper DIAGNOSIS and EFFECTIVE
TREATMENT decision making. <i>(If dentists doesn't understand how to
record the data properly, one will get faulty data, draw the wrong
clinical conclusions, make the wrong decisions, resulting in failed
occlusal and TMD treatment).</i></span></p><p style="color: #3d596d; font-size: 15px; font-weight: normal; line-height: 25.5px; margin: 0px 0px 24px;"><span style="font-family: arial;"><b>Questions to Ask Yourself:</b></span></p><ol style="color: #3d596d; font-size: 15px; font-weight: normal; line-height: 25.5px;"><li><span style="font-family: arial;">Are you taking scans just because you think you need them for records, but really don't know exactly what they mean?</span></li><li><span style="font-family: arial;">Are you ignoring certain scans because you don't think they are important?</span></li><li><span style="font-family: arial;">Are you having difficulty in understanding EMG readings?</span></li><li><span style="font-family: arial;">4 Do you realize the difference between diagnostic scans vs. treatment scans?</span></li><li><span style="font-family: arial;">Have you gotten sort of lazy because many of the scan recordings do not make clinical sense to you?</span></li><li><span style="font-family: arial;">There will be things that you never knew when you see how to apply the K7 scans clinically.</span></li><li><span style="font-family: arial;">There
will be things that you may have known but have forgotten. Even if you
think you know it all you will find out that there is another level
beyond classical NM K7 understanding.</span></li></ol><p style="color: #3d596d; font-size: 15px; font-weight: normal; line-height: 25.5px; margin: 0px 0px 24px;"><span style="font-family: arial;">The
goal of clinicians who gathers objective diagnostic SCAN data is to
understand and interpret the recorded information as it relates to each
clinical situation for effective diagnosis and clinical treatment. </span></p><p style="color: #3d596d; font-size: 15px; font-weight: normal; line-height: 25.5px; margin: 0px 0px 24px;"><span style="font-family: arial;"></span></p><ul style="color: #3d596d; font-size: 15px; font-weight: normal; line-height: 25.5px;"><li><span style="font-family: arial;">Patient profiles: how to relate the scans to clinical dentistry.</span></li><li><span style="font-family: arial;">What does each scan mean relative to each patient profile?</span></li><li><span style="font-family: arial;">Good data vs. scrambled data</span></li><li><span style="font-family: arial;">What do high and low EMGs mean before and after TENS means when treating a case.</span></li><li><span style="font-family: arial;">Case solutions to K7 interpretation problems</span></li><li><span style="font-family: arial;">Resolving hyper anterior temporalis EMG problems using OC protocols.</span></li><li><span style="font-family: arial;">Resolving hyper cervical group EMG muscle problems using OC protocols.</span></li><li><span style="font-family: arial;">Interpreting EMG and CMS correctly to get the right bite with Class II Div. 2 and anterior open bite cases.</span></li><li><span style="font-family: arial;">Interpreting deficient overjet/overbite tracing problems.</span></li><li><span style="font-family: arial;">Reverse pulse - Why? Proper interpretation and correction solutions to aberrant mandibular dysfunctions.</span></li><li><span style="font-family: arial;">How to recognize and interpret the physiologic rest jaw track tracing.</span></li><li><span style="font-family: arial;">Establishing correct physiologic EMG norms</span></li><li><span style="font-family: arial;">Interpreting guarded occlusion on a CMS scan.</span></li><li><span style="font-family: arial;">Correct Jankelson duotrode placement protocols - Why and How</span></li><li><span style="font-family: arial;">Correct Myotrode placement - Why and How</span></li><li><span style="font-family: arial;">Interpreting cross over patterns</span></li><li><span style="font-family: arial;">Interpreting relaxed EMG muscle scans</span></li><li><span style="font-family: arial;">Proper
data interpretation vs. improper interpretation of all K7 scans - 2, 3,
4/5, 6, 7, 8, 9, 10 , 11, 12, 13, 14, 15, 16, 18, 19.</span></li></ul><p style="color: #3d596d; font-size: 15px; font-weight: normal; line-height: 25.5px; margin: 0px 0px 24px;"><span style="font-family: arial;">What,
whys and hows of the various physiologic EMG and CMS responses of the
patient beyond classical scan interpretations will giving significant
meaning to advance one's clinical success.</span></p><h4 style="color: #3d596d; font-family: merriweather, georgia, "times new roman", times, serif; line-height: 25.5px; margin: 0px 0px 24px; text-align: left;"><span style="font-weight: normal;"><span style="font-size: large;"><i>Course Objectives:</i></span></span></h4><p style="color: #3d596d; font-size: 15px; font-weight: normal; line-height: 25.5px; margin: 0px 0px 24px;"><span style="font-family: arial;">This
course is design to answer questions that every clinically minded K7
users is bewildered by.This training covers all the K7 scans step by
step and shows you how Dr. Chan applies them clinically and practically.
Knowing how to interpret each scan effectively is key to unlock your
confidence in comprehending what the blips and spikes mean when reading
the EMGs and jaw tracking data for each clinical case.</span></p><ul style="color: #3d596d; font-size: 15px; font-weight: normal; line-height: 25.5px;"><li><span style="font-family: arial;">Enhance one's accuracy in diagnosis and increase effectiveness in treatment planning of those challenging cases.</span></li><li><span style="font-family: arial;">Recognizing jaw tracking patterns and interpreting pathologic versus physiologic EMG patterns.</span></li><li><span style="font-family: arial;">Comprehend various EMG muscle responses as they relate to mandibular postural problems.</span></li><li><span style="font-family: arial;">Know what is an optimal frontal/lateral trajectory.</span></li><li><span style="font-family: arial;">Interpreting when one has achieved an Optimal bite relationship using Scan 4/5.</span></li><li><span style="font-family: arial;">Key characteristics in data scan interpretation recognizing the narrow accommodative cases versus the wide adaptive type cases.</span></li><li><span style="font-family: arial;">Identifying
characteristics of the cervical dysfunction patterns from the Class II
division 2 type TM Joint derangement patterns.</span></li><li><span style="font-family: arial;">Understanding the meanings of the cervical group EMGs.</span></li><li><span style="font-family: arial;">Solving the EMG confusions with Dr. Chan.</span></li><li><span style="font-family: arial;">Aberrant
tongue swallowing patterns of the Class I, II and III dental/skeletal
and anterior open bite airway compromised patients.</span></li><li><span style="font-family: arial;">Interpreting and understanding Scan 12 high low first tooth contact EMG and bite force timing patterns.</span></li><li><span style="font-family: arial;">Mastering K7 Scan Interpretation based on GNM principles and protocols.</span></li><li><span style="font-family: arial;">Seeing and interpreting scans from a doctor's perspective.</span></li></ul><h4 style="color: #3d596d; font-family: merriweather, georgia, "times new roman", times, serif; line-height: 25.5px;"><span style="font-weight: normal;"><span style="font-size: large;"><i>You Will Learn:</i></span></span></h4><ul style="color: #3d596d; font-size: 15px; font-weight: normal; line-height: 25.5px;"><li><span style="font-family: arial;">The criteria in establishing optimal EMG muscle patterns using correct duotrode placement protocols for clinical results.</span></li><li><span style="font-family: arial;">How to analyze the 4 major NM occlusal scheme patterns that challenge the K7 clinician.</span></li><li><span style="font-family: arial;">How to handle EMG patterns that are not completely resolving.</span></li><li><span style="font-family: arial;">How to handle CMS trajectory patterns that are not angled in proper direction (sagittal and frontal/lateral).</span></li><li><span style="font-family: arial;">Identifying and interpreting 1st Class lever EMG patterns – Maintaining upright cranial postural.</span></li><li><span style="font-family: arial;">Identifying and interpreting 2nd Class lever in one sided mastication EMG patterns.</span></li><li><span style="font-family: arial;">Identifying and interpreting 3rd Class lever used in biting between the incisor EMG patterns.</span></li><li><span style="font-family: arial;">Recognizing and interpreting scans related to masticatory dysfunction vs. joint derangement problems at the next NM level.</span></li><li><span style="font-family: arial;">Scan interpretation of the anterior open bite problem.</span></li><li><span style="font-family: arial;">Scan interpretation of the occlusal plane problem.</span></li><li><span style="font-family: arial;">Scan interpretation of the maxillary retracted arch problem.</span></li><li><span style="font-family: arial;">Scan interpretation of the cross bite problem.</span></li><li><span style="font-family: arial;">Scan interpretation of the maxillary retro-inclined problem.</span></li><li><span style="font-family: arial;">Scan interpretation of the dual bite problem.</span></li><li><span style="font-family: arial;">How to get better clinical results in eliminating EMG problems during Phase I stabilization therapy.</span></li><li><span style="font-family: arial;">Review of optimization of the Scan 4/5 trajectory using the Chan Protocol.</span></li><li><span style="font-family: arial;">Advanced Scan interpretation of all K7 scans & analysis.How to master and interpret the scans without the confusion.</span></li></ul><p style="color: #3d596d; font-size: 15px; font-weight: normal; line-height: 25.5px; margin: 0px 0px 24px;"><span style="font-family: arial;">Success
and resolution of complex clinical cases requires the capacity to
record, scrutinize, and analyze gross as well as fine mandibular
movement, joint sound and masticatory muscle activity with proven
protocols to correctly interpret the data in a manner that makes
clinical sense. Advanced scan interpretative skills and knowledge gives
the clinical dentist that extra edge to be confident in doing the
simple, moderate and complex cases.</span></p><p style="color: #3d596d; font-size: 15px; font-weight: normal; line-height: 25.5px; margin: 0px 0px 24px;"><span style="font-family: arial;"><b>About Your Instructor:</b> </span></p><p style="color: #3d596d; font-size: 15px; font-weight: normal; line-height: 25.5px; margin: 0px 0px 24px;"><span style="font-family: arial;"><b>Clayton A. Chan, D.D.S. Founder/Director</b> of Occlusion Connections | The
Center for Gneuromuscular Dentistry & Orthopedic Advancement</span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNOb5ezAx-lbHTt1tazJ1fG1pGdPFYYI0CT5XRTRDtp_lLD8TWBpOabVrjVhISWph7_THUAJ6QLwuOla7QhEzq1GQHB828m1fTsWcc-x24NuvvONFy8IHlrM564wvoWhmTs1ycRkKx0vw28wo8VUKBnYjSHMorLpSW_y0Wc7mynkILPUEycArdxZ-e/s596/Clayton%20Chan%20Profile.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="596" data-original-width="525" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNOb5ezAx-lbHTt1tazJ1fG1pGdPFYYI0CT5XRTRDtp_lLD8TWBpOabVrjVhISWph7_THUAJ6QLwuOla7QhEzq1GQHB828m1fTsWcc-x24NuvvONFy8IHlrM564wvoWhmTs1ycRkKx0vw28wo8VUKBnYjSHMorLpSW_y0Wc7mynkILPUEycArdxZ-e/w197-h223/Clayton%20Chan%20Profile.jpg" width="197" /></a></span></div><p style="color: #3d596d; font-size: 15px; font-weight: normal; line-height: 25.5px; margin: 0px 0px 24px;"><span style="font-family: arial;">Dr. Chan is renowned for his comprehensive training course <br />
manuals that are printed in text format with clear diagrams. His course
manual systematically covers all the K7 scans and expounds how to
interpret the scans clinically in this over 400 page text. Dr. Chan's SI
course has been recognized by top K7 clinicians in the world be the
best ever for its complete and thoroughness. He is an occlusion teacher,
researcher and author of many published articles and is well qualified
to interpret the K7 scans.</span></p><p style="color: #3d596d; font-size: 15px; font-weight: normal; line-height: 25.5px; margin: 0px 0px 24px;"><span style="font-family: arial;"> </span></p><p style="color: #3d596d; font-family: merriweather, georgia, "times new roman", times, serif; font-size: 15px; font-weight: normal; line-height: 25.5px; margin: 0px 0px 24px; text-align: center;"><span style="font-family: arial;"><span style="color: #cc0000;"><b>TESTIMONIALS: </b><i>Read what other dentists had to say about Dr. Chan's SI course</i></span></span><b><br /></b></p><p style="color: #3d596d; font-family: merriweather, georgia, "times new roman", times, serif; font-size: 15px; font-weight: normal; line-height: 25.5px; margin: 0px 0px 24px;"><i>"Hi
to All. We all asked for SI..........Well we got it and a whole lot
more. It was incredible........and as deep as you want to take it. It
leaves NOTHING OUT concerning the K7 and scans. Whether you are an old
hat or a newbie, if you have a K7 and are actually using it, you owe it
to yourself to take this course. Be honest.........are you taking the
scans just because you think you need them for records......but really
don't know exactly what they mean ??? Are you not taking many of the
scans because you don't think they are important ?? Are you only
interested in scan 4/5 so you can take that bite and get that orthotic
made ??? Have you gotten sort of lazy ???? Be honest....we have all been
there...... Whatever you are doing and however you are doing it, I
would strongly suggest that you take this course. There will be things
that you never knew. There will be things that you may have known but
have forgotten. Even if you think you know it all you will find out that
you don't.</i></p><p style="color: #3d596d; font-family: merriweather, georgia, "times new roman", times, serif; font-size: 15px; font-weight: normal; line-height: 25.5px; margin: 0px 0px 24px;"><i>This
was INTENSE !!! Eyes got glazed over, and we were pretty much blown
away. Every K7 operator on the planet does need this
course.....hopefully before they run into that one complex case that
they simply cannot figure out.</i></p><p style="color: #3d596d; font-family: merriweather, georgia, "times new roman", times, serif; font-size: 15px; font-weight: normal; line-height: 25.5px; margin: 0px 0px 24px;"><i>There
is no pre-requisite for this course............all the doctors who may
have come to the desert in the past but not to OC need to take this
course. I expect that Clayton will need a bigger room soon. And as
usual, thank you Clayton and Jane for a wonderful experience and taking
such good care of us. It was great to see old friends and meet some
really cool new ones." <b>- Gregory G. Yount, DMD, Mattoon, Il</b>(experienced K7 owner and clinician).</i></p><p data-mce-style="text-align: center;" style="color: #3d596d; font-family: merriweather, georgia, "times new roman", times, serif; font-size: 15px; font-weight: normal; line-height: 25.5px; margin: 0px 0px 24px; text-align: center;">__________________________</p><p style="color: #3d596d; font-family: merriweather, georgia, "times new roman", times, serif; font-size: 15px; font-weight: normal; line-height: 25.5px; margin: 0px 0px 24px;"><i>“A
very big thank you to Dr. Chan for making everything CLEARER! SI is a
MUST for anyone wanting to understand and visually (objectively) SEE
what is happening to your patients----whether it is diagnosing the
problem or assessing the TRUE effectiveness of your treatment. K7
training and Level 5 alone are not enough. No doubt SI will up your
game! The whole course was a gem! Great learning -- fabulous camaraderie
---Ya Gotta Come Here!" -<b>Susan Yang Go, DMD., MSc., Delta, B.C. Canada</b></i></p><p data-mce-style="text-align: center;" style="color: #3d596d; font-family: merriweather, georgia, "times new roman", times, serif; font-size: 15px; font-weight: normal; line-height: 25.5px; margin: 0px 0px 24px; text-align: center;">__________________________</p><p style="color: #3d596d; font-family: merriweather, georgia, "times new roman", times, serif; font-size: 15px; font-weight: normal; line-height: 25.5px; margin: 0px 0px 24px;"><i>“I
am so happy, grateful, and humbled to have been a part of this course.
Definitely as the course progressed all the information started to
unravel and make sense and somehow was simplified. It helped to be in a
class full of heavy hitters. Intimidating at first then a benefit. I
very much enjoyed the class and the people for sure.” <b>-Melanie B. Vallejos, D.D.S.,Kahului, HI</b> (K7 owner and Dental Board Examiner).</i></p><p data-mce-style="text-align: center;" style="color: #3d596d; font-family: merriweather, georgia, "times new roman", times, serif; font-size: 15px; font-weight: normal; line-height: 25.5px; margin: 0px 0px 24px; text-align: center;">__________________________</p><p style="color: #3d596d; font-family: merriweather, georgia, "times new roman", times, serif; font-size: 15px; font-weight: normal; line-height: 25.5px; margin: 0px 0px 24px;"><i>"Scan
Interpretation and Clinical Application" is a course that everyone, who
has a K7 and practices GNM, must take! Without the vision and
understanding to interpret what you see, from a GNM perspective, you are
just looking at numbers and lines on a screen. This class will empower
you with not only Scan Interpretation for information, but Application
for Clinical transformation. This class will give you a new vision of
your cases in their totality and take you further into the "Mind of
Chan"!<b>- Brian E. Hale, D.D.S., San Antonio, Texas</b>(K7 owner and experienced clinician).</i></p><p data-mce-style="text-align: center;" style="color: #3d596d; font-family: merriweather, georgia, "times new roman", times, serif; font-size: 15px; font-weight: normal; line-height: 25.5px; margin: 0px 0px 24px; text-align: center;">__________________________</p><p style="color: #3d596d; font-family: merriweather, georgia, "times new roman", times, serif; font-size: 15px; font-weight: normal; line-height: 25.5px; margin: 0px 0px 24px;"><i>"This
was yet another pearl of a course. You could only know this information
by spending countless hours to first take these scans , and then sit
and go over them with a detailed analytical eye. They say to learn
something you need to repeat it at least 30 times, but to master it you
need to do it 30,000 times…. Highly recommend this course to all. Cannot
emphasis more, if you have a k7 and are taking scans, this is a must...
It’s like the code key. At least now I know what I'm looking at”. <b>- Hamid Nassery, D.M.D., FICOI, Miami Beach, FL</b> (K7 owner and experienced clinician).</i></p><p data-mce-style="text-align: center;" style="color: #3d596d; font-family: merriweather, georgia, "times new roman", times, serif; font-size: 15px; font-weight: normal; line-height: 25.5px; margin: 0px 0px 24px; text-align: center;">__________________________</p><p style="color: #3d596d; font-family: merriweather, georgia, "times new roman", times, serif; font-size: 15px; font-weight: normal; line-height: 25.5px; margin: 0px 0px 24px;"><i>"Always
worth the journey half way round the globe to hear Master Chan
deciphering all those squiggles, lines and bumps. Scan Interpretation
gave me new confidence to take those data and make sense of it to help
my patients. In the course we get gems like A/V ratio to help validate
our Optimized Bite trajectory. But the learning for me comes from
everyone in the group. We had such a wonderful group of seasoned NM and
now GNM practitioner whom indulged us with little nuggets of the NM
history and origins which made my whole learning journey filled with fun
and depth. The support from my wife Louisa and Jane's contribution to
the course complete the wonderful experience." <b>- Yue Weng Cheu, BDS, FRACDS, MJDF, RCSEng, Singapore </b>(K7 owner and experienced clinician).</i></p><p data-mce-style="text-align: center;" style="color: #3d596d; font-family: merriweather, georgia, "times new roman", times, serif; font-size: 15px; font-weight: normal; line-height: 25.5px; margin: 0px 0px 24px; text-align: center;">__________________________</p><p style="color: #3d596d; font-family: merriweather, georgia, "times new roman", times, serif; font-size: 15px; font-weight: normal; line-height: 25.5px; margin: 0px 0px 24px;"><i>“I
am truly grateful for all your incredible efforts in allowing all of us
at the inaugural SI course to share our knowledge and learn so much
from you. Without your guidance and encouragement for interpretation of
the scans, our patients would not have been able to respond properly and
heal from chronic pain.</i></p><p style="color: #3d596d; font-family: merriweather, georgia, "times new roman", times, serif; font-size: 15px; font-weight: normal; line-height: 25.5px; margin: 0px 0px 24px;"><i>Jane,
your commitment to the O.C. group cannot be underestimated. You have
allowed your husband to spend countless hours in preparing all of these
O.C. manuals at the sacrifice of personal family time with you - for
that reason I am extremely grateful and always happy to meet with both
of you at these great O.C. courses. You both are an inspiration to us
all and as I reflect back on my years of continuing education, there is
no other person as capable as Clayton to deliver the GNM message as "
our ambassador".</i></p><p style="color: #3d596d; font-family: merriweather, georgia, "times new roman", times, serif; font-size: 15px; font-weight: normal; line-height: 25.5px; margin: 0px 0px 24px;"><i>Thanks
to both of you for your hospitality and ongoing endeavors. I also would
like to acknowledge my remaining classmates who came out on this
special occasion to partake of this course with me.</i></p><p style="color: #3d596d; font-family: merriweather, georgia, "times new roman", times, serif; font-size: 15px; font-weight: normal; line-height: 25.5px; margin: 0px;"><i>All
of you have the passion and knowledge to help your patients with these
terrible symptoms of TMD and Cranio-cervical issues so keep up the good
work - a great thrill for me to meet all of you!!” <b>- Al Winchar, D.M.D., M.I.C.C.M.O.</b>, (K7 owner, Associate Professor, Department of Restorative Dentistry at University of Manitoba , Canada).</i></p><p style="color: #3d596d; font-family: merriweather, georgia, "times new roman", times, serif; font-size: 15px; font-weight: normal; line-height: 25.5px; margin: 0px;"><i><br /></i></p><p class="separator" style="clear: both; font-family: "times new roman"; font-size: medium; font-weight: normal; margin: 0px; text-align: center;"><a href="http://www.occlusionconnections.com/"><img alt="Home of Occlusion Connections" border="0" height="171" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjggeS9MIzAXzf_rsLBIlbqJGHkND5W5cfTtFGa2b3Xwp5Zse7j9LYdhbKI8yYV4jH9yMJuxbQdSqCPtKTcS5d90Eb48AEdImppCrcz3-0uaqXpBVJDYqhyccB5q-aoCW4aiOJ81cJgA1U/s200/OC+GNM+2.PNG" style="cursor: move;" width="200" /></a></p><p align="center" class="MsoNormal" style="font-weight: normal; text-align: center;"><br /> <span style="font-size: 12pt;"></span></p> <p align="center" class="MsoNormal" style="background: white; font-weight: normal; line-height: 15.6pt; margin-bottom: 0in; text-align: center;"><span style="color: #333333; font-size: 10pt;"> </span></p> <p align="center" class="MsoNormal" style="font-weight: normal; line-height: 15.6pt; margin-bottom: 0in; text-align: center;"><span style="color: black; font-family: "; font-size: 12pt;">© 2023 Occlusion Connections, Inc. All Rights Reserved</span><span style="font-size: 12pt;"></span></p> <p align="center" class="MsoNormal" style="background: white; font-weight: normal; line-height: 15.6pt; margin-bottom: 0in; text-align: center;"><span style="font-size: 12pt;"> </span></p> <p align="center" class="MsoNormal" style="background: white; font-weight: normal; line-height: 15.6pt; margin-bottom: 0in; text-align: center;"><b><span style="font-size: 12pt;"><a href="http://www.occlusionconnections.com/"><span style="color: blue;">www.occlusionconnections.com</span></a></span></b><span style="font-size: 12pt;"></span></p> <p align="center" class="MsoNormal" style="background: white; font-weight: normal; line-height: 15.6pt; margin-bottom: 0in; text-align: center;"><span style="font-size: 12pt;"> </span></p> <div style="text-align: center;"><b><span style="color: #333333; font-family: "; font-size: 12pt;"><a href="http://www.occlusionconnections.com/" title="Neuromuscular Dentistry"><span style="color: black; text-decoration: none; text-underline: none;">Leader in Gnathologic + Neuromuscular (GNM) Dentistry</span></a></span></b></div>Clayton A. Chan, D.D.S.http://www.blogger.com/profile/17435980507660741507noreply@blogger.com