tag:blogger.com,1999:blog-11076294647329945602024-03-05T02:35:08.242-08:00Congruent ExerciseCongruent Exercisehttp://www.blogger.com/profile/14730114646393928993noreply@blogger.comBlogger14125tag:blogger.com,1999:blog-1107629464732994560.post-2784819694716174352015-08-20T15:07:00.001-07:002015-08-20T15:10:55.649-07:00Bodybuilding or Biomechanics: Who's Your Daddy?<div class="MsoNormal" style="text-align: center;">
<b><span style="font-family: "Tahoma",sans-serif;"><br /></span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"><i>This is the handout of a talk I gave 8/20/2005 for the NSCA New York State Annual Clinic.</i></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"><i>Pedro Martinez had just said "the Yankees are my daddy", and my point was, who is influencing your training ideas, the muscle media or actual biomechanics?</i></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"><i>Based on my observations of the other speakers and the reaction to my slides, I made a few changes to how I presented going forward. For instance, up to this point (2005) I could refer to Arnold, Lou, etc. and the audience knew; here, no one attending had any idea. Good point, that about the 70s muscle myths, but no longer relevant to those attending.</i></span><br />
<span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"><i>The biomechanics and physiology, though, still count; as far as I can tell, no evolutionary changes in the last ten years.</i></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="font-family: "Tahoma",sans-serif;"><br /></span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="font-family: "Tahoma",sans-serif;">Bodybuilding or
Biomechanics: Who’s Your Daddy?<o:p></o:p></span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="font-family: "Tahoma",sans-serif;">Bill De Simone<o:p></o:p></span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="font-family: "Tahoma",sans-serif;">August 20, 2005<o:p></o:p></span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l0 level1 lfo1; tab-stops: list .75in; text-indent: -.5in;">
<!--[if !supportLists]--><b><span style="font-family: "Tahoma",sans-serif; mso-fareast-font-family: Tahoma;">I.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; font-weight: normal;">
</span></span></b><!--[endif]--><b><span style="font-family: "Tahoma",sans-serif;">Introduction<o:p></o:p></span></b></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo1; tab-stops: list 1.0in; text-indent: -.25in;">
<!--[if !supportLists]-->A.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->1970’s
bodybuilding lore part of today’s fitness industry<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->1.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->1970s
bodybuilding images<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->2.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->High
Volume vs. High Intensity, etc.<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->3.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Today’s
industry leaders grew up on this<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2PMISCxgdg1sxaxUbeIWv0lcnEX7PFj4d54tOAEoikFtnAT7dY6htpiYEj8Vk-JsZ2eCovFeBY7wYygFtP77Y9PNr1mAc3xYDyrGNpcbTegggd8npSDIKdmQzgYE-lQaMtaCY1Eo1BMyS/s1600/2+Power+for+You.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2PMISCxgdg1sxaxUbeIWv0lcnEX7PFj4d54tOAEoikFtnAT7dY6htpiYEj8Vk-JsZ2eCovFeBY7wYygFtP77Y9PNr1mAc3xYDyrGNpcbTegggd8npSDIKdmQzgYE-lQaMtaCY1Eo1BMyS/s320/2+Power+for+You.jpg" width="247" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWRrKCHhm9trm1dCNakgloDeMciL1ubFaornoe7fQtEjs19Nj_ISWTsxDNZ8A5KX8XLqryF-5Q2ZDE1-WVzzvMJ92sIZnZRhDWNT4steAa7COIYwdL9ghASaRK0RF7vOCzEwRX6QrQsjKc/s1600/3+Power+page.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWRrKCHhm9trm1dCNakgloDeMciL1ubFaornoe7fQtEjs19Nj_ISWTsxDNZ8A5KX8XLqryF-5Q2ZDE1-WVzzvMJ92sIZnZRhDWNT4steAa7COIYwdL9ghASaRK0RF7vOCzEwRX6QrQsjKc/s320/3+Power+page.jpg" width="234" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhx3iYMiWYkwnuw-VluTJoM2JwlR7MqnaAzBTXzLi99uZKkitOnQW-8gGldiRS7Pre6aJvZY4ZpjmmMzcuCNJ6i52I7qdM5D6rZ-E2914LfsGnhpp2rwOHYwyJ_D4FXeSmns_-uUrQiWgT2/s1600/4+Arnold+Arm+Blaster.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhx3iYMiWYkwnuw-VluTJoM2JwlR7MqnaAzBTXzLi99uZKkitOnQW-8gGldiRS7Pre6aJvZY4ZpjmmMzcuCNJ6i52I7qdM5D6rZ-E2914LfsGnhpp2rwOHYwyJ_D4FXeSmns_-uUrQiWgT2/s320/4+Arnold+Arm+Blaster.jpg" width="241" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzByg1UsuJjkjyK8RtDNXaFXDYcoU4GrHwxieuOqvqZvVURLBe19IvdbMaSaW0wKniXwz8Qc_qpmfUr8H18UsbNj1VpmxBzrQfKiv3ZcnLEuyXFudCunLfSi0vZ3JpVhNDoU3Kt0eYwYiG/s1600/5+Arnold+crab.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzByg1UsuJjkjyK8RtDNXaFXDYcoU4GrHwxieuOqvqZvVURLBe19IvdbMaSaW0wKniXwz8Qc_qpmfUr8H18UsbNj1VpmxBzrQfKiv3ZcnLEuyXFudCunLfSi0vZ3JpVhNDoU3Kt0eYwYiG/s320/5+Arnold+crab.jpg" width="227" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-1UKm-i2KUSfgOFzqcmWXsnWrWOThqR9ydsTGhDneqhYg77Gr8j7RAG-t-yktkLjiTIVkHlMj_2QDCqhmZlCuINMKbJEEIacOUoi96Y_nQPpIXnL7cXKXYWSSzvD9Kpz0hFs6TPNn9VFz/s1600/6+Lou+cover+1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-1UKm-i2KUSfgOFzqcmWXsnWrWOThqR9ydsTGhDneqhYg77Gr8j7RAG-t-yktkLjiTIVkHlMj_2QDCqhmZlCuINMKbJEEIacOUoi96Y_nQPpIXnL7cXKXYWSSzvD9Kpz0hFs6TPNn9VFz/s320/6+Lou+cover+1.jpg" width="242" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-ItfEpw4rvWlGfv1euY2k42Sk8dM3-4kNM5E8rteW7bRJXQdMZ0wFhSmydOXK9jbdNdbxkYAKX43Sw252_OQgLOKhbBBWEKyYA105fykVgwjssnPz-R5_8ogsD2z-lZhYe47f48GXtnKM/s1600/7+Lou+cover+2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-ItfEpw4rvWlGfv1euY2k42Sk8dM3-4kNM5E8rteW7bRJXQdMZ0wFhSmydOXK9jbdNdbxkYAKX43Sw252_OQgLOKhbBBWEKyYA105fykVgwjssnPz-R5_8ogsD2z-lZhYe47f48GXtnKM/s320/7+Lou+cover+2.jpg" width="240" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqUMv408N7OeBaCv2vFcG0G2zS-KBpjhn3pUmKekG1pDopBcgZf6hm_PhLQ3TqembeYQu1m-GY7ODE3eeq3gMQWblaMR6Yspy08oMMy-TTJK7Vjw6OIBKv_iQxVJg6FYecSvaLZzVU1epZ/s1600/7a+Green+Lou.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqUMv408N7OeBaCv2vFcG0G2zS-KBpjhn3pUmKekG1pDopBcgZf6hm_PhLQ3TqembeYQu1m-GY7ODE3eeq3gMQWblaMR6Yspy08oMMy-TTJK7Vjw6OIBKv_iQxVJg6FYecSvaLZzVU1epZ/s320/7a+Green+Lou.jpg" width="263" /></a></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<br /></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<br /></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<br /></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<br /></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo1; tab-stops: list 1.0in; text-indent: -.25in;">
<!--[if !supportLists]-->B.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Contradictions
with biomechanics<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->1.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Identify
disconnects in concepts and exercises<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->2.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Review
muscle and joint science<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->3.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Compare
and suggest modifications<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo1; tab-stops: list 1.0in; text-indent: -.25in;">
<!--[if !supportLists]-->C.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->You
as the professional should be aware<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->1.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Clients
trust you with their muscles and joints<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 2.0in; mso-list: l0 level4 lfo1; tab-stops: list 2.0in; text-indent: -.25in;">
<!--[if !supportLists]-->a)<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Responsible
for acute and long-term effects<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->2.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Difference
between metaphor and science<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 2.0in; mso-list: l0 level4 lfo1; tab-stops: list 2.0in; text-indent: -.25in;">
<!--[if !supportLists]-->a)<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Motivation
or mistake <o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->3.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Applying
this material leads to<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 2.0in; mso-list: l0 level4 lfo1; tab-stops: list 2.0in; text-indent: -.25in;">
<!--[if !supportLists]-->a)<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Cleaner
exercise selection<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 2.0in; mso-list: l0 level4 lfo1; tab-stops: list 2.0in; text-indent: -.25in;">
<!--[if !supportLists]-->b)<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->less
joint stress<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 2.0in; mso-list: l0 level4 lfo1; tab-stops: list 2.0in; text-indent: -.25in;">
<!--[if !supportLists]-->c)<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->more
effective exercises<o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l0 level1 lfo1; tab-stops: list .75in; text-indent: -.5in;">
<!--[if !supportLists]--><b><span style="font-family: "Tahoma",sans-serif; mso-fareast-font-family: Tahoma;">II.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; font-weight: normal;">
</span></span></b><!--[endif]--><b><span style="font-family: "Tahoma",sans-serif;">The Bodybuilding Concepts<o:p></o:p></span></b></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo1; tab-stops: list 1.0in; text-indent: -.25in;">
<!--[if !supportLists]-->A.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]--><st1:place w:st="on"><st1:placename w:st="on">Full</st1:placename> <st1:placetype w:st="on">Range</st1:placetype></st1:place>
of Motion<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->1.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->“enhance
both muscle strength and flexibility” (ACE)<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->2.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->“this
is the only way to stimulate the entire muscle and every possible muscle fiber”
(AS)<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo1; tab-stops: list 1.0in; text-indent: -.25in;">
<!--[if !supportLists]-->B.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Peak
Contraction<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->1.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->“enhance
the strength stimulus” (WW)<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->2.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->“to
create maximum height” (AS)<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo1; tab-stops: list 1.0in; text-indent: -.25in;">
<!--[if !supportLists]-->C.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Sticking
Point of an Exercise<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->1.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->“muscles
being worked harder” (AJ)<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->2.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->“point
in the exercise ROM where weakest” <o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 99.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l0 level1 lfo1; tab-stops: list .75in; text-indent: -.5in;">
<!--[if !supportLists]--><b><span style="font-family: "Tahoma",sans-serif; mso-fareast-font-family: Tahoma;">III.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; font-weight: normal;">
</span></span></b><!--[endif]--><b><span style="font-family: "Tahoma",sans-serif;">Review of the Relevant Muscle Science<o:p></o:p></span></b></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo1; tab-stops: list 1.0in; text-indent: -.25in;">
<!--[if !supportLists]-->A.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Organization
of muscle<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->1.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Fibers
in parallel, made up of<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->2.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Myofibrils
in parallel, made up of<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->3.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Sarcomeres
in series <o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo1; tab-stops: list 1.0in; text-indent: -.25in;">
<!--[if !supportLists]-->B.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Contraction<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->1.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Sliding
filament theory<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->2.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Force
pattern: increase/decrease<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->3.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Duplicated
at every level of organization<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo1; tab-stops: list 1.0in; text-indent: -.25in;">
<!--[if !supportLists]-->C.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Graphic
representation<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->1.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Tension-length
curves<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->2.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->active
and passive tension<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->3.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->variable
force<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 99.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l0 level1 lfo1; tab-stops: list .75in; text-indent: -.5in;">
<!--[if !supportLists]--><b><span style="font-family: "Tahoma",sans-serif; mso-fareast-font-family: Tahoma;">IV.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; font-weight: normal;">
</span></span></b><!--[endif]--><b><span style="font-family: "Tahoma",sans-serif;">The Disconnects Between Muscle Science
and Bodybuilding<o:p></o:p></span></b></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo1; tab-stops: list 1.0in; text-indent: -.25in;">
<!--[if !supportLists]-->A.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]--> Full range of motion vs. tension-length curves,
passive tension<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo1; tab-stops: list 1.0in; text-indent: -.25in;">
<!--[if !supportLists]-->B.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Peak
contraction vs. active insufficiency<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->1.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Demonstrations:
<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 2.0in; mso-list: l0 level4 lfo1; tab-stops: list 2.0in; text-indent: -.25in;">
<!--[if !supportLists]-->a)<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Fist
v wrist flexion<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 2.0in; mso-list: l0 level4 lfo1; tab-stops: list 2.0in; text-indent: -.25in;">
<!--[if !supportLists]-->b)<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Knee
extension with hip flexion<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo1; tab-stops: list 1.0in; text-indent: -.25in;">
<!--[if !supportLists]-->C.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Fiber
recruitment: techniques vs. load<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->1.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->All-or-none
principle<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 2.0in; mso-list: l0 level4 lfo1; tab-stops: list 2.0in; text-indent: -.25in;">
<!--[if !supportLists]-->a)<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->All
fibers in a motor unit contract or not, which means<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 2.0in; mso-list: l0 level4 lfo1; tab-stops: list 2.0in; text-indent: -.25in;">
<!--[if !supportLists]-->b)<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->All
associated myofibrils and sarcomeres attached contract<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 2.0in; mso-list: l0 level4 lfo1; tab-stops: list 2.0in; text-indent: -.25in;">
<!--[if !supportLists]-->c)<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Dependent
on load, not ROM<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->2.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Fiber
types<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 2.0in; mso-list: l0 level4 lfo1; tab-stops: list 2.0in; text-indent: -.25in;">
<!--[if !supportLists]-->a)<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Slow
vs fast twitch, hierarchy<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 2.0in; mso-list: l0 level4 lfo1; tab-stops: list 2.0in; text-indent: -.25in;">
<!--[if !supportLists]-->b)<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Near
maximal loads to recruit most units<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 2.0in; mso-list: l0 level4 lfo1; tab-stops: list 2.0in; text-indent: -.25in;">
<!--[if !supportLists]-->c)<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Fast
twitch capable of increased size<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->3.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->“Advanced”
techniques may be valid<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 2.0in; mso-list: l0 level4 lfo1; tab-stops: list 2.0in; text-indent: -.25in;">
<!--[if !supportLists]-->a)<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Recruitment
may not be the mechanism<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 1.75in;">
<br /></div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l0 level1 lfo1; tab-stops: list .75in; text-indent: -.5in;">
<!--[if !supportLists]--><b><span style="font-family: "Tahoma",sans-serif; mso-fareast-font-family: Tahoma;">V.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; font-weight: normal;">
</span></span></b><!--[endif]--><b><span style="font-family: "Tahoma",sans-serif;">The Sticking Point; or, Maximum
Resistance Moment Arm<o:p></o:p></span></b></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo1; tab-stops: list 1.0in; text-indent: -.25in;">
<!--[if !supportLists]-->A.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Interpretations<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->1.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->point
where muscles work harder (AJ)<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 2.0in; mso-list: l0 level4 lfo1; tab-stops: list 2.0in; text-indent: -.25in;">
<!--[if !supportLists]-->a)<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->implied,
where they get stronger<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->2.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->point
in exercise ROM where muscles are weakest (M&F)<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 2.0in; mso-list: l0 level4 lfo1; tab-stops: list 2.0in; text-indent: -.25in;">
<!--[if !supportLists]-->a)<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->contradicts
AJ<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo1; tab-stops: list 1.0in; text-indent: -.25in;">
<!--[if !supportLists]-->B.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->“Levers
of the Musculoskeletal System”<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->1.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->definitions
of lever, fulcrum, moment arm, torque<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->2.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->dumbbell
curl diagram<b><o:p></o:p></b></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo1; tab-stops: list 1.0in; text-indent: -.25in;">
<!--[if !supportLists]-->C.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Maximum
Resistance Moment Arm<b><o:p></o:p></b></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->1.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->separate
phenomena from Peak Muscle Torque<b><o:p></o:p></b></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->2.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->function
of resistance relative to the body<b><o:p></o:p></b></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo1; tab-stops: list 1.0in; text-indent: -.25in;">
<!--[if !supportLists]-->D.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Resistance
Torque Analysis<b><o:p></o:p></b></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->1.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->concept
more important than labels<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->2.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->positive-first<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 2.0in; mso-list: l0 level4 lfo1; tab-stops: list 2.0in; text-indent: -.25in;">
<!--[if !supportLists]-->a)<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->what
happens with too heavy a load?<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->3.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->negative-first<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 2.0in; mso-list: l0 level4 lfo1; tab-stops: list 2.0in; text-indent: -.25in;">
<!--[if !supportLists]-->a)<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->what
happens with too heavy a load?<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 2.0in; mso-list: l0 level4 lfo1; tab-stops: list 2.0in; text-indent: -.25in;">
<!--[if !supportLists]-->b)<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->eccentric
capable of heavier load<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 2.0in; mso-list: l0 level4 lfo1; tab-stops: list 2.0in; text-indent: -.25in;">
<!--[if !supportLists]-->c)<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->zero
moment arm to max<o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l0 level1 lfo1; tab-stops: list .75in; text-indent: -.5in;">
<!--[if !supportLists]--><b><span style="font-family: "Tahoma",sans-serif; mso-fareast-font-family: Tahoma;">VI.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; font-weight: normal;">
</span></span></b><!--[endif]--><b><span style="font-family: "Tahoma",sans-serif;">Biomechanical Concerns of Common
Exercises<o:p></o:p></span></b></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo1; tab-stops: list 1.0in; text-indent: -.25in;">
<!--[if !supportLists]-->A.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Side
Raise<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->1.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->RTA
discourages impingement<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->2.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Mismatch<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->3.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->modification<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->4.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->no
immediate risk<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo1; tab-stops: list 1.0in; text-indent: -.25in;">
<!--[if !supportLists]-->B.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->DB
Pullover<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->1.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->RTA
vs Muscle Torque Graph<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->2.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Immediate
risk with heavy weight<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->3.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Straight
Elbow Pulldown as substitute<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo1; tab-stops: list 1.0in; text-indent: -.25in;">
<!--[if !supportLists]-->C.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Curl<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->1.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->RTA
approximates Muscle Torque<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 2.0in; mso-list: l0 level4 lfo1; tab-stops: list 2.0in; text-indent: -.25in;">
<!--[if !supportLists]-->a)<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->MT
graph<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 2.0in; mso-list: l0 level4 lfo1; tab-stops: list 2.0in; text-indent: -.25in;">
<!--[if !supportLists]-->b)<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->RTA
diagram<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->2.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Carrying
Angle<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 2.0in; mso-list: l0 level4 lfo1; tab-stops: list 2.0in; text-indent: -.25in;">
<!--[if !supportLists]-->a)<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->DBs
preferred to fixed width<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo1; tab-stops: list 1.0in; text-indent: -.25in;">
<!--[if !supportLists]-->D.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Squat<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->1.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->RTA
<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 2.0in; mso-list: l0 level4 lfo1; tab-stops: list 2.0in; text-indent: -.25in;">
<!--[if !supportLists]-->a)<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->peak
torque for glutes, hams, quads <o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->2.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Catastrophic
injuries<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 2.0in; mso-list: l0 level4 lfo1; tab-stops: list 2.0in; text-indent: -.25in;">
<!--[if !supportLists]-->a)<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Flex,
Club Industry<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 2.0in; mso-list: l0 level4 lfo1; tab-stops: list 2.0in; text-indent: -.25in;">
<!--[if !supportLists]-->b)<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Eccentric
first<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 2.0in; mso-list: l0 level4 lfo1; tab-stops: list 2.0in; text-indent: -.25in;">
<!--[if !supportLists]-->c)<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Zero
MA to Max<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 2.0in; mso-list: l0 level4 lfo1; tab-stops: list 2.0in; text-indent: -.25in;">
<!--[if !supportLists]-->d)<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Spine
is not a shaft<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 2.0in; mso-list: l0 level4 lfo1; tab-stops: list 2.0in; text-indent: -.25in;">
<!--[if !supportLists]-->e)<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Patella<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->3.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Precautions<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 2.0in; mso-list: l0 level4 lfo1; tab-stops: list 2.0in; text-indent: -.25in;">
<!--[if !supportLists]-->a)<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Build
up to max attempts<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 2.0in; mso-list: l0 level4 lfo1; tab-stops: list 2.0in; text-indent: -.25in;">
<!--[if !supportLists]-->b)<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Spine
extension exercises separate from glute/quad<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 2.0in; mso-list: l0 level4 lfo1; tab-stops: list 2.0in; text-indent: -.25in;">
<!--[if !supportLists]-->c)<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Smith
machine with adjustable stops<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 2.0in; mso-list: l0 level4 lfo1; tab-stops: list 2.0in; text-indent: -.25in;">
<!--[if !supportLists]-->d)<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Moderate
depth<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 1.75in;">
<br /></div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l0 level1 lfo1; tab-stops: list .75in; text-indent: -.5in;">
<!--[if !supportLists]--><b><span style="font-family: "Tahoma",sans-serif; mso-fareast-font-family: Tahoma;">VII.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; font-weight: normal;">
</span></span></b><!--[endif]--><b><span style="font-family: "Tahoma",sans-serif;">Conclusion<o:p></o:p></span></b></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo1; tab-stops: list 1.0in; text-indent: -.25in;">
<!--[if !supportLists]-->A.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Recognize
the concept behind Maximum Moment Arm<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->1.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Where
to assist/ to spot<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->2.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->most
practical, immediate application<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo1; tab-stops: list 1.0in; text-indent: -.25in;">
<!--[if !supportLists]-->B.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Exercise
selection<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->1.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Classic,
basic exercises more conducive for weight progression<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 2.0in; mso-list: l0 level4 lfo1; tab-stops: list 2.0in; text-indent: -.25in;">
<!--[if !supportLists]-->a)<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Better
match between RMA and Muscle Torque<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->2.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->“Single
joint” exercises<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 2.0in; mso-list: l0 level4 lfo1; tab-stops: list 2.0in; text-indent: -.25in;">
<!--[if !supportLists]-->a)<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Disparity
between RMA and MT prohibits dramatic progression in weight<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo1; tab-stops: list 1.0in; text-indent: -.25in;">
<!--[if !supportLists]-->C.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Biomechanics
count<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->1.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->“Bodybuilding”
may be motivation/al<o:p></o:p></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l0 level3 lfo1; tab-stops: list 117.0pt; text-indent: -.25in;">
<!--[if !supportLists]-->2.<span style="font-size: 7pt; font-stretch: normal;"> </span><!--[endif]-->Real
consequence to loading your clients’ joints<o:p></o:p></div>
<br />
<div class="MsoNormal">
<br /></div>
Congruent Exercisehttp://www.blogger.com/profile/14730114646393928993noreply@blogger.com0tag:blogger.com,1999:blog-1107629464732994560.post-65232172765885182072014-11-17T16:56:00.000-08:002014-11-17T16:56:31.681-08:00Optimal Exercise: Joint Friendly Fitness<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5QoKK1IPMBJH5JqWe99rNEm-7MgSvravv9keR9j4DZlzeQD2rsHd3iqyQ2sTmS2UW4Ebu14PI2ExZF8Pa5fg25Wk29ju2JZ-N8nw34jtcL79CAY69PxrXeCGrK-OdXi8HPGYLJh3H_5HG/s1600/white+on+blue+full+card.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5QoKK1IPMBJH5JqWe99rNEm-7MgSvravv9keR9j4DZlzeQD2rsHd3iqyQ2sTmS2UW4Ebu14PI2ExZF8Pa5fg25Wk29ju2JZ-N8nw34jtcL79CAY69PxrXeCGrK-OdXi8HPGYLJh3H_5HG/s1600/white+on+blue+full+card.jpg" height="320" width="213" /></a></div>
<br />
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;"><em>In October 2014 I gave a talk titled Optimal Exercise: Joint Friendly Fitness, for Anthony Johnson and the 21 Convention in Tampa, Florida. The following is about half of the presentation, which makes for an introduction to the material I use in the studio Optimal Exercise in Cranbury NJ, and will be publishing in 2015. </em></span></div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;"><em>After a glowing introduction by Anthony, I started the talk by pointing to the other speakers in the room and saying...</em></span></div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;"></span> </div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;">“</span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;">Phd</span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;">, </span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;">Phd</span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;">, </span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;">Phd</span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;">, </span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;">Phd</span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;">…Personal</span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">
Trainer. Certified.”</span></div>
<br />
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">I am
a personal trainer and my specialty is Joint-Friendly Fitness.</span></div>
<br />
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">This
talk, and my work in general (video, blogs, books) is all about Avoiding Injury
From Your Workout.</span></div>
<br />
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">Which,
for years, I didn’t think needed to be said.<span style="mso-spacerun: yes;">
</span>What could be more counter productive than getting injured from an
activity you do to benefit your body?</span></div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
</div>
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;"><div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="font-family: Times New Roman;">
</span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">First
tip, write this down: If you want to know what’s going to be successful in the
future, ask me, and bet the other way.<span style="mso-spacerun: yes;">
</span>Because the most publicized fitness activity today not only dismisses the risks
from exercise, it glorifies the injuries.</span></div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguKPdQRd1FDS2x5M2JU_3gRkvL9hOiIVW6pnY_u4_yfRZaxOt4CfYGAXT5-398XQWAGqYX6V96MIgpS8RAhgttrF3-D3QG6Zff53Ws5CB7qxtC_ARyDHv036aFf04ZfLOydm2-mBQ9Y6iJ/s1600/Slide2.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguKPdQRd1FDS2x5M2JU_3gRkvL9hOiIVW6pnY_u4_yfRZaxOt4CfYGAXT5-398XQWAGqYX6V96MIgpS8RAhgttrF3-D3QG6Zff53Ws5CB7qxtC_ARyDHv036aFf04ZfLOydm2-mBQ9Y6iJ/s1600/Slide2.JPG" height="360" width="640" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<br />
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;">Over</span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;"> the last year, catastrophic injuries have been reported coming out of a certain fitness activity.<span style="mso-spacerun: yes;"> </span>I’m not going to mention the name for the same reason James didn’t.</span></div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<br /></div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">These reports don’t come from bloggers looking to be provocative; these are actual news agencies.</span></div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<br /></div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">The first, Outside magazine online, did a series of articles pro and con, and took great delight in reporting the over-reaction to the negative articles from the group in question.</span></div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<br /></div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">The second, Time, ran a multipage article in its print edition last January; again, pros and cons, very balanced, very fair.</span></div>
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;"><span style="font-family: Times New Roman;"><div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
</div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">And the most recent, Outside the Lines on ESPN, did an investigative report.<span style="mso-spacerun: yes;"> </span>Now this is interesting, because ESPN broadcasts the Reebok </span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">CrossFit</span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;"> Games, so this came very close to biting the hand that feeds you.<span style="mso-spacerun: yes;"> </span>This report starts with a guy doing hanging leg raises in a </span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">Crossfit</span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;"> gym caught on security camera.<span style="mso-spacerun: yes;"> </span>The hanging leg raises aren’t done in HIT or Slow style; he kicks his legs up to touch his feet to the bar, and then drops them.<span style="mso-spacerun: yes;"> </span>Kick, drop.<span style="mso-spacerun: yes;"> </span>He’s aiming for 40 reps, and with the instructor right next to him, encouraging him, at rep 30 his feet hit the bar, he lets go, lands on his head on a concrete floor, and literally bashes his own skull in to the point where he’s almost pronounced dead.<span style="mso-spacerun: yes;"> </span>Somehow he survives, and tells the ESPN reporter, “Well, it almost killed me, but being in such good shape from it saved my life.<span style="mso-spacerun: yes;"> </span>I can’t wait to get back.”</span></div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;"></span> </div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">Now, to be fair, it’s not just </span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">Cross Fit</span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">.</span></div>
</span><div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;">In 2011, I started Congruent Exercise with 5 examples of catastrophic injuries coming from conventional bodybuilding and strength training. <a href="http://congruentexercise.blogspot.com/2014/10/avoiding-tragic-accident-in-gym.html" target="_blank">http://congruentexercise.blogspot.com/2014/10/avoiding-tragic-accident-in-gym.html</a></span></div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<br /></div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;">First muscle magazine</span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;"> I ever read, opens up to the story of a Pennsylvania man found dead in his basement with a barbell across his throat.<span style="mso-spacerun: yes;"> </span>He missed the bench press, bar stopped on his throat, choked to death.</span></div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<br /></div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">The next, a bodybuilder named </span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">Fux</span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">, pronounce </span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">fuxxed</span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">, because that’s what he was.<span style="mso-spacerun: yes;"> </span>Doing a photo shoot, puts 675 on a bar to squat, breaks the lock at the knees, tears both quadriceps, risking his ability to walk.</span></div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<br /></div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">Next, a man squatting in a smith machine, no bottom stops, breaks the lock in his knees, continues to descend to where his spine gets crushed and turns into a quadriplegic.</span></div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<br /></div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">A college football player doing barbell step ups, either twists his ankle coming off the bench or returning to the rack, injures his spine, again putting his ability to walk at risk.</span></div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">Another bench press injury, a college football player benching, with the strength coach spotting, 275, misses the put back, drops the bar on his jaw, has to have emergency surgeries.<span style="mso-spacerun: yes;"> </span>Later sued, not sure how it resolved.</span></div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<br /></div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">So it’s not just </span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">CrossFit</span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;"> or bodybuilding or weight training in general, there are other things in play when it comes to injuries from exercise.</span></div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<br /></div>
</span><div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3sMquPtE8A689m-v0AdigolQFS3d0E4Llxk09VnXYai-KDVowR4Oi2YBXV7RiK6hqPztd8jhiUf5mFN87Q5rSkJQpsrPkYH-6U5-Z843H7ZX_FUwJ2cqdQ1eaqLBsAMs3maLE2H1KXGOo/s1600/Slide4.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3sMquPtE8A689m-v0AdigolQFS3d0E4Llxk09VnXYai-KDVowR4Oi2YBXV7RiK6hqPztd8jhiUf5mFN87Q5rSkJQpsrPkYH-6U5-Z843H7ZX_FUwJ2cqdQ1eaqLBsAMs3maLE2H1KXGOo/s1600/Slide4.JPG" height="360" width="640" /></a></div>
<br />
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;">Now</span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">
every time something like this happens, the apologists come out and say “it was
a freak accident, we do that exercise all the time with no problem.”<span style="mso-spacerun: yes;"> </span>Or they blame the victim for making a mistake
or not knowing what to do or trying too much.<span style="mso-spacerun: yes;">
</span>And yes, you could drop a weight on your foot, or the machine could
collapse as happened to a friend of mine, so accidents do happen.</span></div>
<br />
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">And,
you may have a pre-existing condition that you may not even be aware of.<span style="mso-spacerun: yes;"> </span>Maybe you wore out a joint at work, doing
manual labor or some kind of repetitive motion.<span style="mso-spacerun: yes;">
</span>Maybe you got banged up doing sports as a kid, and you didn’t realize
the long term effect.<span style="mso-spacerun: yes;"> </span>Maybe you had bad
posture or just moved wrong for years, and you were going to have this injury
at some point and it just happened during your workout.<span style="mso-spacerun: yes;"> </span>Not much you can do about that.</span></div>
<br />
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">Usually
the discussion stops there, but there are other things in play that you can do
something about.</span></div>
<br />
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">All
or nothing thinking: I’ll leave it to Eric for the proper term.<span style="mso-spacerun: yes;"> </span>This is from a </span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">CrossFit</span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;"> age group champion.<span style="mso-spacerun: yes;"> </span>Notice, in the first quote, he didn’t say,
“…barriers to winning” or “competing”, he said “training”.<span style="mso-spacerun: yes;"> </span>If you get hurt trying to win or qualify,
that’s understandable, you got caught up in the competition.<span style="mso-spacerun: yes;"> </span>But he’s not even there yet: “training”.<span style="mso-spacerun: yes;"> </span>And the second part is the false choice:
either exercise so recklessly that you cripple yourself, or shrivel up and die;
nothing in between.<span style="mso-spacerun: yes;"> </span>How about work out
hard enough?<span style="mso-spacerun: yes;"> </span>You might not become
champion that way, but how many of us realistically were going to be champions
anyway?</span></div>
<br />
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">The
Goldman Dilemma (Wikipedia): In the 70s a Dr. </span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">Mirkin</span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;"> put out one of the first pop </span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">sportsmedicine</span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;"> books.<span style="mso-spacerun: yes;">
</span>His idea was picked up by another Dr., Goldman in the 80s and 90s.<span style="mso-spacerun: yes;"> </span>Questions about their methodology aside, a
lot of people answered yes, they would take the champion pill even if it killed
them.<span style="mso-spacerun: yes;"> </span>The first was a false choice, this
is a personal choice.<span style="mso-spacerun: yes;"> </span>I had the chance
to use steroids in the 70s, and I didn’t.<span style="mso-spacerun: yes;">
</span>Part of it was I didn’t know my natural potential; turned out, I may
have had enough to make a mark in bodybuilding.<span style="mso-spacerun: yes;">
</span>The other part was that one of the scare tactics around steroids was the
threat of cancer, and since my dad was in the hospital at the time with cancer,
this didn’t seem like a good bet.</span></div>
<br />
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">And
for what? A trophy?<span style="mso-spacerun: yes;"> </span>Little did I know in
the 70s, that within ten years, big money athletes, movie stars, performers
would want information on how to use steroids.<span style="mso-spacerun: yes;">
</span>My crystal ball sucked again.</span></div>
<br />
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">But
this last part, is something you can do something about, even if it’s only
knowing the issues and how to manage them, and this is where I come in.</span></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFe2aGGGOWHBHsEk77-9aBlicskNw3OQbkrHIbvnEEacNXYaXdLAZDWcIyf4UP-T0ayaUY_WHRwivfBTI3oPQTXH8VCk_u9QgOn-H856oTG8gpXH_xcw77H1YtHFwJ3hhFUbsh8Y61U8Yh/s1600/Slide5.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFe2aGGGOWHBHsEk77-9aBlicskNw3OQbkrHIbvnEEacNXYaXdLAZDWcIyf4UP-T0ayaUY_WHRwivfBTI3oPQTXH8VCk_u9QgOn-H856oTG8gpXH_xcw77H1YtHFwJ3hhFUbsh8Y61U8Yh/s1600/Slide5.JPG" height="360" width="640" /></a></div>
<br />
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;">First,</span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;"> a
brief background.<span style="mso-spacerun: yes;"> </span>Started training with
weights in the 70s.<span style="mso-spacerun: yes;"> </span>Most of what you
learned then came from the muscle magazines, which I may have memorized.<span style="mso-spacerun: yes;"> </span>My favorite writer was Mike </span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">Mentzer</span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">, and
his articles led me to Ellington Darden.<span style="mso-spacerun: yes;">
</span>If I had stayed strictly with the exact words they wrote then I would
have been a lot better off.<span style="mso-spacerun: yes;"> </span>But novelty
being what it is, I read everything and tried to incorporate and improve
it.<span style="mso-spacerun: yes;"> </span>I also got certified by the NSCA
twice, Strength and Conditioning Specialist and CPT.<span style="mso-spacerun: yes;"> </span>So I had a lot of influences and material to
refer to.</span></div>
<br />
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">The
picture on the right, 1996, is the best shape I was ever able to get in before
or since.<span style="mso-spacerun: yes;"> </span>Notice I put it as far from </span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">Mentzer</span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;"> as
possible.</span></div>
<br />
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">Unfortunately,
I couldn’t look exactly like that now, because in 1998 I ruptured my right
biceps and triceps.</span></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyGaq-zdAWZjNX8wZHo4BipX-aByNzBv_Gpowd3vIi4pBGUbxnvITY_Yb0O_oAievSAWsjdiZb7a6JsLcZ4C4n0C1mEA0qnkgITDUedxl0gf5Cv0aUvLZlyxvm_Bt02BsQTOT-GlCS0tXB/s1600/Slide6.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyGaq-zdAWZjNX8wZHo4BipX-aByNzBv_Gpowd3vIi4pBGUbxnvITY_Yb0O_oAievSAWsjdiZb7a6JsLcZ4C4n0C1mEA0qnkgITDUedxl0gf5Cv0aUvLZlyxvm_Bt02BsQTOT-GlCS0tXB/s1600/Slide6.JPG" height="360" width="640" /></a></div>
<br />
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;">The triceps, I</span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;"> injured in a fall, nothing I could do
about that.<span style="mso-spacerun: yes;"> </span>The biceps, though, I was
just doing a slow curl, when I felt a snap by my shoulder blade and felt
slithering down my shoulder.<span style="mso-spacerun: yes;"> </span>I looked,
found a black and blue golf ball where my biceps used to be.<span style="mso-spacerun: yes;"> </span>This somewhat got my attention, because as I
said, I had a lot of exercise material to draw from and I thought I knew what I
was doing.</span></div>
<br />
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">It
also got my attention, when after I recovered, on some exercises, I didn’t lose
a thing, but on others I could hardly get into position or hold the position.</span></div>
<br />
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">So I
put my exercise books aside, and went to my physical therapist friends’
bookshelves<span style="mso-spacerun: yes;"> </span>for anatomy and biomechanics
books.<span style="mso-spacerun: yes;"> </span>And that’s when I realized this
disconnect between how muscles and joints are supposed to work and what I was
doing in the name of exercise.<span style="mso-spacerun: yes;"> </span>And this
disconnect was in play not only for the catastrophic injuries but also the less
dramatic injuries (like ruptured biceps) and chronic conditions (like low back
pain, shoulder instability, arthritis, knee pain etc.).</span></div>
<br />
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">So I rebuilt everything I thought I knew,
which led to Moment Arm Exercise, a handful of You Tube videos, conference
presentations, and Congruent Exercise (links for all of which follow below).</span><br />
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;"></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXGhyNRp9Rk1wuJJDciYyaXLwA8HyLAGkpg6tfLW0PhXqJgkkrRVBur_DXBtQqfuqNaAgBGF5NW6mqF8ewj7j2IS8qzTp6blD3qUUNcxZjsXTbRV2azc23ZSTwXU_5o73Yc_rS0NaYm8Ln/s1600/Slide7.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXGhyNRp9Rk1wuJJDciYyaXLwA8HyLAGkpg6tfLW0PhXqJgkkrRVBur_DXBtQqfuqNaAgBGF5NW6mqF8ewj7j2IS8qzTp6blD3qUUNcxZjsXTbRV2azc23ZSTwXU_5o73Yc_rS0NaYm8Ln/s1600/Slide7.JPG" height="360" width="640" /></a></div>
<br />
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;">Biomechanics books are very dense, and
they are not written with lifting things in</span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;"> a
gym in mind.<span style="mso-spacerun: yes;"> </span>So I eventually settled on
this process as a way of giving it a practical structure.</span></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibBX5gSp8raExvNx5tZxGRmDOdub9MFcLNmkSjp-X6chu_ZqQjhjHsEylzRwaVF_9M_DCDMEIzv7kJwUWwQbM04Ux_stZOURelo43_bEDJKVKgSwqDJEKQ0DH8ybWBOc9vu8-0i2gMGlRG/s1600/Slide8.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibBX5gSp8raExvNx5tZxGRmDOdub9MFcLNmkSjp-X6chu_ZqQjhjHsEylzRwaVF_9M_DCDMEIzv7kJwUWwQbM04Ux_stZOURelo43_bEDJKVKgSwqDJEKQ0DH8ybWBOc9vu8-0i2gMGlRG/s1600/Slide8.JPG" height="360" width="640" /></a></div>
<br />
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;">As a way of sorting</span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;"> out all the biomechanics material, how I
focused my study.</span></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1FpmbZpnTK2GiAR0jGJBK1Gi5fuiNVRzCKARxnoHHIt2zvlqQkZTB9NMpmpOceZYcpePl_XJcFzw_4FA4rzmfw6J1J57SudRiMMsKW-7zRAGNSnMUwi8jA4qX8PRHMnCtuvIzc8H7U819/s1600/Slide9.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1FpmbZpnTK2GiAR0jGJBK1Gi5fuiNVRzCKARxnoHHIt2zvlqQkZTB9NMpmpOceZYcpePl_XJcFzw_4FA4rzmfw6J1J57SudRiMMsKW-7zRAGNSnMUwi8jA4qX8PRHMnCtuvIzc8H7U819/s1600/Slide9.JPG" height="360" width="640" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicbxTsHYx3yVQwrKKnNV7OJAqyaUCoUAPzZ4yuGOqfkXf-nO0JVwO2keEtSEz3KXCJ3KbEmMJ_D2IgfDUd0KR7k6FzeK5Nv5AT6YWkWBlwAhsj2s-QtdAzSXBHK7TyFz7LSJRODn4aE5ZC/s1600/Slide10.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicbxTsHYx3yVQwrKKnNV7OJAqyaUCoUAPzZ4yuGOqfkXf-nO0JVwO2keEtSEz3KXCJ3KbEmMJ_D2IgfDUd0KR7k6FzeK5Nv5AT6YWkWBlwAhsj2s-QtdAzSXBHK7TyFz7LSJRODn4aE5ZC/s1600/Slide10.JPG" height="360" width="640" /></a></div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
</div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;">Before we head into a gym.</span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;"> </span></div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
</div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;">I frequently hear “That’s a good
exercise/workout”, and if you pick at</span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;"> the
answer, it usually means some combination of the aspects in the left column.</span></div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
</div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;">Now, I want that,</span><span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;"> too, but I also want the right
side.<span style="mso-spacerun: yes;"> </span>If you just have the left side, it
doesn’t immunize you from injury.<span style="mso-spacerun: yes;"> </span>But if
you have both, you’ll get the benefits without risking the catastrophic injury,
and not adding to the chronic conditions.</span></div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;"></span> </div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;">Two last slides to finish this introduction to Joint Friendly Fitness:</span></div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
</div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJyZcfPI-R1MxDc4N51l5BBa1ztR8tSgm2vWOIKFG2qHSURmYiOKh6VWSce2gSIjh4H4B8jY2T89A4kS72zSqDmxza5EqhLcfoQQwafyagTCl8Kjc_I3Ild2azNm65_A0S3YzjZP3_ynPJ/s1600/Slide30.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJyZcfPI-R1MxDc4N51l5BBa1ztR8tSgm2vWOIKFG2qHSURmYiOKh6VWSce2gSIjh4H4B8jY2T89A4kS72zSqDmxza5EqhLcfoQQwafyagTCl8Kjc_I3Ild2azNm65_A0S3YzjZP3_ynPJ/s1600/Slide30.JPG" height="360" width="640" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBKpgMAeNQ8eib98qXo6RB0ZZFqfeNxEpvmlzNwbz5GdPV3FysVFOfUT_-h4WX-G16QHERKaQdU1DdsgInaB4rz7zNI5PXSF84sdqitrKbXg5tWUd2tbK4yqKa4UQeJQCz8gEx43cZSJll/s1600/Slide31.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBKpgMAeNQ8eib98qXo6RB0ZZFqfeNxEpvmlzNwbz5GdPV3FysVFOfUT_-h4WX-G16QHERKaQdU1DdsgInaB4rz7zNI5PXSF84sdqitrKbXg5tWUd2tbK4yqKa4UQeJQCz8gEx43cZSJll/s1600/Slide31.JPG" height="360" width="640" /></a></div>
</span><br />
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<em><span style="font-family: Verdana, sans-serif;">The best links to the material mentioned above: </span></em></div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<em><span style="font-family: Verdana;">The Moment Arm Exercise manual <a href="http://tinyurl.com/momentarm">http://tinyurl.com/momentarm</a> </span></em></div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<em><span style="font-family: Verdana;">Congruent Exercise in print and Kindle <a href="http://tinyurl.com/CEAmazon">http://tinyurl.com/CEAmazon</a> </span></em></div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<em><span style="font-family: Verdana;">Videos, interviews, podcasts 2011-<a href="http://congruentexercise.blogspot.com/2014/07/guide-to-congruent-exercise.html">http://congruentexercise.blogspot.com/2014/07/guide-to-congruent-exercise.html</a> </span></em></div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<em><span style="font-family: Verdana;">Prior to 2011 </span></em></div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<a href="http://congruentexercise.blogspot.com/2014/07/the-guide-to-moment-arm-exercise.html"><span style="font-family: Arial, Helvetica, sans-serif;"><em>http://congruentexercise.blogspot.com/2014/07/the-guide-to-moment-arm-exercise.html</em></span></a></div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
</div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<em><span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">All the presentations, a 15 minute post-presentation interview, and an hour discussion with Dr. Doug McGuff, Skyler Tanner, and myself were professionally recorded as part of the convention. As they become available I'll be sure to post the links. Thanks to Anthony and his crew for putting on the convention.</span></em></div>
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;"><div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
</div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
</div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
</div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
</div>
<span style="font-family: Times New Roman;"><div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
</div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: black; font-family: Calibri; font-size: 12pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid; mso-text-raise: 0%; vertical-align: baseline;"></span> </div>
</span><div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
</div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
</div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
</div>
</span><div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
</div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
</div>
<div style="-ms-word-break: normal; direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
</div>
Congruent Exercisehttp://www.blogger.com/profile/14730114646393928993noreply@blogger.com0tag:blogger.com,1999:blog-1107629464732994560.post-30587193188834676862014-10-29T17:37:00.000-07:002014-10-29T17:37:21.899-07:00Avoiding the Tragic Accident in the Gym
<br />
<span style="font-family: Times, "Times New Roman", serif; font-size: small;">Given the reporting over the last year by Outside Online, Time Magazine, and Outside the Lines, on the brutal injuries coming out of a certain exercise activity, I thought this chapter would be worth revisiting. </span><br />
<span style="font-family: Times, "Times New Roman", serif; font-size: small;"><span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;"><span style="font-family: Times, "Times New Roman", serif;">It is an excerpt from <u>Congruent Exercise: How to Make Weight Traini</u></span><span style="font-family: Times, "Times New Roman", serif; font-size: small;"><span style="font-family: Times, "Times New Roman", serif;"><u>ng Easier on Your Joints</u>, (2012) available in print and Kindle at </span><a href="http://tinyurl.com/CEAmazon">http://tinyurl.com/CEAmazon</a>. </span></span></span><br />
<span style="font-family: Times;">***</span><br />
<br />
<div class="WordSection1">
<div align="center" class="MsoNoSpacing" style="margin: 0in 0in 0pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria",serif; font-size: 12pt;">1. Avoiding The Tragic “Accident”:<o:p></o:p></span></b></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin: 0in 0in 0pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria",serif; font-size: 12pt;">Biomechanics You Need To
Know</span></b><span style="font-family: "Garamond",serif; font-size: 12pt; mso-bidi-font-style: italic;"><o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin: 0in 0in 0pt; text-align: center;">
<span style="font-family: "Garamond",serif; font-size: 12pt; mso-bidi-font-style: italic;"><o:p> </o:p></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin: 0in 0in 0pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Garamond",serif; font-size: 12pt; mso-bidi-font-style: italic;"><o:p> </o:p></span></b></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">The absolute first priority for anyone training with weights
should be to avoid a catastrophic injury.<span style="mso-spacerun: yes;">
</span>That should be obvious, but consider the following:<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpFirst" style="margin: 0in 0in 0pt 0.5in; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -0.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 12pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">In
1972, Muscular Development magazine reported on a Pennsylvania man, found dead
in his home, on his bench press, with the bar across his throat.<span style="mso-spacerun: yes;"> </span>He apparently missed his lift, the bar landed
on his chest, and rolled to his throat, strangling him.<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0pt 0.5in; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -0.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 12pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">In
2002, Flex magazine reported on a competitive bodybuilder, performing a barbell
squat with 675 pounds for a photo shoot.<span style="mso-spacerun: yes;">
</span>As he bent his knees, he lost control of the descent, landing on his
knees, then falling backwards with the weight.<span style="mso-spacerun: yes;">
</span>His quadriceps and patellar ligaments were torn, resulting in multiple
surgeries, months of rehab, and putting his ability to walk at risk. <o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0pt 0.5in; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -0.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 12pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">In
2003, Club Industry magazine reported on a lawsuit brought by a man using a
Smith machine for squats.<span style="mso-spacerun: yes;"> </span>He wasn’t able
to control the descent of the bar, the machine did not have bottom stops, and
so his spine was crushed between the bar and the floor, leaving him
quadriplegic.<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0pt 0.5in; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -0.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 12pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">In
2007, a college football player, after performing the step-up exercise with 185
pounds on a bar across his shoulders, twisted an ankle returning the bar to the
rack, and fell with the barbell.<span style="mso-spacerun: yes;"> </span>He
suffered injuries to his spine and, again, his ability to walk was put at risk.<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpLast" style="margin: 0in 0in 10pt 0.5in; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -0.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 12pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">In
2009, a college football player, bench pressing 275 pounds with a spotter,
missed the lift, dropped the bar on his throat, and had to have 3 emergency
surgeries on his vocal cords, adam’s apple and neck.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">These instances, which involved a range of trainees from guys
working out at home and in commercial gyms to high level athletes, are always
reported as tragic, freak accidents.<span style="mso-spacerun: yes;">
</span>And it is tragic that these people suffered life-altering injuries doing
something that was supposed to be life-enhancing, and that clearly they weren’t
intending on getting injured, so in that sense, these are accidents.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>But what is
especially tragic is that even though these are standard exercises, the
injuries they could cause are predictable and preventable.<span style="mso-spacerun: yes;"> </span>An analysis of even the most fundamental
biomechanics suggests that the “freak” occurrence is when you push these
exercises hard and <i style="mso-bidi-font-style: normal;">don’t</i> get
hurt.<span style="mso-spacerun: yes;"> </span>Squats and bench press are
especially dangerous, because your spine, and your throat, face, and jaw are
between the barbell and gravity.<span style="mso-spacerun: yes;"> </span>Here
are the biomechanics you need to know to avoid a catastrophic injury:<o:p></o:p></span></span></div>
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt 0.5in; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -0.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 12pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-size: 12pt;"><span style="font-family: Calibri;">Free weights “get
heavier” as you bend.<o:p></o:p></span></span></div>
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt 0.5in; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -0.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 12pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-size: 12pt;"><span style="font-family: Calibri;">You can lower
more weight than you can lift.<o:p></o:p></span></span></div>
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt 0.5in; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -0.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 12pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-size: 12pt;"><span style="font-family: Calibri;">The bones and
muscles of the spine aren’t suited for top-heavy loads.<o:p></o:p></span></span></div>
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt 0.5in; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -0.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 12pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-size: 12pt;"><span style="font-family: Calibri;">Balancing on one
leg or a split stance relies on small muscles of the hip and deep muscles of
the spine.<o:p></o:p></span></span></div>
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt 0.5in; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -0.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 12pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-size: 12pt;"><span style="font-family: Calibri;">Putting the
weight back relies on much smaller muscles than the ones that lifted it. <span style="mso-spacerun: yes;"> </span><o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><o:p><span style="font-family: Calibri;"> </span></o:p></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria",serif; font-size: 12pt; line-height: 115%;">Free
weights “get heavier” as you bend.<o:p></o:p></span></b></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>Anyone who
has done a squat or bench press with a barbell knows this to be true.<span style="mso-spacerun: yes;"> </span>Put the bar on your shoulders to start the
squat, and while you’re standing with your knees and back straight, the weight
is manageable. Same with the bench press, as you take the bar off the rack and
your elbows are straight.<span style="mso-spacerun: yes;"> </span>As soon as you
break the lock at the knees and elbows, the weight starts to get heavier,
becoming heaviest the closer you get to the bottom.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>But it’s not
“heavier”; it’s the same barbell.<span style="mso-spacerun: yes;">
</span>Something changed from lockout to sticking point, but it isn’t the
weight.<span style="mso-spacerun: yes;"> </span>It’s the moment arm, or the
lever through which the weight acts.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhu-TRnTF8siEJ_iFnqgIOyzGQiPpxCJm3pSeHMs8CY0TDC_QwLLADeWTGPYk0gc8CwAOOEcQfwb3G8TOAVh6JO0I638N87L0gCVKPcZU_1zHVAvbChfiJDvSKyXW6-rp27cj8UlcW0nf2q/s1600/moment+arm.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhu-TRnTF8siEJ_iFnqgIOyzGQiPpxCJm3pSeHMs8CY0TDC_QwLLADeWTGPYk0gc8CwAOOEcQfwb3G8TOAVh6JO0I638N87L0gCVKPcZU_1zHVAvbChfiJDvSKyXW6-rp27cj8UlcW0nf2q/s1600/moment+arm.jpg" height="320" width="246" /></a><span style="font-family: Calibri;"><span style="font-size: 12pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 1;"> </span>The clearest way to demonstrate
Moment Arm is with a Seesaw.<span style="mso-spacerun: yes;"> </span>Walk up one
side of a seesaw (for demonstration purposes only, don’t try this at home) and
stand directly over the axle.<span style="mso-spacerun: yes;"> </span>No matter
what you weigh, conceivably, you could balance both sides of the plank off the
ground, because your weight is directly over the axis.<span style="mso-spacerun: yes;"> </span>But if you take one step to either side, or
even shift your weight, the plank tips.<span style="mso-spacerun: yes;">
</span>By moving your weight away from the axis, you introduce a moment arm,
making your same weight “heavier”.</span></span></div>
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">With the
barbell squat and bench press, when the weight is directly over your joints,
it’s the same as standing over the axle.<span style="mso-spacerun: yes;">
</span>“Lockout” is the same as no moment arm: the axes are in line with the
weight.<span style="mso-spacerun: yes;"> </span>As you break lockout in the
squat, and your hips move back, it has the same effect as stepping to the side
on the seesaw.<span style="mso-spacerun: yes;"> </span>Instead of the weight
walking away from the axis (the seesaw), the axis is moving away from the
weight.<span style="mso-spacerun: yes;"> </span>Either way, a moment arm is
created, and the weight gets “heavier”.<o:p></o:p></span></span><br />
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>The moment
arms in the barbell bench press are less visual, but as you lower, the weight
moves away from directly over the shoulders and elbows.<span style="mso-spacerun: yes;"> </span>It’s easier to see with dumbbells.<span style="mso-spacerun: yes;"> </span>Since hand width is fixed on a barbell, as
the elbows bend, they also move away, so you get moment arms created at both
sets of joints.<span style="mso-spacerun: yes;"> </span>With barbells or
dumbbells, the weights get harder to handle as they approach the bench presser.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>This
easy-to-hard pattern is in play at all weight levels, but is obviously more of
a concern at maximum efforts.<span style="mso-spacerun: yes;"> </span>With a
light enough weight, you could conceivably throw the weight off or push it to
the side if you run into trouble.<span style="mso-spacerun: yes;"> </span>As you
approach your maximum, this becomes less of an option, and if you’re in a smith
machine, it’s not an option.<span style="mso-spacerun: yes;">
</span>Practically, this means you could guess wrong about your capability, put
too much weight on the bar, start out ok, and then only realize, too late, that
it’s too heavy. So the conventional squat and bench press with a barbell moves
from easy-to-hard, mechanically.<span style="mso-spacerun: yes;">
</span>There’s also a muscular aspect. <o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria",serif; font-size: 12pt; line-height: 115%;">You
can lower more weight than you can lift.<o:p></o:p></span></b></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2svrY9KWB1BQx_pRRryDMLVOmUstTq-pZfJvCocUAlVEJkbpOVDKg5bpNoApnqU6OQSG_2jDas8NzoFpgFzh9FXGNuu0HKYWmqRySyWSTZtGetOZSv9n8plggs5KQvO6ogscGLYMj9PXq/s1600/levels+of+strength.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2svrY9KWB1BQx_pRRryDMLVOmUstTq-pZfJvCocUAlVEJkbpOVDKg5bpNoApnqU6OQSG_2jDas8NzoFpgFzh9FXGNuu0HKYWmqRySyWSTZtGetOZSv9n8plggs5KQvO6ogscGLYMj9PXq/s1600/levels+of+strength.jpg" height="320" width="306" /></a><span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>Muscles are
commonly described as having three levels of strength.<span style="mso-spacerun: yes;"> </span>Positive strength comes from the shortening
of muscle (a “concentric contraction”); an example of which is lifting a
weight.<span style="mso-spacerun: yes;"> </span>A higher level of strength is
isometric (“static contraction”),<span style="mso-spacerun: yes;"> </span>where
the muscle exerts effort to hold its’ position.<span style="mso-spacerun: yes;">
</span>The highest level is “negative” strength (“eccentric contraction”),
which comes from allowing the muscle to lengthen under control.<span style="mso-spacerun: yes;"> </span></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>Practically,
in the gym, this has several applications.<span style="mso-spacerun: yes;">
</span>Generally, if you’ve lifted a weight ten times, and can’t complete
number eleven, you could stop your set at ten.<span style="mso-spacerun: yes;">
</span>Or, you could begin rep 11, stall during the rep, and hold that position
for as long as you can, extending your set.<span style="mso-spacerun: yes;">
</span>And if you have attentive training partners, they can then lift the
weight for you, so you can lower it under control, extending the set even
further.<span style="mso-tab-count: 1;"> </span><o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<!--[if gte vml 1]><v:shape id="_x0000_s1027"
type="#_x0000_t75" style='position:absolute;left:0;text-align:left;
margin-left:1379.8pt;margin-top:0;width:233.25pt;height:3in;z-index:251661824;
mso-position-horizontal:right;mso-position-horizontal-relative:margin;
mso-position-vertical:center;mso-position-vertical-relative:margin' stroked="t">
<v:imagedata src="file:///C:\Users\William\AppData\Local\Temp\msohtmlclip1\01\clip_image003.jpg"
o:title="" croptop="7606f" cropbottom="8997f" cropleft="3434f" cropright="7219f"/>
<w:wrap type="square" anchorx="margin" anchory="margin"/>
</v:shape><![endif]--><!--[if !vml]--><!--[endif]--><span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>It
could also go the other way (“negative training”), where you deliberately pick
a weight heavier than you could lift and just do the lowering portion of the
set.<span style="mso-spacerun: yes;"> </span>If you can’t do a chin up, for
example, you could climb to the top, and only do the lowering portion of the
rep; which obviously allows you to work those muscles better than not doing any
chin ups.<o:p></o:p></span></span></div>
<div align="center" class="MsoNormal" style="margin: 0in 0in 10pt; text-align: center;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">The issue with the squat and bench
press, however, is if you don’t realize the weight is too heavy.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>For
exercises where you lift, first, if you pick too heavy a weight, you know right
away that you can’t do the rep.<span style="mso-spacerun: yes;"> </span>Put 500
pounds on a bar and try to deadlift it.<span style="mso-spacerun: yes;">
</span>Put 200 pounds on a bar and try to curl it.<span style="mso-spacerun: yes;"> </span>You’ll know right away that the weight is too
heavy, and generally stop before anything bad happens.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>With the
squat and the bench press, you start at lockout, the mechanically easiest
part.<span style="mso-spacerun: yes;"> </span>You’re also starting with the
lowering phase, where you can handle more weight than you can lift or
hold.<span style="mso-spacerun: yes;"> </span>You might actually be able to
start the squat with the same 500 pounds you walked away from on the deadlift,
and you might be able to lower it under control; but if you realize it’s too
heavy, you may not be able to lift it, and you may not be able to stop it.<span style="mso-spacerun: yes;"> </span>The same aspects of muscle strength that
allow you to extend your set, and to practice chin-ups, even to walk down steps
with little effort, can cause real problems on the squat and bench. <o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>Starting at
lockout and doing the negative first apply to both the squat and bench
press.<span style="mso-spacerun: yes;"> </span>The squat has the added
complication of involving the spine.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria",serif; font-size: 12pt; line-height: 115%;">The
bones and muscles of the spine aren’t suited for top-heavy loads.<o:p></o:p></span></b></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpYXw0VzrVMSgFA7xHyZLq2ZKfcLL_Wo8NyfbBpoOks5EtgaHt0PV2rhFI2ALyqBqnPD0YQHK52UPEWNTzGGKp5EjwRk-zs9snTDf4gv9OMbSegP-sQEKavEx4CEULcDeYPoI6sk8EBgUx/s1600/back+architecture.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpYXw0VzrVMSgFA7xHyZLq2ZKfcLL_Wo8NyfbBpoOks5EtgaHt0PV2rhFI2ALyqBqnPD0YQHK52UPEWNTzGGKp5EjwRk-zs9snTDf4gv9OMbSegP-sQEKavEx4CEULcDeYPoI6sk8EBgUx/s1600/back+architecture.jpg" height="320" width="299" /></a></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-family: Calibri;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span></span></b><span style="font-size: 12pt; line-height: 115%;">Take a look at the human skeleton, the spine in particular, preferably a
rear or side view.<span style="mso-spacerun: yes;"> </span>Starting at the
pelvis and looking towards the head, we see three sections of vertebrae: 5
lumbar<b style="mso-bidi-font-weight: normal;">, </b>12 thoracic, and 7
cervical.<span style="mso-spacerun: yes;"> </span>The size and shape of each is
related to their function.<span style="mso-spacerun: yes;"> </span>The lumbar
are the biggest and strongest of the column with interlocking processes,
preventing rotation.<span style="mso-spacerun: yes;"> </span>This stability is
to support the weight of the entire upper body.<span style="mso-spacerun: yes;">
</span><o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>Next up is
the thoracic.<span style="mso-spacerun: yes;"> </span>The lower vertabrae are
about the same size as the lumbar, but each next, higher vertebrae gets
smaller, as each supports less weight.<span style="mso-spacerun: yes;">
</span>Each thoracic is not as locked in to the next, as the lumbar are, which
allows for rotation.<span style="mso-spacerun: yes;"> </span>We need more
general mobility in the thoracic, compared to the lumbar, because this is also
where the ribs attach, which have to accommodate breathing.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>The top
section of the spine, the cervical, has the smallest vertebrae with the least
amount of interlock.<span style="mso-spacerun: yes;"> </span>These only have to
support the weight of the head, and require the most mobility (as a unit) <span style="mso-spacerun: yes;"> </span>of the three regions.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>Generally,
the overall organization of the bones of the spine is a pyramid: stronger and
thicker at the bottom, supporting less weight towards the top.<span style="mso-spacerun: yes;"> </span>Practically, a pyramid provides stability: a
broader base of support with a lower center of gravity means you can stand,
walk, or sit with very little muscular effort.<span style="mso-spacerun: yes;">
</span><o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>Once you
move, however, the pyramid is disrupted, and the muscles have to provide more
stability.<span style="mso-spacerun: yes;"> </span>Let’s look at the muscles
around the spine, moving from deepest to most superficial.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>The deepest
layer are the rotatores, each of which connect each vertebrae to the next
adjacent, running almost horizontally.<span style="mso-spacerun: yes;">
</span>Visually, these are stacked from top to bottom, and each individual
muscle is very short.<span style="mso-spacerun: yes;"> </span>Next are the
multifidis, which connect each vertebrae diagonally to the next; also stacked
top to bottom, and individually not as short as the rotatores.<span style="mso-spacerun: yes;"> </span>Each individual muscle in these sets of
muscles only connects one vertabra to the next.<span style="mso-spacerun: yes;">
</span>The shortness of these muscles suggests that their function is not so
much to twist the spine, as it is to hold the spine steady.<span style="mso-spacerun: yes;"> </span><o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<!--[if gte vml 1]><v:shape id="_x0000_s1029"
type="#_x0000_t75" style='position:absolute;left:0;text-align:left;
margin-left:1813.85pt;margin-top:0;width:271.05pt;height:4in;z-index:251663872;
mso-position-horizontal:right;mso-position-horizontal-relative:margin;
mso-position-vertical:top;mso-position-vertical-relative:margin' stroked="t">
<v:imagedata src="file:///C:\Users\William\AppData\Local\Temp\msohtmlclip1\01\clip_image005.jpg"
o:title=""/>
<w:wrap type="square" anchorx="margin" anchory="margin"/>
</v:shape><![endif]--><!--[if !vml]--><!--[endif]--><span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>The
most superficial layers, the semispinalis and the erector spinae, are
individually longer, and connect over more than the next vertebrae.<span style="mso-spacerun: yes;"> </span>Part of the semispinalis connects the head to
different points in the thoracic; part of it connects the neck to different
parts of the thoracic; and part of it connects the upper portion of the
thoracic to the lower portion.<span style="mso-spacerun: yes;"> </span>Parts of
the erector spinae connect the pelvis and thoracic to higher points on the
thoracic and cervical spine.<span style="mso-spacerun: yes;"> </span>These sets
of muscles, which can contract over a greater distance, seem more suited to
moving the spine (although the functions probably don’t break up that neatly).<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>Compare
above the pelvis with below.<span style="mso-spacerun: yes;"> </span>The pelvis
itself is a pretty solid structure of few bones, each significantly bigger than
any of the vertebrae.<span style="mso-spacerun: yes;"> </span>On the back side,
a big superficial muscle, the gluteus maximus, connects the pelvis to the
femur, and the hamstrings (connect the pelvis to the lower leg.<span style="mso-spacerun: yes;"> </span>On the front side, part of the quads (rectis
femoris) connects the pelvis to the lower leg, while the rest connects the
femur to the lower leg.<span style="mso-tab-count: 1;"> </span><o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>The system
below the pelvis provides for speed and power: big, superficial muscles pull on
few, solid beams of bone, moving through large ranges of motion, in few
directions.<span style="mso-spacerun: yes;"> </span>Above the pelvis, there’s no
muscle match for the glutes or quads; and even if there were, the spine isn’t a
beam like the femur.<span style="mso-spacerun: yes;"> </span>With the spine,
many muscles only have to hold or move slightly, the next vertebrae.<span style="mso-spacerun: yes;"> </span>This system provides mobility, with stability,
for the overall spine.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>What does
this suggest about putting a barbell on top of the spine? <o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>With
bodyweight alone, the muscles and joints of the spine are fully capable of
holding the torso and head steady, while the bigger muscles (glutes, quads, and
hams) move the legs and propel the upper body.<span style="mso-spacerun: yes;">
</span>In this example, the spine does function as a “column”.<span style="mso-spacerun: yes;"> </span>Manual laborers have known this for
years:<span style="mso-spacerun: yes;"> </span>“Lift with your legs, not your
back”, means “hold your spine steady, while you bend at your hips and knees”. <o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>Put a
barbell across your shoulders, however, and the situation changes.<span style="mso-spacerun: yes;"> </span>Now, instead of a decreasing load from pelvis
to head, we have dramatically reversed the load: even just a bar at shoulder
level is significantly greater than the weight of the head.<span style="mso-spacerun: yes;"> </span>Neither the muscles nor the vertebrae are
structured to support this: the closer the vertebrae are to the head, the
smaller they are; and there is no single mass of muscle connecting the lower
vertebrae to the head and neck.<span style="mso-spacerun: yes;"> </span>The
same weight that is appropriate to challenge the glutes and quads, working
through the largest, strongest bones and muscles in the body, also has to be
supported by the dozens of smaller muscles around each individual vertabrae.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>Practically,
if you squat with a barbell, your back muscles will get stronger, up to a
point.<span style="mso-spacerun: yes;"> </span>But the spine also has discs and
nerves that are being loaded with the bar on your back, which doesn’t apply to
the femur.<span style="mso-spacerun: yes;"> </span>As the glutes and quads get
stronger and need more weight to challenge them, your back is taking on more
strain in a variety of ways.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>So the idea
of working your lower body, by loading a barbell on your shoulders, is limited
in several directions.<span style="mso-spacerun: yes;"> </span>Don’t worry; it
can get worse:<span style="mso-spacerun: yes;"> </span>put a barbell on your
shoulders and try to exercise one leg at a time.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria",serif; font-size: 12pt; line-height: 115%;">Balancing
on one leg or a split stance relies on small muscles of the hip and deep
muscles of the spine.</span></b></div>
<span style="font-family: Calibri;"><div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span></span></b><div class="separator" style="clear: both; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwLLvMpBZKhLF8OjtutGwFI51uIPs7V7eE0m1t_ijww_-PxHd6igJSBFji90p2GkMKoxvpv-_X17Opr78e7Oy8xJiFLwg-_ad7ikVEFjkDJwk6s9cojeKkU5Cux8yGvIfTQsq0tDj5URRQ/s1600/stable.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwLLvMpBZKhLF8OjtutGwFI51uIPs7V7eE0m1t_ijww_-PxHd6igJSBFji90p2GkMKoxvpv-_X17Opr78e7Oy8xJiFLwg-_ad7ikVEFjkDJwk6s9cojeKkU5Cux8yGvIfTQsq0tDj5URRQ/s1600/stable.jpg" height="297" width="320" /></a></b></div>
<br />
<span style="font-size: 12pt; line-height: 115%;"><div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
A fundamental concept in biomechanics is relating your center of gravity
to your base of</div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
support.<span style="mso-spacerun: yes;"> </span>You can stand
on two feet and maintain your balance pretty much without effort, because your
center of gravity falls within your base of support.<span style="mso-spacerun: yes;"> </span>Pick one foot up, i.e., remove a support, and
you should fall to that side, because now, your center is outside your single
support.<span style="mso-spacerun: yes;"> </span><o:p></o:p></div>
</span></div>
</span><div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>Generally,
though, we don’t, by unconsciously shifting our center of gravity away from the
foot off the ground, and directly over the foot on the ground.<span style="mso-spacerun: yes;"> </span>The function of the muscles on the side of
the hip (gluteus medius and minimus), in spite of what’s implied by hip
abduction machines, isn’t to pull the femur towards the outside of the pelvis;
it’s to pull down on the pelvis, shifting the center of gravity towards that
side.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>It’s not a
dramatic shift; in fact, it’s barely noticeable.<span style="mso-spacerun: yes;"> </span>If you stand, put your thumbs on the sides of
your hip, and pick one foot up to balance on one foot, you can feel the muscle
tighten and (if you avoid falling) feel your balance shift.<span style="mso-spacerun: yes;"> </span>At the same time, the deep muscles around the
spine, rotatores and multifidis, tighten, so when the pelvis shifts, the torso
follows, maintaining the balance.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<!--[if gte vml 1]><v:shape id="_x0000_s1028"
type="#_x0000_t75" style='position:absolute;left:0;text-align:left;
margin-left:2335pt;margin-top:0;width:313.4pt;height:4in;z-index:251662848;
mso-position-horizontal:right;mso-position-horizontal-relative:margin;
mso-position-vertical:bottom;mso-position-vertical-relative:margin' stroked="t">
<v:imagedata src="file:///C:\Users\William\AppData\Local\Temp\msohtmlclip1\01\clip_image007.jpg"
o:title=""/>
<w:wrap type="square" anchorx="margin" anchory="margin"/>
</v:shape><![endif]--><!--[if !vml]--><!--[endif]--><span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>The
same shift has to happen with exercises.<span style="mso-spacerun: yes;">
</span>Heel raises, split squats, lunge walking, reverse lunges, stepping up to
a bench are all common exercises that disrupt your base of support.<span style="mso-spacerun: yes;"> </span>Your performance of these exercises,
conceivably for the prime movers of the lower body, is going to be limited by
how well your side hips manage that shift.<span style="mso-spacerun: yes;">
</span>This is not necessarily a bad thing, because aside from rowing and
weightlifting, few sports and physical activities use both legs together as in
a leg press or squat.<span style="mso-spacerun: yes;"> </span>Your inner thigh
and outer hip muscles will work extra to stabilize the femur, so the larger
muscles can drive the limbs.<span style="mso-spacerun: yes;"> </span>So you
might trade off some intensity for the prime movers, for more stabilization,
and in the long run it may even out.<span style="mso-spacerun: yes;"> </span>The
complications start when you try to add resistance.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>Using a
barbell extends your mass so far to the sides that the normal shift of your
center of gravity gets magnified.<span style="mso-spacerun: yes;">
</span>Instead of your center of gravity being connected to your body mass,
it’s now connected laterally to the ends of the bar.<span style="mso-spacerun: yes;"> </span>If the bar isn’t placed exactly centered, or
if the plates shift at all, or if the wind blows to one side, you don’t just
have to manipulate your bodyweight; it’s your bodyweight, plus the extra moment
arms created laterally.<span style="mso-spacerun: yes;"> </span>If you lose your
balance, you’re probably better off if the bar falls off than if you try to
re-balance, because the spine is going to be unavoidably involved.<span style="mso-spacerun: yes;"> </span>(Maybe not so good for other people in the
gym.)<span style="mso-spacerun: yes;"> </span><o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>The safest
way to load single-leg or split stance exercises with weight is by keeping the
weight close to your center.<span style="mso-spacerun: yes;"> </span>Weighted
vest, one dumbbell on the working side, dumbbells in each hand, weight plate
held across the chest, even a hip belt:<span style="mso-spacerun: yes;">
</span>all these keep the weight closer to your center, and provide similiar
work for the lower body stabilizers and prime movers.<span style="mso-tab-count: 1;"> </span><o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria",serif; font-size: 12pt; line-height: 115%;">Putting
the weight back involves much smaller muscles than the ones that lifted it.<o:p></o:p></span></b></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-family: Calibri;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span></span></b><span style="font-size: 12pt; line-height: 115%;">You have finished your set without incident.<span style="mso-spacerun: yes;"> </span>Your muscles might be burning, you’re
breathing heavier, you have barely locked out the last, most difficult
rep.<span style="mso-spacerun: yes;"> </span>Don’t relax yet:<span style="mso-spacerun: yes;"> </span>you have to maintain lockout until the bar is
physically supported by the rack.<span style="mso-spacerun: yes;"> </span>Your
prime movers are shot, so if the weight moves away from zero moment arm, that
load is going to have to be supported by much smaller, deeper<span style="mso-spacerun: yes;"> </span>muscles.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>With the
squat, if you slouch, relax your gut, or bend forward to put the bar on the
stand, the weight moves off center, and the deep muscles of the spine discussed
above will try to hold things together. With any amount of weight on your shoulders,
this puts the spine in a vulnerable position, so a weight that challenged your
glutes and quads is especially dangerous.<span style="mso-spacerun: yes;">
</span>You have to keep everything tight, walk as short a distance as possible
to the rack, position the bar directly over the rack, then set the weight
down.<span style="mso-spacerun: yes;"> </span>Now you can collapse.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>The bench
press is a bit more complex. Many bench press stations have too much height
between the bench and the rack, so you either need a lift off from a partner or
you hunch your shoulders forward to get the bar.<span style="mso-spacerun: yes;"> </span>Bench pressers usually position themselves
away from the rack, so it doesn’t interfere with the path of the bar; but this
means the bar has to move over your forehead, face, jaw, and throat before
getting set to press.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>This is
manageable at the start of the set, but when you’re done, you have to reverse
everything, and this is where the problems are.<span style="mso-spacerun: yes;">
</span>At the end of the set, you’re locked out: the pecs and triceps are shot,
but you can still support the weight.<span style="mso-spacerun: yes;">
</span>Since the rack is “overhead”, you have to move the bar away from
directly over your chest, towards the rack.<span style="mso-spacerun: yes;">
</span>Even though your elbows are still locked, you create a new moment arm,
so again, the same weight gets “heavier”.<span style="mso-spacerun: yes;">
</span>Only now, the weight is over your face, and your pecs and triceps are
spent.<span style="mso-spacerun: yes;"> </span><o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>At the same
time, you have to raise the bar to clear the rack.<span style="mso-spacerun: yes;"> </span>If you lift your shoulders off the bench
(protract the scapula), you use the serratus anterior and pectoralis
minor.<span style="mso-spacerun: yes;"> </span>Since both are deeper and smaller
than the pectorals, in order for them to move the same weight that exhausted
the pectorals, they probably have to heave, not lift under control.<span style="mso-spacerun: yes;"> </span>The combination of exhausted prime movers,
deep muscles trying to move big weight, a new moment arm, and being pinned in
place can be a disaster.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>A single
human spotter may not be much help.<span style="mso-spacerun: yes;">
</span>Usually the spotter stands centered between the stands, but away from
the path of the bar.<span style="mso-spacerun: yes;"> </span>If the bench
presser misses the rack, or gets stuck at the bottom, the spotter has to be
able to power clean or deadlift the bar, quickly.<span style="mso-spacerun: yes;"> </span>I especially like the 200 pound bodybuilder
being spotted by the 135 pound partner.<span style="mso-spacerun: yes;">
</span>Unless that 135 pounder can clean 300 pounds, the best you can hope for
is the 911 call.<span style="mso-spacerun: yes;"> </span><o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>Ideally,
once you finish your set, you stay locked with the weight above your chest,
without trying to lift your shoulders or lean the weight towards the rack,
while spotters lift the weight to the supports.<span style="mso-spacerun: yes;">
</span>The minimum setup is to have two, one at each end, to lift and place the
bar on the rack, or to hold it off you while you scramble.<span style="mso-spacerun: yes;"> </span>The best is to have a third, centered, who
can steer the bar. <o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria",serif; font-size: 12pt; line-height: 115%;">Practical
steps to avoid barbell catastrophe <o:p></o:p></span></b></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>If your tool
of choice is the barbell, whether by necessity or preference, you have to take
precautions, especially with maximum efforts.<span style="mso-spacerun: yes;">
</span>You may still get hurt with submax efforts, and you may still get hurt
with the precautions in place, but probably not with permanent, life-altering
injuries.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;">Center the bar, and always use collars.</b><span style="mso-spacerun: yes;"> </span>Deep muscles make small adjustments for
centering and balance.<span style="mso-spacerun: yes;"> </span>Extending the
weight laterally makes excessive demands on them, that will probably never come
up in any other context, and is too risky.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-family: Calibri;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 115%;">Use structural barriers
to avoid being pinned by the barbell</span></b><span style="font-size: 12pt; line-height: 115%;">.<span style="mso-spacerun: yes;"> </span>Horizontal rails
should be sturdy enough and set high enough to keep the bar off you.<span style="mso-spacerun: yes;"> </span>If you use a smith machine, the bottom stops
must be set no lower than the sticking point; don’t rely on the hooks.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-family: Calibri;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 115%;">Use a minimum of 2,
preferably 3, human spotters</span></b><span style="font-size: 12pt; line-height: 115%;"> <b style="mso-bidi-font-weight: normal;">who are paying attention</b>.
One at each end of the barbell, to catch and lift it off you, and a center one
to steer, either the barbell or you out of the way.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-family: Calibri;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 115%;">Stay tight at the end
of the set</span></b><span style="font-size: 12pt; line-height: 115%;">.<span style="mso-spacerun: yes;"> </span>Even with locked knees and elbows, you can
still make the weight “heavier” by accidentally creating a new moment arm,
which would risk straining the deep muscles and worse. Maintain your posture
until the bar is placed in the supports.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-family: Calibri;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 115%;">To load single-leg or
split stance exercises, keep the weight close to you, or use other techniques
for progression</span></b><span style="font-size: 12pt; line-height: 115%;">.<span style="mso-spacerun: yes;"> </span>Keeping the extra load close to the center
mimics the natural balancing more than the extended weight on a bar.<span style="mso-spacerun: yes;"> </span>You may choose<span style="mso-spacerun: yes;"> </span>less risk over more load, and use bodyweight
alone, for more reps and sets, and less rest.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Of course, the most direct way to avoid injury with a barbell
is:<span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;">Don’t
put a barbell over your spine, face, jaw, and throat.<span style="mso-spacerun: yes;"> </span></b>If you’re open to the idea, that is.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>For many
people, even if the barbell was capable of delivering unique, phenomenal
benefits, the risk simply isn’t worth it.<span style="mso-spacerun: yes;">
</span>There are other, effective ways of working the same muscles, and safer,
more appropriate ways of loading joints than with the barbell squat and bench
press.<span style="mso-spacerun: yes;"> </span>The barbell is a perfectly
adequate tool, especially compared to what was available before it, but it’s
not magic or super-science.<span style="mso-spacerun: yes;"> </span><o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>“Conventional
wisdom” has created an aura around certain exercises and approaches that isn’t
necessarily supported by basic biomechanics.<span style="mso-spacerun: yes;">
</span>Weights load limbs; deep muscles stabilize joints, so superficial
muscles can move the loaded limb; and bones at the joint move in relation to
each other.<span style="mso-spacerun: yes;"> </span>This happens whether you use
a barbell, bodyweight, a weight stack, or a rock.<span style="mso-spacerun: yes;"> </span>There’s no magic attached to one technique or
tool vs. the other.<span style="mso-spacerun: yes;"> </span>There are, however,
specific, documented ways that muscles and joints are supposed to function, and
walking into a gym doesn’t change that.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>Avoiding
catastrophe is really the least you can get out of applying biomechanics to
weight training.<span style="mso-spacerun: yes;"> </span>You can also cut down
on unnecessary strain on the joints, and load the muscles more
effectively.<span style="mso-spacerun: yes;"> </span>Fortunately, the two go
together.</span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">***<o:p></o:p></span></span></div>
</div>
For more on Congruent Exercise:<span style="font-family: "Garamond",serif; font-size: 11pt; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;"><br clear="all" style="mso-break-type: section-break; page-break-before: always;" />
<span style="font-family: Times New Roman; font-size: small;"><a href="http://congruentexercise.blogspot.com/2014/07/guide-to-congruent-exercise.html">http://congruentexercise.blogspot.com/2014/07/guide-to-congruent-exercise.html</a></span></span><br />
<span style="font-family: "Garamond",serif; font-size: 11pt; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;"><span style="font-family: Times; font-size: small;"><a href="http://tinyurl.com/CEAmazon">http://tinyurl.com/CEAmazon</a></span></span><br />
<span style="font-family: "Garamond",serif; font-size: 11pt; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;"><span style="font-family: Times; font-size: small;"></span></span><br />
<span style="font-family: "Garamond",serif; font-size: 11pt; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;"><span style="font-family: Times New Roman; font-size: small;">For personal training, consulting, and presentations, please contact Bill DeSimone via <a href="http://www.optimalexercisenj.com/">www.optimalexercisenj.com</a> </span></span>Congruent Exercisehttp://www.blogger.com/profile/14730114646393928993noreply@blogger.com0tag:blogger.com,1999:blog-1107629464732994560.post-27092679335160248672014-07-15T10:52:00.004-07:002014-07-15T10:53:57.123-07:00The Guide to Congruent Exercise<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: Times, "Times New Roman", serif; font-size: large;">Congruent Exercise: </span></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: Times, "Times New Roman", serif; font-size: large;">How To Make Weight Training Easier on Your Joints</span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUCvdfnupzXfpa-jJ_4vI47PAcBPobV4EtfaWmkQRUfxBDUj4q-Mt7OMQQXFDSDUlxvxdI92Pmqi8lHC6d5LWQDepJ5NYbBZkot8m7P56SsJkURwemIbCcOr1i28tZ2GLd3768a34tD7so/s1600/CE+FB+boost.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUCvdfnupzXfpa-jJ_4vI47PAcBPobV4EtfaWmkQRUfxBDUj4q-Mt7OMQQXFDSDUlxvxdI92Pmqi8lHC6d5LWQDepJ5NYbBZkot8m7P56SsJkURwemIbCcOr1i28tZ2GLd3768a34tD7so/s1600/CE+FB+boost.JPG" height="320" width="212" /></a></div>
<br />
<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">Press Release and Summary</span><br />
<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;"><a href="http://www.prweb.com/releases/2013/8/prweb10939201.htm">http://www.prweb.com/releases/2013/8/prweb10939201.htm</a></span><br />
<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;"></span><br />
<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">Preface and Introduction</span><br />
<a href="http://congruentexercise.blogspot.com/2013/02/congruent-exercise-preface-and.html"><span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">http://congruentexercise.blogspot.com/2013/02/congruent-exercise-preface-and.html</span></a><br />
<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;"></span><br />
<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">Chapter 3</span><br />
<a href="http://congruentexercise.blogspot.com/2013/04/fun-facts-and-fallacies-with-functional.html"><span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">http://congruentexercise.blogspot.com/2013/04/fun-facts-and-fallacies-with-functional.html</span></a><br />
<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;"></span><br />
<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">Amazon print and kindle </span><a href="http://tinyurl.com/CEAmazon"><span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">http://tinyurl.com/CEAmazon</span></a><br />
<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;"></span><br />
<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">Exercise demonstration (8 minutes) the Kindle version links to these individually. This video is all the exercises. </span><a href="http://tinyurl.com/congruentexercises" target="_blank"><span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">http://tinyurl.com/congruentexercises</span></a><br />
<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;"></span><br />
<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">Podcast with Dave Durell</span><br />
<a href="http://www.highintensitynation.com/2012/01/high-intensity-training-interview-of-the-month-bill-desimone/"><span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">http://www.highintensitynation.com/2012/01/high-intensity-training-interview-of-the-month-bill-desimone/</span></a><br />
<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;"></span><br />
<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">Presentation (90 minutes) </span><a href="http://www.youtube.com/watch?v=e34h3VIjEj4"><span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">http://www.youtube.com/watch?v=e34h3VIjEj4</span></a><span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;"> courtesy of Anthony Johnson</span><br />
<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">5 minute preview </span><a href="http://www.youtube.com/watch?v=mHnTPCBQxAc&list=UUdFeX3kO5Zt9ccqc0v7G72A&index=3"><span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">http://www.youtube.com/watch?v=mHnTPCBQxAc&list=UUdFeX3kO5Zt9ccqc0v7G72A&index=3</span></a><br />
<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;"></span><br />
<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">Explanation of the biomechanics of the chin up </span><a href="http://tinyurl.com/CongruentChin"><span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">http://tinyurl.com/CongruentChin</span></a><span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;"> </span><br />
<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;"></span><br />
<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">Comments, questions, more content at </span><a href="https://www.facebook.com/CongruentExercise"><span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">https://www.facebook.com/CongruentExercise</span></a><br />
<br />
<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;"><u>Congruent Exercise</u> copyright Bill DeSimone</span><br />
<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;"></span><br />
<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">See also the Guide to Moment Arm Exercise</span><br />
<a href="http://congruentexercise.blogspot.com/2014/07/the-guide-to-moment-arm-exercise.html"><span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">http://congruentexercise.blogspot.com/2014/07/the-guide-to-moment-arm-exercise.html</span></a>Congruent Exercisehttp://www.blogger.com/profile/14730114646393928993noreply@blogger.com0tag:blogger.com,1999:blog-1107629464732994560.post-7483227066295983242014-07-15T10:29:00.000-07:002014-07-15T10:55:14.901-07:00The Guide to Moment Arm Exercise<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgj6N-3jhA-ZrOhjLk5aMcedlsSw5H1Xsv7dOL7DksPcOBDjqgsPGrD2YERtlQ-u5KrCO9mJNeAyVf0M5omDu_g4cVI0yQU_HuXUZyCKWXqDFxJczxXYVTSKAA99z27KZ6bWnQ39D71ZuJU/s1600/MAEX.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgj6N-3jhA-ZrOhjLk5aMcedlsSw5H1Xsv7dOL7DksPcOBDjqgsPGrD2YERtlQ-u5KrCO9mJNeAyVf0M5omDu_g4cVI0yQU_HuXUZyCKWXqDFxJczxXYVTSKAA99z27KZ6bWnQ39D71ZuJU/s1600/MAEX.png" height="640" width="604" /></a></div>
<br />
<span style="font-family: "Arial","sans-serif";">These are links to most of
the Moment Arm Exercise material online. If you know of more, please let
me know at the Congruent Exercise Facebook page </span><a href="https://www.facebook.com/CongruentExercise"><span style="font-family: "Arial","sans-serif";"><span style="color: blue;">https://www.facebook.com/CongruentExercise</span></span></a><o:p></o:p><br />
<br />
<span style="font-family: "Arial","sans-serif";">Video introduction to Moment
Arm Exercise: </span><a href="http://tinyurl.com/maexintro"><span style="font-family: "Arial","sans-serif";"><span style="color: blue;">http://tinyurl.com/maexintro</span></span></a><o:p></o:p><br />
<br />
<span style="font-family: "Arial","sans-serif";">Text excerpts:</span><o:p></o:p><br />
<span style="font-family: "Arial","sans-serif";">Chapter 1 </span><a href="http://congruentexercise.blogspot.com/2013/02/how-heavy-is-ten-pound-dumbbell.html"><span style="font-family: "Arial","sans-serif";"><span style="color: blue;">http://congruentexercise.blogspot.com/2013/02/how-heavy-is-ten-pound-dumbbell.html</span></span></a><o:p></o:p><br />
<span style="font-family: "Arial","sans-serif";">Chapter 2 </span><a href="http://congruentexercise.blogspot.com/2013_05_01_archive.html"><span style="font-family: "Arial","sans-serif";"><span style="color: blue;">http://congruentexercise.blogspot.com/2013_05_01_archive.html</span></span></a><o:p></o:p><br />
<br />
<span style="font-family: "Arial","sans-serif";">Amazon link to order the spiral bound manual:</span><br />
<span style="font-family: "Arial","sans-serif";"></span><a href="http://tinyurl.com/momentarm"><span style="font-family: "Arial","sans-serif";"><span style="color: blue;">http://tinyurl.com/momentarm</span></span></a> <span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">Restock expected 7/18/2014.</span><br />
<br />
<span style="font-family: "Arial","sans-serif";">Interviews</span><br />
<span style="font-family: "Arial","sans-serif";">Conditioning
Research blog 11/2009: </span><a href="http://conditioningresearch.blogspot.com/2009/11/congruent-exercise-interview-with-bill_18.html"><span style="font-family: "Arial","sans-serif";"><span style="color: blue;">http://conditioningresearch.blogspot.com/2009/11/congruent-exercise-interview-with-bill_18.html</span></span></a><o:p></o:p><br />
<br />
<span style="font-family: "Arial","sans-serif";">the Dream Lounge
2009: </span><a href="http://www.thedreamlounge.net/interview-with-bill-de-simone-author-of-moment-arm-exercise/"><span style="font-family: "Arial","sans-serif";"><span style="color: blue;">http://www.thedreamlounge.net/interview-with-bill-de-simone-author-of-moment-arm-exercise/</span></span></a><o:p></o:p><br />
<br />
<span style="font-family: "Arial","sans-serif";">Ten minute videos,
explanation and demonstration, from 2009. </span><br />
<span style="font-family: "Arial","sans-serif";">Apologies for the sound quality.</span><br />
<a href="http://tinyurl.com/maexcalves"><span style="font-family: "Arial","sans-serif";"><span style="color: blue;">http://tinyurl.com/maexcalves</span></span></a><o:p></o:p><br />
<a href="http://tinyurl.com/maexforearm"><span style="font-family: "Arial","sans-serif";"><span style="color: blue;">http://tinyurl.com/maexforearm</span></span></a><o:p></o:p><br />
<a href="http://tinyurl.com/maexchest1"><span style="font-family: "Arial","sans-serif";"><span style="color: blue;">http://tinyurl.com/maexchest1</span></span></a><o:p></o:p><br />
<a href="http://tinyurl.com/maexchest2"><span style="font-family: "Arial","sans-serif";"><span style="color: blue;">http://tinyurl.com/maexchest2</span></span></a><o:p></o:p><br />
<a href="http://tinyurl.com/maexbiceps1"><span style="font-family: "Arial","sans-serif";"><span style="color: blue;">http://tinyurl.com/maexbiceps1</span></span></a><o:p></o:p><br />
<a href="http://tinyurl.com/maexbiceps2"><span style="font-family: "Arial","sans-serif";"><span style="color: blue;">http://tinyurl.com/maexbiceps2</span></span></a><o:p></o:p><br />
<br />
<strong><span style="color: black; font-family: "Arial","sans-serif";">Moment
Arm Exercise </span></strong><span style="color: black; font-family: "Arial","sans-serif";">copyright 2004 Bill DeSimone</span><o:p></o:p><br />
<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">See also</span> Guide to Congruent Exercise <a href="http://congruentexercise.blogspot.com/2014/07/guide-to-congruent-exercise.html">http://congruentexercise.blogspot.com/2014/07/guide-to-congruent-exercise.html</a>Congruent Exercisehttp://www.blogger.com/profile/14730114646393928993noreply@blogger.com0tag:blogger.com,1999:blog-1107629464732994560.post-10124676603119397872014-06-27T19:11:00.000-07:002014-06-27T19:14:48.070-07:00Dr. Darden's "Evitagen Elixir"*<br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt; text-indent: 0.5in;">
<span style="font-family: Calibri;"><span style="font-size: large;">I first heard of Ellington
Darden in the late 1970s.<span style="mso-spacerun: yes;"> </span>Through the
muscle magazines, I was a big fan of Mike Mentzer (or at least his photos and
bylines), and he would periodically drop Dr. Darden’s name in his articles.<o:p></o:p></span></span></div>
<span style="font-size: large;"></span><br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt; text-indent: 0.5in;">
<span style="font-family: Calibri;"><span style="font-size: large;">One day in a sporting goods
store I stumbled across this:<o:p></o:p></span></span></div>
<br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt; text-align: justify;">
<span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span><span style="mso-tab-count: 2;"> </span></span><br />
<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: Calibri;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqzuUsE5zAj3ZpElsP4LFc5meGAZrRAq2wpULTIQtBLxdq2M7QPzgqz-JMd8KKq_bpR7wc8po9AM7ZMPuQgTcGVSyOFewVs5XS_YIGAg6kHrpndx8N4FR1DSnWEbYva4yqiCUhXjI616dg/s1600/STP+ED045.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqzuUsE5zAj3ZpElsP4LFc5meGAZrRAq2wpULTIQtBLxdq2M7QPzgqz-JMd8KKq_bpR7wc8po9AM7ZMPuQgTcGVSyOFewVs5XS_YIGAg6kHrpndx8N4FR1DSnWEbYva4yqiCUhXjI616dg/s1600/STP+ED045.jpg" height="320" width="199" /></a></span></div>
<span style="font-family: Calibri;"> </span><br />
<span style="font-family: Calibri;"><o:p></o:p></span><br />
<span style="font-family: Calibri;"><span style="font-size: large;">Which was nothing short of outstanding.<span style="mso-spacerun: yes;"> </span>Keep in mind, the late ‘70s, no internet, no
cable, no ebooks, no Amazon, no fitness wing in a warehouse-sized book store; there
was not a lot in print on exercise, much less strength training.<span style="mso-spacerun: yes;"> </span>The most accessible information was the
muscle magazines, most of which were in the porn section of the newspaper
stand.<span style="mso-spacerun: yes;"> </span>Bad enough you had to buy these
things in public, then you actually tried to read them.<span style="mso-spacerun: yes;"> </span>Anything with Muscle in the title (Muscle
Builder, Muscle Power, Muscle Builder/Power, Muscle Training Illustrated,
Muscular Development, Muscle and Fitness, Muscle Ad Nauseum) was generally
pretty cheesy reading, with the occasional Mentzer article making the cost of the whole
magazine worth it.<span style="mso-spacerun: yes;"> </span>(I didn’t discover
Ironman-Peary Rader, not John Balik or Tony Stark-until years later.)<o:p></o:p></span></span><br />
<br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span><span style="font-size: large;">But
as far away as Mentzer’s articles were from most of the muscle media, Darden’s
STP was superior to Mentzer’s stuff, for my purposes, at least.<span style="mso-spacerun: yes;"> </span>No shaved, nearly naked photos; STP used
athletes in the photos.<span style="mso-spacerun: yes;"> </span>No “me-me-me” rambling;
STP is 80 small pages, and 8 of those are title, publishing info, and
bibliography.<span style="mso-spacerun: yes;"> </span>Bullet points, numbered
paragraphs, diagrams.<span style="mso-spacerun: yes;"> </span>Concise, clear,
informative.<span style="mso-spacerun: yes;"> </span>Maybe this book didn’t grab
the bodybuilders or the “fitness revolution”’s attention, but as a guide for
credible, responsible exercise instruction, that you could use successfully
with just about every non-bodybuilder, it was perfect.<span style="mso-spacerun: yes;"> </span>As you can tell from the wear on the cover, I,
and probably everyone else who had a copy wore the sucker out.<o:p></o:p></span></span></div>
<span style="font-size: large;"></span><br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-family: Calibri;"><span style="font-size: large;"><span style="mso-tab-count: 1;"> </span>The
next book of his that got my attention:</span></span></div>
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-family: Calibri;"><o:p></o:p></span> </div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyFNP-tOOjvOHQklLKqhmFifJAvL093GoBdthW45ADTYPDGR5udeplnp2lBQ_20Zusb6aNEHsV6bxtvkInW-rPAOfMhyp6HGYKvtHxYEEd9gyZik47CqJsfaqvivV2hom_MDcKScU5OKRu/s1600/NBB+ED046.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyFNP-tOOjvOHQklLKqhmFifJAvL093GoBdthW45ADTYPDGR5udeplnp2lBQ_20Zusb6aNEHsV6bxtvkInW-rPAOfMhyp6HGYKvtHxYEEd9gyZik47CqJsfaqvivV2hom_MDcKScU5OKRu/s1600/NBB+ED046.jpg" height="400" width="270" /></a></div>
<span style="font-family: Calibri;"><span style="mso-tab-count: 2;"> </span></span><br />
<o:p><span style="font-family: Calibri;"> </span></o:p><br />
<span style="font-family: Calibri;"><span style="font-size: large;">With a foreword by Mike Mentzer.<span style="mso-spacerun: yes;"> </span>What was I saying about bodybuilding,
again?<span style="mso-spacerun: yes;"> </span>Whoops.<span style="mso-spacerun: yes;"> </span>Still, the content and presentation here
far classier than the muscle magazines, with an extensive section of the
Nautilus line at the time.<span style="mso-spacerun: yes;"> </span>And that time
was very different than now.<span style="mso-spacerun: yes;"> </span>Nautilus
would become mainstream a bit later in the ‘80s, where even non-exercise people
knew what it meant, because every suburban racketball facility put a circuit
in.<span style="mso-spacerun: yes;"> </span>But at this time, 1982, all we knew
was sand-filled plastic weights at home, Universal in the high school gym, maybe O weights and benches in the few commercial gyms. Little leaked
out in the magazines about this new exercise equipment.<span style="mso-spacerun: yes;"> </span>Here were photos of the entire line with
explicit instructions on how to use the machines.<span style="mso-spacerun: yes;"> </span>Sign me up!<o:p></o:p></span></span><br />
<span style="font-size: large;"></span><br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-family: Calibri;"><span style="font-size: large;"><span style="mso-tab-count: 1;"> </span>Many
more books from Dr. Darden followed, and while I bought and read them all,
these were the two that really connected with me, so much so that I’ve kept
them both all these years, as you can tell from their less-than-mint condition. (</span><a href="http://www.amazon.com/Ellington-Darden/e/B000APAG9K/ref=sr_tc_2_0?qid=1403919363&sr=8-2-ent" target="_blank"><span style="font-size: large;">Ellington Darden's author page on Amazon</span></a><o:p><span style="font-size: large;"> for all his books.)</span></o:p></span></div>
<span style="font-size: large;"></span><br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-family: Calibri;"><span style="font-size: large;"><span style="mso-tab-count: 1;"> </span>Skip
ahead a few decades.<span style="mso-spacerun: yes;"> </span>(Ow.)<span style="mso-spacerun: yes;"> </span>In 2003 I put together a manual called </span><a href="http://www.amazon.com/Moment-Arm-Exercise-Bill-Simone/dp/B000RQCU46/ref=sr_1_1?s=books&ie=UTF8&qid=1403919478&sr=1-1&keywords=moment+arm+exercise" target="_blank"><span style="font-size: large;">Moment Arm Exercise</span></a><span style="font-size: large;">, which I somehow manage to get to Dr. Darden, who didn’t know
me at all, but he still went out of his way to send a complimentary email.<span style="mso-spacerun: yes;"> </span>Some time later, at Bo Railey’s first HIT
conference in Indianapolis, unsolicited, Dr. Darden gave up his lunch hour to
give me advice and encouragement on writing.<span style="mso-spacerun: yes;">
</span>The same at an Association of Old-time Barbell and Strongmen dinner.<span style="mso-spacerun: yes;"> </span>2005, Dr. Darden came out with <u>The New
Bodybuilding for Old School Results</u>, and among all the other profiles and
interviews, there I am.</span><span style="mso-spacerun: yes;"> </span><o:p></o:p></span></div>
<br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> <span style="font-size: large;"> </span></span><span style="font-size: large;">I
was tempted to retire then.<span style="mso-spacerun: yes;"> </span>I couldn’t
think of a greater professional compliment than to have someone I respected
from a distance, whose own career I followed, without whom I might not have a
career, who showed me you could present and write professionally and still work
in the field, turn around and write “this guy is worth reading” (with apologies
for the paraphrasing; pick up a copy from </span><a href="http://www.drdarden.com/" target="_blank"><span style="font-size: large;">his website</span></a><span style="font-size: large;"> for the exact passage).<o:p></o:p></span></span></div>
<span style="font-size: large;"></span><br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-family: Calibri;"><span style="font-size: large;"><span style="mso-tab-count: 1;"> </span>But
I didn’t retire, neither has he, and in the last few years I noticed he was
getting more involved with revisiting the “negative” aspect of training.<span style="mso-spacerun: yes;"> </span>Not as in detrimental, but as in emphasizing
the release of the muscle contraction, through new tech (the X-Force equipment)
and new methods which he hinted at on his website.<span style="mso-spacerun: yes;"> </span><o:p></o:p></span></span></div>
<br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> <span style="font-size: large;"> </span></span><span style="font-size: large;">I learned
that Roger Schwab had a line of X-Force in his Main Line Health & Fitness
in Bryn Mawr, Pennsylvania, about an hour and a half from me, and so I invited
myself in to try them in December 2012.<span style="mso-spacerun: yes;">
</span>And Roger graciously did not invite me out (thanks, Roger!).<span style="mso-spacerun: yes;"> </span>Now, during this time, Dr. D. was working on
his latest book and in touch with Roger, and so I was getting some small amount
of unpublished, behind the scenes hints as to what he was working on.<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>A big
part of that was the 30-30-30 technique (lowering-lifting-lowering), as a low
tech counterpart to the X-Force machines.<span style="mso-spacerun: yes;">
</span>Back in my studio, I played with the technique, and posted a few videos
to You Tube, which fortunately Dr. Darden liked.<span style="mso-spacerun: yes;"> </span>Then I backed off writing and posting about
it, to not undermine the eventual book that has recently come out (<u>The Body
Fat Breakthrough</u>).<o:p></o:p></span></span></div>
<span style="font-size: large;"></span><br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-family: Calibri;"><span style="font-size: large;"><span style="mso-tab-count: 1;"> </span>And
now the book is out, so I put out </span><a href="https://www.youtube.com/watch?v=PxKJ6-FyUCk" target="_blank"><span style="font-size: large;">another video</span></a><span style="font-size: large;">.</span></span></div>
<span style="font-size: large;"></span><br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-family: Calibri;"><span style="font-size: large;"><span style="mso-tab-count: 1;"> </span>Now,
as it happened, my own interests in exercise instruction have gone in a different
direction than Dr. Darden’s.<span style="mso-spacerun: yes;"> </span>I wouldn’t
be contributing much if all I did was parrot and reword Dr. Darden’s (or Jones’,
or Mentzer’s) work.<span style="mso-spacerun: yes;"> </span>No names, but there’s
enough of those guys out there already.<span style="mso-spacerun: yes;"> </span>My
particular obsession is in protecting your joints during exercise, in terms of
exercise selection and instructional details.<span style="mso-spacerun: yes;">
</span>So what I did in this video is take Dr. Darden’s 30-30-30 set structure,
and use it with the exercises and ranges of motion that I consider friendliest
on the joints, as I explained at length in <u><a href="http://www.amazon.com/Congruent-Exercise-Weight-Training-Easier/dp/1467930415/ref=pd_sim_b_1?ie=UTF8&refRID=19R8QG0SXEFTF3KER212" target="_blank">Congruent Exercise</a></u>.<span style="mso-spacerun: yes;"> </span>The video, which is about 12 minutes, has
notes popping up every 30 seconds or so explaining a particular biomechanics or
joint issue relevant to the visual.<span style="mso-spacerun: yes;">
</span>(Popping up, that is, unless you’re trying to watch on a mobile phone or
tablet.<span style="mso-spacerun: yes;"> </span>You Tube only makes the
annotations available via computer.<span style="mso-spacerun: yes;"> </span>So
if you watched on your phone and thought you were watching paint dry, sorry. I've included the notes below.)<span style="mso-spacerun: yes;"> </span><o:p></o:p></span></span></div>
<span style="font-size: large;"></span><br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-family: Calibri;"><span style="font-size: large;"><span style="mso-tab-count: 1;"> </span>Now,
the internet being what it is, I feel obligated to point out:<span style="mso-spacerun: yes;"> </span>me using different exercises and ranges than
Dr. Darden is not contentious, nor criticism, nor correction.<span style="mso-spacerun: yes;"> </span>I also warm up on a bike and an arm bike for
what Dr. Darden would probably consider an excessive time, and I stretch
afterwards. It’s what I do to keep me out of joint aches, based on my own
experience and research, and what I do with my clients, who tend to have
similar joint aches.<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>And if you experience your own joint aches
that you think may come from your exercise, you might find something useful in
my work.<span style="mso-spacerun: yes;"> </span>I’d consider my contribution to
be refinements to the overall process.<o:p></o:p></span></span></div>
<span style="font-size: large;"></span><br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-family: Calibri;"><span style="font-size: large;"><span style="mso-tab-count: 1;"> </span>To
my eye, as a general model for weight training, Dr. Darden’s work is unquestionably
the best place to start.<o:p></o:p></span></span></div>
<span style="font-size: large;"></span><br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt; text-indent: 0.5in;">
<span style="font-family: Calibri;"><span style="font-size: large;">*Now, the “Evitagen Elixir” in
the title.<span style="mso-spacerun: yes;"> </span>There is no “Evitagen Elixir”...to drink, anyway.<span style="mso-spacerun: yes;"> </span>Just having some fun with a throwback to the
hype from the early muscle magazines.<span style="mso-spacerun: yes;"> </span>You’ll have to buy the book to figure out “evitagen”.<span style="mso-spacerun: yes;"> </span>I honestly do think Dr. Darden’s technique
for making the negative more fatiguing is a significant, substantial improvement
over conventional training.<span style="mso-spacerun: yes;"> </span>Consider
this.<span style="mso-spacerun: yes;"> </span>If releasing a contraction
requires less energy than creating one (and it does, true fact), then a
conventional set to failure, 10 reps and stall attempting 11, provides a built
in rest between reps.<span style="mso-spacerun: yes;"> </span>When you first
start training, getting to this point is challenging enough.<span style="mso-spacerun: yes;"> </span>But one of the frustrations advanced trainees
have with “one set to failure”, is that they intuitively feel that even though
they “fail” they could have pushed themselves further.<span style="mso-spacerun: yes;"> </span>And, especially if a mismatched cam effect
leads to failing because of a mechanical disadvantage, they’re right.<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>And so
it leads them to additional sets, forced reps, pyramid sets, breakdown sets,
etc. getting away from “OSTF”, and to what ends up being a volume-based
approach.<span style="mso-spacerun: yes;"> </span>The issue was never one set
vs. volume; it has always been about losing that sense of effort/fatigue from
the one set.<span style="mso-spacerun: yes;"> </span>30-30-30 and X-Force fix
this by making the negative more fatiguing each rep than conventional reps; X-Force
mechanically, 30-30-30 by spending dramatically more time on the negative.<span style="mso-spacerun: yes;"> </span>Now, that one set to failure is a challenge
again, and a significant bump up in intensity, effort, and fatigue.<span style="mso-spacerun: yes;"> </span>Will it make a difference?<span style="mso-spacerun: yes;"> </span>Will it give you a 20 inch arm instead of 16?
A 30 inch waist instead of 36? Obviously, hard to say.<span style="mso-spacerun: yes;"> </span>Will at some point in the future, you adapt
to this as well, and start looking for that next step?<span style="mso-spacerun: yes;"> </span>Probably.<span style="mso-spacerun: yes;">
</span><o:p></o:p></span></span></div>
<span style="font-size: large;"></span><br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt; text-indent: 0.5in;">
<span style="font-family: Calibri; font-size: large;">But from my joint-friendly perspective,
it gives you a chance to control your posture, not just your limb speed, which
makes it easier on the joints.<span style="mso-spacerun: yes;"> </span>And since
it is so efficient, I find I’m less likely to do extra sets and advanced techniques, to
make up for the perceived lack of intensity, and that's also
easier on the joints.<span style="mso-spacerun: yes;"> </span>And less pain in the joints means more regular training, and a happier existence in general.</span></div>
<span style="font-size: large;"></span><br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-family: Calibri;"><span style="font-size: large;"><span style="mso-tab-count: 1;"> </span>Now, as it happens, Dr. Darden and I will each be presenting this fall at Anthony Johnson's 21 Convention this fall (October 24-26, 2014) in Tampa, Florida. Here's a link to a trailer, ticket information, and the full list of 22 speakers: </span><a href="http://bit.ly/1hUltGR"><span style="font-size: large;">http://bit.ly/1hUltGR</span></a><span style="font-size: large;">. Please feel free to check it out. The last time I presented for Anthony, about 4 years ago in Atlanta, I essentially presented the first five chapters of Congruent Exercise. This time will be a new presentation, similar to what I did at HIT Resurgence in Minnesota in March (</span><a href="http://congruentexercise.blogspot.com/2014_02_01_archive.html" target="_blank"><span style="font-size: large;">Part 1 of my HIT Resurgence presentation</span></a><span style="font-size: large;">; </span><a href="http://congruentexercise.blogspot.com/2014_03_01_archive.html" target="_blank"><span style="font-size: large;">Part 2</span></a><span style="font-size: large;">). See you there!</span></span></div>
<span style="font-family: Calibri; font-size: large;"></span><div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-family: Calibri; font-size: large;"> </span></div>
<span style="font-family: Calibri;"><span style="font-size: large;">
</span><o:p><div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-size: large;"> </span></div>
<span style="font-size: large;">
</span><div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-size: large;">Notes from the video for mobile viewers. These notes pop up in my video mentioned above (The Congruent 30-30-30 Workout).</span></div>
<span style="font-size: large;">
</span><div class="MsoNormal" style="margin: 0in 0in 8pt;">
<span style="font-size: large;">A demonstration of how I incorporate Dr. Darden’s 30-30-30
technique (from his book The Body Fat Breakthrough) with my own Congruent
Exercise material.<span style="mso-spacerun: yes;"> </span>Both books on Amazon.<span style="mso-spacerun: yes;"> </span></span><a href="http://tinyurl.com/bfbreakthrough"><b><span style="font-family: "Verdana","sans-serif"; line-height: 107%;"><span style="color: #0563c1; font-size: large;">http://tinyurl.com/bfbreakthrough</span></span></b></a><span style="font-size: large;"><b><span style="color: black; font-family: "Verdana","sans-serif"; line-height: 107%;"><span style="mso-spacerun: yes;"> </span>http://tinyurl.com/CEAmazon</span></b><o:p></o:p></span></div>
<span style="font-size: large;">
</span><div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-size: large;"><span style="font-family: Times New Roman;">
</span>Timer set for 15 seconds.<o:p></o:p></span></div>
<span style="font-size: large;">
</span><div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-size: large;"><span style="font-family: Times New Roman;">
</span>(wide chin) scapulae down and back.<span style="mso-spacerun: yes;"> </span>Slight lean away from machine.<span style="mso-spacerun: yes;"> </span>Trying to emphasize action of the lats, not
biceps.<span style="mso-spacerun: yes;"> </span>Greg Anderson chin machine.<span style="mso-spacerun: yes;"> </span>Old Darden book.<span style="mso-spacerun: yes;"> </span>Night of Champions 5/79 poster.<o:p></o:p></span></div>
<span style="font-size: large;">
</span><div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-size: large;"><span style="font-family: Times New Roman;">
</span>(incline db press)<span style="mso-spacerun: yes;">
</span>trying to keep scapulae retracted.<span style="mso-spacerun: yes;">
</span>Moment arms around shoulder not elbow.<span style="mso-spacerun: yes;">
</span>I consider lowering below this point too extreme and a strain on the
front of the shoulder.<span style="mso-spacerun: yes;"> </span>Snap. Crackle.
Pop.<span style="mso-spacerun: yes;"> </span>In spite of my best efforts.<span style="mso-spacerun: yes;"> </span>One less bicep and triceps attachment= slight
instability.<span style="mso-spacerun: yes;"> </span>Trying to avoid zero moment
arm at top.<o:p></o:p></span></div>
<span style="font-size: large;">
</span><div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-size: large;"><span style="font-family: Times New Roman;">
</span>(incline side raise)<span style="mso-spacerun: yes;"> </span>slight
external rotation at top.<span style="mso-spacerun: yes;"> </span>Again, scap/traps
down and back.<span style="mso-spacerun: yes;"> </span>The drastic change in
moment arm seems to affect the sensation of effort much less with
30-30-30.<span style="mso-spacerun: yes;"> </span>Again trying to avoid zero
moment arm.<o:p></o:p></span></div>
<span style="font-size: large;">
</span><div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-size: large;"><span style="font-family: Times New Roman;">
</span>(leg press)<span style="mso-spacerun: yes;"> </span>as low as
possible to mimic hip angle during the squat.<span style="mso-spacerun: yes;">
</span>Back curves match seat curves.<span style="mso-spacerun: yes;">
</span>Try not to linger near lockout.<span style="mso-spacerun: yes;">
</span>Push through whole foot, not just heels.<o:p></o:p></span></div>
<span style="font-size: large;">
</span><div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-size: large;"><span style="font-family: Times New Roman;">
</span>(hamstring deadlift) absolute priority is to maintain the
lumbar curve.<span style="mso-spacerun: yes;"> </span>To help with the posture:
chest up.<span style="mso-spacerun: yes;"> </span>Lats & traps tight.<span style="mso-spacerun: yes;"> </span>Try not to let hips drift back, to minimize
the moment arm around the hips and in turn the glutes’ contribution.<span style="mso-spacerun: yes;"> </span>Bend knees at bottom; otherwise the taut
hamstrings lock the pelvis, leading to reversing the curve of the lumbar spine
under load (risky move).<span style="mso-spacerun: yes;"> </span>Hamstrings
shorter at knee, stretched at pelvis.<span style="mso-spacerun: yes;"> </span>Be
especially careful at the end of the negative rep, not to round the spine.<o:p></o:p></span></div>
<span style="font-size: large;">
</span><div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-size: large;"><span style="font-family: Times New Roman;">
</span>(hanging knee up/negative leg raise) not 30-30-30.<span style="mso-spacerun: yes;"> </span>More load on the negative:<span style="mso-spacerun: yes;"> </span>straightening the legs creates a greater
moment arm.<o:p></o:p></span></div>
<span style="font-size: large;">
</span><div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-size: large;"><span style="font-family: Times New Roman;">
</span>(incline curls)<span style="mso-spacerun: yes;"> </span><o:p></o:p></span></div>
<span style="font-size: large;">
</span><div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-size: large;"><span style="font-family: Times New Roman;">
</span>(db triceps extensions)<span style="mso-spacerun: yes;">
</span>Move out of zero moment arm to start.<span style="mso-spacerun: yes;">
</span>Watch your face.<span style="mso-spacerun: yes;"> </span>Path of the
forearms slightly away from the center as the elbows extend, to relieve binding
at the shoulders.<o:p></o:p></span></div>
<span style="font-size: large;">
</span><div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-size: large;"><span style="font-family: Times New Roman;">
</span>(pro stretch) to relieve various foot/ankle issues.<span style="mso-spacerun: yes;"> </span>30 seconds each side, usually 3x each.<span style="mso-spacerun: yes;"> </span>Trying not to allow the ankle to cave in,
i.e. maintain the foot/ankle posture, then stretch and hold the gastroc
stretch.<o:p></o:p></span></div>
<span style="font-size: large;">
</span><div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-size: large;"><span style="font-family: Times New Roman;">
</span>Full disclosure:<span style="mso-spacerun: yes;"> </span>I
warm up with at least 20 minutes of movement, (e.g. yoga, bike/upper body
ergometer) prior to the weights, and finish with stretches.<span style="mso-spacerun: yes;"> </span>The warm up and stretching are not part of
Dr. Darden’s book, but I find that at my age and joint condition, if I go into
an intense weight workout cold, I don’t perform as well during the workout, and
end up aching.<span style="mso-spacerun: yes;"> </span><o:p></o:p></span></div>
<span style="font-size: large;">
</span><div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-size: large;"><span style="font-family: Times New Roman;">
</span>Specifically with regard to joint concerns, I especially
like several aspects of 30-30-30.<span style="mso-spacerun: yes;"> </span>1.
Finishing on the negative, on the yielding, rather than stalling and straining
on the lift.<span style="mso-spacerun: yes;"> </span>2.<span style="mso-spacerun: yes;"> </span>Using time as a way of progression, rather
constantly trying to increase weight.<span style="mso-spacerun: yes;">
</span>3.<span style="mso-spacerun: yes;"> </span>Moving limbs deliberately,
allowing you to consciously stabilize your joints.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-family: Times New Roman;">
</span></div>
</o:p><div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
</div>
</span><br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
</div>
</div>
Congruent Exercisehttp://www.blogger.com/profile/14730114646393928993noreply@blogger.com0tag:blogger.com,1999:blog-1107629464732994560.post-80744924451985735092014-03-04T07:42:00.000-08:002014-03-04T07:42:28.680-08:00HIT Resurgence: my personal notes
The director's cut ;). These are my personal notes for my presentation, the words I intended to say (as opposed to the outline in the handout). Didn't necessarily follow exactly, as it wasn't a speech but an in-the-gym-and-climb-over-equipment session, but hit most of the high points. This includes the last third that got cut off because of time. If you can manipulate the images on your screen, read this side by side with the previous post, which is the outline and slides that have to do with the exercises. Enjoy.<span style="font-family: "Comic Sans MS"; font-size: 14pt;"><o:p> </o:p></span><br />
<br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt;">Before
we get into it, I want to elaborate on the title.<span style="mso-spacerun: yes;"> </span>When I say “safer”, I don’t just mean
avoiding the immediate injury.<o:p></o:p></span></div>
<span style="font-family: "Comic Sans MS"; font-size: 14pt;">This
being a HIT influenced crowd, that’s always been a concern of HIT literature. <o:p></o:p></span><br />
<span style="font-family: "Comic Sans MS"; font-size: 14pt;">It’s
not like this is a Cross fit convention.<o:p></o:p></span><br />
<br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt;">I’m
also referring to avoiding the wear and tear that adds to a chronic
condition.<span style="mso-spacerun: yes;"> </span>The arthritis, bursitis,
tendinitis, degenerative disc, patella femoral pain, etc.<span style="mso-spacerun: yes;"> </span>Because while those conditions may also come
from things unrelated to exercise, it is the same set of joints, so I want to
make sure my instruction doesn’t add to it. <o:p></o:p></span></div>
<br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt;">Now
for my own workouts, and for my clients, I’m probably a bit overprotective with
the joints, even at the expense of some marginal benefit, due to my own ruptured
biceps and triceps and various aches and pains from four decades of exercise
and a semi-active, physical lifestyle.<span style="mso-spacerun: yes;"> </span>I
understand if you’re an athlete or a bodybuilder or even just exploring
different fitness options that you may not have the same priority.<span style="mso-spacerun: yes;"> </span>If it’s not a problem with you, it’s not a
problem.<span style="mso-spacerun: yes;"> </span>I’d just say if at some point
your joints do start to hurt, or if you want to get ahead of the inevitable
joint issues that come with aging, you might find something useful here.<o:p></o:p></span></div>
<br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt;">Let’s
start with the 45 degree back extension.<span style="mso-spacerun: yes;">
</span>By the way, take out your smart phones and ipads and go to
congruentexercisedotblogspotdotcom for the outline and slides.<o:p></o:p></span></div>
<br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<u><span style="font-family: "Comic Sans MS"; font-size: 14pt;">45
degree back extension</span></u><span style="font-family: "Comic Sans MS"; font-size: 14pt;">.<span style="mso-spacerun: yes;"> </span>Start short of hyperextension: straight knee,
straight hip, torso in line with thighs.<span style="mso-spacerun: yes;">
</span>Start to lower the torso without rounding the back.<span style="mso-spacerun: yes;"> </span>At some point you’re going to feel a
tightness in the hamstrings.<span style="mso-spacerun: yes;"> </span>The weight
of your torso is pulling your pelvis into a tilt, which means your hamstrings
are stretching over your knees and your pelvis.<span style="mso-spacerun: yes;">
</span>If you continue to lower your torso, your back is going to round because
your hamstrings are locking your pelvis in place.<o:p></o:p></span></div>
<br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt;">Reversing
the lumbar curve is not a good idea, at least acc to the A&B texts, which
emphasize the importance of the spine curves in disc health.<span style="mso-spacerun: yes;"> </span>So, once you feel the stretch in the
hamstrings, you can either use that as a marker to begin the positive, or you
can break at the knees to free up the pelvis, and continue to lower the torso.<span style="mso-spacerun: yes;"> </span>Either way you want to maintain the curve in
the lower back.<o:p></o:p></span></div>
<br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt;">This
not a great exercise to try to progress dramatically in weight because of the
spine and the positioning of the hamstrings.<span style="mso-spacerun: yes;">
</span>A better way to approach this is as “practice” for proper spine
mechanics, and use the next exercises for progressive glute and hamstring work.<o:p></o:p></span></div>
<br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt;">(How
to handle the Medx question IF ASKED:<span style="mso-spacerun: yes;">
</span>the anatomy & biomechanics texts are very clear that the safest
position to load the spine is in its natural curves.<span style="mso-spacerun: yes;"> </span>So my approach for most exercises is to try to
keep those curves, especially when other joints and muscles complicate the
exercise.<span style="mso-spacerun: yes;"> </span>I’ll defer questions about
isolated lumbar extension to others more familiar with it, other than to say
that as long as you avoid the anatomic stops, you’re probably going to benefit.)<o:p></o:p></span></div>
<br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<u><span style="font-family: "Comic Sans MS"; font-size: 14pt;">Hip
abduction </span></u><span style="font-family: "Comic Sans MS"; font-size: 14pt;"><span style="mso-spacerun: yes;"> </span><o:p></o:p></span></div>
<br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt;">The
clamshell floor exercise is suggested in some back therapy as a way to
re-engage the glutes.<span style="mso-spacerun: yes;"> </span>This machine
mimics the joint position of the clamshell.<o:p></o:p></span></div>
<span style="font-family: "Comic Sans MS"; font-size: 14pt;">Pretty
straightforward, but I have a tweak to add.<span style="mso-spacerun: yes;">
</span>You may notice in the course of a set, early, the pelvis stays in place
and the movement arms move.<span style="mso-spacerun: yes;"> </span>When
approaching failure, and the movement arms stall, the hips tilt, the belly
protrudes, the lower back curve gets exaggerated.<span style="mso-spacerun: yes;"> </span>The contraction of the glutes, instead of
pulling the legs towards the hips, pulls the pelvis towards the legs.<o:p></o:p></span><br />
<span style="font-family: "Comic Sans MS"; font-size: 14pt;">Defeating
the purpose of the exercise, which is to train the glutes without stressing the
spine.<o:p></o:p></span><br />
<span style="font-family: "Comic Sans MS"; font-size: 14pt;">My
tweak is to raise an inch off the seat by pushing on the foot bars, so the
hamstrings lock the pelvis from the rear bottom, and to tighten the abs to lock
from the top front.<span style="mso-spacerun: yes;"> </span>This way, as the
glutes approach failure, you don’t extend the set at the cost of the lower
back.<o:p></o:p></span><br />
<span style="font-family: "Comic Sans MS"; font-size: 14pt;">I
do the same with the adduction, although the tilting/arching isn’t as
prominent.<span style="mso-spacerun: yes;"> </span>Notice in the diagrams of the
adductors, and then the hamstrings, that the medial part of the hamstrings
pulls in the same direction as the adductors.<span style="mso-spacerun: yes;">
</span>Try doing the adductor immediately after the leg curl to see how much
your performance in the adductor is affected by the hamstrings.</span><br />
<span style="font-family: "Comic Sans MS"; font-size: 14pt;"><o:p></o:p></span><br />
<u><span style="font-family: "Comic Sans MS"; font-size: 14pt;">Seated
leg curl</span></u><span style="font-family: "Comic Sans MS"; font-size: 14pt;"><span style="mso-spacerun: yes;"> </span>If you try to do this with a fully extended
knee at the start, you run into sufficiency issues affecting the curve in your
lower back again.<span style="mso-spacerun: yes;"> </span>Hamstrings go taut,
which pulls the pelvis into a posterior tilt, which flattens the lumbar
curve.<span style="mso-spacerun: yes;"> </span>As you curl, the pelvis frees up,
the lumbar curve returns.<span style="mso-spacerun: yes;"> </span>And vice
versa.<span style="mso-spacerun: yes;"> </span>This flattening-curving of the
lumbar under load puts extra stress on the discs that I’m trying to avoid.<o:p></o:p></span><br />
<span style="font-family: "Comic Sans MS"; font-size: 14pt;">I
would start short of full extension, set the curves in your back and hold them
through the knee flexion.<span style="mso-spacerun: yes;"> </span>At the finish,
lift your toes to keep the gastroc from cramping.<span style="mso-spacerun: yes;"> </span>Depending on the brand, you may have to
“bench press” to keep your hips from sliding forward at the finish.<o:p></o:p></span><br />
<span style="font-family: "Comic Sans MS"; font-size: 14pt;">Note
the finish.<span style="mso-spacerun: yes;"> </span>This is a sharper knee angle
than I’m going to suggest for the leg extension, mainly because there is no
knee cap behind the knee.</span><br />
<span style="font-family: "Comic Sans MS"; font-size: 14pt;"><o:p></o:p></span><br />
<span style="font-family: "Comic Sans MS"; font-size: 14pt;"><o:p> L</o:p></span><u><span style="font-family: "Comic Sans MS"; font-size: 14pt;">eg
extension </span></u><span style="font-family: "Comic Sans MS"; font-size: 14pt;">2
issues with the leg extension: where you start, and where you finish.<span style="mso-spacerun: yes;"> </span>Both have to do with the knee.<span style="mso-spacerun: yes;"> </span>The kneecap functions as a pulley.<span style="mso-spacerun: yes;"> </span>You can live without a kneecap, but your legs
won’t be very strong.<span style="mso-spacerun: yes;"> </span>The muscles of the
quad come together in the tendon, the knee cap is in the middle of the tendon,
this creates an internal moment arm, so the strength of your quads is
amplified.<span style="mso-spacerun: yes;"> </span>The knee cap keeps the line
of force of the quads away from the center of the knee.<span style="mso-spacerun: yes;"> </span>The issues start when your knee is bent less
than 90 degrees; the force from the quads and the resistance from the shin
pulls the knee cap towards the center, compressing everything internally, which
at some point gets irritated and turns into a symptom (like pain).<span style="mso-spacerun: yes;"> </span>This is an easy fix; just start with the knee
opened enough to avoid the pain.<span style="mso-spacerun: yes;"> </span>Now the
kneecap deflects the forces rather absorbs.<o:p></o:p></span><br />
<span style="font-family: "Comic Sans MS"; font-size: 14pt;">Where
to finish.<span style="mso-spacerun: yes;"> </span>Way back, used to try to
straighten the knee as far as possible, and it did burn, so we thought it was
right.<span style="mso-spacerun: yes;"> </span>Turns out, something called
“terminal rotation” or “the screw home mechanism” at the end of the range,
which is the tibia rotating on the femur creating a bony lock.<span style="mso-spacerun: yes;"> </span>This bony lock is supposed to be passive;
allows us to stand or walk with relatively little muscular effort. <span style="mso-spacerun: yes;"> </span>So there doesn’t appear to be a good reason to
force your knee into that lock, because a) you’re working against your own
joint, and b) peak torque for the quads is closer to 70 degrees than 0 degrees
anyway.<span style="mso-spacerun: yes;"> </span>Is there a downside?<span style="mso-spacerun: yes;"> </span>May be no, certainly not as much as the start
position.</span><br />
<span style="font-family: "Comic Sans MS"; font-size: 14pt;"><o:p></o:p></span><br />
<u><span style="font-family: "Comic Sans MS"; font-size: 14pt;">(What
about “Terminal Knee Extension” as done in rehab</span></u><span style="font-family: "Comic Sans MS"; font-size: 14pt;">?<span style="mso-spacerun: yes;"> </span>What about leg extension machines with
drastic fall off?<span style="mso-spacerun: yes;"> </span>In rehab, they use
“TKE” with a cuff or cable as a way of avoiding the compression in the knee.<span style="mso-spacerun: yes;"> </span>Also to “wake up” the vastus to help
stabilize the knee.<span style="mso-spacerun: yes;"> </span>What can happen is
the knee cap goes out of alignment either from an injury or flat feet or
whatever, and the biggest of the quads, the RF, continues to pull it out of alignment.<span style="mso-spacerun: yes;"> </span>The point of TKE is to position the RF so it
can’t pull as hard, leaving the vastus to do the work.<span style="mso-spacerun: yes;"> </span>It’s de-emphasizing the RF and engaging the
vastus that is the point, not just jamming the knee into full extension.<span style="mso-spacerun: yes;"> </span>A leg extension machine that challenges the
joint angle for peak muscle torque, but then shaves the cam to allow lockout,
still doesn’t shut down the rectis femoris at lockout, it just allows you into
the screw home mechanism.<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>Which may not be harmful, but doesn’t
accomplish the same as the rehab “TKE”.)</span><br />
<span style="font-family: "Comic Sans MS"; font-size: 14pt;"><o:p></o:p></span><br />
<u><span style="font-family: "Comic Sans MS"; font-size: 14pt;">Barbell
Bench Press <span style="mso-spacerun: yes;"> </span></span></u><span style="font-family: "Comic Sans MS"; font-size: 14pt;">Most important from a
safety perspective is the finish.<span style="mso-spacerun: yes;">
</span>Pectorals, triceps, delts exhausted, bar over your face, and to replace
the bar you have to hunch your shoulders forward/protract your scapulae, which
uses the small, fine serratus muscles on the side of the ribs.<span style="mso-spacerun: yes;"> </span>And the consequences of missing the put back
are disastrous.<span style="mso-spacerun: yes;"> </span>So in this case, the
last reps aren’t the safest.<o:p></o:p></span><br />
<span style="font-family: "Comic Sans MS"; font-size: 14pt;">So
if you don’t have 2 more spotters, hold back a bit in the set, and use a set
extender: manual resistance chest press or pushups, so the total set is about a
minute.<o:p></o:p></span><br />
<span style="font-family: "Comic Sans MS"; font-size: 14pt;">If
you’re going to use a machine.<span style="mso-spacerun: yes;"> </span>I suggest
the lower grips, not because of the grip but the shoulder angle.<span style="mso-spacerun: yes;"> </span>You could use the bar grips with a higher
seat to affect the same angle.<span style="mso-spacerun: yes;"> </span>I also
suggest “keep your hands in your peripheral vision” to avoid overstretching the
shoulder.<o:p></o:p></span><br />
<span style="font-family: "Comic Sans MS"; font-size: 14pt;">2
slides of the shoulder joint, the bones and the ligaments.<span style="mso-spacerun: yes;"> </span>You see how much is packed into that small
area, the head of the humerus, the A/C joint, the coracoid process, various
bursa and ligaments, capsule, as well as the rotator cuff, and biceps and
triceps tendons.<span style="mso-spacerun: yes;"> </span>In neutral, as in the
diagram, everything fits, but at the extreme positions movement is stopped by
everything coming in contact. If you load those positions with external weight,
that contact can be become an impingement, with various ailments that follow.<o:p></o:p></span><br />
<span style="font-family: "Comic Sans MS"; font-size: 14pt;">As
a general rule for upper body work, looking straight ahead, keep your hands in
your peripheral vision.<span style="mso-spacerun: yes;"> </span>This gives a
little margin of error while still giving enough range for the muscle to work.<span style="mso-spacerun: yes;"> </span>Same applies to chins and pulldowns.</span><br />
<span style="font-family: "Comic Sans MS"; font-size: 14pt;"><o:p></o:p></span><br />
<u><span style="font-family: "Comic Sans MS"; font-size: 14pt;">Assisted
Chin <span style="mso-spacerun: yes;"> </span></span></u><span style="font-family: "Comic Sans MS"; font-size: 14pt;">Re; the effect of grip.<span style="mso-spacerun: yes;"> </span>Try doing a parallel or close grip chin up or
a pullover machine immediately after training chest to failure, you’ll see how
much your performance on the chin up is affected by the pectorals.<span style="mso-spacerun: yes;"> </span>So for a beginner, someone with low starting
strength, that I don’t want to discourage, I start them with a closer grip on chins,
so that they can do any reps.<span style="mso-spacerun: yes;"> </span>As they
get stronger, maybe they stall on the progression, I’ll move them to the wide
grip, so there are fewer big muscles helping the lats.<o:p></o:p></span><br />
<span style="font-family: "Comic Sans MS"; font-size: 14pt;">For
someone advanced, may go the other way, the first set wide, the next close, as
a way of extending the sets.<o:p></o:p></span><br />
<span style="font-family: "Comic Sans MS"; font-size: 14pt;">Let
me conclude by saying that I am stunned at where the commercial fitness
industry is today.<span style="mso-spacerun: yes;"> </span>I’ve been looking at
this stuff for 40 years, and part of the Nautilus influence on me was that the
workout shouldn’t cause its own injuries.<span style="mso-spacerun: yes;">
</span>It’s one thing to get injured on the field, it’s another to get injured
in the weight room preparing to get on the field.<span style="mso-spacerun: yes;"> </span><o:p></o:p></span><br />
<span style="font-family: "Comic Sans MS"; font-size: 14pt;">So
to see the popularity of Cross Fit and Insanity and Biggest Loser, all of which
have a callous disregard for careful exercise blows my mind.<span style="mso-spacerun: yes;"> </span>Fortunately for us, the HIT influenced, I
think the vast majority prospective clients want no part of getting injured by
their workout.<o:p></o:p></span><br />
<br />
<a href="http://tinyurl.com/CEAmazon">http://tinyurl.com/CEAmazon</a><br />
<a href="http://www.facebook.com/congruentexercise">http://www.facebook.com/congruentexercise</a><br />
Congruent Exercisehttp://www.blogger.com/profile/14730114646393928993noreply@blogger.com0tag:blogger.com,1999:blog-1107629464732994560.post-7612461635694010262014-02-22T13:40:00.000-08:002014-03-03T17:05:37.300-08:00HIT Resurgence: Biomechanics for Safer Exercise<br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt;"><span style="font-family: Calibri;">Exercise should challenge your fitness; not your
safety.<o:p></o:p></span></span></b></div>
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt;"><o:p><span style="font-family: Calibri;"> </span></o:p></span></b><br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt;"><span style="font-family: Calibri;">Brief biography:<o:p></o:p></span></span></b></div>
<span style="font-size: 14pt;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>Personal trainer since 1983.<span style="mso-spacerun: yes;"> </span>Currently ACE-Certified Health Coach and
Orthopedic Exercise Specialist; previously NSCA-certified CSCS and Personal
Trainer.<span style="mso-spacerun: yes;"> </span>Ruptured my own biceps and
triceps in 1998, which led me to biomechanics textbooks, and then to develop the
biomechanics-based approach described in Moment Arm Exercise, Congruent
Exercise, and videos.<o:p></o:p></span></span><br />
<span style="font-size: 14pt;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>Train out of my studio, Optimal Exercise, in central NJ.<span style="mso-spacerun: yes;"> </span><o:p></o:p></span></span><br />
<span style="font-size: 14pt;"><span style="font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>Recently involved as a Wellness Partner for Leisure
Fitness (residential and commercial equipment retailer, including Nautilus).<span style="mso-spacerun: yes;"> </span>Feel free to use my 15% discount online, in-store,
and commercial (see contact info at end).<o:p></o:p></span></span><br />
<br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt;"><span style="font-family: Calibri;">Today’s presentation: <o:p></o:p></span></span></b></div>
<span style="font-size: 14pt;"><span style="font-family: Calibri;">I’ll describe the
modifications I use for six exercises to make them safer and easier on the joints.<span style="mso-spacerun: yes;"> </span></span></span><br />
<br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-family: Calibri;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt;">45 degree hip extension bench:</span></b><span style="font-size: 14pt;"> glutes, hamstrings, deep back<o:p></o:p></span></span></div>
<span style="font-family: Symbol; font-size: 14pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-size: 14pt;"><span style="font-family: Calibri;">Maintain spinal
curves by avoiding hyperextension and insufficiency <o:p></o:p></span></span><br />
<span style="font-family: Symbol; font-size: 14pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-size: 14pt;"><span style="font-family: Calibri;">Straight knee,
straight hip, to bent knee, bent hip <o:p></o:p></span></span><br />
<span style="font-family: Symbol; font-size: 14pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-size: 14pt;"><span style="font-family: Calibri;">Weight
progression limited by complexity of the movement<o:p></o:p></span></span><br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjr7s1QvB02u7noiskHR2LEPZzQ2ewRbwXoNz8HVnuGu4iRp1e0ppuePdKLqlQw8QS3JTTqGK4bet_nFamwPrAsmD9ZxfMvvUJKbM0p_ef_xYuNe04pxI5hqlHPFd5v3CBEwqMB9TqDm1yz/s1600/spine020.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjr7s1QvB02u7noiskHR2LEPZzQ2ewRbwXoNz8HVnuGu4iRp1e0ppuePdKLqlQw8QS3JTTqGK4bet_nFamwPrAsmD9ZxfMvvUJKbM0p_ef_xYuNe04pxI5hqlHPFd5v3CBEwqMB9TqDm1yz/s1600/spine020.jpg" height="640" width="427" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiO2VGiuVgzvyVDsYia589WJwPKvDPsOz6CBwXP31Dgfb75xPVXWTBj-vwbHUjrEgfOpNa1FzxhmEdM9u0M3s9MMZUUGUFQbaIHtQqHRjGKQ18OMyWO9rSZHMOlX0XbwFTVoHJ41Vsu6rt/s1600/deep+back021.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiO2VGiuVgzvyVDsYia589WJwPKvDPsOz6CBwXP31Dgfb75xPVXWTBj-vwbHUjrEgfOpNa1FzxhmEdM9u0M3s9MMZUUGUFQbaIHtQqHRjGKQ18OMyWO9rSZHMOlX0XbwFTVoHJ41Vsu6rt/s1600/deep+back021.jpg" height="366" width="400" /></a></div>
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt 0.5in; mso-list: l4 level1 lfo1; text-indent: -0.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 14pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"></span></span><!--[endif]--><br /></div>
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt;"><span style="font-family: Calibri;">Nitro Hip abduction <o:p></o:p></span></span></b><br />
<span style="font-family: Symbol; font-size: 14pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-size: 14pt;"><span style="font-family: Calibri;">Glutes without
involving the spine<o:p></o:p></span></span><br />
<span style="font-family: Symbol; font-size: 14pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-size: 14pt;"><span style="font-family: Calibri;">Anchor the pelvis
to prevent changing the lumbar curve under load<o:p></o:p></span></span><br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgny9JKQf63VYCesY_BsqXbGbiVj5cLRbx9lX9F3x3aul1B4ojLKQ9cuLqxoxHe7DK1VCaXEalw61doWIXl8tT2Lde0tLJJa8Ym9btsN_76td9rYcvb9wU-1ghn5naLboP2VPlvtFCYPZw-/s1600/glutes022.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgny9JKQf63VYCesY_BsqXbGbiVj5cLRbx9lX9F3x3aul1B4ojLKQ9cuLqxoxHe7DK1VCaXEalw61doWIXl8tT2Lde0tLJJa8Ym9btsN_76td9rYcvb9wU-1ghn5naLboP2VPlvtFCYPZw-/s1600/glutes022.jpg" height="395" width="400" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIhAZElMlH99BHcgzVaFjOOPiTfx2ss2SJnt4ssozDyaMBFFHDiL2pC8hPubkqESm4WBHTzqAjOjY45UOXpUj9dto88xit9P-xbVp6yh-RzlCHvrTeWhxH6IsHxkAwSHANl7ZSdPZn-J4n/s1600/deep+glutes023.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIhAZElMlH99BHcgzVaFjOOPiTfx2ss2SJnt4ssozDyaMBFFHDiL2pC8hPubkqESm4WBHTzqAjOjY45UOXpUj9dto88xit9P-xbVp6yh-RzlCHvrTeWhxH6IsHxkAwSHANl7ZSdPZn-J4n/s1600/deep+glutes023.jpg" height="400" width="383" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<span style="font-size: 14pt;"><o:p><span style="font-family: Calibri;"> <span style="font-family: Symbol; font-size: 14pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><!--[endif]--><span style="font-size: 14pt;"><span style="font-family: Calibri;">(Adduction: involvement of hamstrings)</span></span></span></o:p></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9JUp-rcFhr9F9KpxldylrYXjvcGs5rO_04FnV3DzVZJcO_4LeWs03AmVJDxT4wOxrIB4bL4YDiUhxrN30YC_eUqpE8eRj_15P0-3m0QKGMKZteciB9RBGG7ljzxfd0q1MuzfmtuHGQfma/s1600/adductors024.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9JUp-rcFhr9F9KpxldylrYXjvcGs5rO_04FnV3DzVZJcO_4LeWs03AmVJDxT4wOxrIB4bL4YDiUhxrN30YC_eUqpE8eRj_15P0-3m0QKGMKZteciB9RBGG7ljzxfd0q1MuzfmtuHGQfma/s1600/adductors024.jpg" height="640" width="473" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtJnoNIf3fmUQgAgWpqqXOQc6pX-58-AoJqKJW8U-1NOUt6mVemuTNdio55-BHeSE7o93_1CDvGN-aVBswDu_bWTrr1h8tXFIdA-G9hTv40IbSH_XzO2OjJL9EGWNQPksQMAkqTOqkP_aU/s1600/hamstrings025.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtJnoNIf3fmUQgAgWpqqXOQc6pX-58-AoJqKJW8U-1NOUt6mVemuTNdio55-BHeSE7o93_1CDvGN-aVBswDu_bWTrr1h8tXFIdA-G9hTv40IbSH_XzO2OjJL9EGWNQPksQMAkqTOqkP_aU/s1600/hamstrings025.jpg" height="640" width="483" /></a></div>
<span style="font-size: 14pt;"><o:p><span style="font-family: Calibri;"><span style="font-size: 14pt;"><span style="font-family: Calibri;"><o:p></o:p></span></span></span></o:p></span><br />
<br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt;"><span style="font-family: Calibri;">Medx seated leg curl<o:p></o:p></span></span></b></div>
<span style="font-family: Symbol; font-size: 14pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-size: 14pt;"><span style="font-family: Calibri;">Hamstrings
without involving the spine<o:p></o:p></span></span><br />
<span style="font-family: Symbol; font-size: 14pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-size: 14pt;"><span style="font-family: Calibri;">Start short of
full knee extension to maintain lumbar curve<o:p></o:p></span></span><br />
<span style="font-family: Symbol; font-size: 14pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-size: 14pt;"><span style="font-family: Calibri;">Full knee flexion
with toe lift to avoid gastroc insufficiency<o:p></o:p></span></span><br />
<!--[endif]--><br />
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt;"><span style="font-family: Calibri;">Medx leg extension<o:p></o:p></span></span></b><br />
<span style="font-family: Symbol; font-size: 14pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-size: 14pt;"><span style="font-family: Calibri;">Knee as pulley,
screw home mechanism <o:p></o:p></span></span><br />
<span style="font-family: Symbol; font-size: 14pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-size: 14pt;"><span style="font-family: Calibri;">Start: no less
than a right angle at knee; probably less if knee pain<o:p></o:p></span></span><br />
<span style="font-family: Symbol; font-size: 14pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-size: 14pt;"><span style="font-family: Calibri;">Terminal knee
extension as a separate exercise<o:p></o:p></span></span><br />
<span style="font-family: Symbol; font-size: 14pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfxGWi3e1paH2VmUPrxsSMLDD4ATmj9jfyArQgUS_7-iUc82CW7tfA4c-BiD2wwoXWtV3tcN65MTnvsC3TVSnrPCiycWwlcc8KxSlUPK1_v9j8AIAgQi1ylhjSJiXOBXGEQIjpXSYxz-jC/s1600/quad026.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfxGWi3e1paH2VmUPrxsSMLDD4ATmj9jfyArQgUS_7-iUc82CW7tfA4c-BiD2wwoXWtV3tcN65MTnvsC3TVSnrPCiycWwlcc8KxSlUPK1_v9j8AIAgQi1ylhjSJiXOBXGEQIjpXSYxz-jC/s1600/quad026.jpg" height="640" width="488" /></a></div>
<br />
<br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-size: 14pt;"><o:p><span style="font-family: Calibri;"> </span></o:p></span><br />
<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: Calibri;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqwp3ESza179132CfwIq0cfRP_2MYD9cTpScp4A_sYf-LaC4ZE9wjGKMKhl1G2lxcKHkPHz5fGerhd9OPBCG_hyphenhyphenOWc5u8u7Pys-t7us4Esesw2ZKKqXNWsb4TildyxRbQfCJ67cGdvwl8v/s1600/kneecap027.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqwp3ESza179132CfwIq0cfRP_2MYD9cTpScp4A_sYf-LaC4ZE9wjGKMKhl1G2lxcKHkPHz5fGerhd9OPBCG_hyphenhyphenOWc5u8u7Pys-t7us4Esesw2ZKKqXNWsb4TildyxRbQfCJ67cGdvwl8v/s1600/kneecap027.jpg" height="400" width="385" /></a></span></div>
<br />
<br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt;"><o:p><span style="font-family: Calibri;"> </span></o:p></span></b></div>
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt;"><span style="font-family: Calibri;">Barbell Bench press<o:p></o:p></span></span></b><br />
<span style="font-family: Symbol; font-size: 14pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-size: 14pt;"><span style="font-family: Calibri;">Spotting the
return <o:p></o:p></span></span><br />
<span style="font-family: Symbol; font-size: 14pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-size: 14pt;"><span style="font-family: Calibri;">Safe reps, then
set extenders <o:p></o:p></span></span><br />
<span style="font-family: Symbol; font-size: 14pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-size: 14pt;"><span style="font-family: Calibri;">Machine chest
press range: “keep your hands in your peripheral vision”</span></span><br />
<span style="font-size: 14pt;"><span style="font-family: Calibri;">(See the Moment Arm Exercise Chest videos at <a href="http://tinyurl.com/maexchest1">http://tinyurl.com/maexchest1</a> and </span></span><br />
<span style="font-size: 14pt;"><span style="font-family: Calibri;"><o:p></o:p></span></span> <a href="http://tinyurl.com/maexchest2"><span style="font-family: Arial, Helvetica, sans-serif;">http://tinyurl.com/maexchest2</span></a>)<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGc9UpWYFbOv-r8twL5wlR-C3Tn90RGnPczNRKSmZ43J8-ih7LN7Pids77mdp8KfK1OSnszSDLcZWn_4SQpdA4bVAqPiv43go1XPBm7ElO8iavDxp6ZTB7RycVklgX8c3KhBFjTvrGhZsN/s1600/shoulder1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGc9UpWYFbOv-r8twL5wlR-C3Tn90RGnPczNRKSmZ43J8-ih7LN7Pids77mdp8KfK1OSnszSDLcZWn_4SQpdA4bVAqPiv43go1XPBm7ElO8iavDxp6ZTB7RycVklgX8c3KhBFjTvrGhZsN/s1600/shoulder1.jpg" height="640" width="444" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggsOWqUe_XWVacLxEQcnR7e_R74WSmn8jUSzVzT0QXizwrPBi8obzg2_Su9FSZw38tSHHjxYH6wXlyrJc3mf5sb5_kCw4ENkY6Faa4kG4cg4d7mZijMXt7z4FM9OPB8TWeuq7lxFcW_gQA/s1600/shoulder2029.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggsOWqUe_XWVacLxEQcnR7e_R74WSmn8jUSzVzT0QXizwrPBi8obzg2_Su9FSZw38tSHHjxYH6wXlyrJc3mf5sb5_kCw4ENkY6Faa4kG4cg4d7mZijMXt7z4FM9OPB8TWeuq7lxFcW_gQA/s1600/shoulder2029.jpg" height="386" width="400" /></a></div>
<br />
<span style="font-family: Symbol; font-size: 14pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><br />
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt;"><span style="font-family: Calibri;">Assisted chin<o:p></o:p></span></span></b><br />
<span style="font-family: Symbol; font-size: 14pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-size: 14pt;"><span style="font-family: Calibri;">Start with
shoulders down and back at bottom<o:p></o:p></span></span><br />
<span style="font-family: Symbol; font-size: 14pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-size: 14pt;"><span style="font-family: Calibri;">Lean back to
start to avoid “pure overhead”<o:p></o:p></span></span><br />
<span style="font-family: Symbol; font-size: 14pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-size: 14pt;"><span style="font-family: Calibri;">Grip: supinated
(biceps), parallel (pecs engaged), wide (lat. emphasis)<o:p></o:p></span></span><br />
<span style="font-family: Symbol; font-size: 14pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-size: 14pt;"><span style="font-family: Calibri;">See also the Congruent Chin Up video at <a href="http://tinyurl.com/CongruentChin">http://tinyurl.com/CongruentChin</a></span></span><br />
<br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-size: 14pt;"><o:p><span style="font-family: Calibri;">References: diagrams from <u>The Atlas of the Human Body</u>, Professor Peter Abrams, 2009, except for adductors, hamstrings, quadriceps from <u>The Concise Book of Muscles</u>, Chris Jarmey, 2003.</span></o:p></span></div>
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-size: 14pt;"><o:p><span style="font-family: Calibri;"></span></o:p></span> </div>
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt;"><span style="font-family: Calibri;">Contact information</span></span></b></div>
<span style="font-size: 14pt;"><span style="font-family: Calibri;">Bill DeSimone<o:p></o:p></span></span><br />
<span style="font-size: 14pt;"><span style="font-family: Calibri;">Optimal Exercise, 27B
Maplewood Ave, Cranbury, NJ 08512<o:p></o:p></span></span><br />
<span style="font-size: 14pt;"><span style="font-family: Calibri;"><a href="http://www.optimalexercisenj.com/">www.optimalexercisenj.com</a></span></span><br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-size: 14pt;"><span style="font-family: Calibri;"><a href="mailto:optimalexercise@comcast.net">optimalexercise@comcast.net</a></span></span></div>
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-size: 14pt;"><span style="font-family: Calibri;"><o:p></o:p></span></span> </div>
<a href="https://www.facebook.com/CongruentExercise"><span style="font-family: Arial, Helvetica, sans-serif;">https://www.facebook.com/CongruentExercise</span></a><br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
O<span style="font-size: 14pt;"><span style="font-family: Calibri;">n Amazon: Moment Arm
Exercise <a href="http://tinyurl.com/momentarm">http://tinyurl.com/momentarm</a></span></span></div>
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-size: 14pt;"><span style="font-family: Calibri;">and Congruent Exercise <a href="http://tinyurl.com/CEAmazon">http://tinyurl.com/CEAmazon</a><o:p></o:p></span></span></div>
<br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-size: 14pt;"><span style="font-family: Calibri;"><a href="http://www.leisurefitness.com/">www.LeisureFitness.com</a> (code
WPDESIB0034 for 15% off)</span></span></div>
<span style="font-size: 14pt;"><span style="font-family: Calibri;"></span></span><div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-size: 14pt;"><span style="font-family: Calibri;"> </span></span></div>
<span style="font-size: 14pt;"><span style="font-family: Calibri;">
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
</div>
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
</div>
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
</div>
</span></span><br />
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
</div>
<div class="MsoNoSpacing" style="margin: 0in 0in 0pt;">
<span style="font-size: 14pt;"><span style="font-family: Calibri;"><o:p></o:p></span></span> </div>
</div>
Congruent Exercisehttp://www.blogger.com/profile/14730114646393928993noreply@blogger.com0tag:blogger.com,1999:blog-1107629464732994560.post-27805012191379779212013-06-26T15:55:00.002-07:002013-06-27T17:48:14.860-07:00Roger Schwab's Mechano-Medico-Gymnasia<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<div class="separator" style="clear: both; text-align: left;">
AKA Main Line Health & Fitness <a href="http://www.mlhf.com/" target="_blank">http://www.mlhf.com/</a>.</div>
<div class="separator" style="clear: both; text-align: left;">
The "Mechano-Medico-Gymnasia" bit is inspired by the work of Gustav Zander, an excellent summary of which can be found in the free ebook <a href="http://books.google.com/books?id=cAI1AQAAMAAJ&pg=PA556&lpg=PA556&dq=medico+mechano+gymnastics&source=bl&ots=C39MhDRuhu&sig=zWs064-xtGPlBPYX2YABEJ3s8Pc&hl=en&sa=X&ei=ym2wUfXiLoma0QGHhoGIAw&ved=0CEIQ6AEwAw#v=onepage&q=zander&f=false" target="_blank">Massage and Medical Gymnastics</a>, p. 296.</div>
<div class="separator" style="clear: both; text-align: left;">
While many of us personal trainer types have our own studios, few are on the scale of Roger's. Roger's work with clients ranging from athletes and bodybuilders, to wannabee fitness experts (ahem yours truly), and what the fitness industry calls "special populations" (a misnomer, as they represent the real population far more accurately than hardbodies and gym rats do) continues in the tradition of Zander and DeLorme.</div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
In no particular order:</div>
<div class="separator" style="clear: both; text-align: left;">
Nautilus Row, Pullover, plate loading Bicep and Triceps, Compound Triceps</div>
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dxt_zwGASX3ILEmQ2VOHC6pL4RFben9fyb0czR2WSm-TDnoOJnwtBl51tiWyLXRUEpweShYwvvKnSB2077Nlw' class='b-hbp-video b-uploaded' frameborder='0'></iframe> </div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
Nautilus Hip Extension, Medx Knee Extensions, Medx Leg Presses, Duo-Squats, old school Nautilus Compound leg, and the excellent and underrated Medx Calf.</div>
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dypCUu0MEnpsl0xxnHmamBoL4BKmLF0s0Y5Y8b8Rx7QrVNKqXO7fGAiGGYSeu_G1UnG_ol6T8brslSLUcIPiA' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
<br />
<div class="separator" style="clear: both; text-align: left;">
Medx leg curl, Nautilus Side leg curl, more leg curls (very short clip)</div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dyEejPMvYgXnrBhEqTsH4gY4CjDi2gq8CcpRBcOT5LfMABu_4TxuquI4RFRVxbA14NlRigpxLx_KiMRkZToEw' class='b-hbp-video b-uploaded' frameborder='0'></iframe><br />
<br />
Medx Adductors & Abductors (another short) <br />
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dyJ-ZaOSatw6kMYkq1jL-2jq_btjESljLdH1dkhhMRR_6Og7LUoCQVfZwRHOeDBvPxSoI5O_jZNELGBhg9pEw' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: left;">
Pullovers, Rows, Pulldowns, both Nautilus and Medx:</div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dw8zfZgtM7hKdh8aTYDmLYQk8hEcmvgHekUSa228pD-BpzrPL5lnhE3X--uYYsgxkaHElrHmVuwg7NkQoF9Ug' class='b-hbp-video b-uploaded' frameborder='0'></iframe><br />
<br />
Medx Pulldowns, 10 degree chest, old school, rare Nautilus Omni Chest, Rotary Shoulder<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dyd3LxbbYSEjAgSDmTy-dHXskZZVUxu7DSw8ItNJonXg-fJ_VK-dvps0nJpiu4G_e0YI33FjpC88iUHInNLyQ' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
<div style="text-align: center;">
<br /></div>
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<object class="BLOGGER-picasa-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhK3vn_CN8QKthIbGgTwYb20QTAefAXXDmnmZWjU7JAfiH9VjOoWIY3jui0Bu_w36loZqMp5ZZRnCu3ebZU1ln89qdS0MAsjnQqeZD1roJ7eeWQxSY0Dc7TySgmcWQ727K7kgcC7nWpBXfL/s1600/ML6.MOV" height="266" width="320"><param name="movie" value="http://video.google.com/googleplayer.swf?videoUrl=http%3A%2F%2Fredirector.googlevideo.com%2Fvideoplayback%3Fid%3D449bcfbc7cbca7e3%26itag%3D18%26source%3Dpicasa%26cmo%3Dsensitive_content%253Dyes%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1374869466%26sparams%3Did%2Citag%2Csource%2Cip%2Cipbits%2Cexpire%26signature%3DD4A32AC098C3E85BEB9F3331F314A1EF3E78045C.DB75532E452324F8C7EBCDB22A267D01DA8C2C60%26key%3Dlh1" /><param name="bgcolor" value="#FFFFFF" /><param name="allowFullScreen" value="true" /><embed width="320" height="266" src="http://video.google.com/googleplayer.swf?videoUrl=http%3A%2F%2Fredirector.googlevideo.com%2Fvideoplayback%3Fid%3D449bcfbc7cbca7e3%26itag%3D18%26source%3Dpicasa%26cmo%3Dsensitive_content%253Dyes%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1374869466%26sparams%3Did%2Citag%2Csource%2Cip%2Cipbits%2Cexpire%26signature%3DD4A32AC098C3E85BEB9F3331F314A1EF3E78045C.DB75532E452324F8C7EBCDB22A267D01DA8C2C60%26key%3Dlh1" type="application/x-shockwave-flash" allowfullscreen="true"></embed></object></div>
<br />
Medx and Nautilus Chest Flyes, vertical, incline, and horizontal Chest Presses<br />
<div class="separator" style="clear: both; text-align: center;">
<object class="BLOGGER-picasa-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpNBCsFS-LVBINr8Cmd_6tfnnBelGDhxOwpZtqT7X0g2NSE9o_u0dmwLHsYk4uGeNyBavMkPjE9dbPFgCjBP_ux55zlCBjfTY7HhaTZxR5le17xKzrw4lKGj1vSxMFHihqMrQyxjVTnVb9/s1600/ML7.MOV" height="266" width="320"><param name="movie" value="http://video.google.com/googleplayer.swf?videoUrl=http%3A%2F%2Fredirector.googlevideo.com%2Fvideoplayback%3Fid%3D10b287c47284a274%26itag%3D18%26source%3Dpicasa%26cmo%3Dsensitive_content%253Dyes%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1374869470%26sparams%3Did%2Citag%2Csource%2Cip%2Cipbits%2Cexpire%26signature%3D33B3E9D25178864934409BB296A80B121A4454CB.DDCA64341D432CA5E9D93C1EC15DD66FFC9EE93%26key%3Dlh1" /><param name="bgcolor" value="#FFFFFF" /><param name="allowFullScreen" value="true" /><embed width="320" height="266" src="http://video.google.com/googleplayer.swf?videoUrl=http%3A%2F%2Fredirector.googlevideo.com%2Fvideoplayback%3Fid%3D10b287c47284a274%26itag%3D18%26source%3Dpicasa%26cmo%3Dsensitive_content%253Dyes%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1374869470%26sparams%3Did%2Citag%2Csource%2Cip%2Cipbits%2Cexpire%26signature%3D33B3E9D25178864934409BB296A80B121A4454CB.DDCA64341D432CA5E9D93C1EC15DD66FFC9EE93%26key%3Dlh1" type="application/x-shockwave-flash" allowfullscreen="true"></embed></object></div>
<br />
Curls and triceps, Medx, Nautilus, cantilever style, overhead, compound<br />
<div class="separator" style="clear: both; text-align: center;">
<object class="BLOGGER-picasa-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_V9e4sYIk1P6l0CMuwfMRcJSisST99fKRVSTak4zKwUXBTyM1oO-D_n-Les-xhyNYVzkwfy4KHACN-Soi3HQfDcXvmahPhBXKu4JaB04Hf6LjrBwpCL4hhC2fA4MuOcEAf-Mcd6esAZUi/s1600/ML8.MOV" height="266" width="320"><param name="movie" value="http://video.google.com/googleplayer.swf?videoUrl=http%3A%2F%2Fredirector.googlevideo.com%2Fvideoplayback%3Fid%3D4e95e6894a713568%26itag%3D18%26source%3Dpicasa%26cmo%3Dsensitive_content%253Dyes%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1374869474%26sparams%3Did%2Citag%2Csource%2Cip%2Cipbits%2Cexpire%26signature%3D83C9C196D3D65DD8821F81C1FAF9208B541EE041.BB283E05257BC585B87B345B0551E44FE4C91AAD%26key%3Dlh1" /><param name="bgcolor" value="#FFFFFF" /><param name="allowFullScreen" value="true" /><embed width="320" height="266" src="http://video.google.com/googleplayer.swf?videoUrl=http%3A%2F%2Fredirector.googlevideo.com%2Fvideoplayback%3Fid%3D4e95e6894a713568%26itag%3D18%26source%3Dpicasa%26cmo%3Dsensitive_content%253Dyes%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1374869474%26sparams%3Did%2Citag%2Csource%2Cip%2Cipbits%2Cexpire%26signature%3D83C9C196D3D65DD8821F81C1FAF9208B541EE041.BB283E05257BC585B87B345B0551E44FE4C91AAD%26key%3Dlh1" type="application/x-shockwave-flash" allowfullscreen="true"></embed></object></div>
<br />
Neck, Shrug, Row, Presses, Side Raises<br />
<div class="separator" style="clear: both; text-align: center;">
<object class="BLOGGER-picasa-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIHkWOe5U61eXWasX7ngFBfWOuZIsO4si0LI8JDgLCx5zti02SbNljOH9v7lGOHL20pG3Q2gqGA0MfRqjMcucEu65KUEe4bT8L-1Lgp9QR9SB9BxOazfXCJ6YQj0hUpJLxG4SWtnflKXxh/s1600/ML9.MOV" height="266" width="320"><param name="movie" value="http://video.google.com/googleplayer.swf?videoUrl=http%3A%2F%2Fredirector.googlevideo.com%2Fvideoplayback%3Fid%3Df0acad0b465eba82%26itag%3D18%26source%3Dpicasa%26cmo%3Dsensitive_content%253Dyes%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1374869474%26sparams%3Did%2Citag%2Csource%2Cip%2Cipbits%2Cexpire%26signature%3DDD9CFD4781232A883A981627CD8C9463D9320E9D.D39725CBA5FB5F691088EC89B817040AE8E83D78%26key%3Dlh1" /><param name="bgcolor" value="#FFFFFF" /><param name="allowFullScreen" value="true" /><embed width="320" height="266" src="http://video.google.com/googleplayer.swf?videoUrl=http%3A%2F%2Fredirector.googlevideo.com%2Fvideoplayback%3Fid%3Df0acad0b465eba82%26itag%3D18%26source%3Dpicasa%26cmo%3Dsensitive_content%253Dyes%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1374869474%26sparams%3Did%2Citag%2Csource%2Cip%2Cipbits%2Cexpire%26signature%3DDD9CFD4781232A883A981627CD8C9463D9320E9D.D39725CBA5FB5F691088EC89B817040AE8E83D78%26key%3Dlh1" type="application/x-shockwave-flash" allowfullscreen="true"></embed></object></div>
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<br />
<br />
<br />
I wasn't able to get into this room, something about not being part of
some "inner circle" or something. From what I heard, there's only 3 or 4
machines here, so I guess I didn't miss much.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<object class="BLOGGER-picasa-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnArFYq-DyZpbIyT2B7ej3QbSPnNQ2Eef5C6MIThZDtxdZOKtFEHQoCnBy-j4MbrWLUgcgVg_lBtQJ13pmTYkruOc1PXE-EHgKaoPz3ymdIouIV_wILv1LhXd_FeeeFvSyqhc4mYU3fMdg/s1600/ML12.MOV" height="266" width="320"><param name="movie" value="http://video.google.com/googleplayer.swf?videoUrl=http%3A%2F%2Fredirector.googlevideo.com%2Fvideoplayback%3Fid%3D9c108ba0d0f65913%26itag%3D18%26source%3Dpicasa%26cmo%3Dsensitive_content%253Dyes%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1374869464%26sparams%3Did%2Citag%2Csource%2Cip%2Cipbits%2Cexpire%26signature%3D329D9399754F983F65B21A4DFDA02E92ABF64DF5.2E7615E25CA3BB5A819E959C3CA5213EE072AB07%26key%3Dlh1" /><param name="bgcolor" value="#FFFFFF" /><param name="allowFullScreen" value="true" /><embed width="320" height="266" src="http://video.google.com/googleplayer.swf?videoUrl=http%3A%2F%2Fredirector.googlevideo.com%2Fvideoplayback%3Fid%3D9c108ba0d0f65913%26itag%3D18%26source%3Dpicasa%26cmo%3Dsensitive_content%253Dyes%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1374869464%26sparams%3Did%2Citag%2Csource%2Cip%2Cipbits%2Cexpire%26signature%3D329D9399754F983F65B21A4DFDA02E92ABF64DF5.2E7615E25CA3BB5A819E959C3CA5213EE072AB07%26key%3Dlh1" type="application/x-shockwave-flash" allowfullscreen="true"></embed></object> </div>
<div class="separator" style="clear: both; text-align: left;">
I kid! Roger deserves much credit for accommodating multiple training approaches under one roof.</div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
In its own room, the current state of the art: Medx Rotation, Lumbar, and Neck Extension, the X-Force line, and for 30-30-30 Chins and Dips, Nautilus Omni-Multi-Exercise. And Roger himself...</div>
<div style="text-align: center;">
</div>
<div style="text-align: center;">
</div>
<div style="text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<object class="BLOGGER-picasa-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUnrWuIH57XWDIhkSdPFsxuYBL4eWeE6QoyX7hfSeu9IbAhJMemHbVNORe0N4SW0sugdAemiWF6btCzruA4_Rjekc8YNtzoCXcOC9wLC52aOlOZq6MI2_N05DmObkPj0E7o184Kg-1tcUj/s1600/ML11.MOV" height="266" width="320"><param name="movie" value="http://video.google.com/googleplayer.swf?videoUrl=http%3A%2F%2Fredirector.googlevideo.com%2Fvideoplayback%3Fid%3Daced1986c87098d8%26itag%3D18%26source%3Dpicasa%26cmo%3Dsensitive_content%253Dyes%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1374869462%26sparams%3Did%2Citag%2Csource%2Cip%2Cipbits%2Cexpire%26signature%3D4928BA923C922BDE395B8DB15310E9150908D016.2C21E7E5FDC956C4B2C1E813492E9CE68F30B1AD%26key%3Dlh1" /><param name="bgcolor" value="#FFFFFF" /><param name="allowFullScreen" value="true" /><embed width="320" height="266" src="http://video.google.com/googleplayer.swf?videoUrl=http%3A%2F%2Fredirector.googlevideo.com%2Fvideoplayback%3Fid%3Daced1986c87098d8%26itag%3D18%26source%3Dpicasa%26cmo%3Dsensitive_content%253Dyes%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1374869462%26sparams%3Did%2Citag%2Csource%2Cip%2Cipbits%2Cexpire%26signature%3D4928BA923C922BDE395B8DB15310E9150908D016.2C21E7E5FDC956C4B2C1E813492E9CE68F30B1AD%26key%3Dlh1" type="application/x-shockwave-flash" allowfullscreen="true"></embed></object></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<object class="BLOGGER-picasa-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEictouWCJf8MawwMndVPalOhIsBUhorur64wGVFzP_TYFrqVTcRv5Iv1PpR8K4sW0UMyPN-NtMy8z5T4M8WwMGR3p9v7OpDd9vVp1YAS4hR2vLOKqFqRbkmigOxEtMVsHIIIAxbMfSb97vh/s1600/ML10.MOV" height="266" width="320"><param name="movie" value="http://video.google.com/googleplayer.swf?videoUrl=http%3A%2F%2Fredirector.googlevideo.com%2Fvideoplayback%3Fid%3D49ef6e260c5f9981%26itag%3D18%26source%3Dpicasa%26cmo%3Dsensitive_content%253Dyes%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1374869462%26sparams%3Did%2Citag%2Csource%2Cip%2Cipbits%2Cexpire%26signature%3D8AF6FD35AEFD7952B411B226B95289E4ACF944C5.46BC743F1FABEA70F6AC6CCBF19A564C8EB54F2B%26key%3Dlh1" /><param name="bgcolor" value="#FFFFFF" /><param name="allowFullScreen" value="true" /><embed width="320" height="266" src="http://video.google.com/googleplayer.swf?videoUrl=http%3A%2F%2Fredirector.googlevideo.com%2Fvideoplayback%3Fid%3D49ef6e260c5f9981%26itag%3D18%26source%3Dpicasa%26cmo%3Dsensitive_content%253Dyes%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1374869462%26sparams%3Did%2Citag%2Csource%2Cip%2Cipbits%2Cexpire%26signature%3D8AF6FD35AEFD7952B411B226B95289E4ACF944C5.46BC743F1FABEA70F6AC6CCBF19A564C8EB54F2B%26key%3Dlh1" type="application/x-shockwave-flash" allowfullscreen="true"></embed></object> </div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
At a time when more and more real estate in big box gyms gets turned into playgrounds, mosh pits, and truck tire yards, Roger continues to progress the "mechano-medico-gymnastic" philosophy. </div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
And speaking of Roger himself...at almost 70 years old, he has always been in shape. He has only used the X-Force Biceps Curl and Pulldown for biceps since January, 2012, one set each, once/week. At his current weight of 175, 7.1% bodyfat, his arms, by his own observation are the largest they've ever been...at almost 70 years old, two minutes of direct exercise each week.</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dwitnJrUCh8-D4yjp0567gMAHhrihTSOV5xeQ5iGiLbjSKImGvtC6Kcvo5mO12G7KNZH19h_ME0VPCztoj8cQ' class='b-hbp-video b-uploaded' frameborder='0'></iframe><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dwDA6RqMjP0-pLmjBQXNcwHCuFsf-yE6tZaez-9abuTp5ioisxnhSpnRLWlnU490uie4vVnF-SmZo2_Xj-Sng' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
Congruent Exercisehttp://www.blogger.com/profile/14730114646393928993noreply@blogger.com0tag:blogger.com,1999:blog-1107629464732994560.post-69466156977710985362013-05-24T09:48:00.001-07:002013-05-24T09:48:26.634-07:00Moment Arm Exercise Chapter 2<div style="text-align: right;">
<br /></div>
<!--[if !mso]>
<style>
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
w\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
</style>
<![endif]--><br />
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves>false</w:TrackMoves>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="0" Name="header"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="0" Name="Body Text"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]--><!--[if gte mso 9]><xml>
<o:shapedefaults v:ext="edit" spidmax="2050"/>
</xml><![endif]--><!--[if gte mso 9]><xml>
<o:shapelayout v:ext="edit">
<o:idmap v:ext="edit" data="1"/>
</o:shapelayout></xml><![endif]-->
<br />
<div align="center" class="MsoNormal" style="margin-left: .5in; mso-list: l1 level1 lfo1; tab-stops: list .5in; text-align: center; text-indent: -.5in;">
<span style="font-family: "Arial Rounded MT Bold","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: "Arial Rounded MT Bold"; mso-fareast-font-family: "Arial Rounded MT Bold";"><span style="mso-list: Ignore;"><img alt="" src="data:image/png;base64,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" /> </span></span></div>
<div align="center" class="MsoNormal" style="margin-left: .5in; mso-list: l1 level1 lfo1; tab-stops: list .5in; text-align: center; text-indent: -.5in;">
<br /></div>
<div class="MsoNormal" style="margin-left: 0.5in; text-align: left; text-indent: -0.5in;">
<u><span style="font-family: "Arial Rounded MT Bold","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: "Arial Rounded MT Bold"; mso-fareast-font-family: "Arial Rounded MT Bold";"><span style="mso-list: Ignore;"><i><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Note from Bill DeSimone:</span></span></i></span></span></u></div>
<div class="MsoNormal" style="margin-left: 0.5in; text-align: left; text-indent: -0.5in;">
<span style="font-family: "Arial Rounded MT Bold","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: "Arial Rounded MT Bold"; mso-fareast-font-family: "Arial Rounded MT Bold";"><span style="mso-list: Ignore;"><i><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">The first chapter is online at <a href="http://congruentexercise.blogspot.com/2013/02/how-heavy-is-ten-pound-dumbbell.html">http://congruentexercise.blogspot.com/2013/02/how-heavy-is-ten-pound-dumbbell.html</a></span></span></i></span></span></div>
<div class="MsoNormal" style="margin-left: 0.5in; text-align: left; text-indent: -0.5in;">
<span style="font-family: "Arial Rounded MT Bold","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: "Arial Rounded MT Bold"; mso-fareast-font-family: "Arial Rounded MT Bold";"><span style="mso-list: Ignore;"><i><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">With some formatting changes, this is the same text as originally done in 2004 </span></span></i></span></span></div>
<div class="MsoNormal" style="margin-left: 0.5in; text-align: left; text-indent: -0.5in;">
<span style="font-family: "Arial Rounded MT Bold","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: "Arial Rounded MT Bold"; mso-fareast-font-family: "Arial Rounded MT Bold";"><span style="mso-list: Ignore;"><i><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Ordering information for the complete manual at the end of the article.</span></span></i></span></span></div>
<div class="MsoNormal" style="margin-left: 0.5in; text-align: left; text-indent: -0.5in;">
<span style="font-family: "Arial Rounded MT Bold","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: "Arial Rounded MT Bold"; mso-fareast-font-family: "Arial Rounded MT Bold";"><span style="mso-list: Ignore;"><i><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">For Greg Anderson. </span></span></i></span></span></div>
<div class="MsoNormal" style="margin-left: 0.5in; text-align: left; text-indent: -0.5in;">
<span style="font-family: "Arial Rounded MT Bold","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: "Arial Rounded MT Bold"; mso-fareast-font-family: "Arial Rounded MT Bold";"><span style="mso-list: Ignore;"><i><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> </span></span></i> </span></span></div>
<div align="center" class="MsoNormal" style="margin-left: .5in; mso-list: l1 level1 lfo1; tab-stops: list .5in; text-align: center; text-indent: -.5in;">
<span style="font-family: "Arial Rounded MT Bold","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: "Arial Rounded MT Bold"; mso-fareast-font-family: "Arial Rounded MT Bold";"><span style="mso-list: Ignore;">2.0<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial Rounded MT Bold","sans-serif"; font-size: 18.0pt;">Locating
the Hidden Moment Arm</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div class="MsoNormal">
<i style="mso-bidi-font-style: normal;"><span style="font-family: "Goudy Old Style","serif";"><span style="mso-tab-count: 2;"> </span></span></i><i style="mso-bidi-font-style: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 11.0pt;">We humans remain animals.<span style="mso-spacerun: yes;"> </span>Biology talks about us all, something that
can create a lot of uneasiness-or worse.<span style="mso-spacerun: yes;">
</span>It implies constraints on human aspirations…</span></i></div>
<div class="MsoNormal">
<i style="mso-bidi-font-style: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 11.0pt;"><span style="mso-tab-count: 8;"> </span>Steven
Vogel<sup>1</sup></span></i></div>
<div class="MsoNormal" style="text-align: justify;">
<i style="mso-bidi-font-style: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span></span></i><span style="font-family: "Bookman Old Style","serif"; font-size: 11.0pt;">How are you strong?</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span>Not,
“how strong <i style="mso-bidi-font-style: normal;">are</i> you?”, which sounds
like I’m asking how many pounds you can lift.<span style="mso-spacerun: yes;">
</span>More precisely, I’m asking, “how does strength express itself?”: <i style="mso-bidi-font-style: normal;">how </i>are your strong?</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span>Another
experiment.<span style="mso-spacerun: yes;"> </span>We’ll use the side raise
again, only this time you’ll need a partner.<span style="mso-spacerun: yes;">
</span>Your partner is going to perform the motion, only instead of with
weights, you’ll provide manual pressure at the wrist.<span style="mso-spacerun: yes;"> </span>You want to provide just enough force to
prevent your partner from moving.<span style="mso-spacerun: yes;"> </span>You’re
going to note how strong your partner’s deltoids appear at certain points in
the movement.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span>At
the bottom, with your partners’ hands directly under the shoulder, how strong
does he or she feel?</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span>How
about at midpoint, about halfway up?</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span>Finally,
let your partner complete the motion and lower just slightly from the top.<span style="mso-spacerun: yes;"> </span>How strong here?</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span>This
is a much more subtle demonstration than with the dumbbells.<span style="mso-spacerun: yes;"> </span>It’s not as visual, and relies on your
perception of touch, so try not to simply overpower your partner.<span style="mso-spacerun: yes;"> </span>Again, the partner should do the side raise
slowly and steadily, and you should try to just barely stop the motion.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span>Regardless
of the size of the deltoid, you’re not imagining it if you notice:</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 11.0pt;"><span style="mso-tab-count: 2;"> </span>Not
too much strength to start (Figure 2.1A);</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 11.0pt;"><span style="mso-tab-count: 2;"> </span>Significantly
more in the middle (2.1B);</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 11.0pt;"><span style="mso-tab-count: 2;"> </span>Less
strength at the top (2.1C).</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 11.0pt;"> </span><img alt="" src="data:image/png;base64,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" /></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: "Arial Rounded MT Bold","sans-serif";">Strength
Vs. Muscle Torque</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial Rounded MT Bold","sans-serif";"><span style="mso-tab-count: 1;"> </span></span><i style="mso-bidi-font-style: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 11.0pt;">Strength
</span></i><span style="font-family: "Bookman Old Style","serif"; font-size: 11.0pt;">may
not be the best word to use in this case, because it usually implies overcoming
a resistance (actually, resistance torque, as in the previous chapter).<span style="mso-spacerun: yes;"> </span>What we are actually describing in Muscle
Torque.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span>The
point of this demonstration is that our muscles don’t exert a constant torque
during movement.<span style="mso-spacerun: yes;"> </span>The torque expressed by
muscles, especially those that move limbs, varies predictably.<span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;">As the
muscles contract from their most stretched to their most contracted, Muscle
Torque first increases, then decreases, for every healthy muscle/joint complex </b>(Figure
2.1D).</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span>As
I’ll explain, this is simply how the machine works.<span style="mso-spacerun: yes;"> </span>It shouldn’t be considered a controversial
statement.<span style="mso-spacerun: yes;"> </span>But when we explore the
consequences of it, it challenges much of the conventional thinking about
Exercise and exercis<i style="mso-bidi-font-style: normal;">es, </i>with regard
to concepts like “full range of motion”, angle training, shaping, the role of
machines, free weights, etc.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Goudy Old Style","serif";"> </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: "Arial Rounded MT Bold","sans-serif";">Muscle
Torque and Resistance Torque</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial Rounded MT Bold","sans-serif";"><span style="mso-tab-count: 1;"> </span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 11.0pt;">Muscle Torque is a tougher concept
than Resistance Torque.<span style="mso-spacerun: yes;"> </span>It can be the
most frustrating part of biomechanics, because of a number of confounding
factors.<span style="mso-spacerun: yes;"> </span>We’ll examine them, but mainly
in context of what we can do about them in the gym.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span>Recall
that with Resistance Torque, we had a variable Moment Arm and a constant force,
the product of which created a variable torque.<span style="mso-spacerun: yes;">
</span>The force in Resistance Torque is usually in the form of a weight; hard
to overlook.<span style="mso-spacerun: yes;"> </span>The Resistance Moment Arm
is easy enough to visualize, as are any changes to it, once the axis and line
of force have been identified.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span>The
Muscle side is confusing for several reasons<sup>2</sup>.<span style="mso-spacerun: yes;"> </span>First, not only do we have variations in the
Muscle Moment Arm in the course of a contraction, we also have variations in
the amount of Muscle Force; both components vary instead of one.<span style="mso-spacerun: yes;"> </span>Second, neither is as visible as on the
Resistance side.<span style="mso-spacerun: yes;"> </span>We can only see the
effects, and then reverse-engineer back to a model (although a well-established
one).<span style="mso-spacerun: yes;"> </span>Third, the Muscle Torque pattern
is not constant.<span style="mso-spacerun: yes;"> </span>For a given individual,
it can change from training, speed of movement, fatigue, not to mention factors
that are out of our control like neural factors and fiber arrangement.<span style="mso-spacerun: yes;"> </span>It does, however, change predictably.<span style="mso-spacerun: yes;"> </span>And finally, Muscle Torque effects overlap
and interface with Resistance Torque effects, so we have to make a point of
first distinguishing between the two, then manipulating the two to our
advantage.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<b>
</b><div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: "Arial Rounded MT Bold","sans-serif";">Muscle
Moment Arm</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial Rounded MT Bold","sans-serif";"><span style="mso-tab-count: 1;"> </span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 11.0pt;">What we are ultimately trying to get
at with any form of strength training is the force-producing capability of
muscle; whether it’s to increase it, as in pure strength training, or to use
it, as in bodybuilding or toning.<span style="mso-spacerun: yes;"> </span>But
since we’re not in the habit of cutting our limbs open, and attaching a weight
directly to the tendon, we have another Moment Arm to deal with.<span style="mso-spacerun: yes;"> </span>This Muscle Moment Arm is created at your
joints, where the tendon attaches to the limb that’s going to move.<span style="mso-spacerun: yes;"> </span>Remember, a Moment Arm is the perpendicular
distance between axis and line of force.<span style="mso-spacerun: yes;">
</span>In this case, the axis is located at or near your joints, the line of
force is represented by the tendon, and the force is provided by your muscles.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span>When
the muscle is at its least concentric position (ie fully stretched), that line
of force lies almost through the axis.<span style="mso-spacerun: yes;"> </span>A
minimal Moment Arm is created, and so minimal torque is possible.<span style="mso-spacerun: yes;"> </span>At the most concentric position, the extended
line of force also lies almost through the axis; again, a minimal Moment Arm
and minimal torque.<span style="mso-spacerun: yes;"> </span>Somewhere in the
middle, the line of force lies as far away from the axis as it can, creating a
Maximal Moment Arm and in turn a Maximal Muscle Torque<sup>3</sup>. (Figure
2.2)</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Goudy Old Style","serif";"> </span><a href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAASYAAAISCAIAAADupfWrAAAgAElEQVR4nOy96VdUd7b/X/+GT78+6Ac36c69vdLrrqw7kERRcQY1jqg4oDJPxTzPFDMyCcVMMRRFFaDiBEbFKRK1jYqoOBJi4hTam3S7slj8HmxrZ9fen1NCIa32z/2g1qlDVVF1zud13nv6fI5u8oN9sA/2TzTd2/4CH+yD/f/LPiD3wT7YP9U+IPfBPtg/1T4g98E+2D/VPiD3wT7YP9U+IPfBPtg/1aaHXE1NTU1NTW1tLT6CGY1GeDQajdXV1dXV1bintraWvb62traurg4eqdXX18OjtIaGBnhsbGyEx8bGxqamJnhkBjubm5tNJhM84kZLSws8gjU3N7e0tLQSY0/b2trwke7B7fb2dnwNWLujmc1ms9kM+81mM300m80dHR0dHR10A/fTF6BZLBZ8PWzDI92Abfwr2y9f7MToN6FfBve0t7fjy/BH4Q+Hjba2Ntxub2+Xh5Ed/BZicILw9DXbDc4vbIDV1dVVVVXt3bs3IyMjNDR006ZNq1atWrJkycKFC93d3d3d3efNm/f5559//vnnswTS1O0Dch+Q+4DcP9WmhxxAhYxRAo3EEDlGJjylhrAxusDq6uoaGhoob4Aco0vyxpDDUwj4MfCUhiMDBwelsU3b2ICDsUh30pFKTWvEK6nTgkqJlnylExTxn7KPNWsY/hb6q4E0OHS4TS9PeBjlJY+eKWqUMQpeU1NTfX19ZWVlZmbmrl271qxZs2jRogULFixYsAAw+/LLL7/44osvvvhi3rx58+bNmyWQpm6uqJzR0RhU9AU1NTUAlVLopMohXZRAsMbGRvpUIgenobGxEU8Gnid2ChldcOKRNIYWGyJS0yRydOTRCz+TOEkaHfFOTGLGFE8ySZ/iTkqXE261VJdSR7cpckz22cHUci5gjxI5aqhvFRUVGRkZvr6+Xl5eixYtmjdvnru7+8KFCxcsWPDFF198/vnn8+bN+/LLL4HDWQJp6jY95ECaqBtJ5Q5FjO5nsgb7UeJQzZT+JEMOJY6JG3M2gDrmWFJ9U0ocXmKlw8NGiRN9kypH6YJRTv8k1YMhxGgB67Sbkistg9fju5yYEjzcZl8bVI4KHdNABp68TjlxL+kpU7qX9fX1ZWVlycnJO3bsWLly5cKFCxcuXLho0aJFixYtXrx4wYIF4FUCfu7u7osWLZolkKZuLjqWiBNDC2SNocWiPhBGZRQHUiZhQ9LgKXMmKW9o1IGUmNFTq0WXc64YYyx+67DHNjg68SkdtVLBgEzGCdujxAZ3yg3ldmdnJ2OVfSxDziJEj+HHtA6PgFLopDG5YxdEJnSw3djYWFZWlpSU5O3tvWzZMojclixZsnTp0iVLlixevHjRokXwFCD88ssvPTw8ZgmkqdtMYzmKlmSMSRxNvdBADjbAnwSumDXaDcDDbckePTEyZqPnEk8tu9DKSy8OGroB5txppJhpMWbR8Oik8jh5qkUaA1WJ62vVskN4nsof0k5yQhQ8M8mjKC9h7Y45FXpqmHsC57epqclkMjU2NlZUVMTGxm7btm3FihULFixYuHDh8uXLV65c6enpuWzZMkDOw8MDpG/evHlffPHF+4dcjcqoiCFIuAdET0JI4zfckG6kFnIobtS3VOqbZIzpG2xQ0hhajCjcz6KXdhK5US8RhykoGEoZ7IcR7wQ25/Dg2/EpZY8Z7rRarXQnfbvED38Co5qiKKXPYrG0kyyR1jWLbkvHssUx40U36uvr8/Pzd+7cuWLFCtC0pUuXenl5eXl5gcotW7YMwJs/fz6q3MKFC2cJpKmbi0UCipnuTRhNnKAzKfGjCUkZxbGAW4KH51J6Mloxm/QblYy1ixSC1AEtZVPKDuWB8SYJVAJGuWJPrVar1Wp9LcnyK1nsHqmWSZGnB4ciRz3MVnv2ss0xX8VCACp0lZWV0dHR69evB94QsKVLl6KyLVmyxMPDA+K6ZcuWQVA3SyBN3VxXOay56XQzbWHR6XRaKsfcSGXixKRRdpOCJsM2esqZ0GnxxvzMNpKlxDHHpIxe+5l1CI/RuROo/CsSpcWhlZiST2nsc6jisaeMt3ZVEoW5A0pXk50XPHEyiVJfX5+enr5p0yaQOIDNw8Nj8eLFQJeHhwckSxYuXAhPEcUZjtWZ20wdyzeLHCVNFuKU/iT1KpmaMTeyzbEKhOe4nSSvGWnU83E+aFDZmHPlRM1wjxNUKFpT4QRfj4ApX8AcS/YnxmqnI9udJO8ikcNfirx12MM89ijlTm7QvCWlrra2NjIy8quvvlq2bNlSuwFda9asAd8SMpZAGiAHDucMx+rM7Q3Ecm9W5VDWWJcJ1TrKGM1lMX/Sucq1OpaGWlU1AClu7CrOmKQhnIUEOdKx1BI6Nui1JA5JoE+RMSeChi+gL5MoSlbp16CCrESOeZgdjiUEedmCC187yWcy9xINTnRpaSlUBTw8PJC6ZcuWeXp6rl27duXKlUuXLl23bt3y5cs9PT1R+jw9PVevXj3DsTpzc7EUTssDbwQ5LBJQ6lhmkiVO4JG6+OyiSE+YE+SckMZ2otaxocMGFvMqLaLobFEFSwibBE8pR0qzCrPZbFp/Ur6XIW0hIRxjzyKyLPhL8fgw9hhvWoeanSaaSmlpaWlqasrNzV27di3GaUuWLIFc5erVqzds2LBu3bqvvvpq06ZN3t7eGzduXLt2rZeX14oVK9atW7dly5YZjtWZm+vdJ8ieFnIToxafOX/W9z1+/ZfQ6WgtTil06FgidVLrmMq1kmSJPJGtoh4gAaNQ0Q12/WZXdKlmUtmkbshgzAlXnY4aJVMjNptNyZiTp0ov1KIKFNn3p78OjwBTPHZ5ki66maSC20S1ADegPJCZmbl69eolS5YsstuyZcu8vLzWrl27devWnTt3+vr6+vr67t69G7e3bt26efPmTZs2TWvAz4a5jlx1dbXTWO7vw8b1n7l9NlffN/7aL6HTyV5Kag0NDc2ijUvZ1QUbLaLAjYGB3KlFWpvIjihJk9sdjul+J+LGJI4qGzKANL5W1uh+RI6xR/9ENU3+C4RN60/yR0nSqJPJLk/08LY5VgvQ26SGF9OGhobk5GToWnZ3d4esiYeHx6pVq7Zs2eLv7x8YGBgcHBwaGhoRERESEqLX6yMiIkJDQ3ft2uXr6zutAT8bNqPuE2fITQwZ3dcbz/fo5/pZRl++5kvodMpKAHacwDaIGIvlWESnbDSRMRu7lNLTzMRNiRwbQ2x40VjOibhRJdTSMYmQVSNs09oDb4RPYJ9jVamlczgtKj+zUzSy4KFQcmieQg4TT1Z7ezuLEWpqakJCQpYvXw7NXBjObdq0ac+ePWF2Cw8Pj46OjouLS0pKSkxMjI+Pj46OTkxMnNaAnw2bpfTJxHhf9JxXJbc57sahCedfQqejvDEHktXiqMpRZ7LFsQrHfJJW7aoAnulWkrFkvpDSgdQSN+UGG6OdpAbdKXxFqyqNoYWKzWajmib/hCY/B/+E21rMW0mcid9fPpV+NRM6sHbHzkwaQrOgjnmVLS0t5eXlO3bsWLZsGXROLlu2bOXKlV5eXgEBAaBm4eHhERERUVFRCQkJKSkp6enpGRkZ8JidnT2tAT8b5iJykD7Rrss97tMvhihuYtjo7m4cdsqcVLnGxkYKm6zCKUM4lqWUWZM2kSmh4ClNGaqZhcHwgpGk1Deqcp2OMRJlDJ468f2sKlNGbsqdYF1dXYw0rbdI8DpFphQvH0zolN5mu2MNkx5MLa0D/99kMoF7uXfvXqjIQT/X6tWrvb29/f39w8PDQ0NDg4KCwsLCoqKi4uLiEhMTATmDwZCTk2MwGHJzc6c14GfDXHEsWbekRG5i1OIzN7pvfGJyEjzMz5wnUQC5JtK4TCO6ZsdZUqwYIGvfSJqMB9pILU7CRt0eCRu7Tssrt7y6K/1JyZjEjI14JyxpQSjpUgLGTOtDGHhOVA5/ODtQyuMmnUypda2OfbAtLS3FxcUbN25csWIFpP63bt0aHBwcFhYWGhoaFhYWFBQUGhoaGRkJLmVaWlp2dnZeXl5eXl5hYWFxcfE0AXnz5srkHdb29UaKBDRTIrtMKHjoW7IUJVwFZQjX5ljkoT4knl08922ORW06JrSGjtnsUADoFNkFi8hJyuHLwGMAKP1GfCWlQosrLcDkHslwp4j3JIHsysK8yg4S11HpYybdS+bzg8ohcpCl3L59e1hYGFAXEhISHBys1+ujo6MTEhJSU1MzMzMNBkNBQQHwVlpaOsOxOnNzsceSTjydDeQoZjQ/iU+lG0mDN0odnjyWO2HZSKpsyhQlM7ZT6UZSJ1PSxZ5S00JOy8OUIZxVeI/0k202G/0rY49+AcYY/nf5i5h7KY9Yh8hhUqPJKkodOpaoePn5+Rs2bFi+fPnixYu9vLx27tyJ/mRoaChIXGxsbGpqakZGRk5ODuhbSUlJWVlZZWXlDMfqzM0V5HDlkjeIHCvBSYljZhKLLOApYY4lBQxdylZ7u4NW2MaedoicJOxngDGto6Ot0zEQsqqMaU6nPWfIlK3Tnn6kLHV1ddEXUNmkhqTBBrzAifNJP9NKAkt6pWBah8dB6WGaHTO6eORl7sRsNssAoaWlJTs7G7qZV6xYsX79en9//5CQkICAgLCwsIiIiIiIiNjY2ISEhLS0NIPBkJ+fX1RUVFpaWl5eXllZWVVVNcOxOnNzxbHE2TeI3BuZSaCkTlmCkxkUZbJEmS9hMYNS5ZgzScFj+QAlb8ylxOFIB6hUMGRACQBTpE5RecP30k+TxvbLl9H/SD+cMWZV+cbMkZZyZ7ZPjYen7RqV8TbHMh09myaTKTMz09PTE3pNfHx8goKCQkJCQOUiIyOjoqISExNTU1OzsrLAnywrK9u3bx/UkxsaGmYJpKnb9JDDedxs7inupzJIVw3CpRYaxQxU2WXCeEOTTScya8IyXXi2GGYSNvwrc2+oA0njEKVXSVWuU4RzTOgkeHSgMxioDOILmDZSHiSuzM/s6uqiQqcFuY3IXadjUGchQSm7uEj3kl6/cKe8ximRo7FcS0tLSkrK6tWrV61atXnz5l27dkHVOyQkJCIiIiYmJi4uDkK4nJycoqKiwsLC8vJygK2urq65uXmWQJq6zTSWozNQcbu+vl5rqYUG+1JCNDkJRru6tKiTWROWpVRSJ/NgLIrD8L1do95N6aIXbBawvdakV2ZTRVMyiS8DM7pf+VG4AZLY3d1NMe6ym5P/Sz+TepjSEEIt5XceyCF11BNhuS44oSaTKS0tbe3atdDb5evrGxISgiEcZikBuby8vIKCgtLS0srKyurq6n379tXX188SSFO3mTqWdCUF5eqUVOIayNJdyt4uVvtmyLXYG8kpeK2iBMeQY8FbG5mGw8635K3dcQoci8067HkRJnEWxxYN5mFaVSaFxaby+uBP3d3dkgdGndUe8sGHULqUpNGvwchk/0UZ1NHjwA4IE7oOx0wvO/jU3WARAcZy6enp69evh8bl3bt3h4eHh4SEQC0OQriUlJS0tLSsrKzs7Ozc3NyCgoLi4uK9e/eWlJRUVFTMEkhTN9dnhTO65FomVAbpDFTKG5YEaNOJRI42msiuLi3Y8JJJ2WvTWLBEIifHCnMmGWN05DF3i3mSkj2JFqKiHPoMTqXQWYkDyZBTbmgRTkljGyyo0wKPOQgUPOphUief4ke1DhzLNWvWrFmzZvPmzdDhFRoaqtfr4+LioDCQlpZGkQOtA+rev4ylJI06k4w3qXJs6rcWb7QCLpFjuUpaIaDnpt2x2G12nNvW7lgGkEGFE8yUpCmhUoZtVIKsToMuukfmVJTixl5gEw4kpUvKnRZ4UtnoD1Ga0q82i65L1Lp2lbU51gzAsUxISFixYgVMjQPHMjw8XK/XJyQkJCcnp6enp6enI3LgXoLWlZSUlJeXzxJIU7eZIkdXoaxzXI6SvgaCV5ovYYAxJ5O5lLTbS9nnRYWOhm3oT5od09D0vGqFFlLrLKqYDUeY1Wq1kHo3w89GAiErSXLYHAOzrq4u8BsZbFp5fAYbfRfTNyc7bSpnkprUT6tjMdAiynTofiN+cDwtJBhmB7+NTEekjqXZbMZtk8mUkpLi6enp6en51Vdf7dq1C7xKvV6fmJgIgVx6enpWVlZOTk5ubm5ubm5hYSHUCcrKyt4/5Fj6RMkejfG0FqVkVW+WOGHIsXYT5li2ktkAzO+nKtcmVlKQp1xJGnONLI65RyZlyj1Si5TOpHLoowGHyihLipIWeAwwGdFp/RfKHvMqqbepPBSdokTJ3Et4bBP5ZHb62uwZy/T0dFg5z9vb28/PD4oEoHKJiYmgbzk5OSBrJSUle/fuLS0traqqgjEzSyBN3VxUOZa0pIBJ0WsQRgM22duF83e0qnDKWI4iR90SeS6ZuLWRNRQobzIpYnHs/VfmRRhjSswogfhUKTvd3d2IAaQcZSQmScNXsncpqVP+lUJrE16r0rdErbOK7CV9KnnrIEkUs2NoTU8fnNmWlpbMzEyYA759+/agoKCgoCBo8oqPj4eKHKQr8/PzS0pKIF1ZWVnZ0NBw8ODB3t7eWQJp6uZKXa5W49Y54D1SAuk2qwowN5IpXlMTX0SIYsaQayP1bil3Wm5kh2NdCHc6VzmmdZ2O0RrFr1PEb3Tggqup1CWKDQWGgqQlWV3Ch3TyVP53rT1ajiU+KkWePWpJHKXOLBacbXcs7ZhMpvT0dJiws2PHjoCAgODgYFA5vV4PScv09PTMzMzc3FxImYA/WV9f39bW1tPTM0sgTd1cRw5YqhW3FsBHTE7WqVaGpbJGRQ+dSew4AbqaHe/mwSROmUGRuqfFGHNyKHhU3Fj8puVASk2jgCkdS6tjvwjChtuSNyZ6UtmUBDJQpSri662kicym4cHSHyuvO5JDPJgyrqPIMfeSPjY1NaWlpS1ZsgRULiAgIDAw0N/f39/fPyAgIDIyMikpKSUlBTxMaGguLi6uqKiorKysq6tra2ubJZCmbq4jx3ijBQBWCpe80RSlUtyaxHQB5xLHCt/Sz6TnsoPcMIDS5Rw5C0l8M/CoyfBG0shkjY31bkejO5XIKZ8yrqboanYJwWSK12Wv4LEfpVS5TpG3VAodPeDMw6Qq125PWhYUFKxYsWL58uU+Pj7A286dO/38/CIiIiBpmZSUlJCQkJSUlJqampycnJaWBkmUsrKympqaWQJp6ubi5B3pYcpcJa190/gNVU42mjSJli7qWGKyBCrgjDTa1dXqeFszs3amxOK44mKHWPK1Q9XPpUQO05VsUEplwLFLdUYi1N3d3dPTI7micNpIW4kSPC2zqfxYKYnMw6TfnCGHei69AHYw5TY9+G1iLlWbY6mgsrJy3bp1K1asAOT27NmzZ8+emJiYjIyMXGLp6elJSUnR0dGRkZEwPTwzM/N9nS9HcyeyNkCzlHViqTxl+oQ6k9KlpPrG2FMmTth5otkR5l46CS2YyShOUqe8/DNxkwTKgY5RnNZGF1FC9i4ldewTMB/TpUq00L4wBh79wlaRHGIKLz1wmkGR0scuhQwz3NPa2lpZWbljx46lS5d6e3sHBATs3r07IiICmpizs7NjY2NjYmLAsYRwrqKioqSkJDU1NTU11WAwzBJIU7cZISeTJehe0g0GGysVSMV7bX5SPrY51r6pMd5kIMeuu2wQKCVOy5PEPTZVuUxSh0pFx7cTrhiQLMXCAGOwyQ+RRt8r9U1Jmk1VOegkCUx2hWLsyeudDOfAwHNpaGiIj48PDg728vJat27d7t27AwICUlJS8vPz09LSYmJi/P39o6KiUlNTc3NzKyoqzGbzhQsXzp4929jYmJqamp6ePksgTd1mmrFkyoZZE9ayTAGjdfAmlWFHpcnxzlWYKZFCJ90PipyStA6xqCvd70TiLCQF1ymSk0zlmDiwgdslchh0W0mLEhvc7unpwXdJL1ErMmRkKt1XBp7VMa3CRL5TlUdRXrxw2yx6gFhEB6e1trYWPMbt27dDW3NoaGh2djYsJRQdHQ1OZkpKSl5eXl1d3TfffPPbb7/V19dnZmampqbGxsbOEkhTN9fbmlHuwIFkBFLY6sWasFh2o3lLmqhs1r7bsGw6kZlJM+k1wUdlLKf0J9keenm22ltM4GUsnpGepNKZpBx2qRxLJy5lF6nXdYuSnVKvGE7OGbaRXItN5FQkezbHlKzzJEonqRbQDXrAGWksqGtoaCguLs7IyNi9e/fu3bu3bt26bdu26Ojo9PT05OTkyMjI3bt36/X6pKSknJycffv2dXZ2fvfdd1lZWWlpaUlJSXq9fpZAmrq5jpzUN5q9pJg5hw0xY3UCxhvO3aCJE8xi0YkClDHpTJodE5WMLgwkzPYCkRw3Wo6l0p+0Ok5Ogw2qclqksaeQR9GSKbpT4gp/BQFkH84wVn4T+v3Z9UL52ztVyUwqaIw3Gc5JfUPPxWQy1dXV5eTkhIaGBgQE+Pv7h4aGxsbGJiYmxsXFxcbGQrUApheEhob6+fnBGrKQRImMjJwdjqZhri/EQOmqF70mjU6NUccaKV/baNLiuJoQJY1qHSvHMfaUeRTchj9RN5Ky1ylMDj45QJX65sSHVLqOSuoQS7ZHOpDyf8l/LWmkyMmfJmM5pW/JYjlmFsfUMTtNeGZbWlpqa2tzc3OTkpKgEAe9lGlpaTBzJzIyMigoyM/Pz9fXd+fOnWFhYQkJCbGxsfHx8fHx8SEhIbME0tTN9VnhVN/YtozfGu3rUmKXCTKmBZ5JrG4iMyiszE0dS8ablDW2E4cCg1AmABhpdJxJp4sOSptjftJGgiUJDC0P9PT04NNulVFa0Nhb5LbyA7uIHtLvaROTXNmvk5ce5RVK6WR2iHJou6r5q92esczJycnKygoMDNTr9VlZWXl5eWlpafHx8SkpKampqSkpKcnJyYmJidD/lZaWBunKmJiY9w85GsIpkVPGbw1knTzET1YFKHi01YtOFGgRs+NobUD5FJGTBLaLe51KV1P6k04cy9eGbdKoC4fgSXIoEhIb9hotDrV0TH4T9jKbqum5i1QLqLyzq5LMWzJjx19KHKWutbW1pKSksrIyPz8flmdOTk7Oy8szGAzx8fGpqak4R85gMBgMBljeq6ioKDc3NyMj4/1bIJ11n9AoDgBDqBA8mpxE3mjxDdQPnckme98Jq8XJLCWbK9AukpbtYgIBYuYkopPpSulbSt5sIm+OgxXHq3KgU0mRvGkZIkHfIpWQ/pVRxFBXfkObPU/T5ah1NpGAZQdBBr1Wx/skU9gsqlwxkzh6PS0vL29qaiouLoaYLTEx0WAwlJeXw0w5aGguLCyEOeD79u2rqqqqqKgoKiqClOYsgTR1mxFyrEiAmDU6riBEq96NouOEih4C1qxa44T1msgSXDvpOGHUUWWT3iYL5DpIUY4xxi7kVlEh6CLZESlxyqHPxj0+MmC6VYqn/BAKpKRLYqb19m5xjaC+sTKcU0ZxTPGkvslwut2xYEDZg1s+lZaWwkJD8fHxmZmZMP0U5hAUFBTs3bu3vLwcFvaqra3dt29fYWFhYmLi+4oc8qZETpk7oZg1ihmoVNbYU9p9InspnSNHIzqaOKEODFOzDpFMY8PFRvLgdITJKz1jj41XOaylHHU7BngQ0eF+JomST2nwGnxUAi8x61I5olayCiCNXa2iIC55Yx6m9O3ZxbGdlAra2toqKyvz8vJycnJgkWZArqioaO/evQUFBZBN2bt3b1VVFTQnwushwEtKSpolkKZuM0KuwT5bR4kc9lI2iRXOm8gNdJrFcpTKPi+aO4FDr0yftIkbnZpFrpKCR72aDsecNT6lXOHoUfqTzKW0Os6CcyJ0TrQICWHISdK0/qT1Rgk2raR3OcZs7NGqkSuSEZ2SOou997LT3oEpTxCeGoZcdXV1ampqQkJCSEhIYGBgbGwsIldaWlpSUgJzdsBglmpRUZHBYIAa+iyBNHWbHnI0eENrECsIaRUG8JGVBGi0xsI2+rSNTBrAp+2qCgENvpmL0iGSYzJNYnZchpkFb50iZcJUDnVAjlQnMvJajaLw0I0uEtQxhl0zKWvdpCtNZoYob+zahKRJ2GTMLGNsGtfhWa6rq0tOTk5ISIiIiAgICIA6eH5+fnFxcWVlJTiTcOmH0VVfX79v376CgoKUlJSoqKhZAmnq5uKs8Pp6vrgQUNdImrxoHoUpHk2fUH2TFXAZxdEJO9KldCJxHSJLiU+pV2khU7877NPkqJvE4habYz2AiYPkjVKHfLK8fLejrFHHsqenZ//+/fBINYo5lvQDKa7KDI0WpZQ6qtUSOeexHEPOotGG0uGYq6Tb1JFpamqCm8XFx8dDR2VKSgosFFteXl5RUVFTU9PY2AhDpampqba21mg0FhcXx8bGRkREzBJIU7cZIUdbnJVJlCbtBfOkV+nEyWTGkMNtlrSksIHRrAm7lMp8Gh0ibDApxc2mUQF3bt2OQZQSBsaMdDIlYIxe+rL9+/fT/Vr/kX49xh6FrUuUCmQgJ48nc+DNjrUBZsyxbGlpKSgoyMjISEpKgmlyiYmJmZmZ+fn5MAe8qqoKhl9jYyOMSaPRmJeXFxUV9f6lT5QzCWgqhZbCETbcBn+SUkdLBSaxlBBrp2RF8BayBIMsGJgdFzWhUYE8zcoojoVzFDZ6dWepFBbO0WGqlAtKFB36yqdYE9cCpltkKZVyRzcYpd2OjiUV6m5Rl5MESq+SIUd34nHGR+lYsmtoO2luTkhIgHUsExISYLJcUVER3oEAV0+tq6urrq7OycmBWXOzBNLUbUaL6mmVwvEag/6ksjzAhK5ZLHPCur1eWxZ3rnW0YGAWeUsayOGeDsf7VMmruI1Ugdm2TTUPVUvluogryDYAIfQnJYpSCZUoMvDYTvpN6E5pIpRT+JaSOoafxTE5LK+A9Hy1i4prW1tbbm5uREQEIBcfH5+enp6dnV1YWFheXl5eXl5dXSEc1GQAACAASURBVA33IWhoaADHsrCwMDMzMyMjY5ZAmrrNtEhQJxZjZq0nTfZp4AihRE4rhKO5E4ZZi+MqQ8zDhDNElY1FCB2OxvIo9NGiupEAbCtHmxOvEke8TXTrS6WSaRKM35ykLrs0orKp4IfvpVrKUFSKG3WqGXJWjXQlczXZKVAG5O2OBfF9+/YFBAQgcnCrncLCQvAt4SYE0A9cXV1dXl6en58PyxDNEkhTtxmpnFQ82dnc4Dh9rlE1R85JKzOyh6RRApU18VayXKwyj6IFHvUk6Ta9SDP2lKQx74sphhSQbiJllDolUcosCFUnSa+EWWZrXvslcSf9gV1kyT16KJyTRn2KDseOE62gjiKHIyEvLw9mEsDddrKysjCcKy8vr6qqMhqNFRUVUMTLzMxMTk6OiYmZJZCmbjO62RXLW2oh1ySWhW1UrX1CozvZfUIZc04dnh56tug2RnQWxzy12V4LYrk1FoRIJ4oFchjLdZPcOhvWTNxgp0yQsDxkt3Ad6cu6SLmcbjB06evld+gWURz9zlNRORupFlDklGkqM0lfKfMoUt/QGhoaIiIiwsLC4J6pcE/wwsJCXAs9Pz8/IyMjOTk5OTkZlv16/6aofkDuA3IfkJuhuVgKdzKZwHlNnDHWqLopMQvwZJGgVWWMN0pXu0b3iZbhaMBADseQxWKxiqwJfUo9LuqSsZFNx3e3oyEVWHmTOyl40nWkG/gU3ojcdmsYBaybNDTTK0WXo3updQFSgqeVPqHuJaOOJcMwhjeZTLGxsWFhYTExMUlJSeBYFhQU5OXlFRcXFxQUpKenw7p6SUlJcXFxMI11lkCaurmC3FQaLJvsCzCj1jWLG8c1krmq2NlMKwdU6DCQoxBqSRxYh8asfotjWlIZ0KPhAGJjyOo4V8DmWJRD/LpFBoIOa4ocEgWPFC3KmxJIyhuDim502cNFRqO8KNDvadOoLjKJo9cgPGIW+9IVnao6OLLH0ifUK4GnMmPZ1tbW0tKSnp4eHh4eExMDdQKYrQPIZWZmwky5lJQUXNny/Wv4klkT2WApHUvZgMLcSIYccylp0lIWBtpUC8UqZc25vrGhQJ1Jq9PCgBI5NjrpCKYQSmCQN6WTyV5A36WEh324hI0Bxr4ne0p/LOob++1WsfoQ9cytGlN46LZW+gTkjp30wsLCkJAQvJljTk6OwWCACXIZGRmZmZlZWVlw7yuYq/r+rfClrMshZvWO66JrkcYqBDR406oZUJWT4taqqoOD6T7YWzKGXKfoQYENs+OyhSy0pnEBDRnwsaamBu5GAKt6weQdQA7mqmZnZycnJ8fHx0dERISHh4eFhc0SSFO3GXWfSH2jyIGxKI5h1uTY+aVVqTOJGxTTlLETidPppvcDP9gbMYmc1XFZS+pVWkQSS4ZzNDqgp9tkMqFvifdzhFIB5FGysrLAt4yJiQkPD/f393/bx+ZN3NKxniw6JD1JbEZpJrNRnfAGZDKJQ9gwdcmudkrq2tvbPyD3Vkyn07EELxU6JWmgeEAjxYxyyNIn8LSqqio6Ojo2NhaQS0lJyc7OLi8vLy0tLS4uzsnJgfsYJycnx8XFva8zCViWkvZV1juuqEeTliyEYx4m7fkyqZotZX6SZik/IPdOGVU5FtHRJArLVTKhk/qGJ5o+hSQKrJmHMVtxcXFxcTG4l7jcUFJSUnJy8ts+Nq4WCVhhoE5jafQ6+z0JGslMOZk1ceJP0lhO1gPkRrvjCgsfkHsrpkRO5i1Z4kTpTzLkJHttbW3V1dV6vR6ELjU1FSYWwM1AwLGEyT6gdW/72LiUsWTlOFQ55lVSP5OVwiVmzOGkMwm0EpU0lqPngGYmFciNWby9LWOvnvw2ZvGdaxj8bcziPcfPMvrSvufsA4vv76mAuYbB3169YWLsfJ3eXafT6XTuesvQC/hA+coxi7fuz/q+x5OTk5MTQ0b3j7wtD8i/fvV/X44N5Ht/pNPpdG7RluFxh8+f451/fmxi8oHFO8gy9ht+W+W3kn+daxj8bWJssE7vptPpdHPc9JbhFxMOX3WOj3FofHLy5dhgg95tjk6nm+O99/zYL07/xVQNkGPJXpa97CQNlkozk/7mdtHMQIN5k8kEM1YROVitOScnB+b4JCcnwwrq719bM6vLNTguxMD8SVmpa3Jc5KvZPpeHUmcSaw1p9ZpIxWPZLbXKaSGn083xsYxOIHJB3pYH4gA87tO7exu/ezE5OTF2JNpthWHw+eSYxVsOTfhAfd/45OTEsNFdN1eF3MlrxvVuhvMvJideDOa7uRuHJ/DzJ14M1XnPje4bv+uInPJbOf6WV08nxvui53rXDb2YmJwY7Yte7GY4/0Iw/9t4n34usDc+ZPSZqz805OxfTNWYyjHksFSg9CqdZyxl6A6+ZUZGRnBwMDRbQi8lMgbIpaenZ2VlZWdnz/CnzdxcdCwbGhrwhgTMsZQ1OtpooqwWIGAshGsWS+u1kjkEOHGOpo/ZRXEayK1PMvi4+VhujwqV+30cj/fp50b3jU/w99pf+PtgHbN4rw/VL47vG/9l2KjX671VyJ1/PlTn7a43Wiy2wbEJ/vlgmionMKd/9bWM/dCnX/xKZuH7zDUMPmAq92y8L3quvm9c/SEui9ykTqez2ddleq3Qaelbh2NNnNUJ6EZra2t2djbcwRju6gi9JhkZGRDCJSYmgtC93yonO1FY4kTqm/PcCaPORGbxOJ9A0C7KNc6KBFrIeVtGRy0+c30Mmes1Vc4BiYnxvuiP4L1KlfMuMuoX680N+o/SLK1BSscS3jQxNmgz6t19LKPP6OeP3x7+UTiWU1e5xw7IjffpPzIMPoAvMD5k9HU3nH8BSojIvbg3PPaL038xVUPHUiYtZYFO6UxS0rTyKMhba2trfn5+UFAQ3DQ8Pj4+ISEBusAS7QY3NH6PYzmlV9nY2Ch9S5qxVNbETWJyKtU68NQBuTay9km7qkKA5wNPz7SQG5t8OWrxm6PTvRnH0ts81Bc9R6ebg97aeJ9+rp9l9OXkxGhf9Apvy2Cf3t3Hcm9icnJi1OLzkWHwt3+WY/nivAG+/Kw5lhQ2JW+djosOwX6z46w51LoOsti20sPcu3dvYGBgRERESEhIdHR0fHx8dHQ03BgkLi4Ou73e14YvKXQ0lmtUrRtLS+Emk4khx8RN5i2ZyrWR9RfooWdxtqbK/e44nX3ggNzk5MQ9i89H006fqJGzjI336ef8Wd83ZkdlfNgS7QZunXfd0IuJCUyf6Nyj+0YnJid/3/N7+mSu/WukWVpfkz5x2KdMn7y63EyM90XPcTcOT7wcO7/Xe45uNtInNJZjpTmZwFS6l3geqZ+pZK+ysjIwMDAyMjIsLCw8PBzupRoTExMXFxdvN8DPld/zRs31IgH1JDGWo7O/Gxyn7Sj9SVr1VlYITCa+9gl2n9BLHW5TD+RDkeBtGSJndZzTpPQtWUTHmi2lnylLcxS52NhYvV4PG1Aij4+Pj4uLA617/ybv0KYT1tjV4DhVB2DD8oBWFY46liyuQxoZcqw2IJ3716jcB5t9o8jJGT1WcjNxah3i9o6yUkdPNJ731tbWioqKgIAAqM5FR0cDdSh04FgmJibGx8e/7WMzg+4TWpFTZk3QyaRNJ5I9mikxmUwNDQ2lpaUpKSlxcXFJSUkGg6GysrKxsRFeUF9fX11dDWtfNzc303CORdsfkHuLJpFjeRQa0VFZs5B5VUonk8bqKHetra1lZWVwIx4I5KBOgI4l1OtgrurbPjYziOVoSQDTJ8qZqVr5EulMGo3GlJSUnTt3+vr6BgcHBwYGBgUF6fX6hIQE6CSABXoDAgKgCFNSUtLU1NTquNgJnjZ1+uSDzb5B+gR5w+k8Fse1m2i1oFNMokPFM5OJc7RgQAOKrKwsWNMyKioKqnNQHoALN1QIoA3lbR+bmcVyrAKOEZ1MoigDOZYyaW5uzsrK2rx589atWwMDA0NDQ8PCwvR6fXh4ONwYes+ePbt37/bz8wMUISmcmJhYVlbW0tIiJa6jo0P3wd6SIWxO6nJTTKVI95KJXl1dXXBwMCw9BCqXlpaWkZGRk5MDE8Oh8RJm0M0SSFM3F2M57D4Bq66uLigowN9ZVFRUUVEBk1mNRqPRaMTbHUMBvdHxBlcYvEVFRW3cuNHX1zfCbiEhIXv27Nm+ffvu3bv9/f1B9MBNj4qKAiCjo6MLCwtNJhOtyFHwzI73GOggk1BlmMG8IOXCHnLljy6x9FWX4wInyonYuBNnnbJHmPqNM1bpX9nc027HNRfoCihyBQe5EAPbI6fSyvm18peyY2UlaznDTot9qXmGn1aZjnqV7LTSAN5gMPj6+oJjGRMTk5iYmJaWlp2dDesyGAwGKILDjNVZAmnq5gpy6EnW1dUZjcaysrKUlBQ/Pz8/P7+AgIBAu+n1eghkQ0NDg4ODQbKg4zsjIyMvL6+srAzu2ACfVlNTExsbu2XLll27dsFNVQIDA2GtQj8/P/iEqKio2NhY6DCA2fXR0dFRUVExMTF79+6ljGE8YLYvIkQTYtSfoRVbVr2l1Dmf/W0T652wKeHOjVHHtulkcLqALCWKAkyhcrKUQ7fqPpKUKLlyhPxpXWLpIauYOK8V0aGxRCU9WR2OM+gwgmizL1VqMplCQ0N3794dFBQEyCUnJ2dmZsLSQ8XFxSUlJaWlpYWFhQaD4T1GDjaMRmNaWlpYWFhAQMCuXbt27969ffv2HTt2gPu3a9euXbt27dy5c8eOHb6+vkgOrMeUlJQUExMTGxublpYGMwgjIyPh2Pn7+wcHB8MK8lFRUZGRkREREaBskPNNTExMSUmB9nBItERGRsbHx9fV1eEpwdPWbr/RBz5ST4Yx1mlfakGqHPWUGGBWsqSX3FAqSZfjCiWUsQMHDiAbBw4cgD/BRo/jms1SryhISmMf0qNazQGf4pdkjHWTRRnwOODxwW129NhBBpN5SxbR0ViOCV1ra2tPT09jY6O/v7+fn19QUBAsPQQrMsCNHSsqKqqrq+FGc1VVVeXl5bPD0TRsesjRRsr6+vqSkhIofcDN9YKCggICAoA3f39/X1/fnTt3AoR79uzx9/eHtAdUKuPj48PDwwMCAqCEEhkZGRISEhQUFBgYGBISEhYWFhERAToZGRkZHh4eGhoaEhICN86MiIiIi4uDNBS2sQYHByclJTU3NyNyLBVGzyiljl59mb4hgezibXW8cRwTPYSKOpZS1rqF49cjFj5R7qRvVPqQSn60kEN7rSArhc6JxMkLFjuwSg+T+pkylgNnEs/a8ePH+/r6UlNTMfLHBfbw9ldGo7GeTGqZJZCmbjPqsayoqIiNjQ0NDQVUAgMDg4ODMegKCgoKDQ0NDQ2FA5GQkACtbsnJybGxsQBYSEgIiBiEv8HBwbAREBAQEhICOV+oqyQkJED/DkAOO+EDk5KS4uPjo6KiwsPD8/Pzm5qa8LqodCnZqVVegFnCjQ4gJnQMNiYIYD2OgZzcQDCUyPX09KD0MVokfs65Yi9gb6fU9ZC1LtmlBFUOZKq9vb2lpaWxsRGXWmxsbDSZTJBJxsiZOfDsSkcxY3EdiltHR4fVaj106NCJEydOnDgxMDBw7ty5y5cvHzp0KDMzE8MWuD8BIFdeXg7UQfqgtbV1lkCaurmIHIKXk5MTEhISExMDPTVxcXHBwcHgT6elpcGNF2BNz6KiosLCQlgKhq7pifPkoZACTd8w1SInJycvLw8XJ4TVYzIzMzMzM2HZJlgvLTk5OTExERIqUVFRiYmJeXl5dXV1kMbU4o1lz2REJ6/NykCu2zGX0K3KOmjJTrc9iushoRo1hAGQ6yapFEqpZI99gvwT/Ur41y7HZA9lDMGzWq1tbW1wwS0oKMjOzoYwAa6JcFmEUwm+THJyclZWVkFBQU1NDVKK1zXm29M9NBYwm83wxhMnTly4cOHixYuDg4MXL168ePHid99999133x0+fDgzMxMWHYIcXn5+PtyioLKyEorJkKubJZCmbq4gR+fmVFZWYgspNGvr9Xpw/BITE3ElM4i7cnJySkpK9u3bV1FRUVZWBnHt3r17i4qK4H6zpaWl5XaDNeVrampqamqMRmNVVdW+fftwTYuCgoL8/Pzs7GxY7gLwBsJhRScQwPT09Nzc3NLS0urq6vr6erjOYeTNUKQXYOkO0dAFrJvc/ElKXLdGrk+KG4MHGdPCT8mSlDUWBPYQkVS6o1TZ6JeE79/R0VFXV1dSUgKMQXYaLotZxOjVMDExkfomLS0tFy5cOHHixNdff33o0KHu7m7pVTL3EpQNXrB///7e3t7Lly9fv379ypUrly9fvnz58tWrV4eHh2/evHnjxo3Tp0+XlpbC18jNzQXk4HZzRqMRchAtLS2zBNLUbUbdJ0BdRUXFtm3bli1btmbNGl9fX39//z179kDwBo+hoaEQsIGm5ebmwroUcCuw6upquE8K3CoFy3owYwBbvaB212C/dxFwC5koOMoGg6G4uBiWdoJJ+DApGJeagfAP+ExPT4cFD8vLy8HXB0cIi+n00ksDEpYbYL4lkz46ZHscnUl8Skc/xQnTJxKtbsd0i/RF6SfQF+Ab6evxO+BrqHvZ1dVlNpurq6vT0tLi4+NhMZ/8/Hy4N3dJSUmR3fLz83HlVlwEAZYeSUtLKyoqunLlynfffXfp0qXLly+fO3fuxIkTR44csdls6HlSlYNDeujQoa+//npgYODMmTNdXV3Hjx+/cOHClStXBgcH//rXv165cuXatWu3b9++ffv2nTt3RkZGLl682N7eXlxcjN+wtLS0oqLCaDTW1tbCoJolkKZurqdPsM+rtrY2NDTU3d39888/d3Nzc3Nz+/zzzz///HN3d3d3d/d58+YtWbJk8+bNQUFBkGlEPczKygLRq7ZbbW0tMAbjnsbl6GBA5NDU1ARZ0+rqatDJ0tLSysrKysrKsrIyvDs7+LGFhYV5eXkwRzgtLQ29oJiYmOjoaMiLRkdHJyQkpKamZmZmGgwGWNceRBgSzcXFxbBOG5xOUM6mpqa2tja4EiOEDDkUE8abVDYKDKgTahRNY0psKJkUSCaALGKUO/H1XV1dnZ2dTU1NxcXF4DeCc4j3kYLrI1z7KisrKyoq4MiXlZWVlpaWlpaWlJTA4crNzc3Lyzt69OitW7euX78+PDx8/fr1ixcvnj179vz586dPnz5y5EhPT8/BgwcPHjzY3d1tsVi6urr6+vrOnz9/6tSpgwcPHj58uLe312KxHDp06NKlS9euXbt48eKVK1euXr16/fr127dv37t374HdRkZGzp49297eDvlJiOXgdnPvMXLQNonIQdy8d+9eg8GQlJS0c+fOVatWLV++fPny5fPnz//yyy/nzZsHEK5cuXLXrl2QI4mOjoZ1rcHxgxurwyBubW2FQUydN7gEwoDu7OzEuXPNzc20Da22thZkc9++ffv27YNBAFc74Af4hKGQnZ0NrilACIUKuLMEZEeD7AaZ0rCwMHzEYiOE7JmZmUVFRUajETs/raRywLw4pUcnfcgDBw4cPHiQoSgTLbDRbc+RglBgSqPOfgPA5ubmjo4O+r8YZnh1sNlsTU1NeXl5kLVKTU3Nz8/He3CjxwGtRZB/NxqNMKzB+4DAAa5WpaWl9fX1N2/eHBkZAUW6devWtWvXvv3228HBwUuXLn377bcDAwOHDh3q7+8/fvw4fJOzZ89+++234B0cPHjw6NGjR48e7e/vv3DhwuXLl+Hx+vXr169fHxoaGhkZGR0dHRsb++GHH8bGxh49evTgwYOLFy/u37+/sbERJA57EmcJpKmbiypHW7pYUyU4fnAhLC0thTgtLy8vNjZ28+bNHh4e8+bNc3d3X7VqlZ+fX3h4eFRUVGpqKqZJysrKsGWZ9Yy3t7eD9FksFlx2gc6ggxaWBvvaEEajsdJuQCAMBRwQ4BoVFxfjLcjS09OTk5OpBkJhEGQQ29IhWRofHx8TEwOxK3KI6dmcnJzS0lKj0dja2gpfm+UqqAQxcVP6jUy4enp6rFZre3t7U1NTVVUV/ApcDxwSSzgnGjNV+fn5VVVVbW1tGH/2EOG1WCwNDQ25ubnQDQzZ9oKCAshA4NUEjjn06+GVDgxOPT3UlZWVAwMDY2Nj9+/fv3///t27d2/fvj00NPTdd99dvHjx0qVLV65c+fbbb0+fPt3X13f8+PGvv/4aHMhjx44dPHjwwIEDvb29vb29hw4dOnr06Ndff33hwoVLly7BG6ljOTo6+tNPPz1+/Pjx48dPnjx58uTJjz/+ePfu3cuXL584caKnp8dsNr+v6RM6HY5OiqNLDOFVEHu74Iqbl5fn5+fn6enp4eHh4eGxdetWWFMeElwwoA0GQ0VFBd5MC/8LZJxwERRa8oa4y2yfTIXqhwvdggMMBikZvDyDawQQlpSUQHY0JycnOzs7KysLfFHoGILgBELHbLvBn6A8GBcXB/gFBgb6+/tD1SQiIiIpKamgoAAq9bRm0ONY+0a0Dhw4gClK/FNLS0tlZSV4fa2trZWVldnZ2XA3GSAE0EpJSYH+XWAPDBIekNqNj49PSkrKy8uDMnG9fcZjeXl5WlpaeHg4Ln6ckZFRWFi4b9++uro6yDxh2gmugHCZo+cdDiyABzmwlpaWO3fuPHr0aHR0dHR09N69eyMjI7du3bpx48bVq1cvXboEUdmlS5fOnTvX19d35MiRw4cPA37Hjx8HfTt27Fh/f//XX3999OjR8+fPm0ym4eHhoaGha9eu3bx5E2EeGxt7+vTps2fPnj9//vPPP//tb3978eLFixcvxsfHHz9+/ODBg2vXrs0OR9Mw11WOCR1tYmbTCLCdEjbgxOzbty8jI2Pbtm2bNm0CPxMKa1Dfi4uLy87OLi4urqioqKqqAqcFNiDFAkEU6B7tmcRiDk29YCYGPCLwXQFLIBl+FAyUqqoqGpaADEI4V1JSAlhCmFdit8LCQkgeQPoOwsXo6Ojw8HAoP2ITdkxMTHZ2dkVFRVNTk8ViUeoeACblrrKyUqfTeXh4REVF4Yo6tKCCaTr4tuBCg5cBPh541PBV4XoBlw+8ZIAkQoYJ8n4lJSVw+YMDjr49+Plms5keVYzzgTqYY9Xf3//kyZMffvjhhx9+GB0dvX///r179+7cuXPz5s1r165dvXr1ypUr4CJ+9913g4ODJ06cOH78+MmTJwcGBgYGBk6ePHnq1Klz5859++23V65cOXPmzLlz53Q63fz589va2m7evHnr1q2RkZGHDx+OjY2Njo5+//33jx8//vnnnwG2X3755Vdiv/zyyyyBNHVzMZZjxkhramoyGo0wBCF6hiwWPqJlZGRs2LDhyy+/9PLy2rRp06ZNmzZs2LBmzRovL681a9Zs2bIFZmTExsaCBkLWEfKNkMYAJIqKiigYwAMN5GDM4cjDjAhsQ34Fvyc4mdAIm5GRgQuPwjaWPWA/7ATPDWJCKExBcyk0CUAK19fXd8eOHdu2bdu8ebOPj09QUFBycjJ0gUNiDQ08YdwA3zgmJgb79P/rv/5rx44dcPsL6DhFKc7MzASW4PhnZ2fDio4GgwFIg1Q+ijMswgNeKHx5qK/CtE7QOmxZhCsg+o1QrYHjhp8PRw96iHNycnp7ey9cuHD69OkzZ85ACRtcRxC0gwcP9vb2Qo7k8OHDBw4c6O7upp6LzWbbv39/b29vX1/f119/bbVazeTuLvPnz+/o6Lh3797t27fv378PLuUPP/zw6NGjp0+fjo+P/9///d+vv/7697///R//+MfLly//8Y9/zBJIUzcX63IskEM/E8ErKyujuQcw3A4h5ufnt3Llyk8//fTjjz/+05/+9Mknn3zyySf//u///h//8R9/+ctfPvvsMzc3t0WLFq1YsWLNmjXr1q3btGmTj4/Prl27oMeFflR4eHik3cBZhfo4eK0YmMFfYSICtJWFOxqkT4KI0Z+AhnOIoP0a2tz8/Pz27Nmza9cuAGz79u0+Pj5bt27dvHnzxo0bN27cuH79+rVr165Zs2bVqlUrV6709PRcvXr1+vXrvb29fXx89uzZA8tUwXcGeiMjI/38/JYsWYJD7d/+7d+2bt3q6+sLreRwHGDZD2oRxPR2g6dhYWHwM/GXwq+AR2rw4dBnBz0PGOtCFx4aHCj8qKCgoOjo6OrqavDwocsRgmq4iJSXl8OFDy6U5eXlVI3z8vIKCgrgQgmoV1ZWQnUXj8Mf//jHysrKe/fu3bXb2NjY+Pj4zz///OTJk59++umnn356/vz5+Pj45cuXW1tbw8LCdDrdw4cPZwmnqdiMHEulyikdSzo5lc0EBwevuro6PT09ICBg8+bNa9euXb16tZeX17JlyxYvXrxw4UJ3d/f58+cvWLDAw8Nj5cqVmzZtCggISEhIgOkI2EcHHiMUGLq6usAl6+rqOmg3uKBiGhCSn7LRBLxTCFdovxIWKuh8Leay4gUI86g0aIRRhUMKQkGo3WOvBnTllpaWwhgtKChISUmJjIzcs2ePTqf76KOPQkJCIJ8Bzp7ZbAZ/j7qj4LJCzhMee3t7D9jt0KFDtAKBqU7a7YExGxxPKIEcOHDgyJEjIFC9vb00dYxJLDihkCO9ePHi8+fPf/zxx6dPn0I499Bu4GHevn37xo0bQ0NDw8PDt27dunv3LiY2R0ZG7t27d//+/QcPHoyNjY2Njd24cWNgYGBwcBBgKysru379OrxmZGQEyg+3bt26d+/e48ePf/nll7/+9a8mkyk4OFin023btq2+vv7SpUvbt28fHh6eJZymYjNyLMF9ZxlLOhtVruQl1xGiS5vA/sbGRpBTGHBpaWkREREbNmxYunSph4fH/PnzP//88//93/+dP3/++vXrIyMjMzMzCwoKoLZeVVVVX1/f0tKCAxFTXoeJwcijxd8ecpNRSOXRejetYtNqOMaQkEuA0UZzPJBgwAmBGOdANpWW0cavRgAAIABJREFUsPLz8yFnCwUMrCZDBjU1NTU+Pj4gIAB+Y0NDA1xcrFYrpNEPHTp05MgRyDRAyuHw4cOQ5UODFxw+fPjIkSP4+iNHjkDGore3lxJIeykxzgQP8NixY8eOHYN6GqYucSUo+KXNzc1Wq/Xhw4c///zz48ePnz59CrHWw4cP4RFYunfv3s2bN4eGhm7cuHHr1q3bt2+DWAF4sH3v3r2HDx8+ePDg+vXrFy5cuHDhQnV19fXr1+/cuXPnzh1A9+bNm1euXLly5crRo0crKyv9/f11Op2Pjw9g9uuvv+IYjoiI2L59e0RERElJCQT/AwMDw8PDw8PD9GWzZ9NDDrlimDU6rg+r3GBLVrJlYanBflxWCE5hbW0tuBZ79+7NyckJDQ3dsmXLypUroc4eFRUFqTno8IKI32Qymc1mGDFwaYdRiNd7HGQsVUiLY7gT3oUCQuHEdAJkFDCthz1lmN+jhwuSqDU1NZgcqqqqgmwqlChhD3hfUNKAHCDkDyF1BOIGGPT392OeHZIQNO3e19d37NgxSANCBQxef+zYsb6+vv7+fmAVLkmQlAfDYjSADbxBZHX48OHW1lbMZoHg43Xn2LFjz58/f/r06fPnzx8/fvz9998DOfB4//592AChgyr58PDwyMjI3bt3oZsENu7cuQPsDQ8PX7x48Ztvvrl69SruvHfvXn9/f2lp6a5du3Q63bJlyyRm1J4+fQr/6PDhw4BcSUkJONuffvqpTqf79NNP4anFYjl8+PDw8PDTp09nyhkx13ssJWmQjaTiRnmjRnlrdbwJOAgC5KPxwkln3UMlANyY2tratLS0devWeXh4bNmyJTIyEjr6oNIAU2BNJlN7e3tnZ2d3d/dBYXDlxiQh+GDohlHeYPChnwYb+/fvx4/CXD+IA5by8anZbIY6B3Wt4aCZ7Gt7soVhYCc6qHD84QUwhwXgP3z4MNSswE6cOHHq1KmTdoNtyFvgNhq8HjKEyCpy2NfXB8p5xG7ALSDX39/f3t5uNBpBdWmxtK2t7eLFiy9evID84Y8//gjIgUGnCCgeuJdDQ0NDQ0O3bt0C9xLDM0Tr7t27t27d+utf//rNN99cuXLlzp07UG9obm6GuC49Pf2NsPHrr78ODw9funQJaQQUt2/fDsI4Q7/UdceS6RtGMhQ5xhtdYkipbHSJWLb4OVvdCVc6aWtrMxqNycnJ69atW7hw4fLlyzds2LB9+3Z/f//o6OisrKy9e/cajUaa46ZqRruxaHYewx6sxlKRhA3YA2k34BZeCdu0hRLagnEFTrYOJwRL7Y5Lu2P7fENDQ2FhYWNjI+zHDwH9hH/R29t75MiR/v5+QAhIA/BOnTo1MDBAH0+fPn369Gmkke6EvOLAwACiiBgDfvBfTp06BWQeP368q6sLintwoaQ94nfv3v3b3/4GKgcVAjBE7sGDB/D0zp07EIkNDw/fvn0bWlXu3bsH4EG0BpW3GzduQJsl7Afwzpw5U1ZWtmHDBgBvYGDgjbuIwOHhw4dLSkq2b98OBNbX17uAnyuOJSZIsA6OOxlpzKXEjRbHe3+zoE6LN7yIsgUXwBobGzMyMrZs2bJgwQI3N7d58+YtXbp048aNYWFhGRkZMFuxvr4eusnoNByQI9aFjL0gCB4CBoZB0bFjx7A9Aj0xqofQLkO/PzbIW8nKqpC3wKkM8DXq6urgEv6f//mfmBfBgh4kSPCKgG4k0ALaRbkCA65Onz4Nr2HUYesjfgK+EXnGbfBOW1pawNeFSwZEuQcOHIAQ7ueff3769ClIHCJHhe7777+H3sjh4eEbN26AbwlaB/4n6uHo6Ojw8PCFCxeuXr0KfZUjIyP3799HYk+ePFlXVxcbG6vT6cLDww8fPix179KlS8N2czl1+euvv166dKm+vn758uWffvppfX391AXWFeSUKscYo4DRp+g6KpWNmVyXF4csNRo1tbS0VFVVZWRk7Nq1y8vLa8GCBe7u7qtXrw4MDIRVMcHbxNgDV0bB7nWr1coakUG+kDowzEZgZqKgoGDNmjWrV68ODw/v7e3Ny8tbtWoVVAKWL1+emppqsVh27Njh6enp6enp5eW1atWq+vr6/fv3e3l5eXp6rlixYuXKlV5eXt3d3ZWVlfDehQsXKtfPOnDgANsDmRK2EwhkOwcGBuQHnjhxgu0BJWQ7AU62s7e3V36g/L/ADNsJLLGdt27dkh/4/fffsz0PHjy4c+cO23njxg3cuXTp0j/84Q+bNm2qr69Hunbv3v3HP/7xf/7nfyIiIv7yl7/AKz/++GOI38B1hBBuikA+fPiwpKREp9OVlJRMRV1dcSxlFMeKAbIwgC4lupEm+10+0JjEIW84/Z6t7kSpwx4UmkJsaWkpKyuLi4vbsGHDggULVq5c6evrGxcXB9N8oDcCSgvYzYR+EegM7cyicgfpPmAP4hzkEP4EsgMBISb94AUQBWFARevCYPBeSGZYrdY//OEPOp1u27ZtIF/w7+C/4P8Fg0sAfhQEY5ApgSkw4BBS3xLkC91OkESUOxDD8+fP4za+kvqcR44cgYMJSS9wHC5cuPC3v/3tp59+Gh8f/+GHHwAtULbvv/8etlHBQPTu3Llz69YtDOqgQwXSlSCSt2/fvnbtGvQxY8ITxBCEDuYWQOoFXjA6Otrb25uenu7h4bF06dKSkpLly5dLb5DlVCCEW758uU6nW758eURERH19PXCohcbTp0/T09O3b9/+WupcVDnKGDUay+GaeTSQY+UBTC63aN+amIZwUt/MZJmTTrF+BtSaTCZTQUGBr6/v4sWLV6xYsWPHjqioqMzMzMLCQmj7gBEDuR/47x32pcFoFgTlDvIrzCCzB6ShoeMH4RbkFWliA4IiTFoAaRA4gaPY39/f2dkJHYYw0OFP/XbDLnt4LzwifvAf4XNgA9qp0KXEb3L69GnwGGH/2bNnz549e+7cuXPnzp09exZ4o98cU6NHjx5tbGzExQ7g4F+7dm18fBwcSwAMnUloy0Lk0MPE8hrUDG7evAlxHVQCwIHE4gG+BTxMyGdevXr12rVrd+7cgbLe/fv3QVrv378/PDx86tSpwsLCiIiIaWVZHj58CKkUIEpnz6MMDAzIz0lPTz98+PCbR466lEzfWC2OupeyKIekSceyzX5XHWUUR2Gjq3chdcqJxjDVMjY2du3atYsXL964cSOsPAvdTDBBDrPwjfalMvBfYIiFuRZaUaDZTtwG8cHcZm9vLyAB4x61DoMigAQT98gYjdDgvVRk8O1IFLYCY3MwlgRQ9CDXQhOYsIEgnTx58vTp0+fOnWMqd/LkSXgBXAVOnjzZ39/f09NTWVkJs3sgnLt9+/bz58+fP3/+7NkzYIMlKlHowFAGKXXQPwmPQBfkMOH1qH7w+bdu3QKVw2I6KOTDhw9h+gKkYaY14JU2PDxssVgiIiJ09iQKsgcjzfnbXXQsG8idBpSY0XqAlsShvtEWZESOwkbTlZg1sTjeMgLiMdYsgrzRxTaam5tTU1M9PT0XLFiwdu1auPVmamoqLNMCk9ZhXiMumIGBKFTYcTIOTjNj0+EgsYEvQN8Ssp2UB5QyFCuUJhjTrJKGj8jGqVOnkEYgED6BIodOLGgsvvjkyZPIEuBEkYO/gsqdOXMGkpngWJ46dQo+HNg7evQolBahD8FisYyMjDx79mx8fPzJkyeQewROkC4Uunt2Axqx6fnGjRs3btwYGRkBhxO6KMHgjfAhSO/IyAi0R4PKQdqT/lNwRF1gzIldunSppKTk008/DQkJ+eabb2YROZk1kZkSShqtRMkKQZv9xt/MpZTz5ZhLieBRxaO8saVssFO2s7OztrY2ISEBSguenp7bt28PDw+HFuGMjAyDwVBUVASiBxNSYNZSk30CEaTp6aIMWBynC4FhcRzbpqCUB2EYJj+P2Q3rYIAWRnpHjx5FdUKisLaGsKHioawhtMAJIAod+kgs4oQe5pkzZ1DZ4K/nzp07c+YMSB/4n/AT0JttamqCzrvm5maz2Xzr1q0nT548f/78p59+AmnCXD+o0w8//AAahdSBzwlg4AQfIAdkCiM0NEAOQMXeMXg9rIly9+5dEDpwL0dGRmbAl9ouXboUGBio0+n+3//7f7t375515JSMsVwl5ku0VI5lTaDaZravyMvuYoULrVF9w7gLA7kOsjYbpY72UnZ2djY3N2dlZW3cuPHLL79csGDBmjVr9uzZExUVBUsVwUJRsEoULhUBzZONjY3oHsO3RecWvg/+BOw8xKI8tKGBw4ntHZiAoTKIdEk4jx07ht4mcoWhGhCFFQJQLYAN+AFssE6ARTmA7fz582fOnIFH3HP27Fl0RKE0Ai2XkPIxm80QFUNZfGhoCIrgjx49GhkZAbFCn/B7u0EpHIpstDgOWnfLbkAsbGDiBKgDkoHSmzdvXr16FZIuN2/exJZLDPzu3LnjOlvEnj59OjAwYDAY/vSnP3l5eZWWlp45c6a/v/+jjz5KS0tz/l4XkVMWu5ljyYSOlbxZCNfmaEiadCzRUDpokUCqnEWsg291XI+5s7OztbW1pKQkJCQE6gpLlixZv359UFBQbGwsrNGSl5cHawrAqMKZe9CLg24n/MAme3MzHAeZ734rhnlLkKnTp0+/7W/0xgybVGB5FUDu9u3bsD0yMoLJG5cdS0iitLW1BQYGfvLJJx9//LGfn19paWl/f/+3xEJCQl57b2QXS+FO0iTUz5Tihk9bRfs5RY5CqHQpWdYENY2KG/UtkS4qd1iGxgW8TCZTTk7Otm3bFi1a9OWXXy5dutTb2xumzKampubk5BQWFkKWBefOInvQhw1r7+zbtw/SMPX19bp34IZbOp0O8iUYiZ06depd+GIzN51Oh30q4ItCpuTOnTvol8ILgLrXfiBWC1paWoKDg9evX6/T6T7++OMtW7YkJyfX1NT09vZ+qzKTyfTxxx+/th/FReS0kiVS4ihmqHIYEbU4TtxmmLEmL4acBA8BwwQjm5sj3Uu2Gixsd3R0GI3G2NhYb2/vxYsXz58/f8mSJV999ZWvr69er09MTATdg/nXuIIY3GUCfFFY0Q1CwXdhZOvsKodpEqhov+3v9QaMIoeJFniKc8bBcT1//vzXX38NRA0MDEDjRGVlJSwQDmjpdLrVq1dv2bJFr9cbDIaamhqr1XrmzBklYxQ2b2/vTz755NKlS6//wtP6eQw5yh4N3kykSVcZyJkc6+BM1miFgJa/MUDq6HC4tw4iJ5WNepI2ss65fGQGWRCLxVJVVRUfH+/t7Q19ZF988cWCBQuWL1++du1a6OSEdeBhdiysF4gr84EkvgsjG5CDHCMGde/CF5u5LVu2zJfYzp07d+7cqfQ/V61atW3bNh8fH29vbz8/P4PdTCYTDAznXEmzWq3JyclffPHFwoULzWbzFBs7XXcsqZo1kdvEmUTtm+ZL2KPzXCXrODGTWxzRFKWEjfmT0uiqrzD1hsLGso5Wq7Wtrc1oNKanp+/Zs+err75asmTJvHnzvvjii3nz5i1atGjZsmVfffXV5s2bfX194ZZLsbGxkIDJysp6F0a2TqejiU0A7134YjM3Hx8fvV7Pzu9rdck1O3PmjNVqNRgMW7Zs0el0ixYtqqqqmoqyUZveQVdmTdBwD5M16UPKjhOZPpEhHM1PsglptFrtHDZUNuVCy8zDpDcbYGvCwv6Ojo76+vri4uKkpCSY0u7p6QlxIKRAly5d+i6MbJ1OB6Rhda6/v/9d+GIzNx8fH4PBMBuA9ff3W63W0tLS5OTkLVu2fPzxxzqdLiAgADBzeaLQB+TeGnIToxafOX/W9z2GZy8G893c8gdfTLz6k3v+4IuXYxbfuYbB3yZfjp3f6z0H/CN3vWXoxXRP80yQG7N463Q6d+PwBDx/3Kf/s26uYfC33159vd8GDXM/8rHcg7//NmiY620Zm3xg8V5sGHw+ZvHV6ea4G4devXu8Tz9HN9cw+JviIPw2ZvHVeVvGpvPTZoIcqJbVajWZTOBk+vn5bdmyZd68eTqd7pNPPvH398/NzTWbzTNhjNn0kAOiGu1LUzLYZMl7irUB1nGidCmZ0awJ6/OSyFGKmA9JcaIuJf0Te003ubMHnSGOi6lAUJ6dnR0eHu7j46Mxsv8+bFz/mdtnc/V946/2PB80rHAznH/x4rzBbYVh8DkMwbmGwd/G+/RzFhsGn09OTk6MHYl2W28c/vv0TrNOB6U8yFseP3788OHD00NOt/rVPx3v08/RCeR0ujl+ltGXk2rkkNiJ8b7oV+9WHAQXkfP29jY4NT8/P29vb1jQCfok0fbs2QO3PWxubjabzbAow6yuR+R6+oTJGqOOIcfK37RC0GZfAFhW5MxkapxMmaCyyXq3kj3Mo7DgDQxBolhS9esWN9ZRLr2MyzfgDHH1yB7v089ZbRw8bqD8TNyz+Kzw9l5hVwz7mJ4YMrov1tedH5tw9TTrdDjzCJqeDx48OB3k/uzm9pG7cWhicmK8L36xPnQ9R259psFnro9ldEKF3GdubnOA2Md9em+9fvUr5PhBcAW5//7v/8ZFK6hB/QZqNh0dHdid88YXVpiuueJYNtsngLMCnazFOacODPMlqHKtZCVmqmzMpVQWvrVcSomTUs2YslFvk7qUDDmJH51arhrZE+N90XP1feOTfx82rv/d6Zp8OWrxm2OXi9+Rm5ycGBu0WZoN3h/pdO4usKfT6XAdClgwwmq1Tgc5n33G0DnuxuGJx316X2NfgzdHztcyetvi4+ZjufdSIuddZNR/5m4cmhjv0y8u7zPDj5IHwRXkdDrdjz/++OjRI7ghwdjY2PfE2CT0N9LWPENzPZZzUo7Dyht1MllvF/UtUeVYu4kyiqOtVVj7lhJnJQVu6lgyY36jlktJJa6L3EGbdjaz9cydITcxZHSf87tzMye6bxxDOENfn8Hdu27oxQRFjrz3nsXnz4TSqZ1mnQ4vZNCVajKZpoOcr2XokH7OauP5Hv1i4/CoRYHc2G+TL84b3FakGYIEcuahvug57vvOH4lfbPxu9HfpZgfhpcvIgSF1cEsQaONkyxxN57NnxWaUPpHdJ1rtlFoqJ5u8ZLuJVmslm5vDEic2m8Mdq6kzSdMkjDGqh8yNZLyxRyp0dD3Jnp4eObInho3u9kzJ5MQ9EIeJ30M4e1BnR+7lsNF9jo9xaNz+eleQq6mpgXszQHTQ3Nw8PeTGxvr07uu9Vy82Dk2MaSAHSSCdTseRs4yN9+nnrvBe72McfvH7j+IH4faoS8g9evSIUvfo0SPYA9RR3RsdHZ3OZ8+KuYgcZk1YXKflUraKSXG024uVws2q2d+YmWSJSha2KXMnMmNJwZORG01XdhOj+NEkCtKF2/R2AmJkP+4DL+vV04nxvug5bqGGiNXexu9epSJffGf0Xh3dd++VIEyODx/Jt2csP/LOH3DBsYR1PvF+a42NjdNE7uV4X/QcSKJoIjc5Ofl80LBYgRzkOd2NwxPwrp5D8iC4lx9r9yWpDTfD4OtTs4DcTz/99OOPP8IjJRDwAw5B/aZ34GbBZhTLSZdS2WViIuuKMqPVcMxVaqmczJ3IXKWyHjBF35LFcpI6J+kTKnHsHjrvQvlLp9NFRkZmZGTATdvh3rHvwhebuaFjCcuhP378GB5hzyO7/WC3t/19XVU5mrdkHSdazqQTx1JWCGR5QMuxZK0nVlUnl5ZLyXZKhxNmlzKh63JcvJnyRsO5dw25devWbdiwwc/PLz4+Hm6i8i58sZkbIPeT3X4kRkkDiXv06NHb/r4uIQfLDMM6aixR6YS6FscOZulPsiJ4h31BfC2Vk0JHlU1L02wiZaJMkCByTkyJHCsV7N+//10Y2Tqdrrq6OiAgYPny5atWrdqxYwesI/C2v9cbMJ1O99huqHLoUjKV+/HHH9/293WpLger6sNCF9SrlBU5E2lfblH1MbdrzP5GlesQyy5o1QlkllJ6jLDRbe8dUWImQ7hux8JAt/0eBsy97LYvFIsqBxvvwsjW6XQ9PT1ms7msrCwsLGzNmjUrVqx4F77YzA2Qe/LkCT6C3GFER8F7/5CDKaowORqEjlXkADwM5EwmE60HSEPqmG/J6nLAGz6yUnin45QcqXI0PJP6ZnO8IzllD0pY9GXKRGU3qQ3QjXcNOfg5NputtrYW7lY3pTdrNny9GDQs9rbY0+72JMrE2EC+90eQ+HfTW4YhJ/li+IjhVQJojvfe82Mv7VkZrIC8GDS4OXT+Ty11iSr3xG6oeEqHc1rHbTbMFZWDqdBwtwpYkIcGdVp9J23krki0NMcKcXSP2Wxus69vp2yqpELHqHPiUtpEsoSlTKiUIVosimMVcOpbUvDenViO5VE7Oztn3PClRO6HPv1nbobzLyYnJydG+6IXuxuHJibuWXz+bMdvfMjoM8fdODwqkSOfNp2fhqQ9Icb8TMRvup//xs31BdLxltC4EgElrZUs3cUSJy2OrV6ocuBJYsXWLGajouJZyD3QOsmMb9rVxUjrsreeyMitx357J+ZYInJM0JRC12Wv10nq3hHkcLF3/G4zbvhSIvdi2LjeTd8wOPYSP2Bi2OhuL/dPTk5Ovrg9ODyuUjnXkXv69CkiB9voYTLqpvv5b9xc77Gsr6+HOxXW1tYy5Frtq+u0OM6Io/pGwZPpSmUrs1LonE+KY3nILtFZQkM7m6gKSCmjT50nTnD7nUKOluln3PCldiyhOc1s8J6jmwPs2bsu5cc6cSznThE/cCyfPn2KvFH3ktr7rXKAXF1dHVAHN16R03acR3HUtwSoWAVcFglonxeYEjlJGjOaEZFRH5MstC6yZDpjDzFjQL47Kkd70LSbP1Wm2fD1YtDg/ns526EgDvZy1OL3yoekKjcxNmg7MHih+c06lpQ6VDzmbT558mS6n//GzcXVmmEKT2NjI1BXW1uLi8yxXKWy9QS1js4hkHnL19bBtVSOOZPoT0pTAkmpY3LH3EuGnExadnV16d4NY2tLT1PllA1fE+N90XMhFzL5cqwvyW1OdN+za0b3P9vbaOzI/SZiObf8weH2N4jcs2fPnj17BtQ9e/aMYYbgvd8qh20oIHdQpqOdzU7mELC6nHN/ksJmduxpdk4dKxhIxrrtlW58Mc2gdDkWBmT8xpBjO/fv32+1WltbWzs7O3tEPpNqDhMfBIPda1IaXYxd69OUH+4ScrLha3JyYuw8NqK5RVuGxycnJ14MHzK8yljak5OTk5Mvhix6d/vO/COvYrnfba6h7yzLWPKGbo0RrNM9s9vTp0/xEcDDuA5dzWkN+NkwV6aosslysGYjtMzKti+WMqFepRPYZDmOpkyUyLHWE5uqm4RuI1TyNV2O/SU0QcLw6xHVcESrq6urra3NarWy0I7lM3GD3pVuP7mzpASP3sCVgicNP4G+C984VeTebQPk4P4HcPtIoA4UDx/R7Xzb33cGyNG+yib7jedxzg7zLaXKydo3pY4WwbUSJ0qVU/IjvUekiPmfWJfrFh2VLJBj1HU7luaAN5vNxlouKWZS7qQuUfa0VEu+QPmPXFe5d9t0Ot1zuz1zNCANHc73Ejk2kwDVDLQOhK65uRkzlkrq5IQdqBCguNE6eIcwmj5h3ZUUOatY3YQpGKUOXkM/p4v0lyg9TIoZlTiQzdbWVovFgoObiRvs77HPZH0tRZQTqWlU9BjbSghx/78ecmgodyCANLPytr+vS7Eca/JC9xKCOvhTa2urnFLQKubsUJMhXLvj+nlymzVYKn1Iq+MUOJvjmgvdpELAPoHKI0WUBm8skNu/fz/oG43fmFfpRN+0qGOUsr8yCOXn06c99h6UnnejejFzA+SePXv2888/M617Suz9Ro5OS6VLnjQ0NMDtaahjif4kPqWzBxhvHY4rLyhzJ2bS84WTU6ljKUvhzBh+7K+AKBNABI9FdChx8Giz2YA3pmmv5U2yhyBJ8JzzqXyL8p/+yyAHsDHklOy9r44lmx2HT2GSAdTolPMJWh0nyCF7ylylVixnVi3vJXOVWqRR3ZOBnPOKAgvtWFzX2dnZ3t4O+RKaMqHyovTxtPIfElHKjMRJ6/MldWBTQO43Z0vikbZJnZu+bnBsQvv1fx80zHVIR/paxp4PGtzm+FhGf1+Lz7fVkub4stenLQE5NCl0dPt9RQ7BAynDCQQgdNj/RZWtlUzbgT8xraPlb8SPJlG06gTWqbVWyuwlkqPFWzeZ/W2z3z7ORqbPYbzX1dVlsVggX9Ij2prZNmWAPWqJnpaCyUf8d4xnJZBTRk61JJ5D2yQss7kaFllQvv7vigYUaDexL4DpUEmHGeVTWq2TpU9g4+eff1a6l++fY0nLcSxvCblKnL2qpXKs+0QWwZnKyfRJRwdf9USZPkEPs0s0eSFFVOVsqiKeVsYF3U6r1QpljM7OTnQ1lfUAJlMSFaZdkiv2evhkLCHQ17A8jZTNKTuWv2ktifeStU1O/n3YuHqu4ewDjddrILd4fWaaz1w/y+jLGSKH+kbZk9nL9x45nLljsq9jiXPG6dw5ZZFA2XGC4qblUkqVY0swIGOMQJZBQZBs5EZzWm6nTdQY4F3w3232OxhL2+/YicLww1yIdPy0OGR7nO+XH8X+NFXkVEviCYTgla0XnLye+ovelrFX7Sa3Ry1+c30soy9dRw5yJyhxGMspqZvWgJ8Nc71IwKbJAWasiuBE6DCK02r1aiezVBE5LI4zicNqOABA8ygISbeYkIpyR1MvVqu1m0zVsTkuQISwwVNaG0CiWDmByo5MXaIE9TiufqmER0KrBZikUf5pysgplsRzpnKq12upnLflwasVzdIy9TNAjmVNgC7cpp0o0xrws2GuIEcXjaULn1Ank7qdWhKHvGEGhQqddDJR9MyOXc4MOee5E5YIkbxZHSf4UNmEf0ddTaWs0VrCftLrzDDbT4Ku/apYSwkP26nk08mH0xdPGTnX5CmfAAAgAElEQVTFknjOYjnV650iNzn54rzBbY5O5zpyLFmCBAJ4tBNlWgN+NszFIgFdeUEy1tjYaDQaof9LqhzNWCo7UZR1ArP2rHDZgIJiZSP5feZkYjBG36is78G/6OjogM9kBXFal0P2ukX/V49jhXq/ymTwpgwF9ztqo9yjpZyM6mkgx5fEc5qxVL1eZCzdDIM/kD5mWADTReRosgQM9iCB/wrpk2aN++zATnqnbJNYBEUZzrWJKXPKoE4ix0oFUtPoUxvpSmGvsYlFU2z2fhRUNpo4YWg5j+K6yVqXzsFjbCil77XKJgFGo1/yX6YuxxxLmrr810GOdTajNTQ0sBKCrBbQ8oDUOlkwALpYFxjGcrRUANTRJKR0LG2O3SfIElVI/AT0VJlgdjlOqJPb+4k/KTckOUyLtFxNFuwxB1VSSklj/3RqKvceGHafaNXBwbF8v5FjvNEkCu26pPMJWsQCsgierIk78TOlvnU6GsVGmbGkjiWL94AxAJixSr1TWidQShwDjAVyrzVlCkTytt+xQiA/RHqS+x17O/9lkKMhHK2G/0tlLKGrSzajNDvexFhmLFvIdB6lV6n0LdvJaiiUOlYTp7n+LrJclxI8BpvNHsjBZ0qPlCZdlPHbfruysRhvP+l77iE9KMz/ZGg5j+IkmfiZcj/9evgh/0qOJc4YQNJoM8q/VPeJstOyiaz2ZSILfrWqjOYt28ldr9ocJ9HhhsU+fQ6RYxKn1YMi4WHihq4pKKcSti7Hmrjs/JKhHSVwP8kiypCPEcJ2Mr1SKqF8lySZbr855OAeXVgzYKuYwE0UHli85/6+TNirxpQp3XXAudGMJfUw2Ywe2HiPkWNZymbHuzqi6NFpO4y6FrJmszKV0iamrmp1okjktNxLrAFQcYOdWg4qlU3JHvUembgpfU5piBmjAvdQVaQytV+lhEpcteyNITcxZHT/zM3NzX7/YYclFSZGLT5zVhuHhy3ec0n75eM+/Z+neKMP50ZVjmYsZR7lPXYsWV2OJTBpGhM3kLoWx3UsWaelsiwuvUqzmBvOqGPIWVWNYGyDFvew9qBEzubYAkb1je1kcocv2O84xU4yI3GiLCnTmPJ/Kd9O978h5OCmOfsGz+e7vWqt/P/Y+7Lnpq5sff8bebtV6aq+t26/3E4/3NtVt5oEAhjbzLPBgMEGDB6wjTyPkifJ8qzRkqx5ljxPGIPNkACBhBnMjAFDQidpmvr1ra4uit/Daq0s7b2PIFhJOsB6cB0dy7Ysne983/rW2mtLQe53f1zwxw/gOc8mZUm5ss2vWwmIEVIs91blcrhkjqE1Bm+oKoUFcalmS0pxaFpSu5JZuYNE18sFUpyU2mRYjqc7pmbAy0vmQmeAhw8pxvgfpAAbFKlNPGbsUGE6hz/Op3wMIOMEuaeTsiTZ5NOXL66ZF8P+w4ywXCwLXXv+cjaU9lGaUSf7YJ155v89m6xIMg8HXrv4FiMQctjQ/BZCjuk7oe1dFHXIbIyb4iULVamJgsYJ4o23T3gHhamG0+oc1NMobJjCHUKOYche0SQVIeRihxCQr4muQZL10VRtUGSQDEUL0cHo4MlwSGKvyTeIFzPmxQReH8gmn/3Acn+fm6yO7Ag7G0r7KC10dlL2x8Xmo4dku80zM69f744RCZHRsXxRDh/iE371kHNJBHVNePeSZzmmOse3pPDLC0JcUCnIc52Q7uhJilgGur3Rjc4D3DYgEEIfZYBbSD4QbXLSrIzRfgwUpfhwSJTUDUQbNvjjA2TTyXhA7v9mzJv/OQ4dNOSH+0IPvyXC8vuzqqQP0kMPXwDk7j2bLPlwc9rmJPPMix/RYhIjEHK0VIDA+5aLef65+cePe9MZDSk0Kl3R/SiU6zzRS8V90YOc+SKBMJeTIjqEHAMegJPQPpEiOqoqeYrj7ROG1hgNSZ9JTwphw2NyKLpnmgEPA7bhSAuYkDkZVowD5J5Nyj5AE/JlZIPYM6fpRMrnp1ULPkoPHfWnfZQWmn35bFL2AZgocYMc9nbxFXAqKX+VjiWdY8mblq7o5QWe6DGyLm64pZfbAYvalUw/Soy2Zl5e8sHYj/iQCWqiwFdaCu8jlXEeV/AcnsoGo60UoewUPpMHpNSP8HCiiOW/FUdh+YsHOpZ8TzOTyMHBL/1659FjySONcS+F1XBkPywVMO4lNVEgi2OyO6YZhRqMdFUBRRFjTvLfgqAJIc9yA9ELWxkSe50cj8FVDOAhNpDfKDEOkJyQ+VWU7hi4UgIcjKd98gtHQmR/OUzYEGM0nft1Q44f2MwrTIoxeiC0Lv3RY9KZuhw+5FucsSBOFSZPXEJC4zmQCkuKTyos+6I7LfFyfx1PZVA6/WMojqJRitykUBqjj5k+HBgYeJsgB6jDZXJ8l/OvNZdzSgRvnzB1Ao9oXrrQSsEIRO8KwlQL+IUFUizXR5bk8OqR6kzhzwrTOYa46En+gCEiIdgo5AYkVCivDJmfHSCWCX2aELRvE8t988031JNkuO7XbZ8wexI4RQt5+APGQeHxxpTF8ZihOL+oxTkcDjP9X1QfUg8TAEZBxbuUEFRtIiwZimPgQYmLyeiEzxmMmJk8AcYgsYFoZwUPGFgORXd1UjzH2T75FwiAHEXXd5F2Sv7hr09Y4s47QrwJWU6qVOCJHvslzOj4arhU5YC2OFPw0NyM8TCZXhMmqOCkkOM14UD0fAeG/Riii60/ecoSUh9PX/Q5jHqkP8IQ4FsDuadPnzKExiAQc7lfH8sx/Eb9ErfbzRfrGK5zRy9U5TM62g7G53XwNSiabym1lkcIJ3pS6gm8tmRyuRjg6Sdr6ngSYzA2EL0UiPkW/Uoxw+MQjvtF64l49MLBWwM59E54mGGp4G2AnDN61Zww+HKcVC7HqEovt2jVx3U5C3ud+eUFDMAQTjzSwlxdjsn3eG0pRA4PuddvWBmIVqE8uniwSQXVovDbhqL7zt4myFH7hM/l8PjXXZdj0jl3ZCUBgzc8BjgxnV98eDweABjWDwLR+6pS4MEBbbakbShhrlKHaKSpWpiUGajgFPooDCNRXqJI42HJ/AhN+ei38Bf29fXx4pBCkT7kReNgdK+JkPreGsjRrVK/jezqSIGH8Sue8IWLCai2dEav5eGTOkARz3i8b0kf8pATFuhii0y+5hYjkaN46+NCCktM/QCD4cCBaCVJQfs67DdI9k/miVEKlkL0JrwtgTs2MhvKMandr1JYMt6Jm1sMThnPTTot+YyO2ieU4tBNcZM56shpfm6RuBB4TD+KMH9jqgVCAuyNDiGDMRhjsr4BkbnCA48nOv7rQGRnH542ByXKBkKKQ0AKCXMgkhPSP4S+Ef1fpP5Tmu46nU6fz3f8+PGzZ89evnz5xo0bd+/evX///r17927dunXp0qXp6enR0VH8R8bGxqampk6cOHH69OkzZ86cO3fu4sWLV69evX379uzs7KNHjx4+fDg3N/f48eOvI/FNJOgexYA0Psf7tUKO5zSXRI8lIy89XLOlO7KMFWUnc0whFxCt5YmR1DGCMwahxTjDOJbM5cXQnTAGRLkc/+M8p9EnUxQx8BBilYEThWWMP8QHf6cYIDeLPm4gL6IOwuFwhEKhEydOfPnll1euXLl58+a9e/dmZ2fv379/+/bt8+fPHz16dHx8fGBgoLe3d2BgYGxs7MiRIydOnPj888+/+OKLc+fOffnllxcvXrx169aDBw8ePXoEqBNCjspLHmm/VsjFsE/gDJWRFG9w4HQ6Ke+5I7uKUzHJlxAguwtGdnuMLSwpzBA2fPczHsAx0zjW2/tD81cv19zM3PIHoikOr0UEJ2WDGKDCk/1c1Y4HBsNRjJMpRBpDZcwvkXolPN4YmDEWLj3Z29trs9n6+/tPnTr11VdfXb9+/fbt2/fu3bt///7s7OytW7fOnj07NTU1Pj4O7/bAwMD4+Pjk5OSxY8c+++yzs2fPnjt37uzZsxcuXLh58+bs7CxQHHx98uQJQA4OnkYCiA7QhQc0wfuJgPT68TYk0O/jffyK4j3k3sf7+FnjPeTex/v4WeM95N7H+/hZ4z3k3sf7+FnjPeTex/v4WeM95N7H+/hZ4z3k3sf7+FnjPeTex/v4WeM95N7H+/hZ480hp9frDTHDaDTCVwjmTHd3N3zt7u42mUzwFcJsNpvNZjyAsFgscNDT02OJhNVq7SFhJQEP7Xa71Wq12Ww2m81ut9MDh8MBx7DnKy6SwKUS/DIlZ2SPWGadLl2YG2NFvJsbKOghW3/xqyuE4yr4lRb0YYwlUfwx82RsKBe+DPov0P+F6e/j10w6yXwqBwl8aLfb4RPBD8hms+Gnhh+xlYuenh64MCwWC1xORqNRo9Go1eq6urrKysqCgoKsrKysrKw4Amb+8R5y7yH3HnI/a8wLcog6iih9JPAMHNAnA9gAaQg2HnVCyOG7zICNfirMZ4Zf6acLAR85fqVXA+LQGT1HkH/IL6fwcJsxMBcrvWp5yEmhhYcZA06EjfD5zLc8pKGc/gb46uaWNcbAG73vMJ3uiDoKM6fTie8/Bv2A6MfHfLjwiSPMtFptZ2dnQ0NDVVVVWVlZVlbW+vXrU1JSEhMTlyxZsnTp0qVLl8YRMPOPN4ccshnFHp7R6XQ83eEZeLMQZvQrggqO8Qzc0njUwWeAjIcAo58ZAzMKNh5vwonUzugtvoT3cidZIM9cjsyyCXdkjRIPGObS90ZznRA5QmgJJzh5I1uvMM+Xgjr/ahFplP080asieeanXId4c3CBH42NBCNk4DIwGAydnZ2tra1KpbKoqCgnJ2fLli0rV65MSkpatGjRJ5988sknn3z88ceffPLJwoULFy5cGEfAzD/mBTk9CYo3/BYDNtSTyG+U5RhaY04iCCnF4QHijYoQ/NjoZ0khR8HG6B+GxOhJhtMoLKUgx9ACz2nMRc8zm4/sUhQDfr7ooM9kjuHPIeToSY9I93o5KvZEht7z/yyvM+mdiwnmA2I+NUZGmkwmrVarVCqLi4t37969ZcuWFStWLF26dPHixYsWLVqwYMGfSCxYsADgF0fAzD/mKyx5NsNgvgWBYENtybCZUExaooORlFQ9MvKS5zeqJEE68pBjUETh544e1Mnf3em9n7kceRJjLmv6BAY5PF/xD+mZQCBA58cI0z/+l/MQfZ2XStUyfU/gDPM28hKdIToAIUN0VqsVwKZSqcrLy7dv356cnLx06dJPP/104cKFwGYff/wxMNuCBQvg4NNIxBEw84845HJ4gCkspTVKbvQr9U4o6vicjXnIQI4Rk4A6eqdEyAnTNjimVwMPPJ7HaDCo84hWvjMajGczyjnCeCUC+QM/2XvdL7EhO4VZ7BfAg80dvTE1w3VOsl6ZITqnRIIXQ1taLBadTqdQKPbu3btu3bqlS5cuXLhwUSQWLFiAhAYgXLRo0eLFixMTE99CyDFZnJELgCKjJCnpvRJyCDMpvDFOCZPCUcjRD5XP3JjbsCt6ugQjJpnLi2c5XkDyPMbjSggnb2QnMB54PIpggwecWMF8i/44s88Rg2fmFXqI1uUZm+dzBm9M8HKd3gqpKrHZbD09PVqtVqFQ7Nq1a+XKlQCkRYsWffrpp0h0CxcuXLx48aeffrp48eLFixeDcfIWshxfFUCMUVx1Rwc9zxuVlNnggMKMuiZ8UB1iFwVzWxWqSj5copGBNGejCKSExmCMeejlzIwYzMbDRgpyzBkKPP5neQB7OHOFgZyHE8Z4LMSbEHjMO4wfAZN1w6ep0+lqamoyMjJWrlwJaRv4kMuWLVu2bBkcJyYmLl26dMmSJYsWLYIzS5YsQTTGETDzj/k6lkz+RvmNSduEOKRVOCHL0doLOpM0Z2MqBLElJU9rFG9wNTi4eUrCi4a5tnjdyAOMuUAZaEkd83CKwV0+bo8+X/QEXhr8b47xYugLlrqPeKJVdIx3j7+vMWofvROdTldSUrJ169bk5GTgrpSUlBUrVqxcuTIlJWXZsmUANmA2AFhiYiKcBwQuWrQojoCZf8wXcpjO0YIbBZhQUuJD1JPUPqHYoz4k409STqN44zM3/ERp2sDfZV3EFGHUo4dsg86oSg8nIylTMWc8XL5EeeZ1iMsv2tjZx+3fwKMLnkB/UAqfzJ/2RqeF+Drx5uIie5th8CoA37rXkZcoKRsaGrZu3bp8+XKAUFJS0po1a9asWQP2SVJSUlJS0rJlyyB5gxxv8eLFy5YtW758eXJyckpKSkpKShwBM/+YF+SwwE25joKKP2YYD1AHMOvu7mYsSoo0WgBg2hEYW9kW6SkRkhvPcpTihMHLJHd0qY1hOXf0pEAGhD4uU/KJgkEjhRyDE4bB+DOByM6YQijG+Lu+aD+GuZWgmOTxxuS0TPCQ40UH+JY6nU4mk61duxY0ZFJSUnJyMhwnJiZC2oaqctmyZcnJyXASILdy5cpVq1atWrUqjoCZf8w3l4thTsZlEC8lN77Pi+c3HmYM0lxcdRs1JD12ce1LwqvHHZ28MakOjzevyDUBTsDvAhLotU7BJgSVEGPMw1dyIANj+jt5WPLsTf9x1AW8QJCSl/CQJt49PT0qlSo9PX3lypUAISA0TOTAIFmyZAmwH0BuaSRSUlJWrly5du3atWvXxhEw84/5lsIZ44RSWcK8R94nJCTEbqdkSjeMOSnlSdLP2MVVtCne6BUjBTl3dCUgNt4orcGBzWZrb29Xq9VdXV0gpex2u5ezKBkACDHDBDNslzkj/JHYOBQSIPP/eqKtFF5+M/yG8GNkv8PhMBqNMplsw4YNKSkpycnJAKclS5YsW7Zs1apV69atS0lJSUpKWrp0aXJyclJSUmJiItJgcnIy8NuKFStWrFgxz+swvvHmqKAYQ5ajZklcIEe1JbUumUo3rRA4SCeXEG883dHrAI8ZDenhHDk+i+Nv9rxEpMcWi0WpVEJ/YHV1dWNjY319vVwu1+v1Hm4X9deECt0gxUcGXfPh56iP/hUKTuaVUKlJ6Y55B3htiXcu/j1n9IjD4ejq6tq3bx9Aa8WKFWCWJCUlLV++HLgrJSVl7dq1q1atQislKSkJmG39+vVr1qxZt27dW8VytEhAawMYcWQ5ijRhFkfDEV3hQci5REYZAzkIYfrhjs5PPBIWpZR65K9ai8XS2NhYUVFRVlZWXV1dW1sLwJPL5XV1dc3Nze3t7Var1cdZIwiMgGi/S4ol4UYOzE/xZPg6FEdRxxOdMKOjYsHJbUWId0P84FQqVWpqakpKCtgkQHQpKSmrVq3asGHDxo0b169fv3HjxtTU1NTUVHi4atWq9evXb9myZevWrZs2bdq8efOWLVu2bNkyz+swvhE3yAG/UfskXiyHqLNFLwugJTgb17XsjHZKhNpSyHUu4r/FZjMMV6RfmUEd5QcKPLfbbbFY5HJ5UVGRTCYrLy+vr69XKBQ1NTVyubyxsVGpVNbV1cnl8qamJpfLJcVmDGaEuHolv0mRHiNBfdFJJnMf8YgKBjzXuUjNwB3tZFKuA++koaFh06ZNIB3B98f0bOPGjdu2bdu1a1d6evru3bszMjIyMjL27NmTmZm5bdu21NTUzZs3b968edu2bTt37ty5c+c8r8P4RhxWEjCtXjGE5T/Oqj78py3ywYKSQ3MvXvXiIsKSb+yyk4VwPN6EDopTokLgjLYrJTM2UcGNubakmA2PPR6Pw+HQaDQtLS1NTU1NTU11dXWdnZ3g2XZ1dalUKqVS2dLS0tra2tjYWFVV1dra6nQ6eVqjgBGC8HX0pBCxUpCjB1I3FMp7DN0xYGP4zRVta9lsturq6nXr1kE5bsmSJYmJiYmJiatWrUpNTd21a9f+/fuzs7NzcnIOHDiQn59fUFBQVFR08ODB7OzsrKysnJycffv25eTk5Ofn5+fnv/FF/lPEfHM5xjKhwBNDLi00B0dJLWefvwJzPORQT74m3hh+c0QXvp0ic9IdXU2i5Iao46nPK1EMwKvT4/GYzebm5ubKysqOjo7u7u6enh6TyaRUKo1Go9/v93g8drvdYDB0dXXBXcxut5vN5q6urpaWFkSdFLTwPG5IBPuiME/Gk6+DRp5aKd6o5pQCG/PWebjUzsWVCoDrLBZLcXHxqlWroMydmJgIwnLDhg179uw5cODAwYMHAU6FhYVlZWWgyaurqysrK2tqampra0Gr19fX19fXv/FF/lPEvCCHQYkOD2KyXELCgh8BOabeTfsnY7eY0CTBFeksYQhNqHZ4UFHseaNLUkwyg1chXpper9dgMDQ1NcnlciAuu93u9/vBPunu7oZLHASnzWbT6/UtLS2dnZ02m627u7urq0uj0bjdbkSLFJvBE2KAitlpXepp+FcYsAUixXT6DyLwmLfCHdmujCc9V3Qwn5TD4TAYDNnZ2atWrYL6W1JSEnScZGZmymSygoICAJtMJisrK6usrKytrVUoFHV1dXV1dY2Njc3NzS0tLW1tbR0dHR0dHW98kf8UER/IMZLy1Sz34l4ofaXq7PNXvLiEBKl+LmFJgJeUfNpG8cZgTHgnpmeE92+hrGKIzuPxwHpKpVLZ1NSkVCrBFzEYDCqVqru7G0gMLvSRkZHe3t6uri6FQqHX6+GmU15e3t7ejs9BsoqNrhicRn8Vc5LRq0LGi2GlMGrTI1LjzE2NQSBAbu/evatXr05OTk5MTFy9enVqaurevXtBQ+bl5eXm5hYUFBQXFyPkGhoaQKurVCq1Wt3e3t7e3v62QU6qxQRaSV4FuXTzzP+94sUlJKBrQtM5LAzwYKNNXqhShJkbfNhOMr+EXhPCk4xMYq4k5oJDKvD7/W63GxzIrq6u5uZmpVLZ1dVlsVja2trUarVerzebzbjT3cjIyPj4uNfrbW5uVqvVPp/PbreXlpaWlZX5pE1/ikCeymDPPeZkbHAySPNFygY+6fq48I4jhTf6/vMZnU6n27Vr1+rVq6Eot3HjxqysLCC3/Pz8AwcOZGdnQ/5WXl5eU1NTV1fX1NQE71hrayvwW1sk3vgi/ynizSHXHb34jfadwEFc7BPsXeYr4IguoWVCVQrziTKZG5NdUH5zcwUAKiD5HIaXW3g5wjXR0dHR1NTU2NioVqs7OzuVSqVare7o6LBarcFg0Ol0er3egYGBkZGRcDjc3d2tVqutVqvZbC4vL8/Ly3O5XFKQYwiQwR4DSLoDJv0phuIY7Pm4irwU6qjOxDeHFxG8vMS7pE6ny8zMXL16NfRtbdu2DbyQvLy8AwcO5OXl5eXloaqUy+UNDQ3Nzc0Ats7OTpDiXZF444v8p4j5CktaDecbvub74gjkrNHrUCnG+EQOiwSMmGSSBwZyLq49FyHn5Wq+9PJirjZ/dMeWz+dzuVxFRUVFRUUKhQKyjvr6+ubm5sbGRpVK1dHRgXeQcDgMe5qGw2GPx9PS0qLVag0Gw8GDB3fu3Gmz2YRA4i0TnsQYsFEQCs0YalfS877ordvxv6bvD0N6HlHBgOE6vBXC7VKr1WZmZq5ZswayuG3btmVnZ+fl5eVHorCwsLi4uLy8HDwSuHkB3jQajdFohKsFVqjM8zqMb8wXclRPIuSkWO5Hv7gI5PjlAtQ74bM4J9e+zKNO6KAwYONFIw8/XkrxDOB2u8vLy7OysuDGDGYa9Joolcq2tjaj0Wi32wOBAOz9Czsn+3w+mPOhVCozMzO3bNlitVoZLMFXxpNk8AOqkg8epQwOaVCYBciKhBjC0hutDhjI0USakZcOh6OtrW3Hjh0rVqxISkpat25dRkYG5G+5ubmAN5CU1dXVdXV1KpWqpaWlo6MDbk8Gg8FqtXrIEIp5XofxjXkJS1jwJhSWcWQ56pcIG01o7ZsxS/j8zRXdzMXIyNf0SIRuAS+0fKQ5S6fTZWVlZWdnHzx4sLKysrq6Ghy2pqam9vZ2oK/+/v6hoaGhoaH+/n647k0mU2Fh4bp16z7++OPt27c7HA4/5/gLDRIpZuPxJmRLngAZ40ToozBvjtStysOVCtykYACfY3t7+9atW6HXJC0tLSsrC8QklAeKiopKS0vhPWxqagI9CVYTXBg+n29oaOjw4cNTU1NTU1PzvA7jG3FwLCn2uiMLvYHl5h88xWF5wME1dglpjeJNqCcZ4PEUB8HfyPGMn2vRYG7/Pp/P6XQC0eXm5paVlVVUVED5SKVS6XQ6r9c7MDAwOjo6Ojo6PDzc19cHF31PT09BQQEM9igpKfF4PFJsxqCIB5sU1wmlJg0GdT5Rtyf9TyE8nJ9E6Y5PnunnZbfbm5ubU1NTobcrMzNz3759UPLOz88vLi4uLS2trKzEexZ0Duj1emyCD4VCExMTx44dO3Xq1KlTp+IImPlHHCCHGKMNlrDMlD7Epag4Ho+OWuDnUvJr5KzRi1D5dM7JtSzTA6Gk5PFGmU2K6Pg7updkcfy1CMcmk6mkpASIrrS0tKKiora2Vq1Wm83mYDA4NDQ0Pj4+Pj4+PDwcCoU8Hk8wGHQ4HHK5fNOmTXK5HEp5fr+gTUSIQ4QZ/fo6qJMKJsHzcc0oDOP5OBOFJzqXqBkFILd169a1a9du2rQpPT0dvJMDBw4UFBQA3mpra6E/rqGhAQpxbW1tXV1d4J309PT4fL7+/n54S+MImPlH3FiOrjo1kaCQo2ATQo5pYoa6MNNuguUBpjDAkxsvKfnkjbndUpaj1we9gPgLi7n4+OsSEaLRaHJzc3NyciAbqa2tBbsyHA4PDw+Pj48fOnQI7Er4Qbvd3tDQsH//frvd7os4GTw2eMxQgIVCIeZhMOJVxmY5PCn0V3yvsi49nJvCKAjevsIPrr29PT09fe3atRs2bNi5c2d2dnZhYWF+fj66lKAR5HJ5fX09QA4cy9bW1o6ODoPB4HA4ent7JyYmJiYm4giY+cebQ46SG522YIzM7WLUJmU5fqAQP7qLjhXiLRPKdXzV28kVvpm7KZ/CMWdiJHJe4lIymkrIcvTY5XJVVQN2jMcAACAASURBVFXt378/Nze3sLBQoVBAi0kwGBwYGBgaGhoeHh4ZGQETJRgMWq3Wurq6rKwsaArzR/dzUeFHMSPFbDF8FKnzfC4nDOYGxMsBXjUwehIfon0CY2HXr1+/a9eunJycgoICqH1XVlZWVVUB3sCuBKJTKpVQBO/o6ACR6Xa74XYTR8DMP+Zrn1BJiSDkNxsAkcnDjBklxKAOi+AM6viOSkpovGsi5Dr6qdOLgNeW9KIR3tEZaPmjC1n0qvX5fFqtFppu8/Pz5XI5rEz1+Xx9fX39/f3Dw8NjY2MjIyODg4O9vb12u10ul2dlZWk0GmF+ReHHgwcxFooEf545YH4n4jkgUrP0P+XFto8rFVC8ebgCnTtSLXA4HK2trZs2bVq+fPnq1au3bt26f//+wsJCKAzgEieIhkioVCrs8+rs7NTpdEajEa6uOAJm/hGH7hMKLeYYkzo67ZyRkVarlZeUVFXywtJOBpzQry6u14RP3ij2GD3JXA1CckM2YwSVFOroNQoHLperoqJi7969eXl5ZWVlXV1dIBp7e3sHBwcBcqOjo4ODg319fd3d3ZWVlRkZGbW1tT6fL8hZI0JtybMcz2/8GUZMxohgMMjwWyAQEN6M6Fcv14bCfy4QDoejo6MjNTV15cqVUAfPzs6GRA5qcSAsQVXCwgtwUNra2nQ6HVxm3d3d2kjEETDzjzh0nzBBsYfMxuRvlNmEYMMDIeR44OHdkZGUbq6R0hUpEni9Xj6po6pSKJAYXPFIY/DG04LP59NoNLD2pKioqKOjw263ezyecDg8MDAAwnJsbKy/v9/r9Wo0mpqaGvAPXC4XjyWqDHmzBDrIGIqTAh42heFDRBfDq1LCEu8+jPymeKMZnVDYwwek0+nS0tKSk5NXr14NS3VycnKg46S8vBz8Xuxgbm9v7+zs1Gq1er3e4XD09/cPDAyA6wtJRxwBM/+Ig7Bk8MaHOXoDHaFZYuX28XjNRM5OtqRiynF85uYiJW8+l2MuBWH+xoQQe0L1RUnP6XTW1NRkZWUVFhaq1WoUlgMDA2NjY5OTk5OTk8PDw263W6PRlJSUbNu2LT093W63C0EidcyoSiGz8UQndZ7eTXjgIc8ziS7zHlKtTsW8m4wngo9Jr9fv2LFj2bJl69at27t3b05OTm5u7oEDB4qKisrKysrLy6HvpKGhAXoJoLFLp9M5nc6BgQEwoqampuDNjCNg5h/zEpbMjErqmiDF8fPPLdEDKq3cbkb8ah3AGPZ52cjYPNrhJXRQnKRxmccb86l7RJtRMYkKj7eAKHMTJl3IGyaTqbi4+ODBgwqFwmKx+P3+wcFBuEqOHz9+9OjR4eFhl8vV3Nycl5e3bt26rVu3gssiTM+EoHol5OjPBgIBhgkDnHvJ/F+xuY7hN2+0/csoTJ7o9Hr99u3bExMTYYEcsBygDgoGZWVltbW1tbW1MLSC5m9QTent7R0dHR0bGxsbG4sjYOYf8WQ5iq4YXMf7JWhO0i5KBm+MRUmNEyHRxcabS7RfB14QFHUMy9FjP2dI8gBDEDIKze/3t7S0FBYW1tTUmEymQCAwPDx8+PDh6enp6enpiYkJv9+v0+kqKyt37969ZMmSjIwMp9NJ8cPDRkpAMsjkfwPVpTy5BThjxs/ZmL5ot5aBHC8svdEbG9C8zuPxOJ1OvV6fnp6+dOnStWvXZmZm7t+/f9++fbt374ZeguLi4oqKivLy8pKSEiwYQNsq2pU2mw0viTgCZv4xX8gZyVYeDLoo11mix55jqYDP5aR6TexktQ5lOSfXTgnhFvWaMOUBGt7ozkkeb/SAubaYm70UxQWj/X2r1Xrw4MGmpiar1RoKhUZGRo4cOTI9PT05Odnf39/T09PZ2VleXr5p06aFCxeWl5eDfcKzHCRsQVHORpEmldfxGSBDdHjMyGOe63jjRIg3Pph6qcvl6unpyc7OXrJkyerVqzMzM7Ozs/fu3bt79+78/PzKykrI4qBHvLq6uqKiAuqc0F3Q0NDQ3t4OjActl3EEzPwjPo4ln8vxSlJY9aa+pTAY1NGmSkQaOiJ8eYdHGoM3ht8Y7HlIMZe5l3sjoyZ5Vclgj6cOJBCFQgGOZSgUGh0dPXr06NGjRycmJkKhkDUyjn/x4sVr1641mUw8rkJchMNhqW/xP8UTIMON9KGUYKbvAB889hgQUmFJjS6Hw1FSUrJs2bIVK1bs2rUrNzd37969ubm5tbW14E/K5XJcKQcLUpuamqqrq6Fkp1KpQGrC5lBxBMz8Iz4rCbqjO7xoSYCPHrKzh5DoqHEiRJ2Q31zSgdk5xRgjKb2kv4Q+ZIhOyjthYCbFbxSEgUCgvb29u7sbrMiRkRFolRgeHvb7/ZDPFBQUfPLJJ/n5+V6vV4guhAp9KIUx5iT/raAoqLDklXNsrosRTC7NiBGLxVJUVAQzYXfs2JGTk7N///6ysjIYx1ReXp6dnQ3tBKWlpUql0ul0jo2NBYPB5ubmqqqqhoYGWKUKV2kcATP/iFsuR40TCjDadMKQXg+3wQAjLB2RDTWZqjd9yBS78cBBxpxIURx88LyMjKEqGZYTZmsM5PirFi9ljUZjt9vdbncwGBwbGzty5Mj4+HhfXx+8MK1Wu2fPnsWLF7e0tDBKEtmMoSMGijzpxSBA5heGOJEpDCm8CX0UIcvxmbbT6Wxubi4sLMzIyEhJSdmyZQuUMRUKhVKprK2tLSsry8nJyc7OBsFZXl4+Pj4+NDTU2Ngol8srKioqKythhcHbOYihO9Jcwmd0sYtyFGl8tYCvDVB/knKdS9TbhfdLJk9gsjiKMQ+pGsWGHECCMQ+YDIe/Ohne8Hg83d3dQOC9vb2HDh06evTooUOHQqGQ3+93Op1qtRq66Y1Go5C4GEHI0xcDNikmFJ6nL1WIOp7e/dEOij+ySZCXq4l7SZGAh5/dbler1TU1NaWlpVu3bt21axf0fCkUioaGBoVCUVJSsmfPnt27dxcUFOzZs0elUn3//ffXr1+HhYgVFRUymaykpOTgwYOgQuMImPnHfCFHbRJTdAMK45HwhW8Em4W0UwpdE7soAHLUn4whLHmWE8IP77Ju4lhSWmNUpdSVJ+Q3Jux2u8lkMhqNTqdzeHgYErmRkRGAXHd3t0KhWLNmTWZmptPpjMFISHrMd/EkI0F5ZAqDF5ZCkcy8Dz7SmoMH3ugGFIbleLpzOBw6na6tra2iomLfvn379u3Lzs7euXPnwYMHq6qqysrKZDLZ/v37CwoKampqKisri4qKYBAD9IJVVVWVlJRAa5hKpVKpVHEEzPwjDt0nSGhUXiKnMZkbPOQbTaS8E77RhAbf20Xh55Zo73JHWk94yGE6B4kfYwP4RI1dPNLw0gTwIN4Y6jCZTBqNxmAwBAIBqMgdOXJkaGgoGAw6HA61Wg2QKy0t9fl8iKIYBklYFAyVCUUmVaT4OsPhcICsSGDAJuRzP1cnkNKW9B4nhFxPT49er6+rq5PJZNnZ2TKZTC6Xt7a2NjU1lUcClvCAXwLjZNRqtVKprKqqys/Pz83NraysbGxsbGxsjCNg5h9xsE+ERQKhS9kTvd83QosRmQzjCRfIMagTpnMxWM4tXSTwkPI3fwHR4wBXmBKmcFKh0+nUarXFYhkcHDx69CiU42CxnMVigWtlxYoVDQ0NkP7FYCSezWI8AfHPnGcwKfWyhUhj0jl/zIIBnzMzkAP7BGZXV1RUwArDmpqa1tZWOFNRUQFLwpVKJazZ0Wg0nZ2dbW1tsM0DLK4rLy+HyZZxBMz8Iw51OaZCgCU4wB6jJ61WK5+28VlcDLA5uTnnUmISEegmFXBXZP8Ad3RPsze6QkCvEqElgFdYMNLjyxNdgJiTwWhDwufztbW1NTc3u1yu4eFhrID39/eDcdLc3FxfX79ixYq2trYg1y3JR1A6VWNAxVsvvPLEYF45jzFeWwZELc6eaEeKz58RdfAZWSyW5ubmzs7OpqYmWCxXUVEBI0ChxxI2b2hpaYFRhVqtVqfTaTSa5ubmxsbG2tpaWDwOHSpxBMz8Iw72SWzXhC8AMP4k7TixiUKYwjHCUkhrjMJE4NHA/I0nOh5yqJ280XalX2RU8lxHL1+73V5fX9/Z2RkIBMbGxqampqanpw8fPgwLdlpaWjQaTUVFxdq1axnvJDbqQqLUjupGRGCMPDDEURyTl/IPmXSOKgLmPeQh54mu3ECYzWZYvKtWq2GhU1lZGY5FA4pTqVTgSer1ergU9Xp9W1ubUqmsqKgoKiqCdK6qqip+eIlDxJPlaBZH8SYFPBo2MvbcKtrlAw+c3JY6GDzLUch5OD+aTyd4rsOrhMnifNE9ljGCuXyBOnQ6XUVFRXd3d39//8TExNGjR6FC0Nvba7FYVCqV0WgsKiravHkz9KYgVPj0TJjg8ViiFMcjkCKNAlUIPAZjfpGN5IsuqNB30sP1G9CPBo6tVqtWq7VYLJ2dnTBOr7S0VC6XNzc3azQatVoNfkl7e7tGo9Fqtd3d3RaLxWg0tra21tTUlJWVHTx4EJaQl5WVxREw8484TPhi6nJMexdT9WZcE6bwzXuVlOUYyPH2CaU7lCguUhuIkcvxykdKVUpdZ0JyYyAHF7Hf74cs3+FwQJ/X1NTUxMTE0NBQIBDo7u6GgSh5eXk7duxwOByhaGuEwYkQXXiSHvA/SNEVm+sComqBX8Kr9IkcFD6j4+96CDybzQbpWWdnZ15eXk5OTklJiUKhUKvVsE6ns7MTxi5otVqz2QwJS0dHR11dHZiWsIocxofGETDzj3lBjlYIEHgWMmTBElk0gO4l/cr7kwg8LBXwwLNHz8+jzEYdFJqLM5BjZKSb1AOEwGOUEpWRDPwQb/5IvZuRlBAej6e0tLShoSEYDE5MTExPT0Of19DQkNfr1ev1ra2tRqMRSk8ej4diCUZcMriiIOGBJwVUSmXCXxIkw9V5ecncZYTAo2CjItPLtTUz8HM4HK2trdBLmZubm52djZDr6OiA5E2r1cJUZkjkurq6QFXW19eDaQmb8ry1LAf9zXwih7TGN3bx9QCG3xzRM4Xs0cvAhRUCqZq4lKR0k1IsQo5eIgyzSYVQUvojo0ooy4VCIavVWlBQoNVqh4aGjhw5cuzYsWPHjk1OTo6Ojvp8PoPBAFcVNDp5vV4eP4wsFKZkDL/xpMeTG49A3jsJSFcLeNQx2lLIcsJwuVydnZ01NTUVFRW5ubkwdbempgbFJGz2hHYAZCJGo7G9vR32yiwoKCgpKYEdsOIImPlHfGafMFaKUFIypQK0KDF54/M3ynK2yDICp/SWqHw5joEZc0OljEdvwDT3iK0qmcvudXK5YDDY2toKqnJsbOzYsWMnTpwA72RgYMDj8RiNRkhXtm/fLpPJAoEAjxmhVuRPAiXGwKoQciEiKZHrEHV4huE3BnX8++bjdr3i+Y1+ZDqdrqqqCnpNoNGkurq6oaGhpaUFVqMaDIaenh68JCwWi8lkam1tLS4uhpENtbW1b9WeBNQ+4cd4mbilcYyJItSTVFUydIdE54zemZHBIbUrEXioHhkE+nw+t6hIwMOP5zQ/mc7PqEr0SPCAAs/v91dXV6vVar/fPzExcfz48ePHj09PTx86dGhgYMDr9RqNRq1Wq1KptmzZUlFRQSEXJDZjbL6SSud4emQwxgQlOobfhDcdH9fthZBj3lVU9fCQfi5w3NPTAx1eFRUVu3fvPnDgAIyLValUQHQw5gR7mMxms16vb2xslMlkRUVFlZWV4Al3dnbGETDzj3iyHF8kYPAmdCljw4+hOL5IQO1KhvEo9oR0x0tK5lvMRcNATkhrlBOEl7Ldbi8tLdXr9b29vagqjx49Oj4+DpAzmUxarVahUKSmplZVVQHkgLJek6yEJ3lupM9k0EVfuVBPClmOea+EiVwMVemK7hByOp1tbW1yuby0tHT37t0wnQlrA5DOUZMc1IFKpYJOy6qqKpjl3NTUFEfAzD/ma58Iq+FCiqPNKHztmxYJKMXRchxN6nh+wwNKcVKOpYdzTRiKo7dkH+fF0UuNueUHo+tvIc73U6lUVVVVdrt9eHh4amrq2LFjoCrHxsbC4TDc3XU6XW1t7aZNm2pra3llyCCQpyx6zNgtPNfRoK+TuVOgpKR8zqPOG1lGyPCbL7q1wEvKoRj0tggfoslkqq2thSZmgBzua9Xe3g7zheDCs1gser0eOjNhOgM0hb1tGxcLG1CEpXBhWdxCVqYypTmayDkiy8Ap/JiKHBYJ8MAtsTKV4ToKMx51Ps7sFiZyPN0xSMOHLperuLgYVCVWwI8ePTo5OQlTvQKBgN1u1+l01dXVmzdvrq+v59EipQ8Z1AmVJPNdhu6ErzkY00ER2ifCLE5IdN7oCgF+QPDZ2e32xsbG/fv3Z2ZmAuRqampw4AJ4lZjawKbqsFAV6nLFxcUw6zKOgJl/xGe9HNIdXQ/O4403VKSEJUN3tGbg4Bbv8G4K04PijpTCvRLdzPSYxxsvmYTiitFdwstXq9XKZDKj0djX1zc+Pj41NQULCIDlBgYGAoGA0+nUaDTV1dVbtmxpampCzkFm4xElpEGp8/Ct3t7eYCQzDEqsVeUpmkcaf/fxkwYd+jC2qmRuiPipmc3mgoKC3bt35+bmlpaWIuSA5QByICmVSiVsxV5eXl5aWlpYWAgjG962HksGdcKMjsFbT3Rzc49oPQGTyDGlAt5BERbEKeSE9gmTzrmjl8l5PB4Gb1Q1MZoqNtjgOg4EAjCuw263Dw4OAuRgAcGhQ4cAcuFw2OVyabXampqatLS0xsbGUMSJiYEfnsRiQA5xi+jihSWPNwo8/nbDBGU5b6Rxx8sFvc15oieguMiikI6ODhhiCZCD3cBhdmVXV5derzcYDGq1GlbKVVRUlJWVlZSUwOKDtyqXM0X2G+CzOIblkOuYLE5YoGPaL3lyA6mJwtIVGXNC8UatSwZ4NJeT4jdkOaF3IrRPgiInnQmtVgtNXn6/HyB39OhRIDrY/QP2IXA6nVqttra2Nj09vaam5pUkxmvFGMjEYwZpYaIqhS8+QMoDwdcoEmBex8CPwRv9FNzRa6wQeD09PcXFxfn5+SUlJVVVVfX19eCgwD7gYJnARjzAb5WVlRUVFfBMpVKpVCrjCJj5x3vIvYfce8j9rBGf0bHMSgK+7YuHnJWs3OEhh/KSXz3AJHJ8dyXjNbuid/lwxyzECYPCjJdVzCWIVy3jT/h8vsrKSqVSabfbg8Hg4OAgDGY+cuTI4cOHYVs5yOXsdrtGowHIlZWV+f1+FIQQPPCYTIyBWUjad6HYo5CjmjMgci/9xJ6lwPNJNHz5onuapZI65i4J4XA46urqYFRzZWWlXC5XKpVqtRp2/IC+MHAmQbfL5XIo6MHT1Gp1HAEz/4jbzjsxIGcmjc7COjg1LfGMjfRYCkvhtJ2Sz+JoUk6zc7yzShGaN7r1xB/tyNErjL/46HXJMInVai0rK9NqtR6y/cDhw4cBcrB5KjiWNputq6urtrZ2x44dBQUFXq83GPFOAG8UdTy2pchQ+GQ+eH5jwMbcXHjIUdTR99b7qgF7fCLnimzH09HRAT3KsBsBbG0FRKdSqZqampqbm1UqFRTxZDJZQUFBfn5+QUEBlAriCJj5R3x6LM1kVqywSMD0neCBzWajpQIsjtM2FHt08GsInJGRlTzFUdQxREc/b+bKkFKVDKcxYjIYXZFjUNfV1aVQKEwmk9vtRpabmJg4fPjwxMTE2NjY0NAQzPayWCydnZ3V1dW7du3Ky8sDiFLIhUIhal0yBToGY7yqFLIigzohuVHg8QjkhaWQ6Og77OGKBPRTo/LSYrGA74/asrGxEUwUpfKf28rV19eXlZUdOHAARjvDTHWIOAJm/hEHYUmTN8pywGxYFu/hgikMMKTH2JVMCsd3nAjL37EtSuYK8HFtSkKue01tiaiDC7qpqamtrc1qtXq93lAoBNsUT0xMgF2Ju1t5vV6TydTe3l5dXZ2RkZGbm+vxeBAtDMsx3iOvNoVKkqZzVFtSVUnPULXM0B09oJCLodKZOx16xfiQ/+BAWzY1NcFIZrpLeHt7e3t7O6hH0JZyubysrAwGMcB+dMXFxXEEzPwjPot3+EAxyXSiMJDr4RaG04c85DCXEzY044FbourN5A+MzsFrgrlPU6Qx2pIXWszVCQdut7u+vl6r1dpsNp/P19vbC9sUHz58eHJyElmut7fX4/GYzebW1tbKysq9e/fu27fP6XRSNgtJJGbMeanusBjaMsgldUHOSmH+UymW44nOH92DwvtVvLbEY/hYjUYjzO1CyNXX18PyOZiJAvlbXV0dLFEtLS0tLS19Oxfv8N4JhRxfAWdQRzstbTYboypp8xffa+KQmMUgpDhqnPAUx4tJRlVSYRkk806CETePqkp6BQcCAYPB0NDQABtY+/3+vr6+oaGh0dFRhBzYJ+Fw2O12d3d3q9VqGEi8e/duu90ejhk8nBhVGRuozKuVumtQxuO5nb5FUkmdX9SGQnUH86lR+8TtdttstsbGRhjPjBsXw8ICpVLZ0NAgl8thfR1wHW5A9/ZM+KJIQyvFzAUikCKNAo+qSgZstPmL9ypjqEqhPmHyOqGwpHhjbttCPSlUmEHimoRCIb/fD/l9d3e3w+EIBoP9/f0jIyPAcmBXwv7gwWDQ4XAYjUaVSlVeXp6Xl5eRkWG1WnlJGRJlcTy0hGd4lDJ4Y77FBP03eYqjx8zNiwpLD9dbx2R0NC1HN6WjoyM3N1cmk4GJUlNTA8t50KtUKBSNjY1NTU0NDQ1QNnirGr5M0SMYKN54E0WYzvF1Aoo6a3S/pVQTc2yKox8krzDpTfc1IeePrhYw2Q69ZPGhw+Goqanp7Ow0m80ulysQCAwMDIyOjgLkqKpEyKnV6srKyoMHD+7atUuv14d+jO8vhbRX6kmhpKQEzotJXmAzqPPHrBZ4uFIN89m5ozvU9Xp9fn7+/v37YY4QFOJg9JBcLofVqAqFAgaBAfAg4giY+cd8WY7pZqaqkqkTmCMD9noiDc2MicJ0eGGXM4TVagV02cl6cMp4DMvxFQIhv/FXgxB7vui94/xkXwGKPQZ1EHq9Xi6Xa7Xanp4e8EIGBwdht0HY94NCzul0GgyG5uZmmLyfkZGhVqtD0RYljyIpNoNgigq4tkAYvLAUnonNdTzYqMLEt9pDur2kuI7qTLPZXFhYuHfv3gMHDsAoS+jwUigUCoUCK+DIdU1NTW+nsGSKBAzFoXvZw408iQE5m2jxDtWWADNaDZdK5HiuYywTCjPhhSKUl0K8BchepHgRw4xhg8Fgt9u9Xm8oFIINwcGxhO7K4eHh3t5en89ntVqhnQI2c8rKyqqoqPD7/eFofzIcM1WTOkODngxLZHdSwYNNCDmKPfrG8ixHj6n1haiDT9lischkspycnH379kHNrbKysqysrKqqSi6XV1ZWAuqqq6vlcnltbS3Q3dvTfYKSEr8ypQIqKc1kp2K+yYvJ5aSSOtqA4oru6qJ2pYuUwvlP1x2pgzO05o+214TyUoixGPwGkqyhoUGtVhuNRofDEQgE+vv7h4eHR0dHgeIAckNDQ+Fw2OPx9PT0QFM8TKrKy8vLy8tzuVzIVxQkjC1JkcYcvBKBoeglBUEyT5ZnNuZN4LM4HnL0DReallSGUHmCuRx0fpWUlMB7AkkdVLrLysqgmxmmyiLwYPOd1tbWOAJm/hHPIgGlNbPZnPDuBQ85l8sll8s7OjrMZjOoSvROAG/Icn19fcByMDi9vr6+pqamsLAwMzPTYDAwElGKpsKvSvaoqmSeTAEWinYyY9Mdn9TFzuUYJc+zHIUcTefsdnt5eXlOTg40lxw4cKCkpKS0tLSkpARWDwDq4AysT33bGr4ov/GSMiHhzX/5rzESEhKoMIMDi8VSV1en0WisVqvP5+vt7YVEDiA3Hgnoafb7/Var1WAwQFNFTU2NTCbLyMhQKpXhcLivry+GbhQSHUNxzLcYiguTDZCDoiIBPhk9FV5jC3UmIymZOgETVFUyChOMKNiioDASJSUlADwAG9TiiouLYQjfW7XZlXBpHPVO3lnIUeBptdqmpiaj0QiJHBTBx8bGDh06hKpybGwMIAcs193d3dXV1dzcDMPhdu/eXVJS4vP5GKKTQlqMbwlbw3jGY24cPPsFSHcbk9fFyOWEjMfjjfIbw3JOp1Mul+fm5h48eLCoqAjGCsEg9KKiIgAeiEw4kMvlb9tmV0KKw9r3Owg5ygZwDMLGZDI5nU6fz9fX14flAagQAMuNjo5CT7PT6TSbzTBToK6urri4eP/+/dnZ2TabDWHDuJcUhEJA8ugKkxwvFG3DCIP5pyjwaEZHUccUDBhTysfVxPl0Tigv5XJ5Tk4ODFkAfgPIId7QU6msrKyurn6rVoUzvSZ4jF0m7yDkmOsyEAhAayWtyI2MjADFIeRgGQGUwj0ej81mMxgMALnS0tKcnJwdO3YYjcYwMS3pqgIp3qM4jDEdTEh6QtTFTud4eel/VWVcqDOpg8ITHbAcNE9CUY7qSXBNYEA61sHfqlK40JzEksA7CDl6LYZCIY/HA4mc3W73eDyYyB06dAiW7UxOTkL3CbQ1h8Nhn8/ndDpNJlNHR0d9fX1JSUlubu7WrVvb29sZRpICm5D0hN6mkPHoeYa0ed6TqhYIRSZF2ivzOkp0CDybzVZWVgaQKyoqKi8vB1wpFAqAGeANTsJqg7eqFI4dJ4yqxC4TAeTmQmlpobl/PpgNpSWpzn4/F9r9QXro4YuoMz+YgB+qzv7jnz/wYu60VbY4ISEhIWGxLHTt+ct/0Gf+8MS5UFrCR7LJpy9fvnz54pp58e/SQnfmQrlpoVnyd5+/mDvRkva7hISEhAUloZlnL1/+fe6sXbbgg4SEhA/Suk7P/T361f5D6lX98FZGQy4YDNrtdiiC22w2v98fDocHBweB5SYjcenjAgAAIABJREFUAaXwkZERgJzf74cCVFdXV0NDQ2lpaV5eXlpaGi2IM8gRPqQNYjSFiyFKQ9G+JQNC3lDhqS8Q3XUZEDWC+bgtoH1cFxgN2val1WphSxCZTAarvwFaSqWysbERyipAa9CPAt3Pb5WwRMfydVlOAnIJCb9LD9178cMZhAeNp5OyxWnmS89fvnwxd6hkwUrV2adzod2Ci38ulJaQ8IFs8tnLly9mzIsTPhRB7umMefMC1ennL188P9uyYLF55rtJ2Yfp5mvPXr58ds2c/qFs8hkLOeGr+iF4+8RsNtfX1+v1eqjI9fX14TI5pDgKOWhAcbvdFotFq9UqlUpYh5KWlqZQKILBIAM5qcyNp0FGhTIyUorrQpxXyXNdDNPSz3XJ+UnB00s6EKRMFJrLWa1WWF2Rl5d38ODBsrIy3EgVVoi3trY2NzdDnxesM8DV4j/+6v4JIz7CErO4V9gnYsjlbm5QpH+4L/TwFs9yPyDq2aTsw5LJZy9evnwJnPOh6vPZH565OzT3jx/+yuZ8WVLF5LP/N2OWyWRpIsg9e37NmrZYZg6F+s7OvXj54tlkyYeyyWeSr1aCUelbGQ25UCik1WobGhqMRqPb7Q4Gg1AEB78E8AaQGx0dRcj5/X632202m/V6vVqtrqioKCws3LZtW0lJCRiedBwDRRQ9GYqeGAvn+/r6ent74SvFJ5/mCTEmxW8xTBSe65iMDh96I4sSvRJLV30+n06ny87ORsjBdnO4kapGo9Hr9UajUa/Xd3V1tbe3t7S0qNXq5ubm5ubmN77If4p4c8jFSOR+JMvlpoVuPQzt+zBd0bBZmuWiIPfi2WTJ71Sfz0qxXFq7WZYkC9hlv1OEvLlCYQnPfTF3ts8sW5zuv3KIQO75vRmBsHw1yzHJT1tbG1QI3G53gPSdQFGOLpYD+yQUCnm9XofDYbFYYA9eaG7euXNnfn6+2+3mOY2HnBCEzHcZcuPVqTCY/47XlpTZpAoGfM1AykFBYelyufr7+00mE6z1PnDgALAcDEFpaWnp7OzU6/Vo3YH4MhgMer0eZl2+7jX9s8R8haU5Ot4UcrMvX9wLpf8uIWFBfIRlWuDaZMkHCQkfyMauhXLTQnefTZZ8mB56+AJ+dl9o7vGkbHF66N6Lly9fPAyl/0519tt4Cku4BKEoZDabvV5vKBQaGBgYGhoCooNBQ9jzNTQ01N/fH47kcj09PcBy1dXVRUVFGRkZe/bssVqtMeoBtFDOiMkYZ0JchSAcbWBSN0gIrdi5HFMz4EtzXlFnObVPfD5fMBiENp3GxkbYqBFWEkD7Mo6RNRgMgDpsITSbzeA4vNEF/lNFHNqa+XZKySLBXCjtB23m9UZnbi8ehtI/WPBj7RMJyIXmnk3KPvhINjn3z9///Fronz/7uwhuI/ZJwuKSyYcvXv597nRX2gcJUfbJD6+CithY9glNcurq6gBybrc7FApBLgf2yeHDh2FIM1xMwHKQy0GnpcFgaG1tra2tLS0t3bt3744dO+gqHh48PNikopfsgBXiCug83oB4TSaTRqOB8T4qlQo69KFvWK1Wd3R06HQ6i8XidDo9Hs8ruQ7lJV8z8Hg8Pp8PUl/oRJ2amjpx4sQXX3wxNTXV1tYG3kl1dTUYJzDnC2bIAuRg3Qldy/LGF/lPEfGsywG54cG7WSTAbMfv91dXVyuVyp6eHq/XG45M9RobGwOWg/3BgeVGR0cBcqAtoe0LIAe2eGpqqlqt5llLqCcBOXDFhyJFPPrMkMhioagDsjUajS0tLWAGQoAnUVdXB0tCa2pqqqqqYOoBtIDAEK6mpiafzxcOh/maAcBJ6Fjiw3A4PDExcfr06XPnzp05c+b06dNffPHF+fPnL1269NlnnxmNRrAlgeJaWlo6OjpwcwKz2Wy1WmHeKXbP/9KXRlTEAXIWbqdik8n0bkKOCku/319VVdXQ0GCxWKChGYYvQCIHo9FhAxDYA4SynN1uB8gpFIqKior8/PytW7fW1dWhHcIbJyAse3t7A4FAT09PW1sbsFBbW5tOp7Pb7QA/Hpz0VwGnWSyWlpYWWITW1NSkVqvb2to6Ojra29uhMR8cwpaWFhhlB4MPYH8paLZqb2+HvRZAMwP+fdGLM5gD5L1wODw2NvbFF19cvnz5/Pnz586dA7xduXLl+vXr165d+/LLL/1+f3NzMxBsW1sb7B5uNBrhImRm6Tudzl/60oiKedknlLt5B+WdhRzqMVg9aTKZQFhC6wkYJ4g3MC1HRkZgMUE4HAaWgx3DGxoaqqurZTIZmJZ+v1/IbHDg9/tNJpNSqaytrYUNn2DeIyyRbm5uNhgM/sggWupVAiScTqdGo4GhBjA8C9QazikFQwKio6Ojs7Ozo6Ojo6Ojra0NsQda+vDhwxcuXPjiiy9Onz6NNxeYSA37LvAI7O3thVx3YGDg0KFDZ86cuXTp0ldffXXu3Lmvvvrq/Pnz165du3nz5q1bt27dunXt2rWpqSmbzQY7NtIteCwWC6zwgmVf4L780pdGVMyX5Szc/h443SR2LpfwoersP36oPkfq0bOhtA8jz8CkK5LCfZDWcnruBf0lCQvQe/zFAyEHFzFCTqfTYbfX8PAwtp6AsMRrEeZYhkIhn89ns9lgq7TGxkaFQlFcXLxz584DBw6AQBW6kQ6HA3YzbGxsVKvVABjYgU2j0cDShNra2sbGRqvVGohe8mez2WCmWHl5eVNTU1dXl9FoBHlGB8zgUn34fAGERqNRp9MB/NRqtUql8nq9V65cuXz58qVLly5cuHDmzJmTJ0+eO3fuwoULFy5c+Oqrr06dOnX48OG+vj5I+cLh8PT09OTkZDgcHhkZmZqaOn369MWLFy9fvgzPv3DhwsWLF69du3bnzp179+7du3fv/v37s7OzMzMzU1NTTqdTp9PBZiAgr+hgOPBgfulLIyrmCzlGUlrIIHQx5Kjx8AxNwr/PTVYvWNBy9vndUFruPyts/3wyGpUvnl+zpn1YMnnNT4zEf6Fg6nJer7e8vBy6T6xWq9/v7+vrA+8EkAa3/8nJSWyzhNIcQA42TFOr1QC53bt379271+Fw0NwMlaTRaKyrq2toaGhtbYWt682RsRcmk0mr1QIR1dXVgfarra2tr68H8wO0a2lpaW1trVqtNhgMVqvV5XJ5vV7azwVFMxh+Adc05O0API1Go9FoQOCdPHny1q1b169fv379+tWrVy9cuHDq1KkTJ06cOXPmq6++AixduXLlq6++Onbs2NjY2IkTJy5fvgw7Wo6NjR09evTEiROnTp26cOHC+fPnMYu7cuXKzMzMvXv3Hjx48OjRo0ePHs3Nzc3Nzd26devkyZP9/f0ul8tqtba0tNBpOsB4v/SlERVvDjlL9ORzSnSv4Vh++E/j/ofqM9QMrrAsF1WOY36JRE36FwqAHFyjoA9LS0uhxxLTOdj9AyoE09PTU1NTYFrCkjlYG+7z+ex2u8lk0uv1bW1t0GmZlZWVkZHR09NDnY++vr5gMGg0GmtraxsaGsA27O7uxjt9T08PLAWCzgxQmPX19ZB3Aa1B631tba1SqdRoNDabzePxANh6e3v7+/tB7kJ2CqQHdNcT2R8XCtBarVan07nd7qtXr967d+/WrVs3b96cmZkBdH3++edghJw5c+bLL7+8ePHilStXrl69CiC8dOnS6Ohob2/v0NDQ2NjY4cOHp6enT58+ffbs2S+++OLLL7+8cOHCtWvXbty4cfPmzfv37z969OjJkydPnjz55ptvnj59+vXXX9+/f//ixYvT09MJCQkpKSkqlYoOaPylL42oiAPLMRXwV0DuB5AwDR9PJ2XrVGevhNJyQ3N/f37Nmra45ezzF9EV8Ge3Zr5+EVUu+xeKhIQEyHAg1Gp1VlZWfn4+DH4DY02v15vNZkjrXS4XXriWyO7yGo2mo6MD8iKwKwsKCvbu3bt169Y1a9bApLCuSHR0dFRXV8NiFti+sKGhAQf0w7Q5mOhYXV2No0HgK9iMsPhFJpMVFxfDHqUwNgLQC9sCg3SEFwbeiUqlgtGRONAOO4mdTicmb9jOhiWQ/v5+oGXstAyHwyCnTSaT0WgE8wN0rMfjgexucHAQ2sGHh4cdDsfIyAgw4eeffw4YPhuJM2fO4N04NTXVYrEMDw8PDw//0pdGVMzLPoFgur3wGpqfsPz+rGrlAtXp5y9/TcJy5cqVK1euXLFixcqVK5OTk//nf/7nT3/606effpqYmJicnLxixYpVq1atWbNm/fr1Gzdu3Lhx44YNGzZs2LAuEmvWrFm9evXKlStTUlKWLVu2ZMmShQsX/ulPf/rjH//4hz/84T//8z//93//d/ny5SkpKcnJyUuXLoVvLViwAP5EUlJSUlJScnJycnLysmXLli1blpiYuGTJkqVLl8JXiCXRsXjx4k9JLF26NCkpafny5atWrVobidWrV69atWrFihXwp5OTk5OSkvBP4O9MTk5OT0/Pysras2fP7t27MzMzMzMzMzIydu7cmZ6evmPHjh07dsDBtm3bNm/evInEhg0bNm7cmJqampaWBk/bsmXL9u3bd+7cuWXLlsTExP/6r/9KSEj4zW9+k5CQ8Pvf/z4pKSk9PR03HsjNzc3Nzc3Ly0sgkZ2dffXq1cePH//Sl0ZUzEtYQqpgiUwTQqKLZZ9ESUGhfRLJ5Z5Nyj5YZ575vx9q1r8S+wTC6XRWVFQolUq9Xg9qLRQK9ff3Dw0NwXo56GwGHoBiHWpLqD6bzWZo+1IoFAUFBdu3bz9w4ACyFqxVUalUGo3GbDY7HA6obmG6xez6QE1znDlvs9loaQc+zZ6eHqfTGQgEoFFmdHQUZv4BO3k8HvgTUHFGednT0zM8PPzw4cPHjx8/evRodnb23r17d+7cuXPnzo0bN8Dfv3z58vXr12/evHn9+vXLly9D2e3cuXNffvnluXPnoBJw8+ZN8EhcLldTU1NiYuIf/vCHzs7OEydO/O1vf3v58uXf/va3EydOdHZ2/uEPf0hKStJoNKdPn/7++++fPXv217/+FS6LvLy8r7766q9//evz58+fP/9XuUIg4mmfMPEOFglo94bNZqusrGxuboYpDCCiwLSEVeHY8EUXE4AACwQCUCqA0UMNDQ3l5eUwpRhG6EAvb1dXl8FggJ4PkGowf44ZqovrYrA4DlUBcOexjxHm+dAtVkKhELzasbExMBh9Ph8upUHUWSwWm83mdDrPnj379OnTx48fP378eHZ29v79+/fu3bt79+7t27dv376NhsrNmzfv3Llz69atGzduAA4vXbp0/fr1W7dunT9/PhwOl5eX//73v9+xY4fNZpuZmYnxns/MzNhstuXLl3/00UcVFRVDQ0NFRUVnz579y1/+AgiE+NmugdeJONgnlOVoneAdhFyItN5bLJaKioqWlhY6Tg8aviYmJsBBmZycBO8E5uoNDg5CYaq3t9fv99vtdqPR2NnZ2d7eDqP2YXsnKJdBpwX44NDSARSEMwWhOxFeDPSa9ff3w2uAQZqIcMyywCaBEh92XY2MjMAK2kAgQH8/jgACCg2FQrdv3/7mm2+ePHny+PHjhw8f3r9/H1F3584dIDeA2a1bt+7fvw8cePfu3VOnTplMpq1btyYkJNTV1Y2Pj3/77bc/6s3/9ttvx8fHFQpFQkLC1q1bLRbLuXPnHj9+DC7LT/OBv2HMN5djjBMqL99NyGGYTKby8nKYYGm3230+HzhyOPsEUAfdXlgkAGBAdQ46G7u7u3U6XWtrK9R8EWxALLSh0efzOZ1Or9eLNTfQsfBHYZLf+Pg4FAaxvRMELUyPBg0JPda42AfW+IGJz2xshO4luBqPHz/++uuvv/7667m5uQcPHsxGAoTinTt3ZmZmrl+/Dl9v37597949p9P5+9//HvOEgyRARr5OfPvtt/hTu3btwt+WnJx89OjRb7755if93H9szAtyCDDU9BYy+fwdhFyY9OMbDIaysrKWlhbY/QOQAM4bJHK02wuMNeAc6shDO7zBYNDpdEajEXqaIEkDfoPWRGwxg78CUIFmF+gvw7VCEFgVhAOAH85iAZULrwdoGYZHDA4OopdIWc7hcHg8ns8+++zbb78F4/7Ro0cPHjxA1AHk7t69CxQ3MzMD2d2dO3fOnz9/NBLwnsDbsmXLltiSksbMzExqaurw8PDExMSxY8c+++yzU6dOQWfm3bt3//KXv/yUH/uPjjhAjtlMB4efv8uQC4VCer2+pKQEczlYvwOi7tChQ3CtwxUGGxcDEWGNG9I5WMhDNTxOsIYtoCBDw7YvKJQPDQ2NjIzg8vOpqanp6ekjR45AMXB6ehr++vT09PHjx48dOwZnEJa4cBbwBiAcGxsbHBwEY8YT2ZoPUzufz3f16tU///nPwHIPHz6EXA7aREBe3r9/H0vkN27cmJmZmZmZuXv3LnwLaPD27dugNrOzs38U5Pbv3w+FvpmZmdu3bwOR3ojET/q5/9iYr2NJIWcmW4G/m5CDRAgufYPBUFpaqlKpwLHEJXPAGHBHh2r4kSNH4LKG9QRQpwJlSL0Nun0ssA1ADv4oJGlozyB+pqamjh07htA6ceLE8ePHgeKmp6ePkUAcwkuCOUg4Txqo2OPxQG8KFbTQWPPgwYOnT5/++c9/fvLkyWx0YIsWEh3UtQEVgDpM+e7evXv37t0fC7ns7Gy0Z6g7evHixYsXL/6UH/uPjvm2NfObV2G8m5BDljMajaWlpUqlUqfTQX8tCkuUdqCmwLrEVAotDVhEA3IRZxPQpkdsywKDBMgNhCuADSgOEIUHEAAtID0Gk/BkSDUReziGzGKxgJL0+/2A9mAwOD09/fTp06dPn3777bc0kYOD+yRu3bo1MzMD8hLaU2ZmZhBpSHo5OTk/FnLQmwLAg66Xq1evXr58+fLlyz/hp/7jIw4rCRjgvcuOZSCykSo4lsBysHYTZzGMjIzgSgJgG7ysGdMSuyh9ZCoW5T1wMsCZxJ1Z0ZtBvsJMCQLYFcQkBEUjnMfRLCAyD0VibGzMZrPB2giPxxOMbIZ+/vz577//HlgOvErKcigsgfFAXgLRAQIBdQjL2dnZHwu5nJycmzdv3r59G2AMdb+rV69eunTp0qVLP+nn/mMjDpBjWA43ZHwHIUd7LHt6ehByMK3Z6/XiSme89LEx6tChQ2BXYH9zX18f2PqAYVzPxowJQW0Jfgn+fsQzQAhQh/YJoI46FvgEyrrgZMIxcJ3L5YKyB6xIglvDzMzM999//913333zzTcIOfgKRIcrAKA2APIShCUU6G7cuAELBQCfP1ZY5uTkQBIIiRxQ3NsGOSaRs3C7NCa8e4HDC3p7ey0WS3l5uUql0mq13d3dUA2HMtfY2Bh1DoFSoFqAPiEAb2BgAPx6OA5H9qNiZpAA5OBpkCsCiyLR0T8HGAO047eQ0HCMNJYQAG/oo/T29nZ3d4NlCtpycHBwdnb222+//e67777++mtaBJ+dnX348OGDBw+Q9yjqIO8CdgKdCdryDeyTnJyc27dvA2deuXIFhOuVK1feKsjRXM7KRY/EXo10yzjcopHfl5juKkb3kaN7suAYbQg6/ZcZZQPXJV0TyUzCkZrESINe6yEu8DyOOTCbzdXV1c3NzeDvg9EHkMPFBHDRI97QtxweHobBRP39/dDai2tYIbBuhi4lPESPETUkJGzwh2jahnhDloNXggVDdF/gGMgTiniw0MFqtYK2HBkZmZube/r06Xfffffo0SP0Qu7evXv//v2HDx9SAxPi7t27oACB63DZARTr3gxyUPcDcrt58+aNGzegr+XtgRzvnTB4owBjsIc9fnR7VKZTCZBGIYfZC920EbGHeEMLm0KOWfzPYI9HV5Cbsw8nsS0DnQNEGkIRYGAymWpra1taWmBBDVyg4OBjuoWXO2ZKIORAH2JhGqUdNGECGiHrw0Z7PIPjjIC+jhw5gmYJwA9MSwAeBSR1LI8fP444BOkL5AyvClbomc1maDQbHBycm5v75ptvvv/++4cPH4IFAmR1//79Bw8eINHdiwQQ3c2bN8G9BNSBwrx9+/abOZaYFt6MxFsoLIV2Jc94iDpKcYg63PKbbk3MQA4McYblEHXQW8gQHTOtDUfc8NOmAgF2J9QgmYgait6cPkQ2nQmLRj7ifITu7u66ujpcwwYsFw6HKeQosSDqoOkZ5+3BNHVUfbiFCFiIY5EAGoT2aHgOWiPHjx9HHxKI7sSJEwA8ID14eOzYsZMnT3722WcnT548efIkKF4A3vj4OEzgxH25YFCk1Wp1Op39/f1zc3NPnjz57rvvZmdnwX7EZi7Ulkh0WBUAtwM8Rmy8hIM3cCxBWEJyCAdXIvHGF/lPEXHI5RgHhXav02MGaZTiKNHx/EbdObopBC8s4SvCjMcYfRgIsHNOeaJD+FEECrVlmJsJaTabFQoFDJ+C5mMwLWGVKtbN6KR0TKvQzACGwadR4xEzQAAYIhD3ZwVZCPXu48ePg18CMIM4ceLEyZMnT5w48dlnn33++ecANgo5HG6LGR30gvb399tsNo1GYzKZbDZbb2/vgwcPHj9+/Oc//xmbmAEAd+7cmZ2dffToEcpLSnQUddeuXYM6OGDmDSAHcAUnBnumAc9vfJH/FDFflsOvQj0pVJUMGrEhneE3PugeSAzL8bkcoyp5sMXI4hiY4RnKdTyzhSI9zfDQZrNVV1e3trZ2dXUB0UGnpclk+u///u+EhITf/va3HR0daBKikQiWPc4jQuMROQfNfaHtAV4lykJacwOkAaKOHz9+MhJAdJ9//jkcoObEPBPq4NgCCnULrVYLqPP7/Xfv3oV0DkUd8tW9e/cePnwIqKPyEhkPnX0wLQF1bwY5VJUIubet+wT1pJSYpHoSkzdh0KYKhusoy/FZHA0fFxRjDOO9EmP8MZOthbkIkSkJXq+3trYWpvdAR7LJZHI4HCtWrECH87e//e34+Dg1OaZJYD0aIUcJcJIEDKKFwMI3fYjpHEDuBImTJ0/CSYAc/nX4K4g3KM0HIw2cUHgEDnc4HDdu3ICeZsimoCoNViQQHaCOLxjg6h5oRgGUvpmwBJDDb8BfCCLzjS/ynyLikMuhZdITvSZSyG9SYKOOJcN1iDQGcigvmX1beMhJ4Y3hN0ZJ8rTGQC5E9o6ijIcntVqtXC6H8aZqtbq1tVWn0wmrC3a7/fDhw7/97W8pGg8fPuxyuejTduzYMTExUVVVRU82NjYeOXJk48aN9GQoFJqamqJn/v3f//3o0aNut5uezMjIOHbsWG5uLj0JU/ESExPpSZiSQM989NFHsDUHPZmXl3f16tXy8nJ6MhAIPHjwYMmSJfTk+fPnL1y4QM8sXLhwZmbG6/UmJCQsWrQo4cfEokWLYFAKnqmsrATM3759O46AmX/E2T6xRlfDrZHFyAzGYNEHWpT8V8pvtEjA0BpzhkIuEAgwrglzLDQqQ5Ehx4ybIszcGKLjHRSfzwdDteRyOe7A9PHHH+Nl8Zvf/CYYDKLfCMvYwBXE9GkoElC1w5I0tVjoAjxgNmikRKLDjA6NE3gCak5kNqZICPX3YGRlA71LQldte3u7Wq0+fvz4119//eTJEyiFXb16FfIoYLzbt2/DjKC5uTngOkZeopsCP4JFbTBUsHKAZ7BTDNgMG1kAYOiFYqEvbnCJR7w55HiwMcaJFMtB/sY36ULAemReUlKu4yWlkOKk8jcpVUmFJY869E6kjJMQGaWMTZKdnZ0ZGRn79u0rKiqCgXa5ubn/8R//kZCQ8G//9m/l5eW0RRhcUFgwCm1fsDcIdJZADQBKBVDvxrZjnOyAAGO6vbC5GduaUYgyeMNaBczVDAQCuNK8J9K8jroGxpCp1eqBgYEnT57Mzc1dunTp/PnzMDYPS9Jw6T98+BAgx6xexb5KbHqGWQyAMYQcuKCAKEAakBhMkkXIgU0KJ3GmQ/zwEoeIA+QwGD2JziSjJ9GrRK6LYVRiOY4qSYo0aDJEv4SvxVGY8V95aCEI0ZwMRtcMeDbDYMa59vf3+3y+oqKi5cuXb9iwYc+ePfn5+QcPHoR9d2FuJI79skaWwLndbnpToAoWiuCAPWpO4qpTYDkkNMjN6HoCCPBFEI2QtuE0LijE4353LpcLPlOLxQKzYo1GY09Pj91uh6lknZ2dHo/n8ePHc3NzMNHkwoULUBADuuOJDjtU7kQCV/cgRNFcgfoeXWeA7AdFPIAfQg7bvt5myKGeZOiO9y2ZFA6xR8GGXAflOMzfaA9KDH7zc/sGwrXLuCaMwmSyONSZTC5HuY7qSYQcg7pwOOx0Ouvr67dv356SkrJixYrNmzcD7+Xl5clksvLyctgKFNZ9w6JvcICdTqcnsg0N/YvYkoLLyaH8jcADgOEqAaw0YKUb1CMtNmBnCawegu4WeIvcbjd+oDD6Dl4h9KDA0FiHwwETXa9evXr69GmYPHnhwgVo5Ideyjt37sBzEHXIXQAqXN0D+AHUUT5EVgTIAQKx0kBRhzQIvzx+eIlDzBdyVrJgh3EseaMS4UfxRlM40DDCihzizRvZ8g97TWJLSl5PhiLVbaGwhGcyVooU2PgUju6q0RvZnSMUCtlstoaGhp07dy5btmzRokVJSUmbNm3KzMyEPQpLSkpg5+vGxkbEnslkstvtsELHH5klTikUVx5AawjwHnSTYWkBYAbGJlqgoEKxhRIr6bBfOf6zoBo8Ho/NZoOZQpg1wD0RQAgLCwBR169f/+yzz86cOQPuCIyFhV5KmHcCkMPhKCgXaaUOUzJA3YMHD/C7KEQRkABUcCaR5fDhW5XLMW3NfLVAmMsh/PhcjvaaSBXBmVK40Kt8zdo3750Eo0twDNcxpiU1JxltScEGrY/IeA6Ho7Ozs6ysbMeOHatWrUpMTExJSVm/fn1aWlpmZmZ2drZMJqusrKyvr29ubu7o6DAYDCDhoHMf871wZFqIRt7zAAAgAElEQVQzrNmBFjBsRgE3BbgLBCR6LeMksJkTm6fDkUFDmFsGAgGv12uz2WAnEAAbJp8+nw9kcDgcvnnz5uzsLEDu888///LLL8+fP4+DmUFe3r1798GDBzDYHHwUWMsDUMGMjqZt0KVJV7vSZa/IgVRqgr+CuH3bWI6Rl0xFTqo2gCwXA3tMXyXTdELr4DEgxyCNhxyf1/E4lHIvGa5jcjkhCOnXcDjsdruNRmNTU9PBgwfT09PXrVsHQ2OXL1++fv36HTt25OTklJaWNjQ0NDc3w8R/aPgAkgH2gxsB+i4/ylt/O4K2kqHpgsdvT5HgPeT+ZSEXx+vjXz/eLcjhMjlh94ndbmcsEwo5YTWcsU+wNsCUB2LYJ6+DN0ZDMomcFMZe37EMRxbUUKSh5YiCkB6AorPb7VA9z8/P3759++rVq5ctW5aSkrJmzZrU1NTMzMzCwsKqqiqlUtnZ2Qnb60Cyh1luMBh8ByGHbdPUZblH4pd+jVERh9GxjHfSExn5hnk2tU/4mjjTeoJFObqAgOlpRphhnxd2ezFlAJ6+EG+MXSnFbEz+hvYJDzlqV/IURwOwxwMP8en3+x0Oh0ajqayszM7O3rRpU3Jy8pIlSxITE1etWrV9+/aCggKFQtHS0qLRaNCyB/Z7NyHHL8nDlen379//pV9jVMxrQLrBYAC/mHEvGUkpVZejqMMCHdNxgqhjjBOmOkcrcgzYYlgmPMx4rgtxwZ+kCvOVeEOMUbwxgdgLBoNut9tsNre1tVVXVx84cADYb+XKlRs3btyzZ09xcXFdXR2YnCA730HI4cxMpqkF45d+jVHx5h8PbGOLw0wZrhM2nfBKUthXyQOP6fDiEzmEHJWUvKoMBoNYAIgBP6GMFGIMopd0WvI6kxGWlOLoUGTmJAUeojcQCDgcjq6urqqqqm3btqWkpCxfvjw1NTU7O7usrEyhUKjV6ncTcjhQDPmNkt4v/RqjYl6QMxqNBoMB9+y0Rq/fAXkpBTkUQrTVi6kWYCLHCEs+kUPgUUnJ1L6DXCcXc4x4o9DiyS0cXZGTEplhrhmFqkcmYKwQIy8p8PAJcCYQCJjNZrVaXVhYuGXLFthkKzU1de/evW8IOdjPaLF55p+bZz6dlH30w46ZL+6F0n/3wT83A3zx/GzLggX/n703e27qWvP+9Qf0zXvzq/Jd10u6+6Kp+p1fU6erK/124gTiAD6AGQwnQJSDkwBhso2xPM+zZcvz7C3JGqxZHsDMYg5gMEkYjRgdMM5AOImPzzkpmtet38UXLR6ttbfiERLguXBp2JZlaX/295nWs3QDY+OBQGB82BMXpRsYezzi2TRHO/BkEq/zZMSzSTXtfctYLMfAA2Z0Qvv0/sIM27Rmn6DFrqmpCeUjihxLWlJnUhQ62mhCxY3dhW9J0ydU4sQ6uJg+oRInG7B5yPQemizhpIzjkAJGXUroGJe6pNU5WU+Sapp4GIONHoxjXC6XXq8vKyvbsWPH6tWrFy9ePC3kVLGS/+dAADuNPdukdtwvRb0ZGflsb83g7n9j/drIGO3Aj+DnGXITep0ZQw6zHmAgjRL48iCn1+uxSQU8TNRJDaGrVE2hbZZcKZy6lDRjKTZYcj3NLINiI8vAnXIrdMRMiZN0llCjShgmkBPFTXQmuXDOG1y9yoVzsoLGPSK6nSKHmLqHekNpaek0kJsXGTk3ShocD4yP+rKiNTvXPkXloU/zZpR0ql8bEyUNPlWv8SFPXIxaHRPnGRoPBEKRm+DrzKTKYfdwRh1n0/sLM2wzsKUjtorGrAHZvhMuXWkWBnuZzfyUIW4BgRjFKa0emEiyRNa3pI8rhXCygZyofuyYrq4uj8eDN8aUkBoTQOpVhkGRczXxk76a1+udBnJxrdLOiCjJP/7Qp9kk+UxP998M7h097peinnmMj4c9WyMitnqGHwcCgVDkJvg6M4bcSNAodRS/6f2FGbbpFgmwsSOow8bwNJYT+7w4x5JV4WSXEcg2fHEVAloeUKKOy0a6QlcJuIVmS7fQtcxiOTHYo1Im6h7WOnDqx6El61h2CeU7qm+glAV4eAQHTwO5TZ7B/ZqIWKl/tyZa8g9jy9uf/VIs6fSYp/E9DDwN4bQ+nzZKbRwcGw9FboKv880MIgeVo9S9hMix1VNM61paWuBecrwxlWPlAbH7hJa/abpSLIIrFQmcCh2V1MmUdSBpvCfKoCxyXH6SBX7U3G433rAnmNLsEuoH3mCrJOdtiviJDicX2rHXnBZyIyM+TdRadWy0NDiOXaYfD0pRiNYCULY5cZ7hURbCsS3dQ5Gb0OvY+50zqXJAjuHHRj+8PMhx09Ghda2trcbQubE0qJN1KbmCgdhxAseSIsdR5wgdoSfLHg3tZNOVHJlUBj1CzcArLCPwhFbn3G433idCOC7YowkVhg1jhlM8erBYVBARnR5yj0d9aRFIfox41HNKDu5Pi3jmTAYCoz6NSqX6fyLV0uWnO3CPXZbUsWm+oeEQ5CbwOhHRycmrie5Ncdt3lUqFpXpYoMCQozaVD2TWbLoqR4vgoI4VDJTkTjZ9QjWNa6rkuitpIEczlmFUTjZdSeXOGbqyTim/IlIn60yCN5vN5iGZTFl9C+NhUuTCCJ2oh69gXQ6kUfBeTuS42ScgEEs82M6D7CfnW8oiJ0ZxoqyJRXAay4l9lUpBnazEsRdRwoxTPK9ctYDpG82XUGw42Ki4iQjJ5lS65DKc7KVeQeSwOzkmQcjai36PITYDQ/VodyVLqHQIJkZ0NJATa99cFKcUy1GV43jjPEaOPfEYzrcUbSL+JN4Vl58UHUvuhmyc1iWY6I5yBHqnnLH8zRqQg31DjHqYL/o9hth0F+8wresIjsdgaxlpAwqXrgRgTOtE5Gg3MwyCxomeWAfnsiacP8lUy02GeclWzznYxFwl442RQ+M3b+hiAi5RSe92kyIBLXlzXImJFhb+cdHgK4scRoxB7hh1L5XKicMXmNbBtwxflJPNndCMpSx4XF0OP2WL4Bw/HHUUKiXexN8Ng5/L5cKboa4mA4yWEyg/ot8oG84x6mSlj7NpIPdkxLNJpYp4Vu8e9WkiVHO0A0+eDGjnbPKMPHl63IB2jtozEng80l+vjkDyI0rjGRwLBAKB8TH/fq16rkqlUqnmqnWnRsT625MB7Ry6xHSO2jP1BhEgB96+++47LpUC9qb84rNhM5M+4RbvoHIg29xsIovlLMLsSg45WdjEajgkDuw5QxtNZIM6LlTjYjmXXEqTUzxqbrcbq4ecTidzO7sUqgJKjqLsAeEBUwoUp40c65AcH/WlPe3WkkVu1KeJiEbef3zkYFrkWsn/8/iwJy4iiN/YZUk9L0q6PCyD3LNXm6apVCrGG+dbMpuRPzRTNq1Yzhi6OTi7K0kSmxJHu71oRU621atTGMwsm8BUKg9g5Y6SKVGkFMuJcucODttjSRQ278jlcnkVrCs0lqMgiXrIJVFo8UCJSaaBsOki92ZkZAQ6JB/6NGqNJlYRufFBKSpaY+wfYan/wM9+KTbYtRwIBMbH/F/5xx7LqdwMIwejER2TuJcHOXEQA1cwMChMtmRCx61P5dqXxaRlmNwJ7bSkvqJrAtlLKnEOh0NW2TjDkfijDEIl3kRpUtI99izHFUepeMxMIqeukTRvRkmD46M+TXSTz7VJ2bEMjI8MdHusWvVclSpKY+wfGR8b0EYLXuIvOpbTwo8hJyZRXs5YTvQqcYP6nFxRjmLGbtOOE+pb2oLjK3GD3e0kzV+gRXbxjpukTzjYPMGd4ujx8E6Zmom/K/qfbtJ6ApfSI9fozOUwOYESywOcu0hvcDEex+S0kXMN+tIiolr7D2ZFS5efFrifDGjnBBcHEOSe2fiQJ+6pD0lULjA+MtDdfea88/mpHGDj2JuRPzRTNsPjhjihA3hcOKfU6iUb0U0wlqMq5xJavahjycVy3GFsUTnnVXJIM2i9citTGX6ychdG4pSeYoCxA2TDPO90M5ZBORr1aebEqNfGSf6xp21cgYc+TZRad2pkPBAYH/alRUVofH/2S1ERcdIg1tABucEnQiwXqT3lf76OJQp0LydyxtANdzi5w9IeJeS4XCVXKugMLpPjJI5RZw/unCpbnRMTJ/SuhzRzcSonIkphowGeR+h7Zi6fWK9T4kcUNFG1OKg4eaSvgGdnADmsKw02+2MZwPjIKd3TPGREpMbjHxsPBEb9B3XBjOXcp0AGxsf8Hk1kxNMHtfufxnK0seuML9SxfLaEdQpGHUvOvXwJM5ZKxtb1oFQgriqgbc3cqjmxB4UmUbiCOE1Xhh/EQO+K3qasKjqDSxMcwRHlbuU142JlXFb9lKRJBE9J6NjBonjixitYl2NqJlsTf9mQM8oNSGfJTABGa+JigU7sQZFdqKqUPnGEbgDCOZay4InGMihcF4tYrOPA8wpr5DgaGRi0Mt5F3MtfJE0JV/GR7uks3vnNGu0+oREdZe9Fv8cQm+5KAq5OYCCbgXD6RtOVsnVwM1k1ZyWLd2jKJEzGUmz74m6LOsZ5lY7gCH6RVeqIKlHnJW1fYlzHkFMK7WTlTvZB1msii+IriBzzKilvNJvyot9jiM3klo4MMPiWlDRaJ5BtQBHDOXGFOPMtxShOdjGBiBm7LZbjqIMqK4+yvLHblDdZGilaHrkOFVn5Ci+GXjl7BZGj3Se0+etlQw6YiQ0oQI4V5Uwmk2xNXAzkqJnJDCKx99IWauIgBmewOseRxm7TcI7GbI7gFFpOBrm6nIicmDLhHuRgc5MmaSqGIp9eIUciCyS7/SojR7WOpS5fqrocvEq2pID+FFMmSp2WXLWAIcduiwWDX3QsOZXj4jomcbLIMaHjvFDKG8tYhk+oiCCJ6kSZlO3/4n5XFDruBaeK3D2Pes6zyVxPu72wbJS2TUZEakwDI4+Vj/9mQBsZko5Ue0aeDGjnzA0OJkJZT/Jwh01jiep33333/fffU+qQrnzZVE5cL2cU5ljSDIpsQdxkMlmD409k5Y4hx+Ut7WSXOdrcLEsdfZApGHU7qVPKCSYXxYn5SSp3XpI1cYeO5ZPFT1bQRLqUkJOVxOkhx3qaH/o084BBSNvk+Ei/Th0RJfnHlY7/RqYBBe0mwdlEIZV0jGmYRolOpVJ9//33QE62B+VlQ47LWHJxHTWuuTlMJwoTOhbOWYSxX5Q3GtE5w5qYQaGBHI3oKHXUPKFziih4YhQnkiYb4NGnxAhNDP84OOlTHo9nGsjNfTPyzafjEkZ9muh4zdpo7cDD0LbJQGB8UIqK0g5cVTheCbm1Jdq4OXGe4fFZQU6shrPS3EvoWCpVwylsJmGgJdeGIoobRx3nWNIyHaVOSetEJ5M7hqOOleNYUY5SJ7qRjDexfCeaNzTeo6TRu6IDyXUwiwI4PZWbp25t0kTESv6/jfqyoqU+l1oWoXse9Ty157jy8dRjnKP23HvabjJ8yxMXGecZejw7yIlJy5dN5ZQEzaAw+EQM7WRLBUzW8AjXe8nVxDnfkvqEYfxMUbtkqaO/JaYr3aEL58KnVajicbonPiJmTWRVUbQZQM4z4NO8GSUdPajZJPn9HnV4lZM9XknlNnlGngTG+rWRMYXa+JlFjpImCt3LhhzcS27uEA3kjAqr5qjKccvnqMR1CitWuSKBLHU0bHM6+TFEXHmAUzaOWw5ODjlO7jhXU3zQK/iW9AangRx+7ClR6KhITg+5oVFf2py16rXRiNaiw8ZysseHRQ77GSCngqdmFDmxCP7SImcIXUAg5lFgsu4llTvRybSSebKdZMAeo449wi2ck8WMkzjGmzPYSCmOdaAuJVcqkOWK3vWGJjDFB0XYKIect8k9y7HHHp8ecvcCoz5NBJIiT5FTzljKHi9kLOdoB36mfcw/DmijZxw5mqt8mVWOG2UptqEw39IoTE3nFM9isbAbtCLHpU9km7/o8GZGDnCS9TadQsVcVuU4oXOGdqJQkMRSAWNSiUwxw+kJNSXSxBscn69gXY7lTmgIR8F70e8xxKbb8BUmbynKXYdg4nJV6lVysRxd1CP2oNiE6UOUPY40Diox9eIQulhEoeMYEwWNu8uFf7JHijgpKR4njMxeWeS4vpOXFjmxNEeTKNSx7BC24+G6LpXAo0lLbgUdXdFDO7+UJEvpKXaA0nw+V+hyO1nVkiVKNDHvIh4j622KpNGDvdNNn/xWjWtr5sK5lw05Fs5xbV/Uq+Qkzih0OYvtzhZhijMXzsk2fzH3kutH4eI6e3DaLKd14tgimoARG1BEhJRgE51G7nXcoRMyReGSdTI9Quz3yqrct6SVmfMtX6q6HHUsw1TDuYiOCR2DjasZcOzJFui4cE62BcwhTCIKI2vU2EQT5l4qpU9EcQujdYyT8DLIDlPqWpalkRI4u8iFbIMqTDGJUOv6R8bDb6Q608apHFeRe6nSJ6KyyUZ0XIFOjOhoqcAcOqPBrLAJFnUsO0NNzF5S0QNjTjIsSJQ4zhEVkWO+JQce52TKHhMGSy44DCOSnLJxAjiryPHbqYaMVHg87NkaESX5h8NtpDrjpiKjY5Xm6s3KH56qTVflMMkrPHhU5XCXUzmu4Qt3ZRtTWDaFxnKyHia3epW6kWKKhTIp+qLO0GZL0b2kD8qKoUfIoMg+Hkb6OM9TBJUdM5vICdupKiKntJHqzBtVOZo+oXI3K394qjZdlVMqEohdKVToqHvJqZxZmLdnDi7k4ZotlUrk3PICjj0ONi7pQsGTzVvKQsVg46ASlU1UOfq7otx5QgM2T2ga0yskNmcXOXE7Vc6xjEzz+EfDbcg6C8aQY4y9tKVwJnEsRUkXiStVww1kbYHZbObyKCZhwiyr1DF9U6rRyTqWHH5U1ph7KeuFckInVuREN5KL96j/yUHIUSeS5lZwMkUaPUL2ctaQk9tOlanc+LAvLfbppnOKG6nOytui6ZNvQjckeNnampVUTlbWDKF9z0oFcS6PgrtcIGcRJqPI9l7aQ01W0zivUiSQi+WU9I3TujDPeoLDMyk5bsGrFMFmaLkFT/I5ITcut53qY+JYjvVrI+fFeYbGlTZSnTXkuMI3lbiXDTmasWS3mdZRxrigjnIoZiypcXkUJa9SFD27YKIzGf5BMZDjqnOifMmSGSbVSR+hmukRzB0sJMg+S8VwdpAbH/WJ26DGSldPkFhufGxAFxmx1dNvldtIdRaR46ZWsgrBy1aXw2RYUeuMCit6uDxKR+gwIiprorfJWpyVYjmr0AXG9TrLEhgGS9mMJTORGVoun6D0eeRCPpE9JQhlHctZQ+7Xa0BOzFK+hHsSADmEcyxvSSWOxnJ0bDMnesbQlhRmnACK/ZZiQkW2TGcL7hZiD11tQB8ReaNeJW2z9Hg8LjINRWxMCcMYhxCOYdpF0aK3OX9SVtno3VcTOY46thvBS4VcmIZmsSjHMcbFe1xZXCmraQ6dvWcV9jDgVE7seBYxo4DZhMlFTrKYlUkc5c0d6kyK4IUP7Vyh+/iI4hmGWLFe9yqrnCh0ePCl2kWVxnLhm79E2DoU1haYTCbqc5pCNzrmCncWYbW4LHUUPEdwUmX4WI45llyFgKYuOdLEqE+JN/qgrG9Jb4vepuwj7Mar2fAluz/4N99887JtXExL4Ww9gThMlltQJ6Y0jaGNKWLNgMujyBbHO8l0BiWtY3JHvccwXqVSnYBDjgOPu8GlXsTbSmrGSZ8SafQRPPjKIscVBqB1LxVy2LdRT4xixpHGmazuMUELk0QRVY51otCgziasHKf5EqVyuViXE8HjPEwRPLGoIMqdbODnIllQShGnYxyBInuvJnKiM/kSOpYsfcKVCmgehXMsO4Kz0/EgKxVwUZwY2oktKVwGhYHHMiidwuw9u7CmjrV32YVanBJy7FkutOPY41SOczhlnwrjYTLSXMqD/djjr5F7INiLfo8hNgOxHANPdCZlUyycV2kgI1JMoaOdadKSK9yZQwfLii0pjDTZGp2YPrGHlsIpXUoqp2TMt3QJjqiS6IkOp6ygyTqfnNa9gshxWUpG2sumctjLqr29XXQvZfELw55B2DZE1tWkq3uYS6m0hhXIdQoTL2UbUxzBLb8dcq1hInUwxgl9xClMTBFJ47xK6lLSAzzBQgLHmEggVULVq2dibQCwvWwbFyOWMxgMLKgzBHdOZeApcSiGeVxtQDSlcI76mTSoE8GzC+WB8LonOpai3IlVhPDBHgehqGxK7qX4uJhKkT3MTfqtw7ymKLxK0i0GtE6n02639/T0nDx58syZM1evXh0cHBwcHLx+/fq1a9cuXrx49uxZn8/X29vrdDptNpvH4+np6dm7d+/BgwePHj167NixEydOnDlz5syZM2fPnj137tzAwMAXX3xx6dKla9eu+f3+W7du3b17d2ho6Ouvv75///5w0ChUso7lS4gc8yppKZzhp6R1xtBaOXUs6U+IG1ed40jjYjm6eDxMtYC6mmLBgJldbkmBi9QDZLmiz8qGeUoEMhiohOKuEi0swKP4sbq5O6wwygLmlnOJncIuDtw/C+R6e3tPnTp15syZa9euATaG3OnTpw8fPtzT04MP3O129/b27tu379ChQ0eOHAFyp0+fZsidP3/+woULQO769eu3bt26c+cOkLt37x6jjkHFVO7BgwcAD8i9bD2Wr+21vbYp2GvkXttre672GrnX9tqeq71G7rW9tudqr5F7ba/tudpr5F7ba3uu9hq51/banqu9Ru61vbbnaq+Re22v7bnaa+Re22t7rjY55FpbW9va2lpbW3EDxh6kd9vb29uItbe3owE6jIk9mWzlK9eWGaYJky6u6xCmr3MrXK1Wq1lucx+6KEGcJiZOzmRr0lknJ9du1hk609ahPMaPrqCla4ucoRtxiWsdxG618L8o9m3ThlL6fri3KvbKoYGO/rPcEip8MuJHShc9mkO3oDCFbvTJvlBugABbd0JXiuF0am9vb21tbWpqqq2traqqKioqysnJycvLmyWQJm6vkXuN3GvknqtNGjmONzDW0tLCfrIDGHX0Lj4L9lPkjS5HoO3R+tDxmLJLe0xkkwMTGb1usVjCjHKgvFmEqWEihAwwem7Z5IySxq0bcpDlQhRCSqC4Zo97nDvAHrrUKDxLDrIqgvtdETD2uPjv0JZx8YojflwccrjBdatzsHHGffU4H9BPj3OssbGxvr6+vLw8PT19y5YtGzZsWLdu3apVq1atWhUbGztLIE3cJoccRYgaQw43qMQxCPEgRxoW3THG8NmJi8055NiHzvBj4LFF5aK+iWsRONjYgld2ZlhCJxpx7Nntdk76bKHr0LnTka1gcAji5pCbAWEXVuuJt+lhDB76LMPSRRYZ2eUWBHLvgaIou+iJw4xdYqjodZL1U7Lixt2lQseB1xE6CY4jraWlpba2try8PC8vLzU1dcuWLevWrVu6dOnChQvfe++9qKio999/Pzo6euHChbME0sRtKshxviVutAStTdlE91KUMromSGlVq6xj2RE6JUWUNbPcTD6zsDeyqGmcVynrYbJLO+dl2UPXB3HnLne6h6eRipIjVOW4p8RnOVnjFFLpd7k3Yw/uFhYGP440ymEYlWOY0ducq8J4YxM92tvbGxsba2pqqKDFxsYuW7Zs4cKFCxYsmE/s/aDNEkgTt6k4lhxalD1OANvljBMxqmZsXlgYl5LKWkfoLDAavFHSxBDOGlxUzn39FjIYk54iHF2cByU+5Qh1zOiDjlDPjRKFR5TUTPQzxdtMypzBtW3ir7BnZfFzCBEg927F6M4mDOe12+30A5HVOmvo0Bqqb+wnvXqybxmnSltbW11dXWFhYUJCwoYNG1asWLFo0SKo2fz58999993IyMh33nnn7bfffvvtt99999358+fj2VkCaeI2xViOIUd9SASsLHKbkTX2xuCePhNEjpM47ovknBkucqOAWYUghDuHOHHjHCpOykQIZWMtWY3iaOFQ4ZhxkrXqSnfpK8jCLNLOUORuK6k3/Uy4T4zTuk5h6D39gjj30mw2G43G1tbW2travLy8hISEDz74AN7jgqDNnz//nXfeAWyRkZEAD0K3YMGC9957b5ZAmrhNPWPZ0tLCwjNZ/FTTnnvDkDOGzroUU5TsQS7spldN5kNSlWNXWXoSsEeQAJD1JCmB7KwSdYBTAPHcFU99WfA45Bg2dE03hYdbtC5CSI9hvyIrhvT9iB4vE3zxEdHoB8s+Q3rJE6NrzsM0GAw1NTWZmZkffvjhkiVL3n///aioqKioKEbau+++u2DBgvfffx8EQtlwzLvvvvvOO+9M85ycvk06lmM6hkyJ6EOyR2YEOUPo9gYMPFPoiEsGnlnOxOQkvdGpkCwJg1mnQopSDN5EubOT5ARHoFOIrzhZkx2CwKEojnjgfl32ZUXMuDfDC3Go1tFH2PWlM9Sx7AwN6jjFo9+CRajf4PuVJKmmpiY9PX3dunUI2N577733339/0aJF7733HnQMmC1cuPD9999fuHDh4sWLo6Oj33///ffeew80TvOcnL7NQJFANmCbKeQYZmLuhAuszWTfAu6uNTQbJn7HnYIDSe/SKzR3zVbizRa6vQGnXRxmMHibnLKJSqWEluyzsuLmFNxL0dt0CkaFjj7iEIaj2YVBhtwnJvtpc14lFxQwfUtJSVm3bt3ixYtB2qJFixYvXvyHP/zh/VADdTgAGcuoqCjwOc1zcvo2FcdSTJyIyEmSNHuOpSl0sCxXDBBDOC5LaRVMPAk6QytvtmCJSUncbEJVgPPBqGPmFDxJ2dNddAtFmRLhcQqKx9HIfFHx12VJU2KP3qX/rOwHwl2qYIDTFvTeObefRgQGg6GqqiotLe2DDz4AYCANBvCWLFkSHR3NGFu8ePGiRYsWLlwYFRUF6Xvvvfd+k7FceJWjlYAZdCzFxAmXPuGqAlxqREyZWIVkCQWM8cadJfQGO11k2aNocTES7kJ4PyIAACAASURBVFKVo7c5EhxCZCU6geyvKOmeS5jeJ3JIX80pCKaThIj0YkHfvGyiyCakmsSfspc/jr36+vqUlJT169cvXboU+rZ8+fLly5cvW7aMIQfekLGMiopCFQ6PgLrfpGOpVG1DOZIzOeQejwyYNJERKpUqQl3fP/L4F96cSsUNupTNTHKw0TQJY6wzdKgz9x2LzmSnkITkABM1jcZsYYxTD9AiK01KEseBpCR9E5znx2HM/QnxACpu9NrBxatiTCsrdPS2ktYZDIaysrJPP/10+fLl0dHRoGv58uUxMTFQNmjdwoULEbxB5RYtWrRkyRKmhHg2Ojp6Uif8bNhUkKNpEtrG9cvIjfo0c+KkwdFAYHRQipuj8Y2Gf3NB5DpCt7/i8iVcSYCLCsRrZ6dQdrMKkRs9M7hkACWQPavkSXK3nXIJEmfofj3ckFYqO2GGulI2uLts6rP4K7LQynIoYsmxx2kd/VjCOAswWXHDDbPZ3NTUlJycvGbNGsbP0qVLAd7CoAFFeJso0C1evHjZsmXLly9fsWJFbGxsTEzM0qVLV61aNTk+ZsGmpXIce6yHS5IkufTJ+Kgv7RcxC3lzKpVRbl66KXRfHtn4zRI6TBZGv2xZIDuFhGT4+K0zNE/gCM1Jcgk96p45Q8M5tzBZXVQVOsXVJagZg4HDic6ZZaNmZYmlY2TZS3GOqOxVg/2PThLa0SSKTS6u45wLRlpnZydtQzEYDKWlpRs2bICmLV26lNEFQ3IS3iYUD8kVcBgTE7Ny5crY2NilS5cuWbJk5cqVkzrhZ8Om2GOJnknKm+he/gJyY0P+yTiWSsVupUoAB5uSM9kppElsodltLg5hN+wKVW9R4ihprlAXUVZYGABUUuhsZiWZouQwVJSmMsuSqfSanLi5SI+L6GcquZr0QxO9SsoeiwIsFkt7e3taWtof//jHpUuX/uEPf0DAtnDhwiVLlsTGxq5YsQKyBjcyOjo6Ojp6yZIl0MCYmJgVK1asWrUqJiYG+ZXfnsqFyZ0wiQtXl5u8Y0nFjSvEmUN7u0TwZD1METwOLRE8WR9JCTlnaLqfOy9lfTOqVAwA8ewX4aEKxv0W1TTZvXu4FxTB464L4tum/5QY2jkUWsOUjGod9UGampq2bt26cuVKFrPhxooVK9asWbN06dJly5atWLFi2bJljLRly5YtW7Zs5cqVq1evjo2NXb169fLlyyFxa9eunRwfs2BTKYVT0ugSAaZ7YE8+fdJfr45QTSp9wjmTHHWW0C5Kq5CZVFI5Sp01bAFA9BttcikTu1wBwCmEbQ4hCSnrK3KnPqWC441TKuD3izuK0A3rZJVQSeLCX0q4f5xmUxiE4ifMBXg0oqupqdmwYQPCNhC1ZMmSZcuWrVq1as2aNWvWrFm9evW6devWrVu3Zs0aCNqKFSvWrl2rVqvXrVv3wQcfrF27du3atR988MGGDRs2bNgwqRN+NmyKyNHcCZc+YfjNVF2OImc2m2V9S440rkggKptF2ALSJhe20ewIFTp6g17dnaHpBIqfU8g60Ae5s1wESckPZOQwerl95yhg9CkRNva4LM/s3cqqH43r2A0ONnqd4twHKnTUz7RarTqdTq1Ww3tEwLZkyZKYmJjY2Nj169fHxcVt2LDhk6ABqg8//FCtVgO5Dz/88KOPPvrkk0+2bNmSkJCwY8eOaZ6T07cppk8oYGIsBydzBpEzm82UPbEqwLSOy6DQ6yVzWrgQTok38XpsD02CcyGcXa59xBGsAYjnK+VEFgDRpZRVPCpZTpL2oDutiq9MqeP+uixynPaKuicqPGecpyB+vFwqBd+aVqtdv379H/7wBzSUICmycuXKDz/8cPPmzVu3bt2xY0dCQkJCQkJ8fHxCQkJiYuLWrVs/+eSTjz/+OC4u7tNPP926dev27dt37dqVlpaWnp4+zXNy+jYVleM8SZG99pkrhXeELkzkvEqu6q3kTzJZs5KcpBi8Ma46Q9e8wbhThx3gEKrAovfolMuROAU3UjzRRQ7doZGbm6hZmA0fxVdQOpIyxvFG37yL5DDpZUXkzR6ayHWENogx2DhxY85IYWHh6tWrUc5GCmTJkiVr1qz55JNP4uPjExMTExISkpKSNBpNampqRkZGZmZmRkaGRqPJyspKT09PTU3Nzs7Oy8vLycnJzc0tKCiY5jk5fZs0ciJdcCw53tpnaPEOrQeAMa7dhMLG5U46FWpxLOXIJSHF27KaJuobd545SYpSjNy4EzeMM6mEHH1WFCuqckqMySZU6DGirFEOnaHZS3pXjOIcDr5cLqtyYirLarUajcaUlJTly5cDOQRyy5cv37hx486gJSUl7dq1KysrKy8vLz8/v6CgoKCgoLCwsKSkpKSkpLS0tKKiorKyUqfTVVRUlJeXzxJIE7epIKekcmL2kptiwi1IpQtPxQ0fZROVNDlpMpmYG8nAY7e5wIBLk4iwybqRdrL+UsmlDB+/MaOnryxvsqKkpGPsrhi5cds4er1e9iLY7TEMePR3RfK590yvKRxy3A3RvWSfLbvwid6+xWIxGo1JSUkxMTEI5JDl//jjjxMTExMTE6FyGo0mIyMjJycnPz+/uLhYq9WWlZWVl5frdLq6urqGhobGxsbm5ubm5ua6urqamprZ4WgSNvXuE2o0fcLd5mYriBussspbmDkLssjJRnEwLiroDK352BQKbhx19EpsD6252eVSlHaFjKVLiOWUxE029HIJDqeSiVUBEacw0ic+zr0N+p7pf0TDOfEaxD4Z0WugH7socVC5xMREVNUWL168evXqTZs2JSYm7ty5E7mQxMTElJSUzMzMnJycwsJCpmlVVVXV1dUNDQ0NDQ1NTU2NjY1NTU24O0sgTdym6Fi2B8sDVOJEoWMDhdj+xnQEg1EwuhaO3qVFAovFgp9W0m9OEyTUq+TcFfql2pX7km2hNQCGnE3IoHCnGneBD0Ma1QpZctyC3Im8KSHkFrSOIidqI6eQXq+XlhA4leOcSdHVFFWOXbCcwWETsuEcdTLx3RmNxp07d6K1ctmyZR999BESJKAO+ZLU1NTMzMyCggJInE6nq6qqqqurq6urw6iv+vp6IAe5myWQJm6TQ05MlmBtOBfX0Zl5DDludBcljVuBagpdmxPGveSKAZ2hfXqclFFTkjWHkFhjl2d2xtBziNM3ihm92Cvx5pYTLkoFXMGJiJssb0qwsYNBl6yDSo2+W86xpHdpLKfkUrIb7DPnLnz0azIYDElJSStXrkRh4E9/+tOOHTvgTyJxkpycnJ6enpOTU1BQAImrqampra2tr69vampiI7AgDwaDwWKxzA5Hk7ApOpb0BvvJDcnjwjkukBMdS9q+LPqTJjJQSOw1sSr0MYfhLYy+cf5PeH+SGfUkuUu+rNYp8SPLhhIMHFfckfQp0IufFGnZP8TuMtLov8A9Qv9HJd/SEZq0xO1O0oQpevtWq1WSpPj4+JiYmOjoaERx8fHx8fHxLHECrzIvL6+0tFSr1VZXVyN+a2pqamtrs1qt1B/BW50lkCZuU3EsWWOXbETHvEeqcmLuhEV0TMo45GhLF8eeJXSFjqhszMPkMOP0TSl4s4f2l3CyJmYFRN/SFRrhOEPrb1QxGBgcDCJCSmCIAiUra16vt6uriztSRE7kjQqdKGsUPPHz4dSe8xS4oE68PhoMhvj4+KVLly5fvvyPf/zj5s2bEcLt3Llz165dGo0GEldYWFhRUQF/srm5GZpmNBodDofH4+nr69u3b9++ffv27t3b29s7SyBN3CbtWMqmT2RzlTR9wnjjEifcdEpudZzY4UWbvGSrAgw59pNF56wOzvkwHGBiOMedMZzjJPpUHG+y4vaLKkfvMhplxU0kkP7koJLVN1lWxffmCiZO3MF1DyJ+3IWGuyqJrruSr8GQ2759+/Lly1evXr1hw4Zt27ah5I1EZUpKSnZ2NrImOp2uurq6sbERDiR8yO7u7kOHDp09e/by5ctffPHFmTNnjhw5MjscTcKmGMu1hy6T4waeU/yoVykGciyKU/InxRCOa6qk5W8u38WVBGRdShpUcOzZhZoSvUhzSQKXcrWK/ZQ9g9nj3KnPkJBVHvaI6KMqvY7X6+Uw41Bkz9K3FEbuuP+UY4/DjPMwHaQFzEbWQHEhgMFgSEhIQG/Xxx9/vG3bNtQGkpKS0tLSMjIy8vLyiouLy8rKkKWEP4kz0GKx9PT0HDt2bGBgYHBw8OrVq+fPnz9w4MAsgTRxmzpyIlqy4NHcCQ3huKQlPEyuq0tcrWMhe0SI+sY5lhxssrkTDjnR6FlCr9lKV3dZ5ESvkoNEFjBKiFhSY8gxDESW8AreoFHG2FNKiiercrji4BMThU4WOeodcLEcNc4Nwd2Ojo5du3atWbMGTcnbt29HbxerxaH8XVxcXF5eXllZWVtby6oCkiTZ7faenp7jx4+fPHnyyJEjfX19Xq93djiahE0XOY40WdHjkOsI3SeFcyZli+C074SVvFmpgBp9hEuWKCVORPeGnhZOYXgjJ3Hi1d0VmtwTT1yqQpw6iZpDaXEr+H4cb24FB5IDTFb38IJ2ux0fvs1mw39hsVhaW1sbGhqqq6srKysrKipaWlrswTKJUpjnDJ3sQiHkPmdZx9JkMiUlJa1evfqDDz5A7gRFAhQGcnNz8/Ly8vLyWJeJTqdDxrK2tra1tdVqtfb19Z06derMmTPHjx/fs2ePx+OZJZAmblNBTlQzKdS4R8KUv7msCQVPbKc0y41hpmkSUe4oafQRe+gEb7tctcARmqLkwhLOjWRxDhe2icGbrIxwPLBHxPSG+AilWuSNQ058TfG2xWKprq4uLy8vLS0tKyvDZlFarbaqqqq5uRnfYHNzc3V1tV6vd8kZp3VcCOcQcifi598ZbPjavn07lsYhlkOuEr2U+UErKioqKSkpLy8HddXV1fX19a2trWazec+ePSdPnjxz5szhw4e9Xq/NZpslkCZuU6/LiQGbSB0L4YATcyZlGRMjOhracU1esokTjjR6105aHMRvl3MvRTWjMRsXxjjIvCBZZROFTlQ2UXxAFyPES4wSwhzOMC8oC5t4DF7TZDJVVFRotdqKiori4uKcnJzMzMzi4uKKiorGxkYmelartaGhoaKiwmQyiR4mdaq59Imsr04/fHp97OjoSEpKwvySjz76CLFcUlIS6/CCFRcXM+RAXV1dXVNTU0dHh9vt7u3t7evrc7lcHR0dBoNhVjCajE0ROSnYxywpm9jhxYiSzVLSR2hJgIvluA4v0Y3kwjkGG+VN9GQ42ByhawK4EI7TMRE5V2i+gd4QCRQxkIWNU60wCImvIAst94tut7ulpSUtLS07OxvVZJ1OV1xcXFlZ2dra2tzcXFFRUVdXh2JXZ2dne3t7RkZGdXW1I5iVdZOVdWJQx7maXI7KJpTFOzs7zWZzWlraypUrV61a9ac//Wnbtm3IndBArqioCEU51AkgcdgzA4m6jo4Om81mMBhaWlr0ev3scDQJmzRyYhlACm2hbBdaK42ka1n0KrmqAFceoM4krcuJHcy0Ai4yxumbQ1ihzPk59tC0JIyeTxxd7KxyC/k95g2G1zpGQldXl9frZT9RTAvDDIcWfpEjEA/SI0Vv1m63Z2dnb9++PS8vD3IB37KxsdFsNhsMhrq6OvTpA8KOjo6ioqLCwkJbaCqFxrSu0K1/2JWL8zApdfQrs1qtGRkZKBJgmSmKcunp6VlZWbm5uYy36upqXCbq6+vb2trsdrvb7d67d+/u3bu9Xq/VasXSaqPROEsgTdymtXhHSdyYk8llKSlgNI8iepIsUWkR1p6ahWFezIe0WCycS9kpt/LNJhS7Za+71CMSjYqbmyTr6U+KGXMF3WTFjcfDZ0RENpRM1jOUVUXuEcYwJ4Amkwm9Henp6Tiby8rKdDqd0WgEkJIkVVVV5eXlpaen5+fnV1VVlZSUZGVlmc1mUeeprHEfHbu0OUIrdRx1+EKzsrJiYmJWr169efNmqnJZWVmslbm8vJz1nTQ2NhqNxq6urr6+vpMnT549e/bUqVN9fX0mk6mzs7O7u3uWQJq4TTF9IpH+EsRsIm8Gsl9cmCYvmGxVwCRsnUN56yQz87haHDWRMc63lKWOqZxIGsebk5SGnUKPsjs0RekSppKEkSxZYJhROKlYKYHHPcWJp9vtbm1tRRY+JSUlLy+vqKiovLwcZ7DZbNbr9XV1degb1mq12dnZOTk52dnZiYmJ7e3tbmFtgSO09YQ67ZzE2ULzVfTKaDab09PTY2Ji1qxZs3HjRqZyycnJu3btSk1NRV2utLS0qqqqtra2rq4OiROTyeRyufbv33/06NETJ04cOnTIbrdbrVaXyzVLIE3cprheTtaxpN2VnG8pdpxQiQtTGFAqf4MutowgPG+yYRsHG3etlRU6GpzIZiy54E0M5NxCYU1UG1nMIIAMMyU+OV9RSetEd9Tj8dTU1MTHx+/atQthErqo0JhfXV0N0urq6hDGl5eXp6WlZWZmpqenNzY2OoQmGyWJE5HDbdGrRCyXl5eHSScYqbBly5YtW7Zs3bo1ISEB3V7wMJl7yRosOzo67MHWSofD0dHRgZrWLIE0cZu6yrFKN0WOM4aZPnTpAIyWvzuCO32z3mUxSymu06GkTZA3JX9SlDgqdPSyLRvO0bjOFVqXo3S5Q5Py7tASHIcH52eyIE1J5ThBC0Mv+6PsNW02W3Z2NjuPgVxBQQHygWVlZSjEmUwmVKgbGxux+DorK6usrKyzs5NmKZ1ypuRqOkNX9HC+pU6nW7169apVq4DcJ598gk7LtLQ0zFbIzs7OysrKzs7OzMzMzs6GOLPmL5yrGCCCJXOzBNLEbdIqJwllbpYvoULHmipF31Jkj2UpjWQEOsATSaPlOFaRs9lsnYLJBm+UOvG6y12MaRqAywpQcaMq55KrkrETnQZ4nAqF8Srxu5wr2BU07ldo3kUJYPqWvEGvcufOnYmJienp6WikQqTESl41NTXt7e3sytjc3IyeD61Wm5qaWldXZ7fbmWvtCs0zOYU2FEdo2cBOSjj0bmdnZ0tLy5YtW1auXIn0ycaNG5OSkvLz88vLy5HdKS0tLS4uzs3NTU9PT05OTktLy8rKKigoKC8vR2jX1NTU3Nzc2NjY0NBQVVU1SyBN3KZVCpdtNKFZEz3Z5pvxBsAMymvkxCJ4mFqcmKIUuytlJU70bRyhGRQqbtw55CAFAyprXCxH6RJ9SCXkZKmjLLG7YmxGEQ3vqdI34HA4iouLt2/fjjAJjR0FBQVFRUVIolRVVbW2tlqC08slSWpoaEAJoa6urqioKD8/32KxcI4l+8n559xljiUwRX/EYrGUlZVt3rx55cqVcXFxn3322Y4dO/Ly8jBtISMjAxEdrhHotKysrCwsLMzOzi4uLkbBoLm5Wa/Xt7W11dbWarXaWQJp4jb1uhxNlrSTpd/Uq2Q3mAPJNXwZhXYT2ttFiwRWYac/C1mbQ5WNUzlKnSPYZyS6lzabjXk49Gzg/CKcQMyPYsrGOZaMPQ8Z5Oohxp30IhscaUrgiQdwYIvuqPjX9Xp9fHw8cicajSY7OxsrPtG4WFNTA97wv1utVr1ej1EidXV1yGoWFRWhE4X9+7JOpotsg0xdSvaZd5LNn202W0dHR15eXmpq6ocffrh+/frNmzcnJyeXlZUVFxdnZmbGx8ejHwWXCZ1Od/LkyRs3bvT19ZWUlGRnZyP4BHKSJFVXV5eVlc0SSBO3mWz4opjp9foZmfD12zKXXKMJ1TolE/nhPMMwIRz3iPgrSs8yr7KqqgrJQOROSktLq6urm5qaWltb9Xo9Lojs6mm1Wru6ujo7O5EbrK2tLS4uhiNnC/amcOkTyp4jtNpJo2ibjW8SMplM5eXleXl5mzZt+tOf/rRlyxa8veLi4ry8vMTERKRSNm7cuHXr1vz8/LGxsf/+7/+22WxarRblcvReSpLU2tpaWFiYm5s7OxxNwqaYsZTkmry4Qpxq2nMsf1umUqlE2DjexBBOhMQTmpzk6FLSN1H9xFeWraq7XK7c3NytW7cmJiZmZWWhMCBJktlsdjqd+C3IEaoyLpdrz549dru9tra2qanJaDTm5eXt3Llzy5YtTOiYCyBGdIw3JX+e5i0tFktLS4tWq92yZUtcXNzGjRvT0tIQYWZkZGzfvv3jjz/GOIZPP/00Pj4eMQUSP6mpqcnJyTt27EhJSYEPlZiYuGnTphd9mkxJ5ZAy0YeO7pKEFQOvMnKe0OIbdfZkfcswtIShiLqOSkZlU/ZFOjs7d+3atX37do1GU1JSgtZEh8PR3d29e/fuvXv39vX19fT0dHd3M6e0q6vLYDCUlZU1NzebzebCwsIPPvhg1apVDQ0NTlKao7DRn7KZKi6VYgv2fxkMhpqaGkD14YcfbtmyBcWJlJSUpKSkxMTEjIyM7Ozs9PT07OzskpKSoqKi3Nzc/Pz8zMxMLBuHaFdVVWVnZ2/evPlFnybTLhKIdTmWOHnFkRPjN1FqPKHtXUquIHcMzVWG4U0JSPqI2+1ua2tDrrKgoKC5ubmjo8PlcnV1de3du/fAgQMHDhzYt29fX1/f7t272RwHp9PZ2NhYXFyMFqry8vIVK1asW7eura2N440S6Ajdw1lW6Liscmdnp16v1+l02dnZO3bsSE1NRVUAKwkwmBmLd8rKyliZHp5namoqfgXpH7zIZ5999qJPk2k4ltRoGeC1yolCxxhwCwtPRTao98il9cUDwlAnCxsXH7pcrrKysp07d2ZlZTU0NBiNRrvd7vV6d+/e3dfXt3///sOHDx88eLCvr6+3t9cbXLVgtVqRimhubm5vb9dqtWvXrk1OTkZ7h0idrHEqRxNaNPXV0tJSWVmZn5+/Y8cOeJUFBQXosUTxEKscWPcJ1hkVFBTs2rVr69atycnJGLZXUVGRlZW1bdu2F32aTK/7RGwuecWR88iVvBlsontJxY2jCHfhzrHbXsERZT/ZC9JX6+rq6u7uFv8Q65bu6OhISUlJS0urq6vT6/WdnZ3u4GoXTOk5ePDg/v37wZsruCrcaDRWVVU1NjYiBZ2bm7ty5cqcnByU5rhcpUPo2uG8SppKESM6DFquqKjYsWMH+CksLIQbCX3DYGasHmhpaWlsbEQxIC8vD1t/5OfnQwMzMzN/kzvvMJdSdt23nizVmQZyT0Y8m1SqiChpcBwPjPo0Eao52oEngXsedbR2YOzJgHZOxFbPMHaoGxvQRqs99wIjHvUc7cCTex71HJUqVvL/HAgEsHtrhCpSOzAWCAQCgcfDnq0REWm+Ubz2PY96ntpzb6pv9ZkxlQsDHidZYjKDEyhO+mQLBrK/DqJkD2Cv43A4tFqtRqPR6XTgzePxdHd39/T07NmzZ+/evRiMtXv3brfbzZzAzs7Opqamqqoq1G8qKyvXrVs3f/78jIwMihxn4oMOoQOBFgyYY4nTrKqqCrvnFBQUaLXaoqIizK6E04j5C1itI0lSU1NTZWUlqgvwRZFxSUtLS0hImP4XPd3zZFJHcyOGaEXOINi0kVOpoiT/eCDIjICcShUR5xkeDyggx4h96NPMUzHkxgelqDcjIyM1voeBQGA2kFOqDVCPLgxvHBuccFFmRAKVBI072O12d3R0YGyBwWBwOBxdXV179uwBY8+9tiJvgBCxXElJCcbF5uTkYKF6dXU1K9M3Njbq9XrUb9va2rRaLVquU1NTMSUFTdgajWb79u3T/6Kne55M6uh2YmLBwBA6qVI1TeTejIyMgFI99GnUGk0sj9zaXG1cZJxnaFwGublvRr4ZAWJHfZroeM3aaO3A2FN6o1oH+nWRT3meSeTErIlsOc4bGs5xChZGmpQQko0DOQ+T/ezs7Gxra2tsbGxra8Oa7u7u7j179hw4cODw4cM+n28aX9yMGUMOpbmsrKzt27fv2LEjMzOztLQUA050Oh12/EAVsbm5GctqkbcsLCxMTU3dtWsXCnTZ2dkpKSm/PeRorpJRJ/adoLlkusipayTNm1HS4PioTxPd5HNt4pFTe4aHPXFztnqGHwnIzVO3NmkiYiX/30Z9WdFSn0sN5B76NNEa38PA+KAUtVby/zzjKuciQ+9ovoRKHAdeGKETeeMep3e5l2KYUTObzc3NzZIkoYUVlbc9e/YcPHjw8OHDhw8fPnLkyK8EObiXFoulsrIyJycHRbb09PSioqLKykq0lSB4o+Ni0YxWVlaWk5Oza9eulJQUtn48MzMzMTHxRf9n01M5tgOBPnTZDjq5po2ca9CXFhHV2n8wK1q6POyRQW4kMD42oIuMTNNqonjkPAM+zZtR0tGDmk2S34/fGvdLUcR1idD4RmcaOVHTWNJSVu44qLxyyUlZwwHIqYjCiL/Y1dWFBIzX63W5XAaDobGxEdtIGAwG1LV7e3uRJoHt37//V4Wc1Wqtr68vLCzMycnZtm1bSkpKfn4+1ulA2SRJwvJTm82GdX1ouYZXiQYUnU6n0+ny8/M1Gs2L/s+m0fAF5MSC+IzFcmrPyKhPMydGvTZO8o+NyCMXCAR+HNBGq1RzBOSGRn1pc9aq10ZL/nH81kO/tDZS248syvhThbw5S8ixQI4BIPLGuYhK4AEtmFeI0JTiOvpSDocDM7mwerqtrc1isUDf9u/fv3//fpS8e3t7nU7nrwQ5VieQJKmkpCQ/P3/btm0ajSY3N7ekpESn02HzKpyEbNCwXq9vaGjIzc1FFFdYWNjc3IxW3qqqqqysrBf9n01D5WQLdLTTcgaQQ+YjSvKPP1FGLhAY69dGzhWQuxcY9WkikES551FHaw96NREsjRkIBB76NG9GSX1O9ZxnwjdHO/Bkim9aRYoEnI4pxXIiWpyXSLliBQNO6JTcS/Y4fDOMwaqtrdXr9Yjf9u3bd+jQoYMHD2JYv9frRbeH+MU9GdDOe/rBPBnxxKvtdu2cqDTf8HhgKcih/AAAIABJREFUbECrLqwpjZ4XoVKpVKplTVf/FggEAoHxMb9HExmhUqki1PX9Izc97ENm39ovfZisN91isYCWLVu2oCsNtbiamhrssMMmC+n1+tbW1pqampycHGRNSkpK2HoCnU6Xl5c3xW935mwG0ie001JPhgv9Gi6Wz9NY+oQpm5gsoT2WnAPJSRY16FtXaCJENrRjz7L+LKPRWFBQkJGRgWYui8Xi8XhQ5j506NDhw4cPHDjQ29vrcDgsFguWTk8MOZUqAlG0ulCbtYlzE8YHpehN0uBoIPB4xJcbpWlq2VQzqWsZVI51OTc1NaWnp3/22Wfx8fHQLlaOQyAnSRICuaamprq6uuLiYmRQ0G+NWjmW1U3zW56+TWUbEAobXVhAi3KvcsOXqGay+sYJlFK0xrmXYZ7lZNPlctXX12OtdFVVlSRJdru9q6urr6/vUND27dvX3d3tdDqxXlGSpLq6ugkhNy/XZd86J05ylagLtZqnEva/kvY/+r+BQCAw4lEzNXsyoJ0Xq47FIaw6+ssfpp2sDTcajUVFRdgGBMOOSkpKMBGdRaeSJLW1tTU1NdXU1JSWlhYWFubn5zM+y8vLIX0z+I1PzaayvxwtD3B1ghkqhf8mTUSOCh1Fwk3GwoZBjnKFX6FaFwa/rq4uu91eVVWVmppaWlra1NRkNpvdbjcit0OHDvl8vgMHDsCfxBI4i8XS2tpaWVmZm5s7MeS0A4+HPHFzVarI2VM5ugq5paUlKSkpISGB7f6BvGVTUxPb/aOpqUmn04E3FOKSk5NRCi8uLs7Ozk5KSprmtzx9m/pmV5LcxgOvVU6prbkrtJuZkyYOOYYWBxJ3mFdIvXi9XmRK8vLysrOzMcPc4XD09PQgckMl4NChQ3v37u3q6nI6nRaLBeJWWlqampq6du1aWeSCodhH5eWbniL3JDA+cjAtMqpQmxqpTtdqtVptlWngh0AgIBPLTRU5Bp7BYEhNTcWoCLR6sXAOrZ6tra06nQ7zWnJzc7OyslJSUuBRY9J7YWHhrl27Zuz7nqpNui4nNli2h+6cOmOlcNmGrycD2jmbPCNPv71gEuXxSH+9GgG8KkrjGUSbyZh/v1Y9V6VSqVRz1bpTI+MsK8P+zrNTCcmT6aQulYoEnMpR9mRjNjFNgkdoRMdpI3v9jo6O4uJitP/W1dWxyO3AgQM+n+/IkSNoU967d29PT4/NZjMaja2trRUVFfn5+bt27VqxYsXbb7896S/uydjDEdh3P/48PuUPkPswsTacUWcymTDDD8ihCF5VVVVTU4O8ZV1dXUlJCaremD6EohwaLLHCIDU1dUbe3rT+tUkdzbV6ieI2Q23Nyg1fssiN+jQR0dqBHwMBXHfXSv6fx4c9cRFB/MYuS+p5UdLlYRnknr3aNI06ll6FKI6xIcod44ctTqPscUUCTt+8Xq/ZbK6srMzMzMzKyqqsrGxpabFYLF1dXXv37j106NCRI0eOHj165MiR/fv37969u7u72263t7a2ou++pKQkJSVlxYoVb731VnR09K/BPUHGksVy8C2LiooSExMBEpKWmPZXV1fX2NiIBQS5ublsaQ+mgGGiRFlZWUlJSVpa2ov+z6Y6IJ0ix37OMHKyDV+yyI0PSlHRGmP/yLMr7M9+KTZC4xt9end8zP+Vf+yxnMrNJHIeub5KTutkQzgWp4kqpxTmwTwej9Vq1Wq1aK7XarVYNgpxO3To0NGgHTlyBPrm9XqtVmtzc7NWq8V0k4SEhMWLF7/99tuxsbFlZWW/EuTo3CFQV11dvXPnTrZ5Kt48kNPpdFhkUFBQgI7KvLw89D1jfSomFP0mM5acb0nXy3G+5aw0fMk7loHxkYFuj1WrnqtSRWmM/SPjwa5LmZcN41hOCz9aJGCwiekNbhYD5UrJseQIZAd4PB69Xl9QUMAGKOj1epvN1hVMSx49evTYsWPgDYtNe3p6oG8syZ6RkbFo0aK33npr3bp1VVVVDodDPpZ7uvbiZ78Uq4pVq5+mU8YGtGrt6cETtZ/M+4f34ltOj4yPjw0a1REqlSoiMu3gyGOWePnrV+3r5/2DSqVSqf5P09X/+8sfJls4x1SutbUV+xUjg4JxsTqdrra2tqysDGpWWlqKjROw9Rx2UKipqamqqiovLy8oKJjy9ztTNgMD0jnYmM1Kw9eTAe2cZ+XskII4bHzIE/fUhyQqFxgfGejuPnPeOeuOZXhxk5U7xqSsP6nEnsPhqK+vLyoqwhyr9vZ27A2A1W4HDx70+Xw+n4/pW19fX3d3t81m0+v1WCVdW1ubmZm5fPnyd955Z926dTU1NU6n0+PxKKRP5gV7UyM45Aq16dHa/rH/GfPbK0yXB4K5yh8HdCWeoVPaZ0dmTfyjpirH8pYY+IVVcLm5uZhpi3AOw22hdVikg/0VMFAd68d37dr12+uxlO01oakU6Bvuzk7D10OfJkqtOzUyHgiMD/vSoiI0vj/7paiIOGlwNBBgyA0+EWK5SO0p/+zHcrKJkzAuZVdo0r+bmIgc49NisWDoQENDAzbBsdlsbrcb00posgT5Euib0+k0Go3owa+vr8e4/7fffvuDDz5gvCkhN2+nZmea70e/cZNm51pO5Xyn7Zpl/zRvjab5xMjXbjX3CT87MvJp9S5+/6MJfJgOMjWdUYc5KKmpqfAtEdHV1tai2F1ZWYkMikajSUhI2LFjBwMPNb3fZI+lJDdRjy4mmDnHUrbhKzA+ckr3NA8ZEanx+MfGA4FR/0FdMGM59ymQJE+tUs1Va/c/jeWeWaT2jC/UsZxOv9dTx1I2ceIVmpVFlQsja5RPt9ttNBrRKtnS0iJJktlsttvtbre7p6eHJSdhBw8eRP0N/iSWEeh0uurq6szMzJUrV7711lvLli2rrKx0OBzszSvU5XbvT0vTlqRJPpP6g53JWIcxPuSJW5+nLao48+h/fn50y5P2ibPvmcppY6KaWkumrXJU64xGI+ufxIT20tLS2trampoa7KhcUlJSUlKChpudO3cmJSVpNJrU1FTMbsjOzp7q1ztjNq395dgNOr6SgfdriMKfp7FYjrqR3tD8ZBeZ3Ool6wAYb0hXKnmYdrsdK7KRFu/o6LBYLHa73ePxYCAX1gQcOXLE5/MdOnRo//79e/bs6e3tdbvdJpOpvb29oaGhpqYmKytrzZo1kZGRixcvzs3NdTgc7N263W4F5Pof+dIioiT/sEettp735UaqggHbd8eK1mzQlOds/lPJ4ZG/PYvlNB7/j/30oqbOQr6+c+DHXwjmaPcJpQ5jV4AQQrXCwkIsDEeOpDhoKM3BpcTOWAjwZu37n6hN3bEU+04oe69s9wkHG+dMijU66mSGcSkhblia2djY2NraajQaOd5o5yT6S8Cb1+t1OBwmkwmTXnNzc9evXx8ZGblo0aL09HSr1UrfrazK/bI9GXv4C0W5/3ky9sPT6t03P/78P7/8YbJZDNzg7fb29tzc3NTUVAxyRycK9qAsKSlB93ZpaSnGtmObVWyIhclfk/7XZtqmXgpHEbxd2HwHDd2vssqJVThR95joMeRopbunp8cbLJp7vV6Xy9XS0oJrOVZzY883xhtmKOzfvx9ZE/iTmD/Z1dXlcrlsNpvBYGhoaCgoKPj000+joqIWLFiQmJhoMpnoIlqlWO6FfJh05hf1LbGwIDk5GXURUIe5eiUlJQjw2Gg9bK6AlhRsmvei/7PpIcctlqPpyldT5WTzJbJRHI3QvGQ5nKhyNpsNs+KwUEWSJPiTDofD7XZ3dXUhRQnk2OTJPXv2gDdMCjKZTM3NzSUlJdu2bVu8ePH8+fO3bNkiSZJYi/d6vTJf3IhH/axB55LfkxYZDJvvPfMcIyK1/WNjlyVE2pG5vnvn2qP/v39QqVSq//V/mi7/Ul2A/zCpY0kHp3d2dra2tiYnJycnJ8NjxFY72LQEygYCsXsBoju2pcnMfeFTtKlvA0IxE7tPprEqPMx8LtrDFRGpMQ2MPFY+/huWIgtGEp6RJwPaOXPjPENwgJ4MaOeoJQ932IS73Tmj6RMONpps5AikRotyCPNMJhMaLLBTYXt7O3Z4Q3axq6sL/uTevXshcQcOHMB6097eXoiky+WyWq2SJFVUVKSkpKxcufLtt99ev359U1MTWzlO40x5lRvxbAomlsb9UrTaODg2Hhgf9qWtjddsepofeTKgnZclNcWppctjgfGxgaY0u7Vk04RWx8l+mNSrpMhhH5KUlJT4+HhsbZWZmZmTkwOJy8nJQdiGEgL6wsqCVlFRMaW3M5M2lViOyZpYjpuJCV+K87lCerjGR/p16ogorPiWPf4bmWr408FgT6fxhZT1ni5vndJbDgQCgYBKpRLFTVb3mLh5wxbl9Hq9Vqtlcz6QnOzs7ER2keVL9u3bd+DAAYxRgD+Jli6Px+N0OsFbdXV1RkbGRx999N577y1btqykpAQjmembYe8knMrNKfTY49mnGtpKMFctdUvq+GdpyWdP/7/x+7+d7Icpzm9mGRSTyZSRkbFjxw60XGZlZWVkZOTn56PhCwZ/EsrG2PtNIqcPrpETPUkD2VBuesjJzud6GNrDhfF4UdqBqwrHKyG3tkQbNyfOMzz+PJDzhpYEKFTe0MIAFT2v1ytJEhqauOANW2ehHgDe4E+yegB46yKrBGpqanJzczdu3Lho0aKoqCiMVeauCPRNTkXlxi5L6tg0361BiamcLvLNyMi4aamcLXQvTuZYms3m7Oxs1NxQMMBGBXAy0e2FGA9zY9EXhgaAqX/BM2RTLBLohc1TqUs5vQlfSvO5RIQwcOG48vHUY5yj9tx7WvsevuWJi4zzDD2eaeRoHpJ2e4khE1ceoI6l1+vFMEbsvgveLBYLit1dXV3gbe/evWzbAIwJgr4h9eJyuTA1pKGhobCwcMeOHTExMe++++6GDRuYS6lk4ZELBEa5WA6O5fiwJ25OnHTuRDCWS/NcPaiNVGehjd808OMkP0xuFx5qFoulsLAwPj4eO4Gg8paWloYtYEEdti7AoJTKykpWSJj6FzxDNvUigWzKZIYcS9n5XGFUTvZ4JZXb5Bl5Ehjr10bGFGrjZ0/lvGSdjhi/Ud5oCOd2u5ubm+FMtrS06PX6jo4ObHQI2Hbv3s1mvII3BG/YpgOw2e12+JO1tbWFhYUJCQmrVq2aP39+bGxsRUWFy+XyknTohJCboj0Ze/jNhOsC/IfJJqWzcI6uWC0pKUE3SXJyclJSEgYzYw0BW0mQkpLChvChivCbVDl9cIEcTVQyZ3LGVE5mPleYWE72+LDIwfNRkek3M4TcL/Z5MRnkOpihb+gOwYR9zL3Djq1er3fPnj0QN5qcZLx1d3djCLnNZsMIk/r6+pKSEo1Go1arFyxYEB0dnZ2d3dnZyTm64lXg15Bq5mI5cc/H8vJyIJeWlgbwIHQMuZycHIR5aENF9rK0tPRF/2dT3V+O6zhhKsd2JJ62ygnzucJlLGWPFzKWc7QDP9Omyh8HtNEzixxXdqOYMZ+TBmxeEt15vV5JkiorK9E2aTAYWCcXKm8MNoRtKAZgJyrkJ7FHh9lsRpcJVmRu3rx5yZIlCxYs2Lp1q9Fo5FxfCp43TJHguVsYxxIqV15eDpcyPT09MzMTKpeWlgbqsH4HqwdRK4f99pAT+yqBGdM3bMWCR34N39zzNJVQCpc9syly1KuUJKm0tBSdXEaj0Wq1IjMJf5LxhjFBlDe4lKh3m81mzIetqKjIycmJj49fv379/Pnz16xZU1dXR9+JGEz+2pCjG83RzmbUCUpKSuLj42lBnOkbNuWhGZTCwkLsBPKb7D6hsRyN3zjf8tVEjqYlGHuchsie93q9Pi8vr7a2tr29vaOjw2q1Qt88Hk9vby+CN5QBwBv8SSCHF0G9G/qGfWdSUlI+++yzZcuWLVy4MDMzE+voOB+SvRP61K/hi2Mqx3Wf2IJDGXJycrD9VXp6ek5ODqDCho/YRRU1g6KiotLSUjSCYUHdi/7PJomcnoyshBkEA2/TG5D+mzRVaPcJPafFuxRCq9WKER1YhgN9Q92MdU5izwBI3P79+/ft28fmK3s8HrRQSpLU2NhYWVlZUFCQmZmZnJwcFxc3f/78devWtbe3e4WZfPQnfZO/hi+OpU+whIdW5zo7OxsaGrDzKyoEmMtQXl6OPi+sDUc1HI+DOrRZvuj/bKrIca0nXEVu2tuA/CaNIicmKkXwcMNut2PeGzbpRjEASUXkJ9FZwpqV0ULJePN6vU6nE/EbRsph6QpWuKxZs2bBggWpqalYKyAbSdLkza8KObqHOEXOYrHk5eVt3bp1586dbBUPNh6orq7GKh6dTod8Cfq8WCz3m+yxZMvhKG9M2aj9Gr6552lKpXCaOPGGbozq8XgqKiowbVKSJMYbfgVZExa/MWMlb4RwaIBqbm7GSk2MAMnNzU1KSlq6dOmKFSvq6uq8JE/TE7SYmBiaXUpJSWHI/RqMbftINzSGnu/cuRPIJScnZ2ZmFhYWoozZ0NCAMbJ6vb61tbWhoQErejDlBdsXv+jTZErIsUkntLWSZlCeB3LjQ564uc/KdNwUkwi1rn9kHG1KT8eEBZ72gk0vLRnGVMEiARfLeUNTJuyu2+1uaGjIzMzMy8vT6XSov6F5EryxkQogjS2BQxG8p6cHLiUkrrGxsaqqCgtYMHIHHcybN282mUyywx10Oh37wGJiYkQNVPKHuX+QSTq3QzqbvOQihh1Vudvi/sZU4qhLifeTmZmJOjhTOa1Wy5YRGgyGjo4OnIcGgwEjLpuamlpbW1tbW2flu5/UeTKpo2UTJ1zryfNxLMf9UtSbkZFzgvsPh4xUeDzs2fp0MaVK9azjedSniZjewu+wpiIqx4VJ3NmMn62trenp6bm5uZinYDabaYoSVQE2XBmOJUa+0kKc1Wrt6OjAFo0YzVBaWpqfn5+amvrxxx8vXrw4PT0dO4Czt9Hd3e10OlNTU99444033nhDpVK98cYb2EiVvskwi/28ZMcFceNY+hO77eEGbrtCjdvKWBY5m83mdDrxsRw8ePDkyZMOhyM7OxtNJ1C5srIy1DPRr4MSi9lsxiBqlkg3mUyz8t1P6jyZ1NEicowx8ZHZRA6b5pzq18Y87WZWRG5eZOTcKGlwPDA+6suK1uxc+xxVTgk/r9eLyTl5eXnl5eU1NTWYhIcTC/4kqt7Y2RSbdWBXqr6+vj179nR3d7vdbuzdYTQam5ub6+rqKioqysvLi4qKsrOzExIS1qxZs2rVqszMTHRd1NTUYCF5cnLyv//7v2/cuNFkMpWUlKhUqoaGBub00jfJFAx/C/3Eer2+paWlvr4eUVNVVRWmQmDhLMr3gIRyyNhjt2WpA2xU97q7u/fv33/06NHjx48fP378888/HxgYOH/+vMViQTczWrqgchgjy6qaVqsV6+uwrTkgnJXvflLnyaSOpo6lUiw37YavCdioTzMnzTc6Pu6XouA3co5lZJrHPxoY8ahVca3SzogoyT/+0KfZJPlM06x3hzGqcnTUF+eYdXV1WSwWrJgEb7gwd3R0uFwutj7gwIEDGPkKiUNRbt++fWyVALq60Ljc1NRUXV2NIbCFhYXp6ekbN2786KOP0tPTWYdhaWnp+vXr//Vf/3XTpk0Gg4G9N51O1yWY1+tlC1ubm5sxQgsuK5tAnpuby1oZ0QKCXpDMzMz8/PyKigokhNxuNxxIKG0YrXO5XMy9BHJdXV1Hjx49f/78hQsXzp8/f+7cuQsXLly8ePHy5csXLlzo6OhgmUkgV1tbCwcStRYsvDAHDQTOync/qfNkUkfrBePCORbIzabK/eyXYgle8zS+h89UbnzYlxarli6PBbDkZJNncL8mIlbq362JlvzD020xCWMqocfSK+ROvF5vZ2dnSUlJbm4u462lpQULBZxOJ+I39HOx/QNY4RuDFbAqB0PmkDhBLQ7TBzBFPDExsbCwsLa2Fjs5rl279h//8R83bdqEnF5tbW1DQ4PRaGRThrzB/UlsNpvRaISbCsZQ2sLcy6qqKvTjV1RUICeBxCDy8vn5+dnZ2enp6Zg2mZqa2tzcjOsF6occbDSWE+XO4/Hs379/YGDg6tWrFy9e/PLLL8HbtWvXrl+/Pjg4+MUXX7hcrurqaqwVqK6uxv+L7eYgdGhVgaFVdVa++0mdJ5M6mpYExD7mGVpJ8Es2PihFxWifNqY/HvZsnRPnGX5MHMuxfm3kvDjP0DiQGxnxaaLWqmOjpcHxaXd1hTHOsewK9g1T9ejs7CwqKsrLy9NqtTU1NVjlrdfrTSYTcpVIUVLeWCGONZpA4iwWi16vb2tra2hoYOOKsUF2RkZGVVUV3L+PPvrof//v/52QkGAwGKxWK6730C6kNzHPGI4i4sC8vDxER+yK0Nraiu1f2trasD13fX09fgUSir5hzG/FVJ/c3NyKiopjx45dvHjx/PnzZ8+ePX78uM/nYyvWPcHpRhQ8j8eDvm2UQA4dOnThwoUrV658+eWXX3zxxcWLFy9duuT3+2/dunX79u3bt2/fuHHjzJkzNputvr6+rq6uoaGB7X2l1+stFgv+ZavVarPZIKGz8t1P6jyZ1NF6MgidZikRy0Hi2M/ZQW58FHOm2GCbUZ8mIla6eoLEcuNjA7rIiK2efqtatckz8njUlxaBJMosI0fDtq7Q7T5welVUVGRlZZWWltKFOeg1wWAFbCGAESaHg8ZmKyDPid5luJRIhcOrLCgoSEtLS01NxQbF69evnzdvXlJSktVqpXEUIkCDwYA6XlFRER2GlZubi7eHRbFsHQM8NJPJZDQawV5ra2tzczPwA/YYigz2ysrKenp6rly5cuXKlUuXLl2+fPn8+fOnT5/u7+8/ffr0iRMn4DBjQ0n44Xv27Dl//vyJEyewINDn8/X391+5cuXatWsXL1786quvLl++fPXq1evXr9+9e/frr7/++uuv7927d//+/Zs3bx4+fBgjA+FY4iw1mUwI5BBeIsKcle9+UufJpI4Os1TneRcJfn2mUqlYXyWXLAF+jY2NmZmZxcXFGKyAKB8ODy7wSFQihEMUh8I3lTggh0Rle3s7vEqdTldaWookXn5+/tq1a//t3/4tJyeHRVAIETENBUtXDQZDS0tLXV0dCwLZJCytVltfXw+VYIkQhHbIRuAKyzbTBXvAj4Gn1+u//PLLGzduDA4Owg/86quvzp49e+7cOSjekSNHjh8/fvbs2fPnz2N/kv7+/uvXrx85csTlcu3evfvQoUOnTp0aGBi4cuXKV199deHChUuXLg0ODl67du3WrVtff/318PDwgwcPRkZGvvnmmwcPHgwODp48eRKhMnO1Ojo6cJmAk/lbjeVovoTGcuyfRFD3aiLHZfyYS9nR0ZGVlZWfnw/eEG/gnIa+9fT0oJ3y0KFD2EgAg5ZR+Gbj8VCLAzOSJAEbrVZbWFj4ySefvPvuu7/73e8yMjKAMfKfvb298NZ6e3tRIcCvg5bGxsaGhgYs30QGsra2tr6+HhPX8d6QyURKA4uD8C3D0One1tYGkcELHjhw4M6dO3fv3r158+aNGzdu3rx59erVr7766ty5c/AzT506dfLkyTNnznz55ZeXL1/+6quvrl27duXKlcOHD7NKycGDBz///PMLFy588cUXAwMDEDrmWN67d++bb775/vvvv/vuu++///6HH354+PAh2Dt79uy+ffvcbjfEGYr3W43lxPSJIbTvhD3yCiLHZSZZ1sTpdGJwt1arRYgPPxyDurAcDsj19fUdPnwYKgcPk6kcVuhAbUwmk8FggFep0+kSExP/4z/+44033ti2bZvRaMS5xWQTdQVEUN7gGlbmJRqNRkmSWJCGcAibJHZ0dGBpbG9vL4CHX8qcTLwCawNsbW1taWlpa2szmUwXL1588OAB3L87d+7cunXr+vXrV69eRRbkyy+/7O/vP3PmzOnTpwEhHjx37tzhw4eRsD18+DBqAxcuXLh8+fKlS5fgoPr9/jt37nz99dd3795l1P3www9//vOffwzao0ePvv3226+//vratWvnzp3z+Xz4AHt6el70aTJJ5MTcCbd+57lkLH+lJpuxhDU0NGBzHGSxJUnCoC42ywRyxMYts9lBKIVjCCybIITaLpoq09PT33rrrX/+539ev359Xl5eU1OTxWKBKwhUgByoY5lJloVHoRk5BggXm+AGZbDb7d3d3ZBZEItIEplAi8XCuAW6+MV9+/YNDQ2NjIwMDw+DjVu3bt28edPv98NLvHTp0pdffgnROxY0CPuxY8eOHz9+4sSJ/v5+8Hnu3DmEcH6/Hz6q3++/e/cue/2RkZEffvjhxx9/HB0d/ctf/jIWtL/+9a9jY2M//fTTDz/8AALv3Lnzok+TySMnG8uJK3deI8fcS4PBgNmmSAC2t7cbg7NMEGvB94P7h2IAEzc0oGAIrDc40QT16IKCgnffffe//uu/tmzZgpID1v50dnZiFQLjDVd3Vub2kg23cBvZQqRwECXCcF3wer1YKIRgkiKH+jLtrkJ0OjAw8O2332IEw71790Ad1bqrV68ODg4ODg6iwoaCGyAcGBg4depUf3//tWvXbt++ffPmzXPnzl25csXv99+8eZPlKm/fvj00NASJe7qD63ffPXr06KeffmLU/e1vf/tr0PDIX/7ylxd9mkypSMCo45xJLsZ7BZFjrVLshDabzVjKBX3DLvJYoQN/Ei4lc//YUBP0UuJxZD5YR2VaWtp//ud/vvPOOwkJCdnZ2aWlpayeDl1iJXWmb0icUOoAJJ6i+7ZCx9iIEVYtxFtCXZFNTYaBOpwJZrO5t7d3aGjo4cOH33zzzcjIyP379+Fe3r179+7duzdu3EBh7ebNm7dv3/b7/VevXr106dKVK1dAIwi8fPnynTt3hoeHb9++3d/ff+nSpRs3bsClhFcJkoeGhh48ePDo0aNHjx59991333y4WMpwAAAgAElEQVTzzbfffvvw4cM///nPAO+vxP7+97//7W9/e9GnyVRVjgvhDELrySuePoE5HI7KykqkKFGihcShCgd9Y2UoAMZ4Y+KGnAdqcdnZ2b/73e8WLFig0WhYSQ2wsSnO8CpBFFpVoHLe4GIClk2BhMJwMPhE2IYmLzbpCAX63t5eKCESrUzumOLZbLbPP//8+++/R1YDyN27d49qHXKYfr//9u3bd+7cuX79+rVr165du3bp0iWo3OXLl2/cuDE0NDQ8PHzjxo2zZ89evHjR7/f7/f4bN27cunVraGgI5QG87PDw8MOHD3/66aeffvrp0aNH33///bfffoucCvB79OjRjz/++NNPP42Ojv7yFznb58mkjmaRG5U40eBpvILIUZcSCwWoPwkwGHIejwdhEmxf0KjEweHs7u4uLCycN2/e+++/n56ejjI65smiBoUPnA2WhcqBIhYoesnqBDZQHQVA7ETHpmLSbA3AwwvC0XW5XKzMRdv8kVBxOBzXrl2D5sDlu3//PqXu66+/vnXr1uDgIFTr7t27t2/fvn79+vXr169cuXLx4sWrV6/euHHj7t279+/ff/Dggd/vP3v27BdffAHeAB68SjB88+bN69ev37p16/79+/AtQRfwg/SNjIywcsKLPk2mWiQwCKvjuDr4S4nc/fv3VSpVW1vb3//+d/FZLpYzm81FRUVoWUZJoL293RBst2VUsJEKTHDYeY/ad3Fx8e9//3u1Wo3FKeiugGDiwocpYGiwsNvtKPFBP9nCU+Y99vb2snARaxSOHj164sQJ7CeOfhfW9YKNIOEqs2G1Ho8HLSx0Kgk8TKvVunv37uHh4R9++AEq9+DBg+Hh4eHhYVAHdYKyXb9+HZIF6m4F7fbt20hF3r9/n6ncwMAAYrlr164NDg5CHoHu5cuXr127hpdCP8rt27dHRkbAHhIqo0H78cdJTdOcFZu0Y0m5EsGjruak1yT+6m3RokVYj/wv//Ivb775pngArYNjxhY2EmBdf4h24FWykxgO3oEDB5Bth9B1d3enpqb+/ve//+ijj+rr61ky0BxqbCIIkh+ID7FPHYiFyrHIDUUIKBt4O3bs2MmTJ0+cOHHixIljx44dOXKEpRDZjlks1Ny7d6/X64WioqLIhA4u6LFjxx4+fIis/bfffjs8PAx4mNbdv39/aGjI7/eDk5s3b6J8B4Tu3LkzNDQEBcPBN27c6O/vP3v2LI5H3oVlYtDdwjQTgSJyLQgF8SIPHjz49ttvHz16NDY2ld0mZtam2GMpRnHUpTSZTB2hZiKGc4XdYCE4u1JSw/Wb22EM3y433hBzMvAI15DOLX+kqyRZY7u4wIR7sK6ubu7cuadPn75w4UJnZyf21+7o6OC6umhvV3l5OVIm0DdcqhBusawJeOvp6Vm4cCG4xXSgf/qnf/rkk0/a2tq4T4O1X+GjYOvK0JXCisjwSNmSHDYAk3mS2EMchS/whtr0sWPHcPf48eOgDqOgEVv29fV1dXXhe8eMFrideBtOp/PChQt//vOfgRwL5KhjiRuojF+9evXmzZs3b968e/fu0NAQUiPIsgwF7datW1988cXZs2dxMABDJpMlPxEZshIC63eBbLJnb9y4cf/+/VnBaDI2aeRENRORk4WNkYZrJDMLMZR6WLqM3mBjDLlxoowxyhVFiy7Bkl2bLK5idsvZzp07tVrthaCdPn1ao9HMnTtXXCAH5LCDB2v5Yzl3jO7qCm5SBRgyMzOpWi5fvtxkMuF1YCyfwa4I+K/Zf8HeQG/Q4EkCP7ZVCOrsbPkZsxMnTnz++eeff/75yZMnIXp4HGSiLs9KBXa7Ha3YCB3Zm+zp6RkaGvrhhx/gWD548ACAQeIQyOH20NAQfMLBwUFKHfuJg3H74sWLZ86cuXLlyq1btyhy6Ca7du0afE7W5oK7oA66Bw4vXbp0/fr1WQLp/2/v3J6iOtP9v27nT+Buqqh9x8RKvNq5mCKpKWYnOGoSNdGatAw65UyclI6JXSGZjKY822gitOCB5nxounv1Ak1USBqjIkJoDCDIgMZoJK2GmJRF/Sa/FJvNvvhmffP0+75NgJl2l5V+LrpWL1Y3p/Xp73N6n3fu9i+pXJW74p05YnlAuSNsAA+PqKLigOwx/aUc8EOdTpQROaOgKQtDQBRXcClSpvCGuxnZQsuyOjo6+oRhhZjsiJf4oXcRSQ6k77HpadgdJYTMIe5jBbk333yT6Xte6bi7PSKrgQEHcrECGENFAY94LZa6cvUdwjagBdigb52dnaAOT6FyeAnyK0ylnjhxAncCAkj84rZtx2Kxe/fuoSp97949iBsCOSl0OAYMAAaFct2rBKhDQ0NE7urVq8PDwzdu3ED4B6FD+gRVOwaE169fJ3u45sqVK1euXEkPR/OwhXSfyNr3LKRJ91I6kyRN+pMyBFf8KMWrlM6kzpskTbewZrNTR+SKi4ufe+45yVtHR0dOTg4Sj3wV05WO4xw9evSdd94pLi72+/3Hjh1DlhKTtrh1I1tDSkpKJHLHjh1DZoXFAwZUyCVSx5DPZOqfLiVr65zJB4mDvqHDA5hJr7KzsxNnyBtSKe3CsJ9WdXX1sWPHmAoCct3d3ffv3wdyd+7cocQRPOlbfvbZZyMjI4jNCIzk7csvv0TLWH9//6VLl65cuULGkD5BWY8qJ6vksOvXr0MJh4eHr169ClFNE0hztwU6ltKflFlK6UkiG65oHUlTnoIx6WHKyg8fpXsJ8IziJmVNWXese5VhsU5ZIofLcDMVFRVJr5ISp7iUsq25qakJqzYPHjxYXl5eXV2NaIeKBCSY2NixY8eKFStWrFiBnmAY3Dnm9GV9nI94Exa+2VHJpD9QwQH69+k3Ai3pTCJ+4yIGVizwfSGYp06dqq+vx8paVgKj0ejg4CCq0t988w28StasJXI4ybI4mAEhzP4jXTk+Pn7jxo2+vr7u7m6oHJFD7IccJgvrQJEBoaR6eHgY1fb0cDQPW0jGkqSxv44eJpWNgsYoTn9ar5mSO9FJA2PMl+hCJ2M5BTyeDIsZOIobqegbHdG1a9c6jiORy8nJqampYa+JpA51MKzWeeutt7DzS0VFBTq8HDHWjrGWLIgDLW4ZJ8MwEojLQALaU4Al84qy6sD34TxM+JbMo0DocIYXc8UQwaYynzx5srm5GStBq6urEdE5jjM2NgbeJiYm4BMyMAM/sjqHjkd0n1y9ehWOJZjBS3Dl2NhYPB5HzxdqAEhdgiioHANCFBjwDvwqChJItIyNjaUFo/nYAkvh0pmUmM2epZSJSkZxcukuIzclV2kM5ORQUUka02hKLJcqX2LMoEiLRCI5OTkykGtsbHzuueeUEQaQLzm+LhgM7tq1680339yxY0dpaWlNTU3InVQFxw/FbtzNxAZ5ReQ5iBxQgVgRJ+53xRfKfXnoB+K1RFR+FUtgUZHjKiHZDYPfiB1hyJGAPazWO378OGLUEydOfP755xMTE+jiZ8oRiiSrc0CRCUnGWgAGqRSmT8bGxtACNjQ0xNoAkLtx4wazI8ydGAUQ7dTwYNME0txtfshJl5L+pBG52tSmSBz9SWVMBVWO4ZzsdVCOlXlsevpEcS9D7vwpnTTjsWVZUuIwaEAWvpnGkMg5jnP8+HFMAdm9e3dZWVlDQ4MtxuYBOSie3PWbEifBQEyFhQV0+bgLD3WMLwe06M3v6OjAjGdoF6VS9rsgYSMXH7BfjC1jyIjissbGRizzqaqqqq+vb21tvXXr1r1797799ttEIgGioDY3b96Eoyh9S16guJd0DnHB2NjY5cuXe3t7EctBu4AlRJJcwVDcgx7iSmrjI4mcTJ8oKROjsvHMLIU4vTzA2oAsDwST9z1SVI51IVkekLUBPbTTUybAjBGdPKkgV1BQ4Pf7ZXsXqVOQC4fDBw4c+Mtf/vLGG2/s2bPn+PHjWMnG7kq5fpTUsXgAaZIg6cdwF7HygJ4kTqLSjXUxmKFCrcM3ZSiIxUEQNAaKqOzh44ApGb7Etu0jR474/X6MJ7Nt+9atW3fv3v3mm2/Gx8dZauNyUnSiyOw/wjY0fIEcZFA+d+3mzZvXrl1j46XMQ+ICIkfGiBwTmDhGweDRQ47pEyVlkipRqcAGCCVsMmOpZCkVAhV90xOVusQp/qSSL5GZEmMtTlJnWRaK4AzkUDeTyEXFLo2Ke7l9+/Y//vGPW7du3bdvH6rbIbdNRIZ2/85OGc2IHPuYiRx+TqZzTp48CSD5lIJM6hCsVlVVvfvuu2VlZZWVleFwGKtp7t+/j0ZKpvKvXbt269YtZCDZ+SWrcEjlMwuCkwzJsMBncHAQCIEcKKFEjhU5SKVEbmxsDDw/esgpDV98pKAZkygyeJOiJytyRpUzVgiU9IniRirJyVmqAkbYmOtntQ1WUFAg0yeW204pBY0EsgZQV1eHwQRvvPGGx+NZvXr1li1b9u7dW1ZWVlNTg4oW6xAtLS1W2rpSLcuCY3lG7NpDqBx3C7tTp06hQE8nExfgE4F/K4avTU1NGHZy5MiRpqam69evJxKJr776ClEWb3eEXhhVwkwmwzl0J4+5du3aNZ7EBVevXr18+fLg4CBwwiOnPIBV1gPwVVYdWEtAC9i1a9fS9Beex/9iXldT2VJ1eNGrlMd1mtWK0UuATa+AyyhOKdDJ2oCib6mqcHpCUsLGlKPiZ/JLmzdvlkUCS7RTOsljTlpaWpYtWwZhefzxx7HtILZTXLRo0cqVKzdu3PjOO++899578McaxLy3tCKnLFM4ffq0rOxhdSy+xIHQFG38KYLBIP87dOMDgUBxcXFJSUllZeXo6CiWioIE3PTMasC3hHuJIgEzk0x4gDqWCmCjo6NYSE6cWAaAxyiRw8shaFBCYM84ME1/4Xn8L+Z1dareLoWxVLzVinYTJXeikCZzJ7PUwWV3ZbOpfzKV0OkSx09uecyk5YEDB5566imJXDAYlKTJ4x07djz22GOlpaXKgoNdu3Zt2rTplVdeWbt2LUa7cp0BPIV0I8dWSWgXm2BklYIZHZAWDoeDYrkApqSgS5tejN/v379/v9/vHxwcxCJRxGZoa0SCEdHX7du3sY4GPV+yGMD1BCxqs5J+/fp1TGgmQuyE5vszYGOxgWkYtrageSVNf+F5/C/mdbWertSjONbfGLYpvqUubsqxrA0o/uQs3ZWyHJfKQm6fl5410UM7piJhTz31VGVlJZB74YUX/H4/YzY5yh9ndu7caVmW0kTb2dn5yiuvVFZWYue3wsLCoqKiXbt2FRcXoy8srcgxGQMFYwnREZuV0x0IhUJBd3alLL1iOHRZWRnWxR51DcObu7u77969e+fOHdSdkSRkVzEowqI1DGiA6wi0GL8xDGNDJsK5q1evQtmQzOTiA2gjjmUsx5o4SMbBI4kcHUs8Sk3TMyh6LCeVTeqb3s2st5soPc1gTE9U6jlJ6VuGU1fh9PMM6mzb9vv9OTk5p0+fRuvJzp07dYnD47Zt25544olPP/1U+evdv3//sccecxynsbFx796969evX7Vq1fr1671eL/YnSIncZI8v90lvbGJmsseXu9wXvz8ZP5ibu9cObPTYY4nz/oLF2bmbKi4lvk/5b7YsltrkUAZKWSgUampqqnOHDlVXV1dWVmLkHqZTlpSUlJWVlZeXY3ebw4cPl5eXY3xleXn5oUOHfD5fLBbDyBPMVgAnSG8wzTg+Pg4lhNDRgWQ2hfBcv34dKvf555+jXC5bn7nyAHxiohEzluSNF6BC+Oh1n6Rqp5TFAORIpOjpjiVhg7uiNJ0oEkfHUnqSSquXInGyy0SJ5XT2wqLPKyySmTKJgoO33norJycHzDz33HMSM9zEZWVlTz/9dGFh4f37941/wPz8/EAggNu9oqKiqKjoxRdffP755//whz9s3rw5BXLTD2Jv5+Y+mZUXGJ3GIOonc59c7otPJOxNnmDQl38wPjn13Wjob7XD/53q32xZzDfyY8K2balmNe4sWkJVUlIi9yXFiEuMu/T7/VgkUeXuE1JcXHzy5EkgxzFeXM/G/hL4lnfu3EHBQJYEyBL1Cs2ZnN0gm575Wnih6GVhZkUqIb4vm13mdcOnwxZSl5MRnbH8TcBSZVCMniQhBGl6OCflztjELGHjGV3cFKGTuRMlcSI1ENcUFxf/4he/eOKJJ375y1/u27cPty9Woz799NNLlizp7OzU/263b99+4oknCgsL169fv23bNrqjzc3NJSUlW7ZsefHFF7GnqeGPPj0SyMuyLMuy8n3xb/E0q9Aen55K2Js89sBwsCj/P/5zpff4+cT/T/lvtiyIG8x2968ibNXV1eSttLQU1EkdO3z48OHDhxF5Yhw6Vt+ivxl5S8dxEKoNDQ3F43HMhB0cHOSqNsjR+Pg4ZnKROlkVkKkUtK1gSStEj7zBHeWr8D4yiiPGeMq3ndcNnw6bH3L0OmQsp6RMpOLVJfdV6lUBupTyQCmCN4kF/0ogJ3nj01T5EiWK0zOWFDq9ckDkotHo8ePHf/3rX8uS19q1a0tLS3VPEtbW1mZZVnFx8c6dOxctWlRQUCAbLFtbW0OhUGlp6datW03ITU/GD3l8PZMz340GVmZ5Pxi2N2Z7tu/x5Bba18ftTR7/kd3FXQ/+57tvrtub19uJVP9my0IihD4kmuzgQGI7kaNHj5aXl5eXl2PQg1zJDiAha/iHcmub+vr6mpoa7BPiOA4au4aGhjA9YWBgAJkPeIagjhEdVhtQ6NDwBXgYoYErVA7k6nI5NUzRPckb0y10Wed1w6fDFp6xVNzLVLnK2vn0MTeIZanGnmbZeqIUCcKmwjdNCpd8ygM9xpMCiAPH3UwnGo2WlJT86le/2rVrVyofcmZmZnR09LXXXvvNb35TWVkJwOrr68vLywkbEvTQn+bmZhNyEzHvBncX2Pa1lmVZa+zx76fH7cLsNVu3LPdEus/v+oPHu2vHnzZs++h2qg1OLMuiy1DnzmnmlGXuLsB5Kvh/ydaf2tpajHOuqKiodRen2u7iQ/gd77//PnIew8PDGMPc39/f398P6tjliLI4IjoszwFvZAMtKXIFHbRRadSkMbdJCEmddDKRR5nXDZ8OW2AsJ1VuluqcAp7sYFZSJvKMhE0qm54+UZKWSJk0i7XSVDljf8ks7qUsGMgkii1mLjQ3N7/xxhuPP/64bdsSvH/+85+dnZ1bt25dtGjR9u3bQ+7eAHLJKY1D7/6FUvjU5MSdO99+9z+z/JstC3LEUJybKNW4uwvgPHqUZdMcrL6+/ujRo9iuoLKysqmpybZtrNBjD82pU6dwfw8PD1+8eBGTufr7+7FPFecCffbZZ7dv375z5w7GbyGPIh1CjCSCF0od+1IY5ztIQ7mP1BEz6a/eeOSmNdckjxhi0rI2uaNS8larLR3Q5U56lUoRXKkKGBu+9Fzl7F6lhFApDCjeZkTkUaRvaYuZC4cPH960adNjjz1mWdbLL78MV7OgoGDnzp3hcLhFWGuysRItG77S9W+2rGoxZVQZti0TXZAvfqKxL6+qqurw4cPYkq6kpKSuri7qDn1gTe/06dNISw4NDXV2dl66dKm3txdbw3366acI6lA6Y+oSm+ZgxSqNhFCvsGIVgeK4MGWQkdJNRpWTB2n6C8/dFl4kMFKn5yeVLGWd1tYsXcqG5JkLLMoZXUo9URkRm3RGtFylYuFwWLZ06UEdy1aOu1OcLaYeyGOmQ8rKykKhkIIZYVOo4wVkL63IYQQLxA3FNERr/PfJTFiNuz8BEirYhu6tt97avHnzn//8523btlVVVUXE6FusiG1vb8f4raGhoQsXLly8ePGTTz6Ju0ahQy4EwoU8CoSOYxRkApO6x4vZOCblThLIQp9kjzXANP2F5/G/mNfVchkBTIpbnWlNqnKgCB2TKMygNCSvlNOjOMWxlOlKBbOfdCZ10qTopZI1SZ3jjtBSmi0lh5Iugqf4mQ8BOe6HeuzYMaYikfZAOIdQrbS09N13392/f/+uXbv+9re/vfbaa3/6059efvnllStX/u53v3vmmWeeffbZdevWlZWV0bfkUqD29vaBgYFr165duXLl/PnzFy5c6O7u7unp6evrw946/f39iOjQ8QjtQsFA5hulN8jsyJfJRvDGTSaDPU46Apxp+gvP438xr6tlAGCM3JR0pQ6h4kzC9EQleWtwJ6JKJ5NF8Ll0nCjKJk/aoonZaDJ+UyB0ko2AycUERsxkXEevEgdpRa64uPjgwYMHDhxAhe3gwYMHDx7EhnLYEfKdd94pKir661//SsaWLVv27LPP5uXl/fa3v12yZMnq1as3bNiwZcuWt99+u6SkpLa2NhwOY2kPmjbb2tri8fg//vGPwcFBjFfp6uq6dOkStA7IIY/CdTrQLggUQy+U2pj9J3JwLCVvkkCclN4mFY+r9cbHx9P0F57H/2JeVyOVzKmMStZE9yolZjgJ0upEac4YwsljxbFUigQ6YLo/KZ/aWs0topXgGMIpyqZnUJRquCOW7bSkNoVDupf/toU6JvO6tnXr1q1bt77++uubN29+9dVXN27cuG7dujVr1qxYsWLZsmX5+fmQsqVLl65ataqgoODVV199++23fT7fkSNHqqur8c/CytSmpiZEdKdOncLq8t7eXuwzLJHr6ekBctzvG3kUVsZl16US1H3hGqt5RI5PFbkjaXyhZC89HM3D5occKqGICow9lsbygMSvQZsp1JDczayzp1fkUi3biSRPy1PSJ4q4KccEUodK4ueIRTrKsb5Sjqk8x514JwM8JbSTkyeVA10VlTiwpaUlGAwGAgGfz+f1etetW7dq1aply5YtWbIkPz9/yZIlS5cuXb58+dKlS5ctW7Z06VIc5Ofn/5drzzzzzPLly1966aV169Zt2bLl73//OzqVKyoq6uvrEfdKjxqbFdfV1YVCodbW1ra2NkwounjxIrZE5ei+rq4u7Fccj8d7e3uxDIfjKDEWRe5EJ8vZiL7oE7I/E4wlXJNSKSdnSn17VJFD6QbBtxQ6PVdZ4/Y3p0qc1CUXxBuTl4Er6UpF5fTWE0XlJEWR5LSkHq0RSAI2C3IKaRIwPp1d2VrEaAMjWnr2pUXLdvKFXK/d6s63bGpqqqys9Pv9e/fuffPNNzdu3FhQUPDSSy+tWLHihRdeWL58+fPPP79q1arVq1f//ve/LywsfOWVV15//fVt27YVFxdju8l6d+87/h1sd4ZSi9sAjQRmdXV1MBhsbW3lwJWzZ8+iMICBs0CO1AE85lFQeWOcxlU8RseSzZlIct5xjciBOgqdfJQH6eFoHraQWO7o0aOQO7mwQC8PSKtPnrwgW0/qRZ8Xi+BS33SXUqqcvixVSY3oZ6T3COM1UVH1JmySPZkg4YEidJS4VrFvm16aUzCT4Mkr9Vfp2sgXSv6j0SjqaUyN+P1+v99fUlJSWlrK3Ymr3RFdEXdikkzGGj9QHMepr68/dOgQdpCMRCKt7rD3tra27u5uIPfRRx+dO3cO1QJQ19PTA6Hr7+8fHh5GEoVtJXIVj8ygcMYed88hezhQ5E7uPSKPH0nkqqqqsCU0jIumuGigPnmpjp6ilIylkjhpsptZqcuFxVwTpfyt5yrt5Pqb7lVKxzJqMomfoxmRa9FiOb7WqGO6iyhxJVdG31KqpeLZ8p3lD0mNctylOrYohChQyQ8O/fdtbm4Gt+hECbv7tp48ebKzs3NwcBCbjZw9e/bixYuXhGHD1MuXL1+5coWTF9hBwiUCdCzhWzJfQtju3r2LTeQU5PScCn1OEJgejuZhC9nSEZ+aXFv5kxXwOlPtuyF5kF6qqgC1TqYolVYvxbE0kmZ0JqWfGXbH+ivKZkROBjYKcsqtads2fryoGNCgECIFzUhjKpNjm6WoOlq+VDflB9Y/R0isRFfK+5EjR957772Kioq6ujqIJBzdc+fODQwMxGIxzDvi3HX0o/T09MC9pNCx9i37m9moxRmYEjlQB97wSNFT8ANyUuvSBNLcbYETvqh16GOQBXFjnaBem9BM8GTWhOAFg0GlrVnv/GrWNveQzqSCn6JyUbFuQMmsyKpAVCQqFfx4X0rpU1CMRCL4sJAaqNzHkhapcjowRuQUXHWVk6aApDNmVDajVDqOU1NTg91ha2pqpNBh4CembnZ0dMCxBHhMYELrsC8HUpeswilGlxJOIwHjAQ3tY0qMR1DJbXo4moctZI4l7LhrLNOlyljWaR0nupPZ5G6Bq+QqlTo4kQuZJlUaawazOJYRt6FZ+qIyzJOM6dSRLv32dRwnHA43umOM5U2vKwmx0c9InBTSlJqeghYZdoSQGpVQl7JUP7DyNBgMYjVdIBCA0Nm23dLS0tHREY/HMVqTyKEZRbqXUui4kyPlTi4RoFhB4ihuOnWEjXJHVil6aQJp7rbw7hNondyMN5XNEtHhQBbipM1SkVO6mfX1chFTXyWdSQmeDOQiWnXONtXBo6bKQSreaFF3s0XpWKZy/BTjZSfcfT9aTbkTCacjNk9Vvot8qjAmz8gfW/mwwC9eXl7u8/mw40JjY2MoFLJt++zZs319fUilxGKxzs7Orq4uqBzyKF1dXcij9PX1DQwMYEYQR56wGZK5fmJD5BSXkrzhgCkWPcZLJFItb3p4tsDFO/AkkcCE0IEuyZ4xY6nXBvRyXKO2Uq4puZtZ7/ZS0pUSOSoY1UyaTqnCmK5v8p6TJ1vc5EQoFGpoaECzpa4PxvhKsqFTpH9VXqZfrKAldbLFFOApP6Q8aTT+EWpqavbt23fo0CHs5hUMBiORyLlz53p7e9F1iToBYzlIHA5AHdqdld1zqG9sKJGJSlKngEfHUhJIxeNjmkCauy0EObqRoA6LrOQS1TptNzkpcbI2ANNVTs9S8mRz8u4f4TksANedScZyYXd7kJC7fYwkLWJqQ9FzJ7xTo9FoOBwGb7p06MeULB2PVBwqj3o4pznhlCEAAAzOSURBVL+zTp1uRuRahNDpEocPl3fffXffvn1lZWXYbi4UCqG1Ei0p2FsLURweaaQOQR21DsixUxnIMUIjWnfv3p2YmCB7X331FXYnJ2+61uFpmkCauy1wjqVcT4CmWBnRsWZA9mpFWzNhq3dXxxE5GcvpQifP6F6lEp5FTKbgRCxJrHINHUiC54gciQ5eOBxGnCk5VLA0mlHEWrQYzIiiESSjvkmW5HFUZFNbkkM75edXfvFoNFpRUbF3796SkhIKHQoDra2tp0+fRtsXJI7U0b3EcXd3d19fHyrj3C4cEscmL3qVFLSvXCNy2KNcUicDPOKXHo7mYfNeL6cPPuHiYoUxGcWhJEDqlCK4kixRTgaTNx6QWicFylghkHkRI4fGRIueOLFtQ19lNLlmEIlEmpqaUA/Q5aJFOH6OY06TGPXKSJFyZaqXyCuV7+6IMFL/kv550eLmZhUCg8FgcXHxgQMH0HXZ2NjY3t7+8ccft7a2trW1YcM6hHNG5HAGW4GTNyVLKZEjYF9//TUYwyPZU9xOPbpLE0hztwU6ljKow8IqJlHqTN2VxE/CJsM56VuyAaUpRcOXrnKSnHDqhi8FSONi1ogpg2KM6OQdqeub4yYeWpKDJR0GI3tkIBVautYZSWtJdhdnEcYWIWv6jy3fKppcFykvL9+zZw+Erq6uDjuQvP/++2APu5CDLvqWjO7IXn9/PxaMM3HCKC6RSMg0CQCbmJigrMnHVJnMR9WxVPbcodBxao1eKmB+0liUU/oqFZey0bT7R6oey1SepI5QJLkiJ+NAPWsSSS7WKU6m4zi2bTc3N1Pf7OR5rPImVnzLOQIjz1COpDQpLDnalpESp7mbcr3uZBK/xsZGn8+3f//+w4cPV1VVYcUq1hZwe2TuQq4fIIF5+fJlTEZB7oSxnOJS0p+UEieFTsqd4l7iMU0gzd0WvosqwzbGdUq14Cd7UOpNwxeUvKVUOTqTTWKoXlhsFqfrlSJxMkIzyh2J0nFVJA4HYXc6SMRtUIy6KfVo8kY8OiSz2yxapFOhI6280Ciz+sXEVedKh41vaNv2kSNHdu/ejdQlMjqnT5+OxWLcf/yiMJ6B3GFew8DAwNWrV7GIjoGcUo6TmRJgBveScnfv3j3mVJSECsFLE0hzt4XU5RTS+Ii8pb6KJ1VFTuk+kb7lT7qUekVOCc+MwZsiX3rdXFE5RRWpchE36QLmjUGOvC8VMH4Stla3r3IW/Fq1MrcCkvFiSaDusio/s/HXiSaXSXDQ0NCwf/9+RHSA8MyZM9iUHDomeUPZgOe7urqwvADhnJQ4YwWcXuXXX3/9VQpL5V7evXs3TSDN3RaucqwWkDouGFeWq+qlArmSAI9Gx1J6mAp1xu4T220lkZgZAzw7udVLVueUlKaidWHRSx1xSwjy/sPNHU0uH7doXqWCk0KLfrHR/zS+SSpzNM9QIS3VxThj/FiRqaOysrLdu3eXlpbi79PW1kaJA1pQNpyR3iZUDsOI5LZYcumATJzo/qQOG/UNj9K9TBNIc7eFFwmodSQQGsivKhWCerEYXMZyzJfMXg1XKnWcv6DUwVMt4SE2EiRF5eigKkJHViWWMpyLJpfCdZVzkj1AHRJjUnF2ooxpFV1UFaR17I0oOiZnUv7KCnWO44RCof379xcXF9fX1zc3N7e1tZExZClRBKfQkUZU5wYGBoaGhjgiVrYyI32iOJazIDd7HiVNIM3d/qXukxpt1BfyKMYeFNYJUmVQJGzyQC/KGbVO6pieNTEmJBXelGt4LN9fJlHkfcnb1HhT6jBISOSXWpMXGaQyJV3ppO7tkt9CidkkbK3a8h8lK9tiEm3+dtFo9IMPPvD7/fv27autrQ2FQu3t7YSNq1TZ+XX+/Hn6nJhHhElEUDmuAWeRQCInqZOYSelT2lMke2kCae72bxgdK0M7NKOkavtSEpipkFMiOqUgLst0ctaQTDzqEqeXAcImk7zpXmtUW8KjfNIrTxX8dG1p1apk+mVGaVKI5btJ6XOSpTXVz6B/07mnT/jL2rb9wQcf1NbW+ny+mpqaYDD44Ycfog2lu7ubS1ThYV64cOH8+fNIZqIUjg0MgBy27ABypE4qlYKc1DqZNdHtUUVOj+UQzjGDIpOZde7IPb2V2Sh0xspBk9bTPPsgBt2N1D1MKYk6cnQjGbDZprYvJ9mNNOYVFN2Tt7vCmJEH+VUdPOUaXeWUl+vv2Zo8l0X5CY0vNFLnOM7JkyfD4TBmOTc3N3/00UednZ1YIAfqPvnkE/iWFy5cOHv2LEvkmNFw+fLloaEhuU5cqpxS49bpSoWZwtsj7FiSMRijOCl9qTKWDaaJQ0at011KZZaecYmqfqBzqARpMiaMaMUGGQFS63S0FE1IFc4pyM3F9MAvFaupCtz6xQo5OmlGoZa/IH9xfh41NjYihRaJRDo6OrAm9ZNPPulxDcidO3euo6Pj448/ZvoEPV9YJ85F4jJ9okRlesym0GU8eFRVTs6vV/otU1UImD5RTKZS6urqjI6lsWZg7D5RqnNGfVNcTYU3LE3QEZXGG04eS/9Kj+V05BQGjPqjQOJovp8ET6HOSKMRMye1fLW4W8NGUyzeUX5x27ZRaK2rq3McJxaLcTUqDFrX2dl57tw5zmhAdIfdCzDfkiMY5OQ8o2OpcCWzlPIann8ku0+U3IkETElm1mk2SwMKa+I0upRGx1LKnaJykjcltNOVDcY3wRvqXiiFMZrc5Sw/6aPRaMQt3KWKfGaxVKqlMDlL/c1IpoIKzkRTjIQwQmU8r/BG5MLh8IkTJxoaGqLRaEdHR1dXFySut7c3Ho/39PQAsLNnz3744Ycff/wx0ioI+TgNRXZachkBWVJcSvlUcTJ1Jh9Jx1J6j5IxxGxS7mTDV607iMGobzwgdT+pcqmEThExBb+wGHYSTi7H8U2AnNEdpVHlFA9TQU73No2E8JpU8OgUKbpEkByReNTJnOVtFSaNyOmY6by1tLScOXMmFAq1traePXsW8RuW5/T19RE5jEVBLIfs5aVLl4AcNgnhElVMCmJpjmgZ8buXnFbRPc9H0rHMWMYy9i9aBrmMZeyhWga5jGXsoVoGuYxl7KFaBrmMZeyhWga5jGXsoVoGuYxl7KFaBrmMZeyhWga5jGXsoVoGuYxl7KFaBrmMZeyhWga5jGXsoVoGuZ+5PRiNX5/8v/4hflb2c0BuKmFvsFzL9sUu+Ty++EJvs8krAU+OZVlZnuqRyenUJ6cS9gYrqyj2YHpmZmZ6NJBnbbATU3P7eeO+xb648dqE7bEWe2MTMzMzM9Mjgbwcj/3FAn8RvqHHlkPDp8ftwiz3W2QsDfZzQS77x3t4Mu7z+OLjI4HCLCvrydwnszz2F3FftsdOzEzGffkeezjuy7Usy8or/ah9e65lWVmFgZEHMzMzMzPTD2JF2d7Yg5mJmDfXvd2NJ8E57t3vRgMrLWuDnfg27sv32F/MTMV92RtCvR8U5WZZVlZuUXviwYjtzfvh+Pu4b7Ev/v14rChPZTtheywryxt78APG2R7788mRak+WZVk5nsCVyam4L2e5Z02OleXZs8eTZWXl+nomp+VbPYj78nNzF1tWVm5R2N6Ta1nZgtvvRgNrnsx9MtsbezAzMxX3ZVuWZS3OzX1yjWd5lpXj2bPdk2VZuQfj/JEyNk/7uSDnihzue4+vPerN3miPT47bG03I5eUFRqYfxLx522OJ7ybjB/O8sQfyLadv2oWFgdHvZlKenErYm9Z4N+V7Yw+mRwIbtnjXbEpGbu3+/WtdnKYfxIqyC+3xqZFA3prA8Hnf4j3tZ97OK2pPTH8b93l+1JyE7VmzxZv/duzB/xsNeL1ej8eOx7x5hfbN6ckeX+6awPB5X3a+L54YDazM8sa+HQ3kZStvdSPuy8v19TwYtwtzfPEvklVueiSQtybQc9KbvdEe/34q7svOC4xOT/7wktFAXlZR7NvhQF7ewt2En739XJBTVG6nz5vtsRP4IDcgl++xv4Ck0B/90dObHo8VrfQEriTddOrJqYS9yXOs3JvtDYe9Ob5g0LNJU7nOaiibN/hRYOOPUjMV9y3eaQc3GL55wvZ4DgW8+d5wrTdnpx3c5LHP2Z5NdmJqZuYL25PvuxTzLfbFp6YS9qYfvpH6Vq5fDfc1CbnpB7GirB8uzMoLjHz/45/F44tPul6o+zRjC7KfKXIGlcsLjE4hOnKR+0HlvpfvNZ3oPOhZ6bVHJn/iJG76eMy72LIWe2Nx+wfk8vICI1OjgTxr1daty3N9PZNTcV/2sj2+jdmF9vjUTbswz3vmpFC55F8lYXs84ZFYUZZlZXnPjPzwLZJVTkVOeSsXGANyEzFvPhR1ejSQlxcY7skg9++3/wW7b/yz2smVIQAAAABJRU5ErkJggg==" imageanchor="1"><img alt="" border="0" src="data:image/png;base64,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" /></a></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: "Arial Rounded MT Bold","sans-serif";">The
Model for Muscle Force</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Goudy Old Style","serif";"><span style="mso-tab-count: 1;"> </span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 11.0pt;">This change in Muscle Moment Arm would
create a variable Muscle Torque, even if Muscle Force remained constant.<span style="mso-spacerun: yes;"> </span>As it happens, however, Muscle Force itself
is also subject to variation within a given contraction.<span style="mso-spacerun: yes;"> </span>The accepted model for muscle contraction is
the “sliding filament”.<span style="mso-spacerun: yes;"> </span>Without getting
too microscopic:<span style="mso-spacerun: yes;"> </span>muscles are made up of
fibers, which in turn are made up of myofibrils, which in turn are made up of
sarcomeres, which is the point of the mechanism for contraction.<span style="mso-spacerun: yes;"> </span>The pattern of force produced at each level
doesn’t differ from the</span><span style="font-family: "Goudy Old Style","serif";">
</span><span style="font-family: "Bookman Old Style","serif"; font-size: 11.0pt;">pattern
of the previous level; so that what happens at the muscle level reflects what
happens at the sarcomere.<span style="mso-spacerun: yes;"> </span>At the
sarcomere, the filaments actin and myosin don’t contract, but overlap; the
contraction is the result of the filaments sliding by each other.<span style="mso-spacerun: yes;"> </span>The force of the contraction depends on the
amount of overlap.<span style="mso-spacerun: yes;"> </span>Minimal overlap
results in low force.<span style="mso-spacerun: yes;"> </span>Maximum overlap
again results in low force; there is nowhere for the filaments to go.<span style="mso-spacerun: yes;"> </span>Somewhere in between, there is an optimal
overlap where the greatest force is generated, the “favorable length” <sup>4</sup>.<span style="mso-spacerun: yes;"> </span>(Figure 2.3)</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Goudy Old Style","serif";"> </span><img alt="" src="data:image/png;base64,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" /></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: "Arial Rounded MT Bold","sans-serif";">Muscle
Torque Patterns</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial Rounded MT Bold","sans-serif";"><span style="mso-tab-count: 1;"> </span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 11.0pt;">As it happens, both of the primary
factors in Muscle Torque change in the increase/decrease pattern, as the muscle
contracts from most stretched to most contracted.<span style="mso-spacerun: yes;"> </span>In terms of what we do in the gym, this means
we are strongest somewhere in the mid-range, which begs the question, mid-range
of what?<span style="mso-spacerun: yes;"> </span>The range of muscle action
probably exceeds a safe joint range, which probably exceeds the useful range of
an exercise.<span style="mso-spacerun: yes;"> </span>Or not, which is why in
coming chapters we look at each muscle and joint complex separately, and design
exercises to stay in a safe range for the joints while loading the range of
Maximum Muscle Torque.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span>For
now, let’s continue to explore Muscle Torque.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span>Figure
2.4A is a graph approximating Muscle Torque.<span style="mso-spacerun: yes;">
</span>In the course of a set, the curve would shift downward, as fatigue is
one of the factors affecting Muscle Force.<span style="mso-spacerun: yes;">
</span>Is it possible to have Muscle Torque in a different pattern? A qualified
Yes.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span>There
are some published graphs that show only increasing or only decreasing
curves.<span style="mso-spacerun: yes;"> </span>On closer inspection, you’ll see
that only part of the muscle’s contraction was tested, either due to a
limitation of the device or for safety.<span style="mso-spacerun: yes;">
</span>Rumor had it that Sergio Oliva, one of the legendary bodybuilders from
the ‘60s and ‘70s, had biceps and forearms so big that they collided halfway
through a curl, preventing his biceps from contracting further.<span style="mso-spacerun: yes;"> </span>In his case, the Muscle Torque curve for
biceps appeared to only increase, because the size of his muscles interfered
with “normal” limb movement, effectively testing only part of the muscle
action.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span>Right.<span style="mso-spacerun: yes;"> </span>Like we all have to worry about <i style="mso-bidi-font-style: normal;">that</i> one.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Goudy Old Style","serif";"> </span><img alt="" src="data:image/png;base64,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" /> </div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial Rounded MT Bold","sans-serif";">Passive
Tension, Speed of Contraction, and Torque Curves</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Goudy Old Style","serif";"><span style="mso-tab-count: 1;"> </span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 11.0pt;">There are other legitimate reasons for
graphs to depict other than the increase/decrease model.<span style="mso-spacerun: yes;"> </span>One is “passive tension”.<span style="mso-spacerun: yes;"> </span>The increase/decrease is created by voluntary
contractions.<span style="mso-spacerun: yes;"> </span>When an external force
stretches a muscle to near its limit, the active tension contributes less, and
structural components provide more “passive tension” until it breaks<sup>5</sup>.<span style="mso-spacerun: yes;"> </span>Technically, there’s greater potential muscle
force available, but obviously there’s no point in trying to load it with
weights.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span>The
speed of the contraction also affects the shape of the curve<sup>6</sup>.<span style="mso-spacerun: yes;"> </span>Different speeds create Maximum Muscle Torque
at different points; it still falls somewhere between least and most
concentric.<span style="mso-spacerun: yes;"> </span>In the gym, the speed of
contraction is important, but not so much for its effect on the shape of the
curve.<span style="mso-spacerun: yes;"> </span>In the Resistance Torque chapter,
we discussed that if you heave or drop the weight, you add momentum and
acceleration, and so lose control of Resistance Torque.<span style="mso-spacerun: yes;"> </span>That aside, the faster a muscle contracts,
the less force it generates; the slower the contraction, the more force<sup>7</sup>.<span style="mso-spacerun: yes;"> </span>If you have the technology that eliminates
the effect on resistance, you may be tempted to train with faster contractions;
but you still have to be careful of the muscle yanking on your own joints
during the exercise.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span>For
most, especially those using weights, the slower contraction allows you to use
more of your potential muscle force.<span style="mso-spacerun: yes;"> </span>And
at some point in training, you have to use a high percentage of that potential
(if not a maximal effort).<span style="mso-spacerun: yes;"> </span>Otherwise,
your body would have no reason to maintain or increase your capacity to
generate that force; which means less muscle mass and tone.<span style="mso-spacerun: yes;"> </span>Your body would perceive the exercise just as
an “activity of daily living” and not change as a result of it.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span>That
change is represented in Figure 2.4B.<span style="mso-spacerun: yes;">
</span>Two curves are shown, one flatter, one more peaked.<span style="mso-spacerun: yes;"> </span>The flatter represents untrained muscle.<span style="mso-spacerun: yes;"> </span>The Moment Arm changes are present, the
filaments behave as expected, so there is a slight increase/decrease.<span style="mso-spacerun: yes;"> </span>The peaked curve represents potential Muscle
Torque after an unspecified amount of ideal training.<span style="mso-spacerun: yes;"> </span>As the training worked and the fibers grew
larger, the muscle would generate more torque overall, but more so in the middle.<span style="mso-spacerun: yes;"> </span>Why?<span style="mso-spacerun: yes;">
</span>Because the “weakness” at the ends is from the reduced Moment Arms and
positioning of the filaments; not from the size of the fibers.<span style="mso-spacerun: yes;"> </span>It’s mechanical, not muscular.<span style="mso-spacerun: yes;"> </span>Regardless of the fiber size, there will always
be optimal overlap in the middle of the contraction, not the ends; and the
Muscle Moment Arms will always be larger in the middle than at full stretch or
contraction.<span style="mso-spacerun: yes;"> </span>It couldn’t be otherwise,
given the sliding filament and moment arm models.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: "Arial Rounded MT Bold","sans-serif";">Back
to the Gym</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial Rounded MT Bold","sans-serif";"><span style="mso-tab-count: 1;"> </span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 11.0pt;">Wait a minute, you’re thinking.<span style="mso-spacerun: yes;"> </span>That may be a nice theory, but when I do a
Barbell Curl, I feel pretty weak in the middle, and pretty strong at the start
and finish.<span style="mso-spacerun: yes;"> </span>My biceps torque curve must
be U shaped.<span style="mso-spacerun: yes;"> </span>When I bench press, I feel
weak at the bottom and strong at lockout, so my pecs get stronger as they
contract; their torque must “only increase”.<span style="mso-spacerun: yes;">
</span>When I row, I feel strong at the start but weaker as the weight comes to
me; my lats’ torque must “only decrease”.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span>To
explain these apparent discrepancies, we look at the interface: the overlap of
Resistance and Muscle Torque.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 8.0pt;">Notes</span></b></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l0 level1 lfo2; tab-stops: list .5in; text-indent: -.25in;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.0pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Bookman Old Style","serif"; font-size: 8.0pt;"><span style="mso-spacerun: yes;"> </span></span></b><span style="font-family: "Bookman Old Style","serif"; font-size: 8.0pt;">Vogel, Prime
Mover, 2001.</span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l0 level1 lfo2; tab-stops: list .5in; text-indent: -.25in;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.0pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.0pt;">“The Muscle
side is confusing…” See Harman, 1994, pp 31-34; Brunnstrom’s, 1996, pp 136-146;
Nordin and Frankel, Basic Biomechanics…, 2001, pp 160-165; Levangie and Norkin,
2001, pp95-103.</span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l0 level1 lfo2; tab-stops: list .5in; text-indent: -.25in;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.0pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.0pt;">“The muscle
moment arm…” See Harman, pp 28-30; Brunnstrom’s, pp 61-63.</span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l0 level1 lfo2; tab-stops: list .5in; text-indent: -.25in;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.0pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.0pt;">All the
previous references cover sliding filament and all the material on muscle
function.<span style="mso-spacerun: yes;"> </span>The explanation here is based
on Vogel, Prime Mover, pp 12-18.</span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l0 level1 lfo2; tab-stops: list .5in; text-indent: -.25in;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.0pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.0pt;">Passive
Tension:<span style="mso-spacerun: yes;"> </span>Nordin and Frankel, pp 160-161;
Brunnstrom’s, pp 138-140.</span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l0 level1 lfo2; tab-stops: list .5in; text-indent: -.25in;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.0pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.0pt;">“The speed at
which it contracts…” See Harman, p 33 for graphs.</span></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l0 level1 lfo2; tab-stops: list .5in; text-indent: -.25in;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.0pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.0pt;">“…the faster a
muscle contracts…” See Brunnstrom’s, p 142; Nordin and Frankel, pp 158-162;
Levangie and Norkin, pp 97-98.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="tab-stops: 108.75pt;">
<span style="font-family: Arial,Helvetica,sans-serif;"><i>To order the complete<b> Moment Arm Exercise</b> spiral bound manual, email optimalexercise@comcast.com with the subject line "MAEX". I will send you an invoice via Paypal and ship on payment.</i></span></div>
<div class="MsoNormal" style="tab-stops: 108.75pt;">
<br /></div>
<div class="MsoNormal" style="tab-stops: 108.75pt;">
</div>
<div class="MsoNormal">
<i><span style="font-family: Arial,Helvetica,sans-serif;">Chat about this at <a href="http://www.facebook.com/congruentexercise" target="_blank">the Congruent Exercise Facebook page.</a></span></i></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><i>
<b style="mso-bidi-font-weight: normal;">Congruent Exercise:
How to Make Weight Training Easier on Your Joints</b>, is available at<span style="mso-spacerun: yes;"> </span><a href="http://tinyurl.com/CEAmazon" target="_blank">Amazon</a> in both print and Kindle format.</i>
</span><div align="center" class="MsoNormal" style="text-align: center;">
<br /><span style="font-family: "Arial Rounded MT Bold","sans-serif"; font-size: 10.0pt;"> </span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "Arial Rounded MT Bold","sans-serif"; font-size: 10.0pt;"><br /></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "Arial Rounded MT Bold","sans-serif"; font-size: 10.0pt;"><br /></span></div>
Congruent Exercisehttp://www.blogger.com/profile/14730114646393928993noreply@blogger.com0tag:blogger.com,1999:blog-1107629464732994560.post-89934592659659865462013-04-24T13:20:00.000-07:002013-04-24T13:20:34.577-07:00Fun, Facts, and Fallacies with "Functional Training"<!--[if !mso]>
<style>
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
w\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
</style>
<![endif]--><br />
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves>false</w:TrackMoves>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]--><!--[if gte mso 9]><xml>
<o:shapedefaults v:ext="edit" spidmax="1027"/>
</xml><![endif]--><!--[if gte mso 9]><xml>
<o:shapelayout v:ext="edit">
<o:idmap v:ext="edit" data="1"/>
</o:shapelayout></xml><![endif]--><br />
<div class="MsoNoSpacing">
</div>
<div class="MsoNoSpacing">
<span style="mso-tab-count: 1;"> </span>The
New York Times recently ran an article in the Fashion & Style section on
functional training, filled with all the usual clichés, buzzwords, and
assumptions that accompany any discussion promoting functional training (<a href="http://www.nytimes.com/2013/04/21/fashion/gyms-move-from-machines-to-fitness-playgrounds.html?smid=fb-share&_r=2&).%20%20%20">http://www.nytimes.com/2013/04/21/fashion/gyms-move-from-machines-to-fitness-playgrounds.html?smid=fb-share&_r=2&).<span style="mso-spacerun: yes;"> </span></a><span style="mso-spacerun: yes;"> </span>The article explains how the big box fitness
clubs are moving out their “obsolete” weight training stations in favor of
“fitness playgrounds”, and implies that the reason for this is that functional
training is more “natural” and “logical”. </div>
<div class="MsoNoSpacing">
<span style="mso-tab-count: 1;"> </span>The
article misses the real story, though, which should have been in the Business
section instead.<span style="mso-spacerun: yes;"> </span>The health club
industry is reactive.<span style="mso-spacerun: yes;"> </span>When Curves and
“exercise salons” came along, the health clubs were caught off-guard.<span style="mso-spacerun: yes;"> </span>They had to change their programming to stop
the perceived loss of members to the exercise salons.<span style="mso-spacerun: yes;"> </span>When Retrofitness and other $20/month gyms
came along, health club memberships fees followed.<span style="mso-spacerun: yes;"> </span>Now, the industry is squeezed between the
$20/month clubs and the Cross fit “boxes” and other functional training
studios, which charge $120 per month and up.<span style="mso-spacerun: yes;">
</span>While health club customers may have several gym memberships at
$20/month, my guess is few do at $120/month.<span style="mso-spacerun: yes;">
</span>The move towards functional fitness is less about the quality of the
exercise and more about protecting market share.</div>
<div class="MsoNoSpacing">
<span style="mso-tab-count: 1;"> </span>All
of which is accompanied, however, by a good amount of misinformation in the
hype.<span style="mso-spacerun: yes;"> </span>If you want to do “functional
training”, by all means, train that way.<span style="mso-spacerun: yes;">
</span>Looks like fun.<span style="mso-spacerun: yes;"> (Hah!) </span>But as “exercise”,
it’s just a preference, nothing more.<span style="mso-spacerun: yes;"> </span>There’s
nothing more inherently right about “functional training” than any other
fitness fad, because, as you’ll notice, “functional training” is whatever the
speaker says it is. </div>
<div class="MsoNoSpacing">
<span style="mso-tab-count: 1;"> </span>But
the article makes clear that the cool kids are doing functional training.<span style="mso-spacerun: yes;"> </span>Some of the quotes in the article: “Rage
against the machines”.<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>“what’s the real logic in sitting or laying
down to work your legs”. “Arnold machines for Astro-Turf”, “…’looks like a
prison guard tower’…he said with pride…”, “It’s the money shot”, “If it’s
machine based or has a pin, it’s a thing of the past.<span style="mso-spacerun: yes;"> </span>Adapt or die”. <span style="mso-spacerun: yes;"> </span>“I can’t believe that’s what you’re
doing.<span style="mso-spacerun: yes;"> </span>That is so dumb”. <span style="mso-spacerun: yes;"> </span>All, by the way, from vendors selling
functional training product, consulting, and memberships, and the newly
converted.<span style="mso-spacerun: yes;"> </span>Not quite an objective
sample.</div>
<div class="MsoNoSpacing">
<span style="mso-tab-count: 1;"> </span>The writer
also reveals her bias when she explains that machines still appeal to “two
small but distinct constituencies:<span style="mso-spacerun: yes;">
</span>traditional bodybuilders, and “people with set ideas of what constitutes
a workout, and who like to hide in the gym”.<span style="mso-spacerun: yes;">
</span></div>
<div class="MsoNoSpacing">
<span style="mso-tab-count: 1;"> </span>Ok,
first of all, traditional bodybuilders like machines?<span style="mso-spacerun: yes;"> </span>Since when?<span style="mso-spacerun: yes;">
</span>“Free weights vs. machines” has been a constant debate in bodybuilding
for over 40 years.</div>
<div class="MsoNoSpacing">
<span style="mso-tab-count: 1;"> </span>And
as far as the “people with set ideas…who like to hide in the gym”?<span style="mso-spacerun: yes;"> </span>Well, that’s one way to describe them.<span style="mso-spacerun: yes;"> </span>Another way might be “people who want
specific benefits from a workout without getting hurt, and don’t need to be an
exhibitionist about it”.<span style="mso-spacerun: yes;"> </span>But that’s just
me.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNoSpacing">
<span style="mso-tab-count: 1;"> </span>Personally,
I question whether “functional training” is either logical or natural.<span style="mso-spacerun: yes;"> </span>In chapter 3 of Congruent Exercise (links below), I tried to objectively look at the pros and cons of “functional
training”.<span style="mso-spacerun: yes;"> </span>Here it is.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing">
***</div>
<div class="MsoNoSpacing">
<span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">From <b style="mso-bidi-font-weight: normal;">Congruent Exercise: How To Make Weight Training Easier On Your Joints</b></span></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<span style="mso-tab-count: 1;"> </span>It’s
hard to argue with what appears to be the intent behind "Functional Training".<span style="mso-spacerun: yes;"> </span>One of the benefits of any
exercise program should be to help you deal with the physical demands of your
everyday life, and the design of your program should reflect that.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNoSpacing">
<span style="mso-tab-count: 1;"> </span>Go
back 30 years or so.<span style="mso-spacerun: yes;"> </span>As the general
public became interested in weight training, the only people familiar with
weights were bodybuilders, and so everyone tried to train like a bodybuilder.<span style="mso-spacerun: yes;"> </span>Obviously, unless your goal is bodybuilding,
this is completely inappropriate for an athlete, an executive, a homemaker, a
physical therapy patient, etc., and so the idea came about of looking at why
the person was training, and tailoring the program to the person.<span style="mso-spacerun: yes;"> </span>In other words, training became more
functional, i.e. more related to the intended purpose.</div>
<div class="MsoNoSpacing">
<span style="mso-tab-count: 1;"> </span>Skip
ahead to now.<span style="mso-spacerun: yes;"> </span>The phrase “Functional
Training” has taken over the exercise media, used to justify an incredibly wide
range of physical activities.<span style="mso-spacerun: yes;"> </span>So wide,
that the original intent seems lost, and the practice is full of
inconsistencies.<span style="mso-spacerun: yes;"> </span>Is it “working the body
as a unit”?<span style="mso-spacerun: yes;"> </span>Then wouldn’t kettlebells
and weighted vests become, “a unit, plus”.<span style="mso-spacerun: yes;">
</span>Is it free weight exercises only?<span style="mso-spacerun: yes;">
</span>Then why do “functional training” catalogs feature pulley and vibration
machines? Is it to “prepare you for the demands of daily life”?<span style="mso-spacerun: yes;"> </span>Wouldn’t the things you do in daily life have
done that already?<span style="mso-spacerun: yes;"> </span>Between the serious
people doing specific work with their athletes and clients, the personal
trainers impressing their clients with their deep knowledge of human tricks,
and the catalogs trying to sell affordable equipment rather than multi-thousand
dollar machines, the legitimate information gets lost among all the hype and
clutter.<span style="mso-spacerun: yes;"> </span>Let’s try to put all these
activities in context. </div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">The Good: Moving Limbs vs. Stabilizing Joints</span></b></div>
<div class="MsoNoSpacing">
<span style="mso-tab-count: 1;"> </span><b>The
best parts of “Functional Training” draw a distinction between the muscles that
move limbs and the muscles that stabilize joints, and explore appropriate ways
of training the stabilizers.</b> </div>
<div class="MsoNoSpacing">
<span style="mso-tab-count: 1;"> </span>Anyone
who weight trains is familiar with the standard, head-to-toe, front-and-back,
muscle chart.<span style="mso-spacerun: yes;"> </span>This isn’t a complete
inventory; these are the most superficial muscles, the prime movers, the ones
that give your physique a shape.<span style="mso-spacerun: yes;">
</span>Compared to the underlying muscles, these muscles are bigger, have fewer
attachments, and are easier to distinguish from each other.<span style="mso-spacerun: yes;"> </span>Since they’re on top, and bigger, they have
more internal distance between their angle of pull and the axis of the joint,
so they act through a greater internal moment arm.<span style="mso-spacerun: yes;"> </span>These muscles are most suited for moving
limbs and applying torque through the limbs.</div>
<div class="MsoNoSpacing">
<span style="mso-tab-count: 1;"> </span>Not
visible on the standard muscle chart are the deeper layers of muscles, the
postural muscles.<span style="mso-spacerun: yes;"> </span>These have
complementary qualities to the superficial muscles.<span style="mso-spacerun: yes;"> </span>These are smaller or flatter, have many
attachments, and often blend with adjacent muscles in anatomy and in
function.<span style="mso-spacerun: yes;"> </span>They are closer to the joints,
so they act through much smaller moment arms, and so wouldn’t be as suited to
move the limbs. <span style="mso-spacerun: yes;"> </span>The smaller size keeps
them out of the way of joint motion, so they are unlikely to grow, or at least
grow noticeably; but they still are able to hold the joints together, because
muscles are stronger holding or releasing than lifting.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNoSpacing">
<span style="mso-tab-count: 1;"> </span>We’ve
already looked at the muscles around the spine.<span style="mso-spacerun: yes;">
</span>The rotator cuff is an example of separate muscles (supraspinatus,
infraspinatus, teres minor, subscapularis) blending with adjacent muscles.<span style="mso-spacerun: yes;"> </span>The deep muscles around the hip blend in
function, with each muscle having different roles in moving or holding the
femur, depending on the degree of rotation, flexion, extension, adduction, and
abduction.<span style="mso-spacerun: yes;"> </span>Each joint is similar, in
that multiple deeper muscles with different attachments work in different
combinations.</div>
<div class="MsoNoSpacing">
<span style="mso-tab-count: 1;"> </span>Practically,
the differences between the postural and prime movers show up in injuries.<span style="mso-spacerun: yes;"> </span>Rotator cuff problems are more common than
deltoid problems; back spasms more common than glute strains.<span style="mso-spacerun: yes;"> </span>Groin pulls happen, partially because most
lower body work ( e.g. squat, deadlifts) stabilizes both legs at the same time,
so the deep muscles of the hip are relatively untrained.</div>
<div class="MsoNoSpacing">
<span style="mso-tab-count: 1;"> </span>The
interaction between the two sets of muscles is summed up by “you don’t fire a
cannon out of a canoe”.<span style="mso-spacerun: yes;"> </span>The bigger
superficial muscles need a stable platform, provided by the deep muscles
holding the joints steady.<span style="mso-spacerun: yes;"> </span>With that
platform, your effort goes directly against the object you’re working against,
whether it’s a barbell, machine, opponent, or the ground.<span style="mso-spacerun: yes;"> </span>Without that platform, not only is your
effort dispersed, the load you push against “pushes back”: the deep muscle
trying to hold the joint together is now trying to move against that load.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNoSpacing">
<span style="mso-tab-count: 1;"> </span>In
your workout, your choice between free weights and machines in this regard is
almost irrelevant.<span style="mso-spacerun: yes;"> </span>You should brace your
midsection, hold your shoulders down and back, and set your hips and ankles
whether you’re on a machine, using a barbell, or whatever your tool of choice.
It’s what you do with your body that counts.<span style="mso-spacerun: yes;">
</span>You can stabilize your joints on a machine, and you can have poor
posture with a free weight; the tool doesn’t inherently dictate what happens
with the deep muscles.</div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<b>Training the Core</b> <span style="mso-tab-count: 1;"> </span></div>
<div class="MsoNoSpacing">
<span style="mso-tab-count: 1;"> </span>A
more relevant issue is when and how it’s appropriate to specifically train the
deep muscles.<span style="mso-spacerun: yes;"> </span>If the rest of your
training is done with stable postures, and you seem to get through your daily
physical activities without problems, you may be fine without any specific work
for the deep muscles.<span style="mso-spacerun: yes;"> </span>If it’s not broke,
don’t fix it.<span style="mso-spacerun: yes;"> </span>Conversely, if you’ve had
problems in the past, and if you’re not actively injured, a modest amount might
be preventive.<span style="mso-spacerun: yes;"> </span>The key is to not use the
same strategies for the deep, as you do for the show muscles.</div>
<div class="MsoNoSpacing">
<span style="mso-tab-count: 1;"> </span>Remember,
the deep muscles are used to holding statically.<span style="mso-spacerun: yes;"> </span>Holding strength is greater than lifting
strength; but another way to look at it is that holding requires less energy
than lifting.<span style="mso-spacerun: yes;"> </span>Simply moving a muscle
that is used to holding is more work for that muscle; you don’t need to set
personal records.<span style="mso-spacerun: yes;"> </span>This is why, for
instance, elastic and light dumbbells are perfectly adequate for rotator cuff
work.<span style="mso-spacerun: yes;"> </span>Concentrate on the movement, not
the weight, which will also keep the larger superficial muscles from taking
over.<span style="mso-spacerun: yes;"> </span>For the muscles around the spine,
which are used to holding in a vertical posture, simply shifting to horizontal,
with planks, bird dogs, side planks, etc. is significantly more load for them
to hold.</div>
<div class="MsoNoSpacing">
<span style="mso-tab-count: 1;"> </span>These
aren’t your only options; the catalogs are full of them, and some of them may
work for you.<span style="mso-spacerun: yes;"> </span>Before you buy the device,
just know what you’re trying to accomplish; then disregard the chart of 30
exercises that comes with it and do what you need.</div>
<div class="MsoNoSpacing">
<span style="mso-tab-count: 1;"> </span>One
strategy to be particularly careful of is “Train Movements, Not Muscles”.<span style="mso-spacerun: yes;"> </span>This makes sense when doing specific exercise
for the deep muscles. It’s almost impossible to isolate the individual deep
muscles of the spine, or the hips, or rotator cuff, so using a specific
movement (planks, birddog; one leg balance; Bodyblade) for the general area
works.<span style="mso-spacerun: yes;"> </span>It makes less sense if you’re
combining Big Muscle Movements: squats with curls, walking lunges with presses,
wood choppers and squats.<span style="mso-spacerun: yes;"> </span>The work for
the bigger muscles is going to be limited by the smaller muscles, but more
importantly, the weights are going to be constantly throwing your center of
gravity off.<span style="mso-spacerun: yes;"> </span>Are you concentrating on
your leg movements, your arm movements, or managing your postures?<span style="mso-spacerun: yes;"> </span>To me, the cost of mismanaging your spine
posture is far too high for whatever benefits are touted.<span style="mso-spacerun: yes;"> </span>If you really feel the need to train
“movements” in this way, my suggestion is to use other ways of adding challenge
than using weights: stricter form, slower movements, less rest between
sets.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNoSpacing">
<span style="mso-tab-count: 1;"> </span>Of
course, practicing the actual techniques in a sport, martial art, dance, etc.
is real “training movements”.<span style="mso-spacerun: yes;"> </span>If you
really feel the need to “do something more athletic”, I suggest you do an
actual real-world activity, not mash together weight training movements.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNoSpacing">
<span style="mso-tab-count: 1;"> </span>The
combination movements are hard work, however.<span style="mso-spacerun: yes;">
</span>Your breathing gets heavy, your muscles burn, you may get nauseous, all
very compelling; but this leads to the real concern about “Functional
Training”.</div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">And, the Not So Good</span></b></div>
<div class="MsoNoSpacing">
<span style="mso-tab-count: 1;"> </span><b>The
worst parts of “Functional Training” blur the distinctions between the muscles
that move limbs and the muscles that stabilize joints, and risk long-term joint
health for the sake of today’s “hard workout”.</b><span style="mso-spacerun: yes;">
</span></div>
<div class="MsoNoSpacing">
<span style="mso-tab-count: 1;"> </span>The
barbell squat, for instance, is generally considered a more functional exercise
than the leg press.<span style="mso-spacerun: yes;"> </span>You’ll get no argument
from me that a hard set of barbell squats is, overall, more physically draining
than a hard set of leg presses.<span style="mso-spacerun: yes;"> </span>And the
barbell squat certainly requires more balance and knowing where your body is in
space (proprioception) than the leg press.<span style="mso-spacerun: yes;">
</span>Yet, when you look at the bones and muscles above the pelvis compared to
below, the leg press does appear to load the body more appropriately (as
detailed previously).<span style="mso-spacerun: yes;"> </span>And when you look
at the body’s mechanisms for balance and proprioception, a barbell is a curious
choice to address those.<span style="mso-spacerun: yes;"> </span>Regarding the
barbell squat as “Functional” emphasizes today’s hard workout over concerns for
the long term health of the spine.</div>
<div class="MsoNoSpacing">
<span style="mso-tab-count: 1;"> </span>Rotating
and bending are also considered “Functional”, in that they’re usually
categorized as part of people’s daily activities.<span style="mso-spacerun: yes;"> </span>Up and down “woodchops” using pulleys or
elastic, medicine balls, kettlebells are all used to train rotation.<span style="mso-spacerun: yes;"> </span>The problem is that in practice, there is a
slight difference between a “turn” and a “twist”, but there’s a huge difference
in effect on the spine.<span style="mso-spacerun: yes;"> </span>With a turn, the
hips and shoulders stay in the same plane, held there by the muscles around the
spine and midsection.<span style="mso-spacerun: yes;"> </span>This movement is
worth practicing, under control, so that when you actually do it in real life
(lifting a load out of a car trunk, swinging a baseball bat, golf club, etc.)
your body has done it before and knows how to do it.<span style="mso-spacerun: yes;"> </span>Sports coaches teach it all the time:<span style="mso-spacerun: yes;"> </span>“Get your hips into it”.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNoSpacing">
<span style="mso-tab-count: 1;"> </span>Same
thing with bending:<span style="mso-spacerun: yes;"> </span>“Bend from the hips”
or “Lift with your legs, not your back” refers to hip hinging.<span style="mso-spacerun: yes;"> </span>You hold your spine steady, with the normal
curves, and bend at the hips and knees.<span style="mso-spacerun: yes;">
</span>The muscles around your spine maintain the spine posture, while the
bigger muscles of the hips and thighs provide the force and motion.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNoSpacing">
<span style="mso-tab-count: 1;"> </span>The
potential problems start when, from either fatigue or losing focus, the turns
and hip hinges turn into twisting and bending the spine.<span style="mso-spacerun: yes;"> </span>The first risk is to the deep muscles, which
may strain and go into spasm, but the more important and long term risk is to
the disc.<span style="mso-spacerun: yes;"> </span>The normal curves in the back
keep the load on the discs even.<span style="mso-spacerun: yes;"> </span>While
the spinal column curves, the discs stay flat.<span style="mso-spacerun: yes;">
</span>Flatten a curve in the spine, or bend it more, and one side of the disc
gets pinched while the other pushes out.<span style="mso-spacerun: yes;">
</span>Twist the spine, and the top half of the disc moves with the top
vertebrae, while the bottom stays in place or goes opposite; like wringing out
a wet towel.<span style="mso-spacerun: yes;"> </span>You can do this one time, a
handful of times, maybe even years of times, and get away with it; but repeated
over time, and neither situation is good for the long term health of the disc.</div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing" style="text-align: center;">
<img alt="" src="data:image/png;base64,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" /><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"> </span></b></div>
<div class="MsoNoSpacing">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">A Safer Approach</span></b></div>
<div class="MsoNoSpacing">
<span style="mso-tab-count: 1;"> </span>If
you are using rotation and bending movements in your workout, check
yourself.<span style="mso-spacerun: yes;"> </span>Are you concentrating on
turning and hip hinging, or is muscle burn and heavy breathing distracting
you?<span style="mso-spacerun: yes;"> </span>If you are using combination
movements, (dumbbell row while lunging, curls while squatting, etc.), are you
paying attention to your trunk, or are you just getting through the set and
hoping for the best?<span style="mso-spacerun: yes;"> </span>Group workouts,
kettlebell classes, boot camps, infomercial circuit-style training all use
these movements, and they’re all hard work, but you may be focused on the
effort and not paying attention to your spine.<span style="mso-spacerun: yes;">
</span>Even if you avoid an immediate injury, even if you do lose bodyfat and
get stronger, joint wear-and-tear from the exercise itself doesn’t get
erased.<span style="mso-spacerun: yes;"> </span>It accumulates.<span style="mso-spacerun: yes;"> </span>People who don’t exercise, and bend and twist
any number of times in daily life, end up with herniated discs and other back
problems.<span style="mso-spacerun: yes;"> </span>Do this deliberately, or
inadvertently, in your workouts, and not only are your reps and sets adding to
your count of daily life bends and twists, you may be adding speed and
resistance to it. <span style="mso-spacerun: yes;"> </span>“I’ve done this for
years and haven’t had any problems”… yet.<span style="mso-spacerun: yes;">
</span>Past performance is no guarantee of future results.</div>
<div class="MsoNoSpacing">
<span style="mso-tab-count: 1;"> </span>If
your daily life requires you to use bad body mechanics, fix the bad body
mechanics in the first place, don’t practice them in your workout.<span style="mso-spacerun: yes;"> </span>Adding reps, speed, and weight to bad body
mechanics will just accelerate the wear-and-tear, not make you
invulnerable.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNoSpacing">
<span style="mso-tab-count: 1;"> </span>Carry
loads close to your body.<span style="mso-spacerun: yes;"> </span>Put the heavy
weight plates on trees at chest level.<span style="mso-spacerun: yes;">
</span>Turn, don’t twist.<span style="mso-spacerun: yes;"> </span>Lift with your
legs, not your back. Learn technical instruction in sports, and ergonomics at
work.</div>
<div class="MsoNoSpacing">
<span style="mso-tab-count: 1;"> </span>Then
in your workout:<span style="mso-spacerun: yes;"> </span>Train the superficial
muscles with your tool of choice.<span style="mso-spacerun: yes;">
</span>Consciously stabilize your posture while doing so.<span style="mso-spacerun: yes;"> </span>If you need to train deeper muscles
separately, use light weights, elastics, the appropriate devices (vibration
plates, Bodyblades, etc.), or reposition your bodyweight.<span style="mso-spacerun: yes;"> </span>Save the heavy metabolic challenge for
exercises and activities that don’t put the spine in a vulnerable position.</div>
<div class="MsoNoSpacing">
<span style="mso-tab-count: 1;"> </span>Consider
avoiding exercises that draw a fine line between “safe” and “dangerous” and
don’t allow room for fatigue or distraction.<span style="mso-spacerun: yes;">
</span>But if you simply must do them, do them when you’re fresh and can focus
on perfect form.<span style="mso-spacerun: yes;"> </span>It doesn’t help if your
training is “functional”, and you’re not.<span style="mso-spacerun: yes;">
</span></div>
<div class="CSP-ChapterBodyText">
***</div>
<div class="CSP-ChapterBodyText">
</div>
<div class="CSP-ChapterBodyText">
<span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> Please feel free to comment from
a forum or message board, where someone who’s gotten hurt doing Cross-fit, P90X, and the like may see it and
find it useful. </span></div>
<div class="CSP-ChapterBodyText">
<span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Discussion
and questions for me answered at </span><a href="https://www.facebook.com/CongruentExercise"><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">https://www.facebook.com/CongruentExercise</span></a><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></div>
<div class="CSP-ChapterBodyText" style="tab-stops: 142.55pt;">
<span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">More of this is at </span><a href="http://www.congruentexercise.blogspot.com/"><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">www.congruentexercise.blogspot.com</span></a><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.</span></div>
<div class="CSP-ChapterBodyText">
<span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">A directory
of free links is at </span><a href="http://congruentexercise.blogspot.com/2013_01_01_archive.html"><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">http://congruentexercise.blogspot.com/2013_01_01_archive.html</span></a><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="CSP-ChapterBodyText">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Congruent Exercise: How To Make Weight
Training Easier on Your Joints,</span></b><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> is
available on Amazon (</span><a href="http://www.amazon.com/Congruent-Exercise-Weight-Training-Easier/dp/1467930415/ref=sr_1_2?s=books&ie=UTF8&qid=1326801543&sr=1-2"><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">http://www.amazon.com/Congruent-Exercise-Weight-Training-Easier/dp/1467930415/ref=sr_1_2?s=books&ie=UTF8&qid=1326801543&sr=1-2</span></a><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">).</span></div>
<div class="CSP-ChapterBodyText">
<span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Thanks for
reading!</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 8.0pt; line-height: 115%;">Congruent Exercise: How To Make Weight
Training Easier On Your Joints</span></b><span style="font-size: 8.0pt; line-height: 115%;">, Copyright William DeSimone</span></div>
Congruent Exercisehttp://www.blogger.com/profile/14730114646393928993noreply@blogger.comtag:blogger.com,1999:blog-1107629464732994560.post-15678576282715983362013-02-19T07:36:00.001-08:002013-02-19T07:36:23.652-08:00Congruent Exercise Preface and Introduction<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><br />
<!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin:0in;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;}
</style>
<![endif]-->
<br />
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%;"> From Congruent Exercise: How to Make Weight Training Easier on Your Joints</span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%;"><br /></span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%;">Video, podcast, interviews, and Amazon links at </span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%;"><a href="http://congruentexercise.blogspot.com/2013_01_01_archive.html">http://congruentexercise.blogspot.com/2013_01_01_archive.html</a> </span></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%;">Preface</span></b></div>
<div class="MsoNormal">
<span style="mso-tab-count: 1;"> </span>You
would think that with all the exercise options available today, it should go
without saying that what you do to get in shape actually had some relationship
with proper muscle and joint function.</div>
<div class="MsoNormal">
<span style="mso-tab-count: 1;"> </span>You
would think that for all the avenues of exercise information—the websites,
magazines, certifications, academic departments, etc.-- that someone would
regularly compare a biomechanics textbook to what human joints and muscles are
subject to in exercise, and identify any questionable practices.</div>
<div class="MsoNormal">
<span style="mso-tab-count: 1;"> </span>You
would think that for as many times as we see the words “functional” and
“biomechanically-correct”<span style="mso-spacerun: yes;"> </span>and “safe and
effective”, that there would never be any injuries or problems resulting from
exercise, and that everyone indulging in it would have a stronger, pain-free,
injury-free body as a result.</div>
<div class="MsoNormal">
<span style="mso-tab-count: 1;"> </span>You
might think that, but it’s not true.<span style="mso-spacerun: yes;">
</span>There have been several high-profile injuries to top athletes in the
weight room, all of which were easily preventable, and worse, easily
predictable, to anyone with even a passing familiarity with biomechanics.<span style="mso-spacerun: yes;"> </span>But it’s not just catastrophic events
happening to high level athletes, who might be willing to accept more risk in
hope of a substantial reward.<span style="mso-spacerun: yes;"> </span>Much of
what we find in commercial exercise subjects the joints and muscles to strains
that simply cannot be met, over time, by human anatomy; and no, it’s not a
question “working through” or “getting used to it”.<span style="mso-spacerun: yes;"> </span>Many of the joint movements and loading
patterns found in classic, free-weight bodybuilding, so-called “functional
training”, and machine designs are guilty of this.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal">
<span style="mso-tab-count: 1;"> </span>And
while not as dramatic as the athletes’ injuries, over time, this strain can
contribute to a long list of chronic conditions, such as back and knee pain,
impingements, tendinitis, bursitis, ruptures, tears.<span style="mso-spacerun: yes;"> </span>Yes, people who don’t lift weights also get
these conditions, but the wear and tear of a lifetime that leads to those
conditions is already there.<span style="mso-spacerun: yes;"> </span>Why add to
it with poorly designed exercises?</div>
<div class="MsoNormal">
<span style="mso-tab-count: 1;"> </span>Of
course, the long-term detriment will only be there if you stick with it.<span style="mso-spacerun: yes;"> </span>How many people drop out of exercise because
their results don’t measure up?<span style="mso-spacerun: yes;"> </span>How many
people get frustrated, because they don’t continue to improve as they’ve been
led to believe?<span style="mso-spacerun: yes;"> </span>So they read another
website and try another scheme, or they go the supplement and ergogenic aids
route, which can lead to all sorts of confusion and frustration and all that
entails.</div>
<div class="MsoNormal">
<span style="mso-tab-count: 1;"> </span>Wow.<span style="mso-spacerun: yes;"> </span>Rereading the preceding paragraphs, it may be
hard to believe that I’m actually a huge advocate of weight training and
exercise.<span style="mso-spacerun: yes;"> </span>I’ve been using weights myself
for almost 40 years (I should be HUGE).<span style="mso-spacerun: yes;">
</span>I started as a personal trainer in 1983, I’ve been certified by two of
the major organizations, and I train clients in my own studio.<span style="mso-spacerun: yes;"> </span>I’ve competed …well, maybe “participated” is
more accurate…I’ve participated in bodybuilding, triathlon, inline skating,
martial arts, softball, and the usual sports. </div>
<div class="MsoNormal">
<span style="mso-tab-count: 1;"> </span>And
boy, have I inflicted some damage on myself.<span style="mso-spacerun: yes;">
</span>Nothing particularly life-threatening, a back ache here, a ruptured
biceps there, a ruptured triceps also there, a chronic sore shoulder, but
enough to get my attention.<span style="mso-spacerun: yes;"> </span>So a few
years ago, I put aside my old muscle magazines and trade paperbacks and firmly
held beliefs, and dove into texts on biomechanics and anatomy and kinesiology
and simple machines.<span style="mso-spacerun: yes;"> </span>Most of those texts
aren’t written with working out in mind; they are more like reference
texts.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal">
<span style="mso-tab-count: 1;"> </span>I
eventually settled on a pattern of starting with a basic conventional exercise,
looking at the relevant anatomy and movements, and then modifying the exercise
to match textbook muscle-and joint- function.<span style="mso-spacerun: yes;">
</span>I tried the exercises on myself, and where appropriate, on clients,
until I arrived at the set of exercises illustrated here.<span style="mso-spacerun: yes;"> </span>I began to present the material, first in a
manual called <b style="mso-bidi-font-weight: normal;">Moment Arm Exercise</b>,
then at in-services, conferences, and most recently on You Tube, hopefully
refining the presentation so that the concepts to follow are clear and accurate
enough for you to use in the gym tomorrow.<span style="mso-spacerun: yes;">
</span></div>
<div class="MsoNormal">
<span style="mso-tab-count: 1;"> </span>A few
disclaimers.<span style="mso-spacerun: yes;"> </span>First, I’m a trainer.<span style="mso-spacerun: yes;"> </span>I’m not a physiologist, or a doctor, or a
mechanical engineer, or a biomedical engineer, or a kinesiologist, or physical
therapist…you get the drift.<span style="mso-spacerun: yes;"> </span>I’m trying
to apply what appears to be proper muscle and joint function, as laid out in
those texts, to getting another human being to lift a heavy thing for health
purposes.<span style="mso-spacerun: yes;"> </span>So I may sacrifice the
precision of a reference text in labeling or describing, in order to relate
what to do in the gym now.<span style="mso-spacerun: yes;"> </span>Hopefully, we
gain in clarity what I give up in precision.<span style="mso-spacerun: yes;">
</span>If you need the exact nomenclature, well, that’s what bibliographies are
for.</div>
<div class="MsoNormal">
<span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>Second, I’m not the
Reality-Show-Trainer-Star-type.<span style="mso-spacerun: yes;"> </span>I’m not
afraid of, or opposed to, hard physical work as part of getting in shape, but I
do prefer to avoid unintended consequences.<span style="mso-spacerun: yes;">
</span>I’ve heard people say that injuries are the price you pay to get in
great shape.<span style="mso-spacerun: yes;"> </span>That’s silly and
self-defeating.<span style="mso-spacerun: yes;"> </span>The price you pay is the
time you spend doing it, that you could be doing something else.<span style="mso-spacerun: yes;"> </span>Setting yourself up for a back or shoulder
injury (or worse), now or in the future, is a heavy price to pay, especially
when the information to avoid it is easily available now, and when the
connection between the risk and reward is speculative at best.</div>
<div class="MsoNormal">
<span style="mso-tab-count: 1;"> </span>Finally,
to be clear on the context:<span style="mso-spacerun: yes;"> </span>Weight
training has undeniable benefits.<span style="mso-spacerun: yes;"> </span>It can
give shape and strength to our muscles, and make the physical parts of our day
easier.<span style="mso-spacerun: yes;"> </span>It can help prevent injury, and
keep us mobile and functional as we age.<span style="mso-spacerun: yes;">
</span>It can help our mood and self-esteem, and dozens of other measures.</div>
<div class="MsoNormal">
<span style="mso-tab-count: 1;"> </span>It can
also crush spines, throats, and jaws; tear rotator cuffs, rupture biceps,
quadriceps, and other muscles; and combined with everything else in life,
contribute to chronic joint problems.<span style="mso-spacerun: yes;">
</span>And it can be frustrating and lead to a number of dead ends.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal">
<span style="mso-tab-count: 1;"> </span>Both
the pros and cons are true; fortunately, it’s not an either/or situation.<span style="mso-spacerun: yes;"> </span>You can get all the benefits of weight
training, without the risk and frustration, by applying the appropriate joint
movements, postures, moment arms, i.e. biomechanics , to your exercises.<span style="mso-spacerun: yes;"> </span>And you’ll be able to apply this anywhere,
whether you are surrounded by the most current, high tech, selectorized
machines, or sewer plates on a rusty bar, or doing chin-ups on a tree, because
the one constant is your body and biomechanics.</div>
<div class="MsoNormal">
<span style="mso-tab-count: 1;"> </span>Here’s
how.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Bill DeSimone</div>
<div class="MsoNormal">
Many months in 2010 and 11</div>
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 11.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;"><br clear="all" style="mso-special-character: line-break; page-break-before: always;" />
</span></b>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%;">Introduction</span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%;">Congruent Exercise</span></b><span style="font-size: 12.0pt; line-height: 115%;"> offers a unique, biomechanics-based
approach to weight training.<span style="mso-spacerun: yes;"> </span>By putting
safe muscle and joint function first, and then designing the exercises to fit
that, the goal is to get all the benefits of weight training, without any
injuries or chronic conditions, over years of training. </span></div>
<div class="MsoNormal">
<span style="font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>Much of today’s exercise scene is
based on performance: competing with others in a group workout, setting a personal
record in a lift, finishing a machine circuit in a faster time.<span style="mso-spacerun: yes;"> </span>And you certainly can get in shape this way,
but frequently at a physical cost.<span style="mso-spacerun: yes;"> </span>This
might be a perfectly valid approach to a sports competition, for which you’ll
make some short-term sacrifice for the larger goal of winning the event.<span style="mso-spacerun: yes;"> </span>While there certainly is a value to peaking
for a specific event, by definition, it’s not training that can last.</span></div>
<div class="MsoNormal">
<span style="font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>I’m more interested in the long haul.<span style="mso-spacerun: yes;"> </span>You could use this material in a peaking
strategy; although in all honestly, if you look at the training programs of
champion athletes and fitness celebrities, they are far more extreme than what
you’ll find here.<span style="mso-spacerun: yes;"> </span>I’m looking at weight
training as a regular activity, every week, for a lifetime, to get whatever
benefits you can for as long as you can.<span style="mso-spacerun: yes;">
</span>Aching shoulders, backs, and knees, not to mention more serious
injuries, tend to discourage that.<span style="mso-spacerun: yes;"> </span>And
since many of those aches, pains, and injuries come from the disconnect between
Biomechanics and Exercise, it’s a pretty direct fix.</span></div>
<div class="MsoNormal">
<span style="font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>You may be surprised that many of
the joint motions you’re used to seeing in conventional exercise, contradict
safe joint motions as described in biomechanics textbooks.<span style="mso-spacerun: yes;"> </span>Part of that comes from compromised sports, dance,
and martial arts movements working their way into exercise.<span style="mso-spacerun: yes;"> </span>Part of it comes from the visceral appeal of
exercise (“no pain, no gain”) and associating “feel” with benefit, even if what
you’re feeling is strain.<span style="mso-spacerun: yes;"> </span>While popular
exercise concerns itself with bigger biceps and ripped abdomens, academic
biomechanics are working on joint replacements and prosthetics.<span style="mso-spacerun: yes;"> </span>(Where ARE their priorities?)<span style="mso-spacerun: yes;"> </span>This leaves a huge gap, where basic biomechanics
could be applied to exercises, taking some of the material from academia and
dropping it into the gym where people might be able to use it earlier in
life.<span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;">Congruent Exercise</b> is intended to do just that.</span></div>
<div class="MsoNormal">
<span style="font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>I have presented much of the<span style="mso-spacerun: yes;"> </span>first 5 chapters previously in conferences,
in Orlando for Anthony Johnson’s 21 Convention in 2010, and in Minneapolis for
Luke Carlson’s HIT Resurgence in 2011.<span style="mso-spacerun: yes;">
</span>Video is available on You Tube and as part of larger packages through
both Anthony and Luke.<span style="mso-spacerun: yes;"> </span>This manual
elaborates on that material, and adds 20 exercises demonstrating the appropriate
joint patterns, using both commercial equipment and dumbbells, bodyweight, and
light gear. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: 12.0pt; line-height: 115%;"> </span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%;">From Congruent Exercise: How to Make Weight Training Easier on Your Joints</span></b></div>
<br />
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%;"><br /></span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%;">Video, podcast, interviews, and Amazon links at </span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%;"><a href="http://congruentexercise.blogspot.com/2013_01_01_archive.html">http://congruentexercise.blogspot.com/2013_01_01_archive.html</a> </span></b></div>
<div class="MsoNormal">
<br /></div>
<br />
<div class="MsoNormal">
<span style="font-size: 12.0pt; line-height: 115%;"> </span>Congruent Exercise, copyright 2012 William DeSimone</div>
Congruent Exercisehttp://www.blogger.com/profile/14730114646393928993noreply@blogger.com0tag:blogger.com,1999:blog-1107629464732994560.post-34262686326239115682013-02-02T14:22:00.000-08:002013-02-02T14:22:15.674-08:00How Heavy is a Ten Pound Dumbbell?<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="margin-left: 1em; margin-right: 1em; text-align: justify;">
<img alt="" src="data:image/png;base64,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" /> </div>
<div style="margin-left: 1em; margin-right: 1em; text-align: justify;">
<br /></div>
<br />
<div style="margin-left: 1em; margin-right: 1em; text-align: justify;">
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves>false</w:TrackMoves>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]--><!--[if gte mso 9]><xml>
<o:shapedefaults v:ext="edit" spidmax="2050"/>
</xml><![endif]--><!--[if gte mso 9]><xml>
<o:shapelayout v:ext="edit">
<o:idmap v:ext="edit" data="1"/>
</o:shapelayout></xml><![endif]-->
</div>
<div class="MsoNormal">
Chapter 1 of Moment Arm Exercise</div>
<div class="MsoNormal">
<i>Note:<span style="mso-spacerun: yes;"> </span>This is the
first chapter of Moment Arm Exercise, a manual I wrote in the early 2000s on
biomechanics and exercises.<span style="mso-spacerun: yes;"> </span>Dr. Doug
McGuff , Fred Hahn and the late Greg Anderson, none of whom knew me personally
at the time, helped find the audience for it, strictly out of their genuine
interest in the material; a gesture I continue to appreciate.<span style="mso-spacerun: yes;"> </span></i></div>
<i>
</i><br />
<div class="MsoNormal">
<i>As a gesture to remember Greg, I’ll post a chapter at a time
on this blog over the next year.<span style="mso-spacerun: yes;"> </span></i></div>
<i>
</i><br />
<div class="MsoNormal">
<i>For an overview/summary, see <a href="http://conditioningresearch.blogspot.com/2009/11/congruent-exercise-interview-with-bill_18.html" target="_blank">Chris Highcock's interview on Conditioning Research</a> for text, or <a href="http://tinyurl.com/maexintro" target="_blank">a seven minute video preview</a> by yours truly.<span style="mso-spacerun: yes;">
</span>Chapters, diagrams, and photos posted here
may vary slightly from the original due to formatting and other changes.<span style="mso-spacerun: yes;"> </span>Moment Arm Exercise copyright William S. DeSimone
2013. </i></div>
<div class="MsoNormal">
<br /></div>
<h2 class="MsoNormal">
<span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">1.0 Finding the Moment Arms in
Your Workout</span></h2>
<div class="MsoNoSpacing">
<i>Give me a long enough lever and a place to stand and I
will move the earth.</i></div>
<i>
</i><br />
<div class="MsoNoSpacing">
<i><span style="mso-tab-count: 7;"> </span>Archimedes<sup>1</sup></i></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Goudy Old Style","serif";"><span style="mso-tab-count: 1;"> </span></span>How heavy is a ten-pound
dumbbell?</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="mso-tab-count: 1;"> </span>Try
this as an experiment.<span style="mso-spacerun: yes;"> </span>I’d like you to
perform a side raise with dumbbells, and you’re going to note how heavy they feel
at certain points in the movement.<span style="mso-spacerun: yes;"> </span>You
don’t necessarily need to use ten pounds, because the demonstration works with
any weight, but certainly no more than 15 pounds in each hand.</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="mso-tab-count: 1;"> </span>Now,
instead of starting the weights with a heave and letting momentum bring your
arms to horizontal, perform a super-strict, excruciatingly slow, side raise.</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="mso-tab-count: 1;"> </span>At
the bottom, with the dumbbells directly under your shoulders, how heavy do they
feel?</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="mso-tab-count: 1;"> </span>At
the top, with straight elbows, your shoulders down, your arms with the dumbbells
held straight out to the sides, <i style="mso-bidi-font-style: normal;">now</i>
how heavy do they feel?</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="mso-tab-count: 1;"> </span>Regardless
of the number on the dumbbells, they feel “heavier” at the top.<span style="mso-spacerun: yes;"> </span>But they’re not “heavier”, they’re the same
weights.<span style="mso-spacerun: yes;"> </span>So what happened?<span style="mso-spacerun: yes;"> </span>If not the weight, what changed?</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="mso-tab-count: 1;"> </span>Part
of the answer is that the Moment Arm that the weights act on changed during the
movement.<span style="mso-spacerun: yes;"> </span>The weights hanging straight
down from the shoulder is approximately the same mechanically as standing on
the middle of a seesaw:<span style="mso-spacerun: yes;"> </span>there is no
lever created.<span style="mso-spacerun: yes;"> </span>Move the weights away
from the body, or walk towards the end of the seesaw, and a progressively
larger Moment Arm is created.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<h3 class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Resistance
Vs. Resistance Torque</span></h3>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial Rounded MT Bold","sans-serif";"><span style="mso-tab-count: 1;"> </span></span>The point of this
demonstration is that, when you exercise, especially with weights, you don’t
just work against Resistance; you are actually working against Resistance
applied through a Moment Arm, or <i style="mso-bidi-font-style: normal;">Resistance
Torque</i>.<span style="mso-spacerun: yes;"> </span>Resistance is a force, in
this case represented by the dumbbell.<span style="mso-spacerun: yes;">
</span>When a force acts on a rigid bar that rotates around a fixed point, a
lever is created.<span style="mso-spacerun: yes;"> </span>The fixed point is the
axis, in this case, the shoulder.<span style="mso-spacerun: yes;"> </span>The
length of the Moment Arm is <i style="mso-bidi-font-style: normal;">not</i> the
straight line distance between the axis and the application of force.<span style="mso-spacerun: yes;"> </span>That would simply be the length of the arm,
which doesn’t change.<span style="mso-spacerun: yes;"> </span>The Moment Arm is
“the perpendicular distance between the axis and the line of force”, and <i style="mso-bidi-font-style: normal;">this</i> is what changes during the movement
(see Figure 1.1).</div>
<img alt="" src="data:image/png;base64,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" /><br />
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "Bookman Old Style","serif"; mso-no-proof: yes;"><br /></span><span style="font-family: "Bookman Old Style","serif";"></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<img alt="" src="data:image/png;base64,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" /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br />
<span style="font-family: "Bookman Old Style","serif";"></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<img alt="" src="data:image/png;base64,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" /><br />
<span style="font-family: "Bookman Old Style","serif";"></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Torque is the product of force
and moment arm<sup>2</sup>.<span style="mso-spacerun: yes;"> </span>In this
case, with fixed dumbbells, while the resistance force is constant throughout
the movement, the Moment Arm increases, so the Resistance Torque provided by
the exercise increases from start to finish.</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="mso-tab-count: 1;"> </span>Sorry
to get technical there, but this is a critical concept.<span style="mso-spacerun: yes;"> </span>If you recognize how the Resistance Moment
Arm changes in the course of a movement, then you can estimate the pattern of
Resistance Torque provided by the exercise.<span style="mso-spacerun: yes;">
</span>Where the Resistance Torque is greatest is where the exercise is
hardest, mechanically; where the Resistance Torque is least is where the
exercise is easiest.<span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;">These are not necessarily the same joint
positions as your muscles’ weakest and strongest positions, and coordinating
these two separate, independent aspects is the whole point of <u>Moment Arm
Exercise.</u></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="mso-tab-count: 1;"> </span>So
while it may be cumbersome to use the terms Resistance Force, Resistance
Torque, Resistance Moment Arm, we have to distinguish between those and Muscle
Force/Torque/Moment Arm.<span style="mso-spacerun: yes;"> </span>We’ll address
the Muscle side of the equation in the next chapter, and ultimately we’ll
combine that with the concept of Resistance Torque to redesign exercises.<span style="mso-spacerun: yes;"> </span>For now, we’re going to concentrate of
identifying Resistance Moment Arms, their associated Torque, and their
immediate effect on an exercise.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<h3 class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Resistance
Torque Analysis</span></h3>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial Rounded MT Bold","sans-serif";"><span style="mso-tab-count: 1;"> </span></span>We’ve diagrammed the
positions of maximum Resistance Torque of a dozen classic movements in Figures
1.2 and 1.3 below.<span style="mso-spacerun: yes;"> </span>A few observations.</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="mso-tab-count: 1;"> </span>The
position of Maximum Resistance Torque for each is pretty much the same as the
so-called “sticking point”.<span style="mso-spacerun: yes;"> </span>We’ll
elaborate in a later chapter, but for now, let’s just say that the conventional
approach to “sticking points”, to cheat through them, or get a “forced rep”
assist through them, ie to avoid them, may help you perform more reps, but is
not necessarily the most efficient, effective, or safest way to train.</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="mso-tab-count: 1;"> </span>Straight
limb movements, such as the side raise, the pullover, the chest flye, have a
more drastic change in Moment Arm than the compound movements.<span style="mso-spacerun: yes;"> </span>Their Moment Arms change from Zero, with the
weight directly above or below the axis, to the entire arm length.<span style="mso-spacerun: yes;"> </span>The Moment Arms for movements that don’t use
the full length of the limb are more gradual in their change, since they change
from Zero to about half of the limb length at maximum; in these examples, from
shoulder to elbow.<span style="mso-spacerun: yes;"> </span>Remember though that
Torque is the product of moment arm and force.<span style="mso-spacerun: yes;">
</span>You use less weight in the exercises with the more extreme moment arm;
you use more weight for the ones with the more moderate moment arm.<span style="mso-spacerun: yes;"> </span>The calculation of maximum Resistance Torque,
at the maximum, for two different exercises for the same muscle would be the
same, given that you work equally hard on each.</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="mso-tab-count: 1;"> </span>Contrary
to what you might expect, the lighter exercise isn’t necessarily safer, because
it may still generate as much Resistance Torque as the heavier exercise.<span style="mso-spacerun: yes;"> </span>Part of what you perceive at the sticking
point is the abrupt change in Moment Arm and in turn Resistance Torque; you’re
not building extra strength or muscle shape there.</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="mso-tab-count: 1;"> </span>In
fact, you may notice in watching others (and yourself), that many of the little
“cheats” that sneak in, like bending your elbows during side raises, not
lowering all the way in squats, locking out in presses; are to moderate the
change from smaller to larger Moment Arms.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<h3>
</h3>
<h3 class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Positive-First
Vs. Negative-First</span></h3>
<h3 class="MsoNormal" style="text-align: justify;">
<u><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"><br /></span></u></h3>
<div align="center" class="MsoNormal" style="text-align: center;">
</div>
<h3>
<a href="data:image/png;base64,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" imageanchor="1"> <img alt="" border="0" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAWsAAAH5CAIAAADIiohnAAAgAElEQVR4nOy911NbZ7v3//4F+/g93wd7Zs/s2bP32CAkmoR6F0L0XgyigzGmGDC99957Eb333gzGxthgY1ziFrc4iZ/YcWI7NnkPvj/uWZaEQ9rz5Ed0HTBCLC0t3ej+rKtf/+dngxjEIAb5rfJ//tUXYBCDGOT/x/L/EeTJkydfGMQgBjHIkeUTgpDfDWIQgxjk6GIgiEEMYpDfLgaCGMQgBvntYiCIQQxikN8ufy+CfDTIHy37+/tHWfn9/f1/9ZX+8+TP/hr/peRvRJDd3V2BQMA/RHgHctgBv0EEhwh5RyaTyWQyRSIRm802MTExNTVlsVi/eA3Uk3zmXchhOCEes9lsvKmVlRWXy/3FT/2LB2g0mqMsfmlp6WdOwmazLS0tGQwGjUYzMjIyMjKi0WhmZmZsNlsgEAg/FXwu4SEiEolEItFhz+v+lXo26mnxmPykPiALS/1VKBSSZ27evPlnf5n/OvL3Igh1S2gJ90AOO+DoQs7z+W3J5XKZTKa5uTmHw7G0tCSbx8TExNzc3MrKisPh6L2eI+5trfdisVgsFkskEimVShsbG4lEYmVlxWQyP/+Rf3FZjkiQsrIy3QsjD0AQMzMzS0tLFotlbm5ubGx88uTJkydPmpiYWFpacrlcsj+pO/8zfPnM5tdCudYB5EkqJqhXyz/AMfmV/MQDA0GOp+gS5HdS4+jbWO+RPB6PxWJZWFjweDwrKytsHgaDYWxsbGxsTKPR6HQ6djj1K/sbhMfjMZlMDodjY2OjUqmsra1tbGwcHBxUKhX+9JnPyP1UyJOgG5fLPTpByGfX2n58Pp/L5VpaWpqbm5PPC7zS6fSTJ0+eOHHCyMjI1NTUysqKz+frVRMOUyI+o7lQGaFFJS0VQwsoWv9u6r/GQJDjLP9agujd2IQguAlzOBwOh2NlZWVhYaGlknA4nN/2Lmw228LCAvhwdHS0PxA7Ozs7OzuFQsHhcNhs9tEJAnzAGmIwGE1NTUdZfOgg1LWiAoXH4xGCaC0sm80mKomRkRGdTgdHdIkA8wRP6hoygk9NFS11hvpyXT2FHElFhl6+GAhynGV3d1d3S/wVCMLn80UikVwu19o5hCPQSuAXoO7Do7yvlZWVubm5SCSytbVVqVROTk4uLi42NjawZaytrQUCwWfUELJEROnAlqbRaMbGxkZGRo2NjUdZfKKD8ChWANmEPB4PBh2uRFdJwQEmJiYwbWg0GqhKBQHxcZCfIpFIoGPL6LV6dJ/XUlIO00fIOlOfMRDkeIpegvwqTPxOXmjteR5FB3F0dAwMDJRKpdS/4gpZLJapqSm2q7GxMYPBYLFYR3GC8vl8vNzS0lIoFNrZ2Tk4ODg4OFhbW4vFYqlUqlAogC24bz8v5Eqozk42m93V1XWUxYcOQt1mZB9CmEymhYUFrkSgY7KRg62srBgMBjhiZGTEYDCsrKwEAoGWo1QgEHC5XNiG5ubmxMPC4/F0SaHLESoytIwgXaZQP4iBIMdZ/oUE0fsSKkGcnJyCgoIkEongU6OaCJvNNjMzA0fIztGiku4VcjgcFovFZDKFQqGtrS0IolQqFQoFgGJraysUCn+RIFCI6HQ6tCFCsdzc3MePHx9l8cvLy7V2mpaNgKWAH0RrA+tuVy6XCwUNKDE2NsYy8ng8fGQLCwtTU1M6nW5iYkKj0fCTRqMR4mjZPrq/fuYC+Dp+Vq0/GQhyPIVKkF8Ex2/ABNkb1Mdae0aLIAhA8Hg8BwcHtVotFos/c2bcVM3Nzel0uqmpqaWlpaWlJZvN1vtxyEssLS1NTU2hg9jb27u4uDg7Ozs5OTk7O9va2iqVSsGnVowuuSwsLBgMBp1OZzAYZmZmLBYLTpDTp0+vra29efPmKItPCKK7M7E40JVAEOFnfaJEEeAfqCTGxsYmJiYAkKmpKa4W1DCmCFCCkLnuOan6i+BwL6xesmj9xw0EOZ7ylyUIn8+3t7f38/PDfv7MyXFhQAmTyYRmDuFS4p1ab0Gj0ZhMplKpdHR0dHBwcHR0dHJygjNVLpez2WyqJ5W8C9hhZmbGYDAYDAaiOVg6Fovl7e3d29t7+/bt77777iiLr0sQra1ICKLl3RB86hkVUNwZAoGAx+PB8UyoQafTCT5AENqB4Bhzc3OQV3Bg+2ihSpcXek0e8itfxzozEOR4yj+NIHpF9wA+nw8FwdHRMSwszM/PT61Ww5Ahx3/+YuDXxN4zNzencoR/YN0g2cTMzIzD4ahUKlgxSqXSzs5OJpOBRFgW8l7Yk6ampmZmZvBNEDcqvCEKhaKysrKhoaGkpGR3d/coi0/8IFp38iMSRHcb40koZSAgYkNaHMFjPA9nrZmZGX4SB4pQny2j9bzu9WhdGPVWYSDI8ZS/GkGgIFhYWJw6ders2bPW1tYeHh6Ojo5ax3/+jfiUjCyo8bAytK7fysqKTqdzuVw7OztivJiampqbm3MpWR7YkAwGw9TUFJsZQo5BsNnPz6+8vLyoqCgwMLC/v/8oi6+lg1BpAoFlRLQDXV4IdfJKRSIRPj5AwOFwqEqTqakpIAg3KtLS4CLBWlEdq1RlREsxOQwlWhyBIPpjIMjxlKN7Un8bO34VQfh8PsKiXC7X1dX11KlTtra23t7eXl5eusf/4psSBLDZbCsrKxaLZWVlBY6Ql8MXS9R7kq5G2IHtR5QOck7uQX6tSqWyt7e3sbEJCwtrbW1tb29vaGjY29s7yuJXVFQIdVyS1E3I4XAQjiEE0Q3NikQisVhMngERhEIhLDKRSAQCEgEsLC0tsSbI5edwOEAqlojP52tlu2u9o9YzulDTUkb4hljMcZVf1EHIbvydsDiKwMdpaWnJ5/OdnJzi4+PT09NTU1Pt7e1/w9m0aIJ4hLm5OVElCEp4Okn32HVgBzW+Q9VN2Gy2RCKJi4s7f/78qVOnwsLCsrOze3p6ZmZmHjx4cJTFhw6ideum7lgSeGaz2Vp2hJaIxWKxWCyRSCQSiUwmc3R09PX1PXXqFFJsCT1hoIEahKpQ0Ij7GYcBIngvEIq8i9Zb671+ISX3BCC+cePGn/1l/uuIgSC/QJDPAOV3EoTcKmEXpKSkuLm5/Z5zCj71oeKuTpJH+Pryr7GLqIYPdTXwE3s7ICAgPj7ez88vMDDw9OnTZWVlCwsLV65c+eqrr46y+MSKER7i2uAdxLa1fJy6BIHI5XKpVOrk5BQeHp6QkJCUlBQcHGxrayuRSHAAVgCOIfJJYZRB9SAJcoj+6Co7hCB6VRJdA4fFYvH5fEdHx7t37/7ZX+a/jvy9CMLXl9zxeaWD+tej7GFdXV3vn3g8HjIaECgBQRwcHH4HPfSI3us/7GPqxSiPx7O0tFQoFEFBQQEBAQEBAWFhYWfOnElISNBoNBcvXnz69OlRFp9YMVRqCA6sFdzAQRCtDDHxISKVSpVKZUhISEZGRlFRUVlZWWpqqre3t62tLdL2lUqlVCqVUASai4CCJ/5BWTCBCFUN0VI9qOqGFlkEAgFQ5ezs7Obm9nfYTUQMBPkFggj0OUE/I4cRhOwZck42m42QAZ/PDwwMzMrK8vb21vsuupek+6fDXqV7zGEfU6CjoeAiUdLm4ODg5+cXGhp69uzZjIyMhISE7Ozs8fHxJ0+eHGXxQZDDBLsRKaQgCNXfoZcjEonE3d09KSmpoKCgvLy8srKysLAwLi4uNDQ0MDBQrVZ7e3u7ubk5OTmpVCobGxuFQmFtba1QKMRiMU4rlUoFFJQjXCX4NL1VV3RRgscWFha2trZOTk4eHh5/h91ExECQI3FEa5cekSa6ZKGeh8PhIF4gFovDw8MR2vg8O/TC4hfpcHTh6XiaQRCRSHTq1KmIiIjk5OTS0tL+/v6enp709PSKioojfnMqKiqoO1D3Ng6CwI/L5/NBEGJKABmEHVKpVCaTqdXq9PT03NzcsrKyxsbG2trakpKSzMzMtLS0uLi4qKioM2fOnDt3LigoyNXV1cnJydbWFgVB0E3EYjHvwItM0ltNTEyo+WafRwl5IBAIWCyWk5OTk5OTu7v732E3EflbE+TXZrgThwJPx61wlA2MkxCasNls5CmIRKKwsLC8vLzg4GCBjlv086TTtT6OLrrHa60DdhfCwB4eHvn5+VNTUxcuXFhfX19YWKipqUlMTFxZWTnK4mvpIFo7EA+IDsLn84k1QYUIlSMymczX1/f8+fNFRUUtLS09PT19fX2tra21tbUFBQUZGRnw+8bGxsbGxgYHB/v6+rq4uNja2lpbW8vlcqVSSU4FZZDUCqL+CGEycoVUD6vuxQO1tra2jo6OXl5e9+7d+5O/y38h+XsRhMvlkgQHXXbo5YhesnCPVthGhYuWPiIUCvHFZTAY0EGys7P9/PyIEaR7ksNOqKvd6P3TL55NL+84HA7qcVgslr+/f0dHx9ra2tra2vLy8ujoaHZ29vT09FEWX5cgWkaKFkGo1KAGX4jIZDI/P7+kpKSqqqrOzs7BwcHJycnJycmOjo6CgoL09PTMzMzk5OTExMTo6OgzZ86EhIR4e3vb2dlZW1tLpVJiwvAOqn7hDUFTEmTBk5wRKsj0KiZ8Pp/JZDo6Orq7u/v4+BgIcjzlsFiM1p7Ru/k/86QuIPTyguoHgXA4HCQ+CQQCX1/fs2fP2tjYiD4NGR5FqAdrvfbo5/kMSjgcDjp08Hi8tLS0mZmZCxcurKyszM7OajSara2toyw+CKJX9SD7E7FVBEoIMrTYQWhibW2tVqtjY2OLi4s7OjqGhoZGRkaGhoYaGhry8vKioqKioqLCw8MzMzNrampSUlKio6NDQ0Pd3d1tbW0VCoVUKhUepLERPwhgIRQKkcgLIR0hqVdOuEaeodPpSqXSxcXF09PTQJDjKVQrhkBE966re7s+4jY+ilC3KKwYBoMhl8sRIg0MDPzMq47+1ocR5DN/1UsQ8hguGzqd7unp2dbWtrKysry8vLCwMDIycsTsKfhB9N7ACUGQ8IqcFF2CUFEilUqtra1dXV3DwsJycnLq6+ubmprq6uoaGxs1Gk1dXV1RUVFtbW1nZ+f8/Pzy8nJPT09ZWVl6enpYWBhKCmUyGZ/PR/QH7U5MTU1BECICgYB7UDcA/QiRZio4iK6EwLmTk5O3t7eBIMdTfpEgv5Ydujf/X8URKysrFG7I5fLo6OiEhARPT0/Rp7HDw7jwa99L94W6fNErZDVQocfj8TIyMmZmZpaXl5eWlnp6en6VDiKkqCG6QVPoILBitEKwoAZ5gMdqtTomJiYvL6+pqam3t3doaGh6enp2dnZycnJpaWl3d3dzc3N9fX1ycrKnp6ejo6O4uDg6OtrDwwNpI7BfkAWPLoogCHlTcoUCgYAk6aHhG/kIVJqYmZkxmUw7OztDPsjxFL2xGF1kHIUgfJ32vHq3rpCSAaF7GEIANBpNLpcnJycXFxeHhYXpvlAXB+RXghuqvkC9Ql0h59ELTZ6OR5a4ilgsFroKeHh4NDU1LS4uLi4uzs/PHzEnlVgxVKWD+lgikZCsfLKTteIvhB1SqVQul6elpcGH2tLS0tLS0tfXNzs7u7S0tLOzc/36dRBkbW1tdHRUo9EMDg62t7dnZGQEBQU5OztbW1sjzd/c3NzExASuU4FAQNV0qF4YXCqPx0N2PMnBI/8IgAZ1A9evX/+zv8x/HfmbEuQ3Kx1k++nd4VoCU4WowVQPLhKZ4LHjcrnu7u5ubm4ymYxayUb8vuwDobqBSQkMLHmU1aE4DZVjuLvCWQtBQSpyVRkMBqmRIYLid3Kzpb4jNg/iMsnJyRMTE8vLy8vLy19++eVRFp9KEKL5UwmC2CoMGVgxeh2oBCWIxeTn51dXV5eVlTU1NQ0NDS0uLm5sbGxubq6uruLyRkdHoZJsb29PTU0VFhaGhIS4u7vL5XLSHV6LINS31ooEiQ5it1BJSDUj1dvK5XKPWK98PMRAkD+LIND8kTOGPlqoi4fNjBRGdAxE4NDKysrMzAydhBUKBdqaisViFK2IxWLFgSAeaWVlhU5/6GZubm5ubW2NlARnZ2c7OzuhUAj9HJkOlpaWOMDFxcXBwUEkEuHCjChiZmYmk8mcnJywedBJhHQVsba2ZrFYZmZmHh4ezc3NMGQePXp0lMXX1UFEOgFaABfhD/I8+Um0D+BDqVQGBQVVVFTk5ubm5eVpNJq5ubnLly+vra3Nz89PTEzMz88vLCwMDQ2Njo5ubm7u7e0tLi4WFhYGBwc7OTkJhUIsLDpIIvIiFAqp76XXiUtFCVQzlP9yOBx8NIlEcsRqw+MhfyOC3Lx58zDt/YjsOLqIRCIQ5OSBmJiYCIVCd3d31M7ha4ruFegSgl7tAoHA0dHR1dXV2dnZxcXFxcVFLpejtQd5xsXFxcnJSSQSETqcOHHCwsLCxsbG1dXV7UCcnZ2FQiG6nJubmyuVSjc3N1dXV5zBwcGBx+PhDFSCyOVyJycnmUwGglAholQqEYHm8/lpaWm4tx+dIFquU12CkHs7HA1UdshkMmLFyGQymUzm7u5eUlKi0Wjy8/OLi4u7urrm5uaWl5dnZmbGx8fHxsaWlpYmJydHRkZWV1d3dna2t7dXV1dbWlri4uI8PT3FYjF8qCYmJkgAsbKywv6n4oOaF0/VR6haCS6bf1Djq1Qqb9269Wd/mf86YiDIP48gAoHA3d3d0dFRdFD3BcuCTqebmZlhzygUCuRiIwXb2dnZxsZGKBRCfXBzc3N3dycqBml6bGRkxGQybW1t8Vo7OzsUaCiVSgsLCxhKeLlKpZLJZA4ODq6urnK5HEoKyaSCIgNswc4HUOzt7UUiEYrlUQ3o5ubW0NCwtLR0RCumsrJSyyIQf5pmKpFIRCIRIYjoIA+V6gEhBFEoFGfOnGlra+vt7S0uLi4pKens7JycnJyZmUFWyMzMzMLCwvz8/Pr6+rVr1y5fvry6ujozM9Pb21tWVhYdHe3g4GBlZUVaWJuamvL5fC1k6C2rEX8qxOFKnvHw8DDEYo6nECvmz2CHSEcEAoGlpeWJEyfIgAI+n+/m5oabP+mUBVcFj8eDAWJra+vp6enu7m5jY4M+g6RjMIfDQdmFXC4nUyCw82Gk2Nrauru7KxQKc3NzsVjs6upqb2/P5/PNzMxEIpGLi4ujoyOPx6PRaEKh0MXFRaVSMZlMqDC4SDMzM4VCAYKYmZkZGRnx+XxHR0dbW1srKysjIyNUviFskZSUNDEx8ZsJorUtdQmiG3+RHYiTk1Nubm5tbW1jY2NFRUV5eXlbWxsMlrGxMSgji4uLKysrSH5bWFiYmZkZGBjQaDS1tbW5ubmnT59WKBTEhGEymVpKB/HaUi9VrC+0TP1cNjY2fn5+R/QuHw8xEOSfRxCBQODm5mZnZ4coDIxwWDFQPRQKBY7x9PT08vLy8PCAtQI95RcJolKp3NzcrK2tGQwGl8sFMkQikaWlpVQqdXNzs7W1ZbFYJ0+ehEpib2/PZrN/FUGgKyHV3dXVtbm5+VdZMXpv4GQf6hJEVweRyWRyudzNza24uBjZH5WVlUVFRfX19d3d3QMDA2NjY8gBmZ+fX1paWlxcnJycnJqaGh0d7enpaW5ubmpqKisri4uL8/HxYbFYaHzP5/O13oXqdtFlitZlUxWQkJCQhw8f/tlf5r+O/K0JIjhyjdxRCKLFEWLFYKtDB3F2dpbJZKampmgajp/IwsT0FhaLhXaHXl5e3t7ePj4+rq6uIpEI3lZnZ2e9BDEyMiIEkcvliJigJzsMfolEQuB18uRJHo/n7Oxsb2/P4XB+kSAwi/BCExMTPp/P5XJpNJqVlVVycvIRbf7KykqJTlYY1UbAr1Q/CDV2qwsRtVqdlpaWm5ublJSUlZWF/LHBwcHx8fHZ2dnZ2dnp6enp6emRkZHBwUH87OzsrK+vr6+vr6ioSE1NDQsLg0bGZDIFB1EYLShQ/6Fa/3ExJROExGgkEolarTboIMdTqH4QgobPEOSI2sfnCYK9LTkYBKNUKjGRAIkDGJ4AH56jo6NUKiUdgJEiferUKS8vL1tbWy6XK5VKXV1dPT09FQoF8f9B8C6wYvAWQIajoyOXy2UwGEKhEL5VaDQ4la2tLawYIroE4fF4RAc5efKkqakpIrtQi5ydnRcWFo6y+FoZZQJ9OS8CgQCNxbSqUcSH1Mjw+Xx3d/fz589nZ2dXV1d3dHQMDAyMjo6Oj4/DFTIzM9Pf3z84ODg6Ojo0NNTZ2dnQ0NDY2FhZWZmWlhYRESGVSul0OgaSa/k4dB0fepUOQkDiuOEbuhweV/lDCKL3eeq9SMuKQTkJ7v/8g0x2bD9TU1OkZggEAnt7exgsEonE09MTqopCoYAto1QqeTyeUqn09PT09va2trYm1V9aBPHw8ECkxtXVFTQxMzM7efIkGnwAIvgr0k/I/LcTJ06cOHHC1NQUBFEoFIQgGEwFgrBYLBsbG2LUsNns3t7eoyw+6XJIDcfoCnQQMFTLqakVzZVKpVwuVywWh4SEpKSk1NTUdHR09PT0jI6OTk9Pz8/PLy4ujo6Odnd3o+huYmKir6+vvb29paWltrY2Pz8/KipKpVIhx1QikcDDohX3keiIlvGle4xUKjVEc4+n6CXIb1A6dF0eRMUVURKlBAIBk8nENoPJgFs38IG8D1j+crnc3d3dzs4OHQmx+ZFjhu7tPB4Ptrqbm5uPj4+tra2FhQXyoICPkydPosONh4eHh4cHormOjo58Ph9/pdPpYrHY2dmZhHvt7OzYbDY1HnzixAkGgyGVShHN1SIIPCZWVlYgCH41NjZubm4+yuJr+UH0bkKpVErS50AQXZFRRCgUMplMV1fXtLS0wsLCpqYmjUYzMjIyNze3tLS0vLzc19fX1tbW398/NjY2MTExPDzc3d0NghQUFMTExDg7OyOJnnpyKqS0OCLVyRPBAVo6i4Egx1P+bIKIdAolWCyWiYmJubm5UCgk+EAyKAwNbBXkaEgkEoyeBlA8PT09PT0RkYXvRiaTubi4+Pj4uLu7UwvDcE68EHMt0eOPy+VSVRXYMph9icwOMk6FJKfCSJFIJDweD7kSaIbO5/NR9m5paUkq4jEs7oiTtwlBDruZQ5Brq5cgcH9Qf+KBu7t7bGxsSkpKXV1dZ2fn8PDw5OTk7Ows6nSbm5tBkLGxsaGhIdTdlZaW5ubmJiQk+Pv7w62jxSYtglBRcpgrh/rYQJDjKTdv3hR+tpbs11JDr1BNd1K7hV2KgYwYnobuNfjuOjs7Ozs7I+8TCEAeF1QGDw8PxHednZ1VKpW1tbVSqUTGl4ji3iNGmW68SSvwJPx0wBJxTGitA/WEAn1leGDiEQlCorlUNUT6ab4WyEU6IevqHdTHcop4eHhERUVVVFR0dXUNDQ0hJaSlpaWysrKlpWVgYADPDAwMtLe3t7e3T01NbW5u7uzsLCwsoB5a68zUd9QyoLSsKl0Dx0CQYyv/EoIg61mLIMinEAqFIAgyQezt7aE+4AGBCLLI0KeP9Ps0EOTzBJmYmGhubqYSZGJiYmBgoLOzs6enZ25u7sqVK9vb2wsLC8HBwSKRyECQ3ywGgvxZBIHAliG1bbAa+Hw+kj45HI5eZZ6KIZFO9jf5E/UAkU5fYt2LoV4k9eVU0eLLZ5YLZlRra+tRFl83mksIQt2WAoEAxXX8gwzRw/BB5YiTk1NMTAycqX19ffB3lJaWlpWVoSp3dHR0eHh4dHT08uXLX3/99VdffbW7u7u6ujo1NZWZmYnGTlruD+oV6l1PslxkNUjJlSEWczzlMwT5/ewQ6wieR28egAMj5q2srCQSCe7hEolEJpNZW1tDrdDaUbrIOOy9DkPGYYdROaIXIkJ97Qh0143H42k0mqMsPghymJCPLBAIUGSIOItMpxwGyFAoFBKJhMPhyGQygUAgkUjOnj1bVlbW0NDQ1tbW2dlZVlaWmZlZVVXV1dXV19c3NDQ0NTV19+7dr7/++ssvv1xdXe3s7KyqqiosLExJSXF3d4fuw/u0FS5m+iBpmCTg4L+G6xGLxQi3aWUeG3SQ4yn/fILw+Xz0B2QwGJaWluhpyOVy5XK5RCJxdHTE+JWsrCzEBWCnKJVKHKBFkCOi4Y8iiK7oXbrOzs6jLD6sGIlO2riWjSAUCkEQlOd+Ru8QCARo4IqcPVTKZGRk5OTk5Ofnp6amor9hR0dHZ2fn2NjYnTt3bt++ffHixbGxsaampoqKiqKiooyMjMTExJiYGB8fHx8fH8y+w2Nvb293d3fkBJ44EBMTExcXFz8/P19fX7VarVarfX195XK5iYkJIlNKpdLHx+f+/ft/9pf5ryN/L4IIjpCE+hmOHAU01I2KeAcqxwUCAWZcQmd2cnLCqKT8/PycnJy0tLSEhITExMT4+PjY2FgfHx+ZTCbRyXHSixWhUMg/GFJHprQJD3p5aqFBdIgJ84ukIM4UHqVbPZ/PPzpB9KoeWiIWi0EQ2Hda+KB6KAQCAcoCSXd1kUikVCoVCoWNjU1ERER6enpVVVVbW9vAwMDg4GBJSUlKSkpycnJUVFRKSkpjY+PExERPT09VVVV6enpsbGxISEhgYGBAQIC/v7+/v7+fn5+3tzeTyUQ+MeJZaLCEw9RqNQ728/Pj8/lQTzw9Pf38/AwEOZ5CJYiWg1DL0fiLchhNqAQRCASoi0XsVi6XOzs7u7u7e3t7Ozs7h4eHNzQ09PT0dHZ2dnV1NTU1dXR0VFdXZ2dnp6WlRUZGonaW2OFkz+NXUIM0IkK3G1I4i/7AXC5Xl4zUX6lcoHYzQuMiqiBPFA/QVoeM7GxrazvK4hMdhMoOKkTABYlEwuPxQBCRSKTlNKX+yufz6XQ6tbkJSdij0Wj29vZxcXFVVVUDAwONjY15eXklJSU1NTX19fWVlZU5OTmxsbEJCQn9/f0zMzPt7e35+flxcXFhYWHBwcHBwcGBgYHu7u5OTk4YlwMHFgLznp6egYGBaPvu7e2NOYwnsUkAACAASURBVH4qlYpOp9vZ2fn6+hoIcmzlxo0bZAIzdSYz2TDMXxJq/269f6I+Y2FhAfsZ2etCoTAiIgK8qKysLCgoGB0dRaPAubm5mZmZubm5iYmJiYmJkZGR3Nxcb29vGxsb4hrAxoatTh6THY4tje86UubBEbThwlwrUsiHShy0I0dzM3NzczIw5TDBB9E6hkajHTGjjOggxJbRa85IpVIqQXSDL3iAEkSSUEsMGYlEgsbr5ubm/v7+cHbk5uZWVFS0tLR0d3cPDw8PDAx0dHTU1tZmZ2cnJSWhcXR3d3dBQUF8fHxERERoaKivry+yafCRSb4MuisFBQW5ublZWFiIRCIfH5+AgAAXFxcLCwti4Biq+4+n7OzsUEcKkYRO7AStHYJftfoAmugT+oHA5UaEnI0ka6lUqsTExKqqqubm5o6Ojunp6bm5udnZ2ZmZmampqenp6ampqbm5ucnJydLSUm9vb7lcLhQKkbtlampKoICbPzY/fgU7cBiBBSrx8XIAgnwKBDtAH3QhNzU1pekTcv3U9SF/MjY2bmpqOsrigyBaeodeQwaIZLPZQqFQy4ShQoTP52sRxMHBwcfHR6VSwVrMzc3VaDQlJSXl5eWtra2Dg4NTU1MzMzNjY2ODg4Pd3d319fX5+fkZGRmVlZXz8/OdnZ15eXlxcXHh4eGnTp1is9nUfzo+L7FiQBAWi+Xp6RkQEODp6clisdzc3NRqtWFezLGVnZ0d3c6gWnTQAodeZBx2Bt1TEUJB0AHM29s7Pj5+aGhoYWFhYWFhbm4O7EBF6cLCwtjYWH9///j4eFdXV2ZmpoODAzpxkk0lEomYTCaBCDQOAhH0/oQeBJ2Fw+GQKd+4PJyK9EYHaPRChApTXYLQaLRfRRC9IRipVEp1cJC0VEIQvTkgsGII7mk0mqOjY1BQkK+vr0gkio+Pn5+fb2hoKCoqamxs7OnpmZiYWFhYWFxcnJ2dnZiYGBoa6urqqqurKykpKS0tra2tnZuba2pqSk1NPXPmjK+vL4fDIXcFgmAzMzN3d3fYOAC0p6env7+/h4cHi8Vyd3eHb9VAkOMpnyEItjrt01vuYWg4yjFaCj8UH7QpCw4OLi8vRxsLKCAzMzOkmcX8/PzQ0FB1dXVCQkJAQABuqjweTyAQwFOIqWt8Ph/b3uJASINlWGdoOIrHsHcIIAhBqPiA++AzBKHpU8p+M0G0ki/IY5lMRlzCAoGAChcYL+iBQKwYMzMziUSiUqn4fL6rq2tQUNCpU6dcXFxQ6V9aWlpZWdnR0TE6OoqmIaurqysrKzAYBwcHNRpNc3NzY2NjdXV1X1/f9PR0cXFxQkKCWq3mcrlQ5YhmB2sUfhBXV1cmk6lQKE6dOuXv7+/k5GRmZubo6Gjwgxxn+UMIgm/SUQhCVWSIMoIZlzExMbglTk5Ojo+PT09PLywsLC0tLS0tTU9P9/f319fX5+bmhoWFYedgyzk4OKBjCDohI/OKWCLECarVzB00gbeVgOBfQhBqNFfXjUpcHsStCx2ECg7yWKFQwIrBnT8oKAijnkJCQoKDg2tqai5cuICsELirZ2Zm1tfXL168uLGxcenSpbW1taWlpdnZ2eHh4a6urs7OzpaWlrq6uvX19Y6Ojvz8/JCQEB6PB3xQDVIGgwEdBJEatVrt7++vVqsR0BWLxd7e3v7+/gaCHE/5/QShbqqjEIS8HdWcMTU1VavVg4OD8/Pzk5OTqASbm5uDT2RsbKyzs7O6urqoqCgnJyciIgIzou3t7f39/U+fPn369GkfHx+lUsmnTM9CT1M8gzgLNeyKB8hto31qxYAyh5kwNB0r5vfrINJPM8R1Mz7gOYYOQk0hw0/rAwFBzMzMXFxcgoODQ0JCQkNDw8PDi4qKAIuOjo76+nqNRjM+Pr62tra5ubm5uXn16tWrV69ubW1dunQJbZmRwNra2trU1DQ4ODg3N1dZWZmdnY3mKahIoGqRbm5uiL/4H4iXlxfarNDpdCcnJ4MOcmzljyLIUcChyxFq/MLe3r6hoQFNtMbGxuBGRRQGkZrc3FzgA+o6ZsTGxMQkJiYmJSWdPXvW09PTxsZGKpUim0MgEAAT+JUEaFF9g0gwElJwR6USBPbOUQhCreIlT/7aWAzVeNFNOZXJZEKhEIYMsWKoxgsaUFtbWwsEAlwzFic4ODg0NDQpKWlycvLevXvLy8sdHR3t7e39/f2YArG9vb29vX3jxo1bt27t7u5evXp1Y2NjeXl5cnKyv7+/tbW1oaGhoaFhfX29sbGxo6PjzJkzp0+fDgsLQ38WkUgErsF1CtVDrVYjn5V20PKayWQ6OTkZZtYdT/m8J5UkDv3hBKGqwRA+n5+YmDgyMoIRjSAI2uHU1dUVFhYWFhbm5+f7+PiYmJhYWFg4ODjExMSkpaVlZ2fn5+dnZWWFh4ejLbONjQ0ptJNKpdhpEolE9GntHCiDJsm/gSD4CL+HIFVVVXoDMaAGlSAikQhuYxCEmC1UgpDALYPBwJgLLy+vsLCwzs7Oq1evPnz4cHV1dWBgADUyS0tLW1tbu7u7e3t7d+7c+eKLL7744os7d+7s7Oysra3Nzc2NjIyQBohIWsU/oqamprm5ubm5ub6+vq6urqysLD4+Hk4QFEkje4UsI0xCDodjmDh1POUzBIGrwuSXvKS/jSBaagiNRmOz2REREV1dXePj4xMTE9PT05OTk11dXbW1tZWVlRUVFU1NTSUlJQ4ODjQajcVieXt7oxtodnZ2QUFBXl5eYmJiUFCQt7c3eog4OTkplUoU/pMtR+wCkpxKinQ+QxDdJTIxMdEKSfw2gsgoRWtUdkg/LZ8jBOHxeNBBqO4PmDBaWFEqlQ4ODnl5eRcuXHj8+PHDhw83NjampqZQTbeysrK9vX3r1q07d+7cv3//4cOHDx8+vHfv3q1bt65evbqysjI1NdXX11dfX19WVra0tLS5udnR0TE2Nubv7y+Xy7Gwcrkc70uNB1GvH+l/eGyoizmeQgiii4l/JkGMjY3ZbHZgYGB+fn5paWlHRwfiiy0tLY2Njd3d3UBJVFQUh8Oh0WhcLjcgICApKSk9PT07OxvjUbKzsxMSEqKioiIiIoKCgtRqtaenp4uLi52dnepAUF9D5Qifz8eQR+Rr4bZ5FIJQE160/npEP4iuDqKbLYbrhL2A0hiJREIIYq1PbGxs0DMtJiZmfHx8d3f36dOnDx482N7eXlpaGh8fHx8fv3Dhwvb29t7e3t27dx8+fPj48eMvv/zy4cOHd+/evX79+sbGxvz8/PDwcFNTU35+/tzc3O3bt3t6ejY2NrKzs1UqFWEHwYeW44Y8JnaZgSDHU3Z2dsjslcMI8hkzh6YTjPhFauhNMDMxMREKhSEhIampqefPn09JSWlvbx8aGoKq3NzcXFJSEhQUhJoaEEStVickJGRlZZWXl9fU1NTU1FRUVBQUFGRlZaWkpMTFxUVFRcXExISHh2OiFfoSqlQqYuPg3q5LEKKDoPMz7dNo9J9BEGooV2srghRSqVQsFsNDLBaLtRQQghKlUknw4e/v39bWtrq6euvWrfv373/55ZcPHjy4dOnS1NTU+Pj4ysrKzs7O3t7eF1988eDBg4cPH+KA27dv7+7ubm1tra2tzc7OdnZ2FhQULCwsPH78eHp6+uLFi8PDw56enlSCaEFE6zFRSQwEOZ5y8+ZNlE78CwlCo9HMzc0dHBzi4uLOnz8fHBx89uzZwsLC+vp6ePJycnJOnTplZWVF3ksoFMJHmJeXV11djQL29vb2mpqa/Pz8tLS08+fPnzt37uzZs2fPng0JCYEyAhcJOhLJDvoGCIVCNFj9FxJEix1aBJHL5Q4ODmfOnHFxcSE6CNV4IfgAQVQqlaura1FR0fj4+PXr17/88sunT5++ePHi22+/3d7exgg74ge5ffv2vXv3Hjx4AI5AB7l27RriMoODgxUVFbOzs8+ePVtdXb148eLe3l5kZCQVYdSkWK2PQI1JGwhyPOX69evI4NS71WmHZD38IiaOSBAoIHQ6XSaThYaGRkdHJyUl5eTkFBcXq9Xq6Ojo0tLSkpKS4OBgZEOSrSsWi/38/MLDw9PS0qqrq1tbW9va2lpbW5ubm0tLS5OTk2NjY8+dOxcdHR0ZGRkSEuLn5+fp6eno6AifCL7W8IOg4YWJiQlu78AH8kp0CULW4TCC4IBf5Umlah+6agj2qoODQ1pamlqtRoE/VIDD8GFnZ3fu3Ln+/v6dnZ1vv/325cuXL1++fPXq1evXr2/fvj07Ozs1NbW0tIRYzO7uLlwhjx49evToEQiytbW1vr6+sLAwPj7e0tIyPDz8+PHjixcvXrhw4f79+7W1tS4uLkqlkjit9Woi5OPgsYEgx1NQWWdpaam7T/5pBGEymadOncrNzS0pKWloaFheXp6amgoLC/P39y8qKkpNTZXL5agEJe8uEAi8vb1Pnz6dlpZWW1vb3t7e3NyMHsIVFRUJCQlnz56NjY2Ni4vLzMw8d+5ccHCwWq12dXWFH4RABIUwSHBAO2Ukof1zCEK6HJLuBLq57RBra+uMjIygoCAul0uSyqi+EmLRKJVKb2/v9vb2u3fvvn79+v3792/evHnz5s0PP/zw448/Pnv2DEVGq6urly9fRlvDmzdv3rlz5969e1988cXNmzcxUheTMTFcRqPR3L9/f2NjY2Vl5c6dO2trazExMadOnVKr1X5+fhgJqNUYgfwqEAhwYYbJ28dTdnd34eSHTaG7VQhH/nCCkPPLZLKYmJjy8vLm5mZ009JoNDk5OYmJiSUlJYGBgSiTpW5UqVQaFxdXXFxcXFxcUVFRXV3d2NjY3t7e19dHcs/Kysrgha2pqUlKSkJlh729PaKeiOyiGBeN3RHmoBIEusmfR5DCwkKk3pP+AKgJtvhU0K0+JibGy8sLre3xJGp/tEoK2Wx2bGzs9vb2u3fvfvrpp59++unt27dv3759//79u3fvfvzxx8XFxfHxcZgkyEbd2tq6fv36zZs3d3d3d3Z2tra2AAvM1h0bG2toaLh16xaYcvPmzWfPnmVkZGCMsVQqRSIvqhlJzjtWBultKGu8cePGn/1l/uvI34ggN2/eRDwC/lQtjmgR5PdTQ9cJwmQyvb29s7Oza2tr29raNBpNd3d3e3t7UVFRVlZWamqqQqHAd5GqE8lksvj4+PT09KSkJMAC2ZMTExNoQT40NNTf39/e3t7Y2FheXl5YWJiUlISSc/K9FwgEqK/DxfB4PJlMRu0JAnLpfpw/iiA5OTmkiBY/qc2BtDoGeHp62tnZURPtqWtLClUUCkVTU9Pjx48/fPiwv7//8ePHDx8+fPjw4ePHjz/99NObN29mZ2dHRkaWlpZWVlaAiQsXLmxsbGxtbSE59cqVK4DF4uIiDJnGxsb19fW1tbX19fU7d+68ePGipKQEOWNEtC6Y+hFwndevX/+zv8x/HfkbEWRvb0+hUIhEItIwhir499P05XH/IQQxMzOztbWNj4+HvgBvKBpV5OTkZGdnR0VFoT6FWDF4lYuLS3JyclJSUnJycnZ2dmVlpUajGRsbQxor5jn29fV1dHQ0NjaWlpaWl5fn5eWFhYV5enoqlUpAE3UxSAahEgQQgQ7ypxIkNzeXpk+o60YaFPj4+Hh4eGBCDUEq9RpwmLe39+Tk5Hfffbe/v//zzz/v7+8TjoAgMzMzQ0NDc3NzpIhxcXHx4sWLly9fvnz5MtLbV1dXgY/5+fmxsTFMqLpw4cKVK1fu3bv38OHDiYkJW1tbAnQCES2UgCPQSgwEOZ5y+/ZtBwcHjLbX2vDopoG+myh/MDlIwdTlAvXJz4ODHE+n0+VyeWRkZGZmZnV1dUtLS3t7OwpDCwsLMzMzs7Ky/P39cWsl1Vx0Ol0kEkVHRxcWFqalpaWmpubl5TU0NPT19U1NTaHPRU9PT09PD7qc1dbWwsApLS1F5rtKpRIIBCi9QwYnzoxm8aSsBuoJVf2h7nACEUI3qhxdBzHSEeo+JO/IYDBCQ0MjIiIEAoHJQTKb1iLDZIiLi7t69erbt29BECLgyNu3b2dnZwcGBqanp9GBZXZ2dnl5+dKlSzBqtra2Ll++vLKyQsoaJyYm2trampqaNjY2dnd3v/jii/v379+5c8fb25vwlEoQ2qfl1+QmZCDI8RRYMTweT/fOZmVl5ePj4+/vz2KxaJ8mcVO/u7rqht7HusRBVlhaWlpJSQkUEMRTampqcnNzMzIyUlNTHRwctAhiYWHh7e2NHJCcnJyUlJS8vLza2lqNRtPX14fcM41G09nZ2draChcJ6VQeFRXl4eEhl8tJD0Sq7cbn81HeSghCGp3BUUKEXA9VB/n9BKE2PdCqJ5BKpUlJSdXV1f7+/vCYwMtLXVJU5RYWFt67d++nn37SIsjPP/+8v7//7t27ubm5gYGBqakp9BZCgf/6+vrGxsbGxsbly5c3NjYuXLiApgoLCwsTExMajaa1tXVrawshmwcPHrx+/To6Opp4mg/TQago2dnZ+eO/vn9V+RsRZHd3F8mOjE+FTqebmZnZ29ur1WpkixCC6GoTugSh8kgXHzQazdTU1M7OLj4+Pisrq6qqCoHYxsbGpqamysrKrKystLS0c+fOwbyilpNzudyIiIjS0lI0ZE5NTc3Ozq6qqmpqaoIRpNFoNBoN7BeoNl1dXe3t7RUVFUlJSf7+/phuiTYipAURg8FAtR61uhdKCml3qOuAIJ/rtxEkNzdX736j+hFw5piYmPT09Pj4+MzMTHt7e9KmlKrQMRgMoVDY1NT04sWLjx8/6n3H9+/fgyBwGKGP5NLSEip3L126tLm5CX3kwoULpNVTd3f30NDQ9vb2ixcvnj59+ujRox9++KGiokLLFfIZt4ixsbGBIMdTDiMIvqCmpqYwvH8VQegHbUdJ9w0tLZdGo/H5/ODg4KSkpPz8/IaGho6ODqjKdXV15eXlWVlZSUlJoaGhGAdB8GFiYoKKmPT09Pz8/Ly8PJTGlJWV1dbWNjQ0tLS0gCBtbW0tLS1tbW3d3d1tbW21tbVFRUWZmZlRUVGurq5cLpeEYIhagWZFgoM5SVgWzEbR+xn/EB2EOFC12KFFkPj4+ICAAJlMVlJSolarta6EEEQqlQ4ODr5580bv2+3v779//35+fp4QZHZ2dmlp6cKFCxcvXtzc3Lxy5cqVK1cuXbq0sbFx8eLFlZUVJI/09vbOzs7u7Ox88803L168ePLkyY8//jgyMqJQKHTtFwNBfv5bEQR+EBsbG2Sm4q6LkCG5u8KEoYboqMYOVbMwPihaJYO16XQ6FRzYGwwGAwpIenp6WVlZS0tLZ2dne3t7U1NTdXV1aWlpZmZmXFyct7c33oiECREXtLCw4PP5Xl5e586dO3fuXEZGRnFxcVVVFVwera2tLS0tDQfS2NiI8rDc3NzMzMzExMSAgACFQsFms0kUBrxDmhbp206mc+p+XkJY+h/qB9GyYogtY2Jikp6eHhQUZGZmlpOTExgYqIszPJBKpT09Pa9evTrsHT9+/Dg/P9/X1zc6Ojo5ObmwsIBAzObmJir9d3Z2rl27trm5SRoOQQdZXV29e/fu48ePX7169eLFi7dv316/ft3Z2ZlGcaZq/aMNBPlbEOTp06cFBQX5+fkpKSlRUVH+/v4uLi5wB2DTIieC7KLDCMKgxErodLqZmRnKSekHU+kIg4yNjXk8XnBwcGJiYnZ2dk1NTXt7OwyNhoaG6urqioqK7OzsyMhIJycnaAda4xSQ+6BQKMLCwmJjY0GQysrK6urq2traurq62tra6urqqqqqqqqqurq66urq4uJiWEaJiYnh4eEODg4ABLHX2Gw2Urmos2AQqSFX/ocTBFaMbgRXK5pLo9EyMzMBjri4uICAADMzM7LUBCJUK0bXCUJkaWkJVgly29fX169cuXL16tWbN2/evXv37t27u7u7V65cWV1dhQIyOTnZ3t6+vr7+zTffPHz48M2bN99+++3bt29fvnzp7+9PlFC9hgwViwaCHE95/vx5eXl5RUUF9hs2cFFREXwQEonExsaG9C7W9ZVQv77UbYZJDhgOgF+RN4XNplQqz58/f/78eRS/YNpDS0sLCvkrKyvz8/PPnTuH3t/ockqdHYGLYbPZjo6Op0+fTk1NLS4uLisrq6ioqKioAEpqamoQxK2urkY+SGZmZlpaWkpKSmRkpIuLC/LZcX50aUc6NrqHoB0Rm80mupiu5UI/CH+QePDv0UG07tjUfWhiYpKTkxMUFESj0fz8/CIiIoRCIe3TfBCIhYVFc3Mz/BSHQWRzc7O3t7evr29ycnJ5eRn2y87ODnLb79+/f/PmzUuXLiGOOz4+PjMzo9Fobty48d1338F+efnyJdLV4uPjUZSoq4kYf+pVNRDk2Mrz58+pu66mpqaqqqqioiI9PR0NJvz9/dE8Bs3QwRGiOdMOSRJBGiXMBOqWo9FoZmZmrq6uycnJKSkppaWlTU1N8FygKycQlp+ff/78ecw9053wRJQRlUqFJkMFBQUlJSVlZWWVlZU1NTV1dXWo0y0pKQEZS0pKcnNzkaJ29uxZLy8vW1tbkouNWXYgiEQiQcdmNASzsrLSxcefQRBdiJBNSKfTs7OzAwMDaTSaSCSKjIwkuRhatgyDwSgoKPjiiy9evXr1/v17vW96+/bt3t5ejUYzOjq6tLS0sbFx9erVGzduoMyfVPejydDIyMjU1NTQ0NCTJ0++/fbbFy9evH//HjrI/v5+bW0tn8/XUkD0EsRgxRxbef78eWVlZVVVVU1NTW1tLfR/REPs7OzUanV5eXlOTk5SUlJ4eLinp6dQKEQMj3gQdTMaPpNhaWRkxGKx1Go1ZrhWVla2trYiBAvnBS6gqKgoMTHR399fLBYDHGQsFomPwNXi7+8fFxeXnp6OAQUwW2pqagoLC7Ozs4uKiqDUlJaWFhYW5ubmYpijl5eXTCbDAD0yX0YkEikUCtJOFa1V4WM+TAeh0+mkZTl1Fx2xNvfzBCE7kE6np6enBwcHm5mZsVis06dPo80SwQdVH4mMjNzd3X39+vWbN28+fPig+6bffPPNwMAAaYC6vr5OdJC7d+/evHlzZ2fn8uXLCwsLIyMjGI554cKFf/zjHy9evHj9+vXHjx+//vprEGRsbMza2pquU5qsa84YCHJs5fnz59UHUltbCx2kqqoqOzvbycnJ19e3qqoK5kBxcXFaWlpAQIBUKoUmYnLQb/0w0b2pGhkZ8fn8yMjI9PT0nJycuro6jUaDMZfoyllfX4+4SVJSUmBgoFwuJ6qH1jA6zJqysbE5ffp0SkoKmgyVl5fDZkH3w5KSEhhouP7CwsK8vLzU1NTg4GAnJyepVEq8s3Ai2NjYEBMGnRBZLNZnrBgQhEHJNMfH/EMIQrVlQkJCYmJi3NzcfH19g4KCRCKRrg6Cnz4+PvPz82/evHn9+rVuXtnPP//84cOHmZmZhoaG7u7uiYkJoobs7e3dvHkTpf3oMIRBdq2trbdu3Xr37t3Lly9//PHH/f19EOTnn3++cuWKo6MjVRs1EATyNyLIV199BdUDJgxxQGZlZTk7O3t4eODeXlpaWlZWVl5enpubGxgYiDSNwxQQooPo4oNGo8nl8vPnz2dkZBQUFDQ2NnZ1dSETDDpIfX09dJCUlJTQ0FA7OzsWi4VCFdJxk0yow7SqM2fOpKen5+XlFRQUkCSR5ORkFPtWVFRgNGxnZ+fs7Ozm5ua1a9fGx8fLy8uDg4Op4+xEIpGNjQ1xo2IYjRZBqC5hbF081vr4jY2NR1l8vfkg1HUjm9DU1NTLywtdjmUymclB4zgtK4ZOp9vZ2Wk0mq+//vrDhw8//vjjTz/9pPWm+/v7N27cwGr39fXNzMxcvHgR/ZavX7++s7Ozvb29vr4+PT2N6VMDAwMvXrz48OHD999/D8sIVszPP//86NEjLy8v2kG2IVGItHQoA0GOs2gRBBApLy+Pi4tD4wlknUMNqaioKCsrS01NxWwh2qcBPIgJpY5Gd2+Ympra29snJydnZWUVFxe3tLT09PSgoBaBGChBJSUlSUlJwcHBHh4eCoXC3t7eycnJwcFBpVIhTkSmasvl8vDwcHhVkpKSkpKS4uLiYmJikCeSn59fXl7e3t5+6dKlf/zjH69fv37+/Pn9+/fn5+ebmpqio6MRbYEeQaY0keHbsGKoTh/aQQSEfF4QhDpo8ugE0fKkGn2aCULdhzQaDQOuVSoVg8EwpiSMa/lBeDxeeXn5o0ePUAjz9u1bYsvs7++jNGZvbw+L3N7ejjrdzc1NVNZtb29fu3ZtbW0NnUEqKyuRI4+zIVHtm2++gTLy6tWrkJAQqhFH5QhVATEQ5NiKLkHgRvX395dIJDKZLCQk5MyZMxkZGWVlZeBISUlJVFSUVCqlatHULxAVJVrfJEtLSw8Pj9TU1Nzc3LKystbW1q6urq6urra2NjhBYDSlpKS4u7s7ODhERUWdP38+KysrLy8vNzcXc6FDQ0MdHR3RF8PNzS0iIiIhISExMTE5OTk5ORndyaKioiIjI8+ePZudnT05OXnnzp0HDx48efLkxYsXz58/v3PnztbWVk9Pz6lTp0hWiFgsRskM/0CoBKH6UBmUZiWEIAQEtF/vB9GrfVDVEBMTE7RfF4lEZmZm//u///sf//Ef//M//6NrxZiZmeXm5l69evX7778HMt6/f//x48f379+/fv363r17c3Nzzc3NMPG6u7unpqZWV1cvXbp0+fJlcOTKlSvoTlZbW9vR0fH06VPU1BCDiBDk/fv358+fRzhGCxwGK+bnn/9mBAFEkDoRFxcXHByM2hA7O7uzZ8/GxcURQwb5Gs7OzsT+16u16t5IjYyMrKys1Go18IFp2+3t7dRs1LS0tIiICJVK9X//7//9r//6r/j4eCgseXl5+fn5+fn5OTk5SHgHIKBr5ObmOUtuRQAAIABJREFUEsQgagtlBA3KwsPDq6qqLl26dPPmze3tbaRvX7t27dq1a+3t7U5OTriLcrlcjJ49TAch6hWJK+Exnkf2qqmpKYfD0Wg0R1l8XSuGMIi6/WgHg8Exclwmk9Hp9H/7t3/793//d10rhsFgnD17dmBgYG9v79mzZ8+fP0cf9q2tLY1Gk5ubm5ubC59RZWUlmtEivX1hYQGR3c3NzaWlpd7e3oqKitXV1e+//17rsl++fAkPy8ePH8vLy3k8noEgWvI3IgjxpCIcg1yM6Ohof39/TKh2dXWNioo6d+5ccXFxeXk54r7FxcUBAQG4+ZAtZEzJaNZ1EOIBj8eLiIhAkLW2thYthWprawsKChISEkJCQlxdXTMyMm7cuNHZ2clgMPz8/Pz8/DBIkQgmOWMaK54JCAgIpAiZfuTr6+vj4+Pl5eXs7KxWq2tqajCMZmBgoKenZ2BgYGxsLD8/Xy6XI2+NOtdOVweh0Wj4FPjVmFKyDPUKtbxSqXR4ePgoi08lCFWFIctoYmKCFBhjY2OBQKBSqdzc3BobGx89ehQeHs5isVT6xM3NLSwsLC4uDt0PoqOjMZISyxUUFBQaGhoWFhYWFhYREREZGRkVFRUSElJUVDQ/Pw+CzM/Pozn+nTt3dAM6r169evfuHfoG9PT0wC+jJboQNNTmHk8hBCFRmNLS0sTExNDQUNTsurm5xcbGJiUlIegLKSsrCw8P53K51NQyXetX91fUmMK12djY2NDQkJ2dHRQUhHab4+Pjz58/x4W9fv36iy++uPcHyfz8fERERGhoKDqqDg8PY0BsZ2dnTU2Nv78//LJWVla6VgzjoHkPcX/A+Uo/KBHEUAgGg8FisczNzWk02q/KB9H1fWCtGAyGlZWVvb29t7e3hYVFRETE2toayVh/8eLFF4fIb1ifnp6e0tLSmZmZra0t6CCdnZ2dnZ3Pnj3TvexXr15BB9nf319aWrKzs/uM9kEeGHSQ4ynUaC7oUFFRkZubGxISgowJlJ8UFRUhYxWsqaysPHPmDI/HIwlmunce6jNEFVcqlVlZWQ0NDa2tra2trQUFBSKRyMjIqLq6+uHDh7CucWEw3d/9QbK7u5uYmOjp6VlVVTU6Otra2op+Ai0tLRUVFRERERwOh8FgoOKGCBLzmUwmWpaRrFz4cWkHU8epk3ehL/wqP8hhBJFKpd7e3kZGRtbW1iMjI8jmIq/98OHDH7g+CwsL1dXVc3NzaJI6Pz/f3t4+Njb2zTffaF3z/v7+d999h5zX/f39vb09V1dXqqGnSxODDnKc5fnz50SzQPJVRUVFeXl5enq6nZ2dUCgMDAwsLCykWjp1dXWVlZWhoaEkkEH99tAPmmUxmUziGsCTTCbTxcWlsLAQDlSNRtPY2Iih8EqlMiIiYnx8fG9v79WrVz/99NOzZ88WFhZWf41cuHDhsD/19PRERUX5+vpmZ2cPDAxgPH1zczMcw+Hh4RwOx8TExNzcHLlkJJqL+kB0VCWfFHW9NBoNnkuinkCROTpBDqvuB488PT2Li4tzcnK8vb1tbW1zcnIWFhZQmfLx48cbN24sLi6iU+GvWiK9UldXV1JSsri4uLOzc/HixZmZmZaWloWFhe+++07rmvf397/99luSNf/NN9/4+vp+Bh8GghxzQVY7VcrLy8vKyjIzM93c3MRicUREBLXepLa2tr6+vqSkxMvLC/Up1HY7qMSzsLBgsVjoJIikT3CEy+X6+PiUlpaiJTJyQBobG5ubm2tra1NSUlQqFZvNbmxsvHz5cmFh4X/+53+GhYWFhoaGhoaGUATPhIeHnz59+synEnEgp0+fRvYEzgDjPyoqKjExsampaW5uDq3Mqqurc3Nzw8PDBQIBTBI0Q0dWCLqNI+cd02pACmo6GahBDBwoFL8tmkv1pJqZmSUkJLS1tYHpZWVliYmJlpaWPj4+/f39N27csLW1NTc3DwwMJE6N0AMhqxR2IOHh4WfOnIHvOSoqCj/xIDo6OiYmJjY2tra2dmNjY3t7e3V1dXJysqWl5dKlSz/88IPWNe/v77948YJoi2/fvo2MjCStsLU8YlQxEOR4ytOnT+GZBzvKy8sLCgri4+MjIiIcHByEQmFAQADq4jHbCfGajIwMGxsb0wOh5mgyGAxLS0srKysUmCD7i06nm5ubS6XSwMDAiooKdP1B5yt08UCD5a6urqqqqsjISHt7eyaTqVAoRkdHh4eHBwYGent7cUBXV1dPT09/f//w8PDY2NjExATabU1OTk5MTIyPj4+NjY2Ojo6Ojg4ODvb19SHhlfhr09PTKyoqxsfHZ2dnx8bGWlpaYLKJxWIQgcPhiMViQITMKxAIBFS3McphiKpF4sHYKr+WILpBK5gw9fX1paWl9vb2YrE4LCyssbFxaGioubn5zJkzrq6u//3f/61SqQYHB5eWltCvEB9/fHx8ZGRkbGyMTC+HLC4uQmeBprZ8IOiQeuXKlWvXrmFaHfqzt7S03LhxQ7e45qeffkJ1P/k1MzMTldxEHdOrjBgIcjzl2bNnJEwL7SMpKQmV75jzrFKpfHx83NzckpOTUTtTXl5++vRpLpcLhyLxDhCHIpPJRLG8QCBAMZ6JiQmqdX19fQsLC2tra9FSDF3F0Fisu7u7p6ent7d3cHCwu7u7vLy8oaEBnZPHxsaGhoZQozE0NDQyMjI6Okp+ooR0fHwcvw4PD+NgAh00H2loaEC/5ZKSktHRUWQ9dHV1lZSUREZGKhQKpMmz2WwQBFntQAmfzwcHgUsmk4k+iWZmZigaJvHUX0UQLSuGevcWCATx8fFqtVoqlbq6unp5eXV1dSECvbe3t7q6ipxaDKZD22T0Rp6dnZ2dnUWDwoWFheXl5ZWVFWpndiIrKytra2vojXrt2jXkpF66dAn92TUazcOHD3V7nX3//ffffPPNu3fv8OvHjx/r6uqsra2R4EftTW0gyN+CIE+ePMnKysrJyUG2WFlZWVpamlKpRF2/SCQKCgoqLi5GOgasmPz8fHd3d+q8EtL4B/dnzFvBVFrSyAf3bRsbm7i4OKSKgiMtLS0tLS3Nzc1EGenq6hoYGBgfH0cjT3SpIMoFwIHHQ0NDg4ODw8PDhCZ4ZnBwsLe3F2pOR0cHUk6Q81pUVFRcXDwxMXHv3r2rV6+Ojo7W1tYmJyc7OjpyuVwU4wIfmP+E+C7m2hGvB7oBoMbPysoKbdyoavwR/SB5eXm6jmfAiMfjhYeHnzp1ytbW1tnZWaVS1dTU3Llz58mTJ0+fPn3+/PnFixdjY2OzsrJWV1e3t7c3NjbW1tZWVlaAkqWlpbm5ObQgW15eXlpawpNLS0vowL68vLy2tnbp0qWrV69ev359d3f3xo0bGHa5tLQ0PT09Pj7+1Vdf6bZr/vrrr1++fEmS5ff39/v6+qAzgiCkc4oWRwwEOZ7y9OnT/Pz8wsJCFL9UVFSUlJSkpqbGxMT4+flJJJL4+HikigIfVVVV58+ft7a2pnbuIGOQGAwGnJFcLlcmk2GIJLXG39zcXKFQBAQEREdHp6enk3lR6AzU2NhIONLf3z8yMjIxMTE9PT05OQmCEIgMDw8PDg729/f39vYSzWVwcHBgYKC/vx9OFio+WltbkbSGzzg7O/vw4cPd3d35+fm2trbc3FwfHx+lUuni4iIWi1ksFpfLRXsUEITD4UCTAivZbDaXy4X9Aocx1Y9Ip9NbWlqOsviFhYXmFMEywpEkFotTU1PDwsIwnVMsFp89e3ZqagpdPG7dujU7OxsdHR0aGtrb27uxsbG+vr64uDgzMwPyQg2Zocj09DTAge6nKysr6+vrmPCAtobr6+urq6vz8/MwCZHVSr1aZLg+efLk1atXRDfZ399fWFhwcXFB3oreppAmhl7tx1iePHmSfSBQDcrLy0tLS8+dO2dlZSUSiRISElAvS0yYkJAQ7B/sNMwrs7S0RIwTr8LsFbFYTLR9al8iBoPB4XCcnJzCw8NjY2NTU1NzcnKKiorQEAgdT9va2rq6uuDvgF8D7SqGhoagaAATsH0AkZ6enu4DgccESQ0ajaa9vb2lpaWpqammpqapqWl1dfX+/ft7e3vr6+t9fX2lpaXh4eG2trZubm4qlQqfCwFdUtSHvFX4fVDghyphxGWoW4XBYLS2th5l8QsKCoj7wMTEhFqUaG5unpubGx8fL5VK0WfAzs4uKSmpt7cXbQdzc3PVarWDg0NGRkZ/fz+SSufm5rD/AREic3NzcIJcvHgRDVDn5+fJbJ2BgYG+vr6+vj7wd2Rk5Nq1a0iKp17t/v7+Dz/88OzZM2rQfX9/f2dnx93dnVgxpO0DUakMBDnO8vTp08IDwfC30tLS4uLimJgY5GjGxsbW19c3NDTU1dXV1dUVFBR4e3ujtg09eLDZFAoFhrAgN1woFCoUCgymBUSoIxFh7AgEAgcHBz6fD1dLaGhoXFxcRkZGfn4+uhZizguKd/sp0tfXhx458J709vYCHwQZ1Aeo3Ovt7UUDgfr6+u7u7q2trYcPH96+ffvKlStTU1N1dXXx8fFOTk729vZQQzAWUyvplkoQfCgoYnAAGVOKZY+YUVZQUEDai5BYzMmTJ0+cOHHy5MkzZ84kJSXBny0SiWQymaenZ1xcXFZWVkZGxpkzZ9zd3a2trR0cHEJDQ7OysjD0r7W1taOjo7u7e3h4GA5UxGvhDcEMBwyaGhkZgYcIZuPc3NzOzs6TJ0++//57zLvTutr9/f2XL19+++231Hrf/f39L7/8Eh1tyT9XK45rIMhxlidPnuR8KujlFRERwWQyBQJBZGQkOhij8g2RGsRZBAIB9HwfH5+ioiLgQCwWI3yADmBoWYwezlBSiN+EzWYLhUKkV8DRIBAInJ2dQ0NDExISMjMzCwsLq6qq0DwZs+wg7QfS0dEBTBClAwoIiAMXCQSx246OjqamppGRkb29vS+//PLu3btXr15dX1/v7u5OSUnx8PBwdHT09PREA0RkoxobG2OTGxkZwQ+C1FUej0eGxZIMd7QvOLofBDoI2XU4yYkTJ0AQTPb09fVFMEgikURGRra3t4+MjNTV1fn6+np5eaHgID09HTWH8fHxCQkJcXFxKEesqqrSaDQjIyMI0EBxA22RFDMyMjI/P7+3t4fWQWTAHbWOjsjHjx+RCUJ1r8IzEhgYSI3FQBEjHWRAVQNBjqc8e/as+ECKiorgaCwuLo6Ojra0tBQKhREREXV1dU1NTWikXltbOz097erqKpVKZTKZQqFQKpXx8fFzc3OnT5+Wy+UqlcrT01MsFsvlctL0HEV68LCy2Wz4ERwcHNzd3eE1VCqVRDfhcrlOTk4hISHYG/DRVFdXY5gDAsCYLwP/a1NTE3HEdnZ29vb2ouBlcnISgczJycnR0dH+/n6oIYuLi0+ePHn06BEIsrW1NTo6mpOTo1ar3d3dvby8UAsD28TY2BhOCuwKPMb1o/EivD9EVTH+NbW5IAgUNyaTaWJiAgWEQEQqlWKEDYfDEYlEycnJPT09iOmq1WqFQoEuUF5eXmq1OiYmJj8/v6WlBe6hpqYm1B8NDQ0tLi5OT0+Pjo7Ozs6ur69vbW3t7u4+fvxYbx+z/QPRevLdu3evXr3SOh4pqkgJoVFKoqgLYiDIcZYnT57kHQhVBwkPD7e0tOTz+WFhYdBBMMK6sbHx9u3b0dHRdnZ2NjY2jo6O7u7uhYWFN2/eTE1NVSqVqMSDIYDRTZxPBUmfKpUqMjIyLCzM1NRULBZ7enoiYoq4L9K6bG1tg4OD4+Pj4+LiUlNT4aaBwxXS3NwM1way3err69vb2/v7+8fGxmZmZhCwXF5enp+fn5iYGBoagnt1c3PzxYsX9+7du3379tWrV69du7a4uFhZWYmpuu7u7lZWVgjT4qYKC590dcdoCAS8iRuVdlAg86tiMcXFxVD0QFsGg0HFB7XnyMmTJ01NTT08PKCapaamuru74yXUw2g0GpPJVKlUwcHBmKQxPDy8sbHx/Pnzt2/f/uMf/3j+/DkxUvSSAqLXhPnhhx/evXtH/RNe/uOPP6alpWE2EFGmTCh9MLFoBoIcT3n27FnZgZSUlKAjWVFR0dmzZy0tLQUCQURERH19PQIZmZmZtbW1Dx48yM7OdnBwsLOz8/PzO336dH19/cOHD7Ozs21sbHx9fXNzc0nHc56OIFNLpVIFBQV5eHigKQ4G9yJkgyQU+BqUSqWdnR2fz5dIJK6urufOnausrOzo6IDdfvny5a2trcnJyY6Ojv7+/qGhoYmJCVSpX7lyBSNg19bWFhcXp6amRkZG4Jfd3d1Fi5C9vT0QZGNjo7m5OSIiwtPT09XVFW3QyNwpKFDwEcIEoxKE6CBEN+Hz+Ues7kdGmaWlJVLmT+qTExQxMjISi8VwOSE8ZGxsTI6h9igBTWQyWXd39/9j7zq/osqX7R/15g4KoihJcs5ITkqWnHPOOTWxCZIEJGeUnESR3ATJQVQMGGfmvg97Ues3p4HhPt6sN0+7PvRqmgbbwzn7VO3atevFixezs7OvXr36+vUrjMtY26HzgyDmjz/+EP4pFDtfv37Ny8uDcQlZRl67dg08kfjJup+5ubn/wfn5/zR+IgShuZick8jKykpNTXV1db158yZ2XBcVFZWUlGRmZnp6eqakpCwvL8fGxuro6BgYGPj6+kZEROTn5wsEAl9fXxUVFVNT08DAQBqQR7BforRRU1PT19dXUFAQFxeXkpKSl5cnhausrCw2YEOgAUX5rVu31NXVw8PDHz9+DPnT6urq9vb2xsbGwsJCV1cXJKp9fX2jo6PY3vj06VPqO0BRgnx+c3Nzb29vbW1tcXFxamoKm5aqq6u9vLysra3v3LmDmgJUCEoMXK7CCILeEyQh8vLylpaWYWFhcXFxw8PDFzn4tLOO2NNTgYMNfJc4V06qwjEKkJCQSElJgVHIysrK7u7uly9ffv/9d7Id+stPSHnK77//Lkyv4lvfv39vb2/HFBX+auzqMnJUE83m/phBs7mEIDAQMjIykpaWVlNTCwkJwQ6nyMhIMzOzoKCgsbGxgIAAdXV1AwODkJCQ6OjomJiYp0+fOjo6glVNSEhAm4ZyEA6IoJxhZVq0KA88paqqqrq6OqgWVVVVtE5VVVUjIiLGx8cFAsHc3JxAINje3sYa1xcvXrS3t4MXhG/w9PT08+fPJyYmgCAQRHR0dExNTWFv4/r6ukAgwK42gUDQ3NwcEBBw9+5dExMTiPFlZWWx4AbLbmj/FhAE22Ru3ryprq5+584dQ0NDbW1tf3//+vr6srKyiYmJixx8IAjwAlkDJf9iYmIc7PivkxB+nZBF2OXs7t27vb29sFnf2NjY2dkB9wFEOJUxFY4//vgDo8Dfv3/n4Ai+JRAIXFxcbG1tdXR0VFVVsbsLKRI5FYhykB8zsO2BTUAyMzOTkpLgk25iYpKQkAAhFjx+HRwcqqurHR0dUb3Dx9TZ2bm5udnLy0tGRgbkhZycHEEG7ku0zhryEHHGr5i2rgBBsIBSS0tLW1tbW1tbQ0MDigxNTc34+Pjnz59vbGysrq5SGrK+vr6ysjI6Otre3t7b2zs2Nvb8+XM4Bj99+nR4eBiqVkgkBALBu3fvgDvLy8tPnz59/vz56urq48eP4+LinJycTE1NwS9Aw05eZGjlAkGAj0AQLS0tY2NjMzMzY2NjT09POK2NjY1d5OCzCAICCEOJWKZHWQYnATkrMSEEucKYuaqoqJSUlCwtLX348OHbt29v3749PDx89+4dKhrEWVQIW8IgDfn8+fOnT58+f/787ds3lkz58uVLQkKCgYEBpEBI3JDEoaUlykF+2OBM98PEEAtWIiMjExISkKHAul1GRsbAwCA4ONjQ0BAdTVVVVRkZGT09vdjYWKJODA0NqVphCxnkt6AbOQgCVQUuUTk5OfQg9PT09PT0NDQ0UCYYGRnl5uZOTU1tb2/v7e0tLS3Nzs5ubGxgzdri4uLg4ODjx49HRkag1H7x4sWzZ89GR0f7+vowdzc2Nra3t/f+/fuDg4Pt7e2VlRXUO2traxMTE3l5eR4eHhYWFrh/0kXI3kiBdLKyspj3v3nzprKysrGxMXxbnZ2dIdL/T3MQVBxQuOKqI45DuK5hv6QiiB3wRUeZiBskbqQE+/Lly4cPH969e4eKhtO7ZVED34LH8rdv3758+fL9+/fv37+/f//+9evXHz58+Pr1K7KS3377bWxszM3NTVNTU05OTlJSUkFBQVdX19DQ0NTUFLaMIgT5MYPNQWAvhAUr5NsONEF7Bf1dExMTFRUVbKWTl5eXkpJSVla2trbW1NQkCFBUVFRRUcFGOMjD1dXVsT5KnNmZQF0MKSkp0KjXr19H51JXV9fCwsLY2BjXs6SkpKmpaUlJycjIyMbGxt7e3vb29uzs7Nzc3MbGxtra2urq6tLS0tDQEHIQLC549uzZ+Pj40NAQlN2Li4sfP37EBbC7u7u6ujo2NjY+Pg4MevDggZ+fn42NjbKyMit+IxChkVwWQcjcUFxcXElJCVspe3p6LnLwaTaXSjkMJcLNiNWYcRCEJUGEp3sR8vLymFSysbFpaWlZWVnBPAvqju/fv6O3wgER+Cd//vz5+Pj448ePHz58ePXq1fb2NqT029vbOzs7q6ursK3e39/f399/+/bt27dvZ2ZmeDyegYEB+lYkPobTnYSEhAhBfswQRhBaoAtLoZycnISEBEtLS3QuwUeA+MSXuOY1NTWRe+NLFRUVXV1dDQ0NrJLU1NREhYxzmk1ASGeBXiCyGFqCLS0tjXuplJSUnZ0dn88fHBwEZLx69Wp9fR2zqmtray9fvtzf35+fnx8fH5+amgKCTE1NTUxMoB3z9OnTw8PDz58/A0Gw9mF0dHRkZOTly5fr6+tNTU0hISEYh6VVwezY/qkIAvjgXL0X7OYmJSWhbUGDRUAQ5CAk6+TwrNC2keITzBGYGuziwnepQ6yurp6amjo6Ooqtt6QcAwmKYuT333//8uXL8fHx+/fvMTE0NTU1Ojo6PDzc29uL2d/e3l7MSWO2oLOzE54Ao6Oj4+Pj09PTvb29Hh4esrKyOHr4w9GnEvEgP2YQgpC9EKUhAJSMjIygoCBNTU3cluEDCIdUUIzwyMAdjxorQBAdHR3tk4AyigwB2UlWog/FxcVBBEhLS+NCunnzJqoeaWlpR0dHHo/X29u7u7u7tra2tbX16tWr5eXl6enphYUFIMjh4aFAIJienkaH5dmzZxMTE0NDQ+Pj41tbW1+/fsUyt7dv37569WpjY2N0dHRwcHBlZWVra6u3tzc2NvbevXtqamq4pHFZ0pQHTfdjNldGRoakIleu/GmD3AVV7QUFBbq6ukjuMFPHQRD80wQclLCwMjYYmoAqws/iIGtpaeno6OA3+/n5NTY2zs/Pw/+NKAwUKV++fHn9+vXy8vLz588HBweBFxjhpUfI4WFEQiACw+rS0tLOzk6BQPDixYuqqip9fX1MNqOJhg8jIyOzsLDwd5/M/5z4SREk6yQITTIyMpKTk52cnGAXiusKJBkuJ/AX6Fzg/gxXUcy2QhUCQgQtUvL4Yt1VEbgbY0LvJhO4aOXk5FxcXHJzczs7Ow8ODnZ3dwUCwe7uLmqZ6elpdCvfv39/fHy8ubmJF5GDTE5Orq+vf/r06dOnT8jMj46O3rx5s7W1NTIyAln3zs7O+Ph4enq6g4ODqqoq8nDyLqChW3xsGRkZYlI5phj/EYLw+XwTExN1dXXKIDBthCqGchC2TgFeg54kCS8coQFn+BshKwRkX7t2DQ7v4+PjMFsl8uLr169v375dWlqCTRFG8rq7u8lehAKZCAyfoM2j+SP4Ie7t7b19+3ZhYcHe3l5DQ0NXV9fAwADOTFeuXLl9+/bi4uLffTL/c+InRRDoyghEIC2LjIy8c+cOsgzcG9HLpKyeEgfqpLACdpKi4o7NXors7CZ4RKISkfdSJiwuLn779m0PD4+CgoL29vbNzc2jo6OXL18uLy/v7u6urKzMzMwAULDbFU0HTN8KBIK9vb0vX758/vz5w4cPQJB3794dHR3t7OzAE3Rubm5vb29mZiY/P9/R0VFNTY1G1On/yKZOQBB8Tly35HL4H1UxGRkZ6FIBnYURBHwHsj98AFSO0N2jQyQrKwuzEjAy165dk5eXt7W1BfMNZZeysnJsbGx/fz/YEDCgnz9/Pjw8fPHiRW9vLxm7dXR00EQvmbNg3rejowN5R319fVFRUUVFBY/Hw6LSsrKytra2hw8fpqen6+npqampaWlpQfl248YNMTGxW7duiXKQHzPOykGQgCQlJWE93Y0bN9CIhVO5vLw8NTjBAtJdlAUOGoGBtl2YBKHWI6AHCi7aaIn7Py5aZWXlwMDAsrKylpaWpaWlT58+HR4erqysbG5ubm9vLywsgOd7/fo1qbaRn+P5169fP3z48P79+0+fPh0fHwNB9vf3JycnOzs7p6end3Z2BALBgwcPXFxctLW1qXoCiFCdgg8D9xMUbkiUiAr5j+ZigCCKioqADJYHoXnfX3/9VUNDQ1tbW0pKSkxMjDCLsJgmpKF8I+aIEB81l4ODQ3Nz8+bmJmD06OhobW1tcHAQ1AYyCxg1sd5O0NE0NzejmdXR0VFfX9/Q0IDpm8LCQkwn5eTkpKWlAbPQjAcFBqNcMTExkSb1hw1CEIIPErlnZGTExsZaW1vjpMQZiWRBVlZWnNkCCS6QyngEm32wFhtnIQjBB9qZEKTCJ/HatWtaWlpxcXGVlZWNjY0zMzPAArChWMsmEAg2NzcPDg6Ojo6+ffvGzn1Ayn10dHR0dIRaBmkI7sBdXV0TExPQlTQ0NHh4eOjq6qLmooYCJwfBXR1uBmQlDbjB+y/oMJSVlXX79m0tLS1FRUXhHIQYXG1tbT8/P0NDw6tXr+L4YB846j5YydPQAAgaFJsoJ2kwLykpaXR0dH0ej55PAAAgAElEQVR9fXV1dXR0tK2tDbZMwA7YOJHHKuADrAdyE8Ia2ClgLWZFRUVxcXFmZmZxcXFYWJiWlhZ6/Ji6VFRURIImJSU1Pz//d5/M/5z4iRAEs7np6emUehCIpKamBgcH6+rqAh1YBFFQUEDeARBB/gwUoED2QYH8hUUQIiZxhikqKqqehLa2toWFhaenJxxMr127ZmhomJmZiYmYZ8+eHRwcgNTY29sDcKyvr29sbIBMPT4+ZhEEUig0HY+Pjz9//vzx48d37969efNmcXGxq6treHh4c3Nza2uro6PD398flvGsHQEVKZSVkN0J9RqoqyItLX3BuZi8vDw1NTUrKyttbW3hXgyhs56e3v379w0MDCROHCSp7QViGwgCDQ6aRKBCAOXIceDznp+f393d3dLSwhnzRwnTehLkXI2JRDjRYraoubkZ088NDQ0wgiouLs7Ozi4sLMzJyYEQkXIQsEWYsRQhyI8Z29vbUVFR0dHRiYmJGO1PP4nExERnZ2clJSVKCpBHYJkusne4E2N6hUZISJBKd0U4ErFFAdgTSjEUFBSMjIwsLCzu3Llz584dOzu74ODglJQUzNpISkoaGxsXFBRUVlbW1dVNTU1tbGx8+PDh06dPb9++JetQKM2gUIDw4d///je1GyDHfP/+PcQO4FPX1tbg37W5ubmzs/PkyRM/Pz9FRUXc6iGBo+lbKlIIB3EZA2XIoFBKSqq8vPwiB7+wsFBXVzciIgJL84AgOG5A5OvXr9++fRsOjNdOlvvSHwKcEbhqOuZAEKhy0DWDThTcjbW1dXx8fEVFBbzd6urqYJ7S2NhI9QuAA8+RdJCXNaYTGxoaGhsb4YAPdwXYuPB4vPj4eBMTE21tbfAgioqKcnJy9+7d09bWFjGpP2bs7u4mJycnJSVFR0dHRERERkZiziU+Pj40NNTExITUGTATQvuWBkOI8kQPhYb3YaulpKSErh5x8mztg8k9FAsKCgp37txBYwJ3MDxRUFBAnmJiYlJeXl5fX19TUzM5ObmysvLmzZvj4+Pj42Nwoq9fv379+vWrV68ODg4ODg4+fPgABPn+/fvXr1+/fPny7t27g4MDeORAnf3hw4ednZ2BgYHe3t719fXd3d2xsbGQkBCSiqErRImSxMn2LOIgcJGzknxc+ResYkpKSoyNjR88eBAeHk5Esp6enoGBAfmw6urqenl5GRoaghkBHIMiRZYnjCAAIHhlI6cjgZ+srKyNjU1ubi4MmZCGAD6QenBWZxCysNbWeIQTWklJSWVlZW5uLizsYIKpr68PBMHOIDU1NR0dHYFA8Defy/+g+IkQZG9vLz09PS0tjVwO09PTk5KSwsPD7ezs1NXVoSilExFlLa4cXFrU7OTcolHm4GaOn2Jv3chllJSUkJDLy8sbGBjo6+tramqqnwTYSrzfxMSkqqqqpaWloqJiYmJibW1tf3//w4cPx8fHaEnu7++/f//+7du3UIsdHh5i18nvv/8O9vTjx48ELphwPz4+fvXq1cTERHd39/LyMtoxsCbAxYkrk8b/kGSR7SsOAv13aGpGXFz8gt3ckpKSO3fuNDU1JScnQ/xy69YtAwMDAwMD1Iw3bty4e/duZGSksbExLHyA4zhowGgUL2REgLzj5s2bpqamTk5OBgYGGhoaKioqZmZmmDZQVFQMCwvj8/kwfKurqwOB2tXVhQSEnPFhYoYEhNZo4MX6+nq0cktKSqqrq2k4MysrKzQ01NTUFAog3DywsOJnuJoofiIEef36Nbz/kpOT4VGWnJyckpISFRVlZmam8udAysD2XznehbicyJ+KZtIIOHCjxiUHS0RcDPBnhvhdjQmIXyUkJMzMzOrq6lpaWvh8/ujo6Nra2s7ODhIKCLQPDg5ev36N8gSidViKQ2358ePHT58+4fWjoyMgCIqgmZmZ3t7e+fn5vb09gUDA4/G0tbVRi+F+Tqo5XKs0t07/EZJgkhD+gr2Y0tJSU1PTjo6OkpISTU1NsBVUMKLn4ufnl5aWZmJigv4LDgtmT7S1tdXU1NDNRcGFHBA1i6+vb3Z2tqOjo46OjpaWVkhIiLe3t5aWlqamZnR0dElJCXaP1tXVscRHW1tbR0cHacaQgJDNNSwjGxsbscoL634ePHhQWFjI4/GysrJyc3OTk5Pt7Oz09fWhQgZVHBQUtLu7+3efzP+c+IkQ5P3790NDQ+3t7UAQJCNJSUmBgYE6OjrIfinQ3geCIIuG4Y2mpiZ8lelmCLUVFfNYBYBHcp1BpYO2Aqy6lJWVWfhQVVWF+FVCQsLCwuLRo0ctLS3FxcVDQ0PYnHJwcIDe7W+//fbmzZvt7e2PHz8CL/b39w8ODuCC8e3bN7Rgjo6Otre3X716hcwFpc3Kysrg4OCLFy/29/dXVlaqqqosLS1xMSOBQquFEIS8ywAf6EBB3S9x4jZ8wRykvLzcysqqq6vr8ePHLi4uEIARzl6/fl1aWhprhq2srHCg1NTUMG148+ZNOzs7AwMDGoRFIUMDjUlJSb29vcHBwcbGxiYmJnCihhliQUFBWVkZHCGbmppAfCDXwBpAFCxIQIAmSD3Idxbe7nw+H4sH+Xx+Xl5eeno6NvJ4e3ubmJjo6ekhb/Xw8IiJiREhyI8ZHz9+HBsb6+rqSkxMTE5OBicSExNjb2+PlVGYjgOdIS8vT7LLaycLItG302SCpvKx6wQJ+a2TQAcHU62EIPAEOwdBTE1NGxoaOjs7CwsL+/v74Zqzv79/dHQE0vT4+BjoAM0l5B7wwoD4EoqynZ0dbDz58uXL169fP378uL29DUuR/f391dXVlpYWNzc3qDzJkx1iWdzeOVUMJWLIRMAQX7AXU1FRYW1t3d3d/fTp04CAgNu3b9OoIX7/7du3S0tLHz16ZG1tDcJIUVHR1NTU2tpaUVHR29vbwsICqQf5J4CEUlRUTElJGRsbQy5pYWEBvWlkZGROTg6WBMLYjfovtACQEg2CD2zYIPhobGysr6+vra1FFoO1YTweLy0tDQgSGxtrbm6uq6uLdgyPx+vp6Xn//v3ffTL/c+InQpB37951dXU9evQICJKYmJiQkBASEmJoaEgLH1FdozNH82OQluFbyCaAMkSagLqDXBIJCIkm6ZZOsgt0JfGDwggiLi5ubGxcX1/f399fUFDQ3d09Ozu7v78P9vTLly8QfYBShZn458+fUdd8+/YNEsxv374dHx/v7+9vbW0dHh6ilfPp06dXr17BbxkI0tfXFxQUpKKiAuzAh5eUlMQHRm5C1ClKGFQc+D+Ki4srKCg0NDRc5OCXlpaamZl1dHTMzMwEBwfLy8vj2JLpgZKSEtqud+7coeFDLS0tDw8PLS0te3t7OKoRgU0ctry8vL+/f0tLS0BAgImJibGxMbnto/RADkJiEOI7YNRECQhxH5wnDQ0N4EFqa2uxJ4y2eaWkpKSlpVlbWyNXkpeXj4+Pr6+vf/v27d99Mv9z4idCkMPDw4qKCvAgQBCseoDRA2vtgSuKw5jSvBkC7RXsnaVsHyHx530iLFcCsTbm8c5CEH19/dra2rGxsaKiotbW1omJiY2NjaOjIxhVYN708+fPe3t7h4eHyDuOjo6wZf7z58/w4/ry5cvh4eHm5ubu7i5+EEqzhYWF6enp3d3d5eXlwcHB2NhYdXV19ETRH6FmE0CQ5mWgMQesEBWCheEXOfgFBQXYnj05Oenu7o5k59rJ+hhkHNXV1VlZWaqqqpIn3vFqamo+Pj76+vpBQUH37t2jPxBBORIoExOT1NTUe/fu6evra2ho+Pj4pKenU91RXl7O2YmBpRAgTdGaobIFmELwgd2AaOVUV1fz+fyysjKsJc7MzASP5ujoaGRkhMPo5eX18OHDo6Ojv/tk/ufET4Qg6MWkp6enpKQAQSIjI62trcGBURqCfAEyBLK0IQMLEnRLS0vb2to6ODiYm5tLS0uLXSDg7icpKUkIQoFEAKCjra1dWVk5PT1dXl7e3Nw8PDw8Nzf35s0bKE0hQv3tt99ev369ubn56dMneIvDj4tMxr9///7u3bvNzU3YW4B5ff/+/cuXL+fm5qCO7+/vz8zM1NLSAgOCAEBAf0H5FPq44D5p4ePNmzcNDQ3b29svcvChSS0rKxscHHR2dgZle/Vk+xQmkuPi4tzd3aExw7ewExN9Xy0tLdb/jURlUM16eXnduXNHR0dHSUnJwsIiPT0dxQsQBMIw4AIkHiBNwZ4CLAg4qBdDCwNra2vr6+vx2/h8fkFBQU5ODmREiYmJbm5ucF2C662tre3Lly//7pP5nxM/EYJgby5W5yYnJ2PTIvakoSQBOYobHUzMz4EDKSkpPT09IyMjRUXFa9eunfNOdg4NOQirSaUAuSguLq6uro5FE3V1dY8ePcLS+a2tLXRwUbkANXZ3d1+9egUTHSQp6OaiL4M3rK6urq6ughAB7bq4uLi6ujozMzM0NFRaWmpgYIBEA/CBNZe4SmmGTfLEe5l1Ibh9+7aTk9Pg4OBFDn5KSoqUlFRqampbW5uDgwPqFLETi1OkIYaGhhoaGoAnzNrRSDSNQbP6PTyHxjc4OBh77RQUFKysrFJTU7Gh7sGDB9hMTJuGSVRGq0XxCuUdFPiRupMoLS1FDoudypilSkxM9Pf3NzAwQKtI5A/yIwe79TI5OTk2NhZ+qCoqKhoaGhoaGkpKSsSGQNVO5zclILSuDSMzKHZYGTjFWa/D6Ew4ByEEUVJSysvL29zc7OzsrK2txdbo6enpN2/evH//HrYXSEOgUgVkoF97fHz86dMn0CXfvn178+YNjNrX1taQhrx580YgECwtLb148QKbdC0tLdlZYbq9A0bBm1IOggQENZq6unpcXNwF9ZdJSUni4uIhISEPHz60t7cnzGXTEFaDJyYm9q9//YuaNRiZQ9IBEgQlJObZ5OXl4+LirKyskMrdvXs3LS2Nz+fTZj+Mt2BdLvpcwAga4WfhA8CBkocQpLa2FooydHNzc3PT09NxHwoPD9fR0VFRUUHD7ubNmyIE+TEDmlTUrklJSdChkp06+iO0v55auZwMgvg/3KuhVqCWJDuqL3myZVriJMCGYOUltX4o5OTk8H4FBYWMjAzIRquqqp48eTI3N4f1t6hEULmADdnf33/16hVcMDDODyU7+JGPHz9ubGzMzc0tLS0hDXn37t3q6urCwgLs3dva2u7du0cfG4QxuwGH9l1yxCC3bt26c+dOQUHB9vb2RQ5+QkLClStXnJyc8vPz7ezsaBqYDrLYn22TgdQ4bgBrzNGrq6urqKjguYGBAQxHbt26FRwcbGpqis66jY1NSkpKfn4+n8+vqqoCgiD7oAQEz6lsoVdAnSLYHAQ7ACsrK7GYPScnB+NUcXFxUVFRWlpaKioqmOSWlJQUbZz6MYNykOTk5Pj4eC8vL3V1dSg4iAIgmpDM9Ti+vniFJs2vnqyhZ7/LVi70nN4ABoEGcynIVxWU/ubm5uLiIkRQWPgA3y1ITikNQVMG2+dha4hWLhKTL1++QPqxsLCwurqKLGZ7e3t+fn5ycnJqaqqnp8fFxYUYUxQLSkpKaFrTSC4Nv0mcuB8qKSm5ubnV1dXt7+9f5ODDJ1VHRycgIMDU1JR+IRCEjhsHQUBdQ0GDmlFPT09HR0dHR0dfX9/Y2JgsiywtLdXV1YEgVlZWSUlJ2dnZeXl5FRUVLHxQwQKkAIi0traia4sEhAI4gv3nNTU1KIgKCgp4PF52djYItZiYmKioKCxghy2mlJSUCEF+zGARJDo62tbWVl5enjJnaqCwdqFn8RpQiMjJyXGYjlO5D853MeBLqjMKGpyXkZEJCQlZWlra3Nzs6upqaGiAMnVlZWV7extDLmQC+uXLl4ODg8PDQ3iLA1/ev38P8Qj41L29veXl5bm5uZ2dHXRtlpaWRkdHp6am+vv7PT096cNA4a6srGxnZ+fv74+7OvoyMB+ibpSWllZsbGxHR8fOzs5FDj7trDM2NoYx2rWTnW8oWAhBcPBhdwjJibS0NJaHGhoaGhkZGRkZGRoaGhoa6urqKikp4bihAY9xGFtb28TExMzMzLy8PKJRqTZpbm6mLAOjuk1NTfX19ZijwyMLH1jNC6eyioqKgoKC3NxcjESkpqbGxMSEh4ejeLl165aRkZGMjIyoivkxg6qYxMREzPLTrAdJ1NmCReJk4wEbgBh0ZKWkpDgZx/khJiaGn2XzHcIRSnxu3Ljh4eHx/PnzV69ePX36tLGxsaenZ35+Hq7LR0dHlIb8+9///v333z98+IAdsb///jvsheAGQGqRd+/ebW9vz8zMIA2Bwerw8PCzZ89GRkZ8fX3Z/gtScRcXl5SUFHt7e2q+kAESTEOMjY1zc3OHh4cvqL/EtocrV66QyRB2aGCO+V8nq3DpQOEVCWYvBLvHi5hUmuVBFqmkpCQrK+vs7JycnIwxfFoSSmlFc3MzChPiU4lhJeAg7EACQghSXl5eVFSUl5eXkZEBW8yoqKiAgACUMKinREzqDxu7u7tov8XFxbm5uaEGYYMyCPGTVQychbKY0IWuVE5O7gojGLkIfIiJiWFojX5EmHwVExO7du3a3bt3+/v7Dw8PV1dXe3p6sP9lfX19a2tra2sL1lugS2FKdnh4iPk6DM5gkPfjx4/fvn3DQgP4es7MzOzt7b158wa+O7BWDQwMJNaGAhpcaWlpDjGMlE1RUdHR0bGysnJiYuI/QhAxMTEkNbdu3aLRGw6CAD7ETtbWkOKehLP4WyAHJIMiALGysrKMjMz9+/eBIMXFxVVVVYQgKFUaGhpQ11Bzl807ABnQj+AJKFgWQUCCZGVlJSQkREVFubm5oXOHSlDkUfbDxs7OTkJCQnx8fFhYmImJCWcDO1uhEPNPkxdoTEBPBd03NCAXzD6unFAk2FnNogbbgMA7MVzX0NCwtrZ2cHDw/Pnzzs7Ox48fz8/PHx4e0ozM8fHx9+/f0bhFGgK92bdv3z5+/AhWFaM0GJbZ2NiYmpoSCASvX7/e2toaGxvDuhkso6d1MNf/HIQsNCADBAkJCeno6BgbG7t4FQNcwL+FwgQ8C7gkYSJJ7MRsmRztOY5wtKzz6tWrkNLC4cXd3T01NTUnJ4fP59fU1KBaQZ8FDXJq7tIjwQfVMoQd6OOgMVxeXl5QUAB37szMzKioqKioKDs7O3wMpGnXrl0T8SA/Zuzs7MTGxkZHR3t5eamqqqIdQOJRIMi1a9cw6s56r9MQHc2ho7XJyhnYRIPyC1wAEICzPUsKiT8HPsbVq1cNDQ15PN7Q0NDr1683NjawR2pychL2qPAKR7UCEPn27RscQ+CWSvtQaKL369evb968wVqZra2tvb29ycnJ8fHx+fn55ORkEuajK8T+x6kpgyY3AFRBQSEpKWloaGhkZOSCvZi4uDhszEX5BgSBovRUBGFTNtYLjuNrTS0zaFWUlZXl5OTc3d3T0tJyc3NLSkrgCQJvIcAEWrnQlVHxQgULG8CO2trampqa6urqioqK0tLS/Px8eNylpqZGRESglUvl7ZUrV27evCnyKPsxY3t7Ozo6OjQ01MbGRlZW9sqVK5KSktCAQOCE7AODs5Bp0OWEqRayR+VkLmzQ/fDWrVtKSkomJia6urpUuZyPIJSGaGtrR0VF1dbWrq+vHx4ezs3NDQwMDA0Nzc3NoWDZ29uDRJVk7J8/f3716tWbN2/YWgZwQ8zIxsbGxMTEzMzM7u7u7Ozs8+fPFxcX09PTsWSPgAOCcTb5wt4peKZISEjo6ekVFhaOjo4+fvx4bW3tIgcfCPKvf/0L6YyUlBRYWwzys/CBVAW1JFvCkJUkJhhRywDRrly5guEA6Hp8fHxSU1Nzc3NLS0tra2s5vRWaxz2158JBEMBHVVUVBKklJSVo5WJne0xMjK+vLyWVqPJE+2J+2Nje3o6MjAwICACHeuXKlevXr+NSwZmqqqqKLqa+vr6RkZGuri4Z+WNKFfWLjIwMZ+MBMRqoQaSlpbFPG78KHccrzHDNXyIIplH5fD7W3+7u7j5//hzMxerqKryFgBdv377Fkle2lsGELtKQnZ2dly9fHhwcwGRoenp6ZGRkeXl5cXHxxYsXc3NzWVlZUNNR2kV6EBZBwFxCkGpubl5RUYEF4Be837J7cylTYzV7V/7cO7969Sq4EnJFxeeBgJiGG5HFQMirr6+vra1tZ2cXFRWVkZHB4/HQykWdQpDBKj5Y4EDNwn5J2Qe5HMLfEPZCMTExGMyVlJSk7FJSUlJRUVHkcvhjxubmZkBAwP3798Gh4q+O8lVaWlpNTc3MzMza2tra2trGxsbGxsbW1vbu3btWVlaEIGBYb968eeVEsEDB5iDo1MD8BgoF1r74VOzgNJKlpKTu3r3L4/GamppmZmYwZYusYWZmZmtr682bN69fv37z5g1wBItj4GCGEV4sSfnw4cPh4eHGxgaGdMGhovpYXFycnp6enJzMzs5WV1enuzp0LhBu4UKl/wgtBvbz82tqahoaGmptbb3g/TYhIYGOFfVu6ZjgIOCoUjmpqKgIEybWCxJZBlxaEPB2u3btmrKyspGRkb+/f0pKSlZWVmFhIWhUarVwmA7hygUgwtYvgA/ULyUlJZiIwVRubGysh4eHnJwcPjPWDOH4iBDkx4y1tTUHBwdLS0viUHESY9weXpt6enr6+voGBgaQHhgYGGhpaeH+DPEI/EGvCnkdUn7BPkdcZSZ0z8o+qFVMbzY0NExLS6usrOzr64Or2Obm5tLS0sLCwsLCwt7eHhDk6OgI7ZUvX75Q2+XDhw/gPuBjBkeitbW13d3dra2tqakp+HRMT0+Pj49nZ2crKCiwn1xRUfHevXt37941Nze3t7eHlamioqK9vb27u7uPj09NTQ0W9La2tl7QEzQlJYU1N5M42TKLHgpaoWjKIDBTB/ig4MAHXiFvNyUlJVtb28jIyIyMjNzcXNCoHMgQ1npwurbUiCEQQQJSUlJSVFQELVl2dnZUVFRoaKiWltbVq1d/+eUXaJRhO6CkpCRCkB8zBAKBkZERtg1cPdFBXrlyBbJLCB+1tbVNTU3NzMzMzMzMzc2NjIwgVcL9WeJkgS475g89O6d5QVUJXZksdtAT/Aby3cAP4s6soqISGhpaVVXV0dEBBmRrawub5QUCAbxO37x5Ax/23d1dGsw9Pj7GAB5aMBilefv27ebmpkAgWFtbW1pawnbYycnJsbGx3NxcZWVl+tji4uI3b950c3MLCQnx8PCIjIy0tbVFG/XevXu+vr4pKSldXV2jo6NdXV21tbUXrGKysrLY6WeQ09j2gMOLCSNwJb/++qu0tDTrfsDBEfbx9u3bSA8VFRVdXFwSEhKysrIKCgqohEEAGkCgUiHDdmEIO9heDCFIcXExtGTowgQGBtrZ2d26dQtZFTE7qAFFPMiPGQsLC5jFYnXTQBB0B1RVVe3s7AIDA0NCQkJCQgICAu7du6elpUX8P/kYSpzYdkEeRgoxVidGDkPifw5O3nHt2jUMpGN93PWTxbTS0tIuLi4VFRWdnZ1DQ0MTExOzs7Pb29v7+/ubm5tra2vr6+vb29sAkVevXpEbMwwNX79+DbsQzMK8ffv24OBgdXV1dnZ2YWFhdHS0p6dncHBwYmIiLy9PRUWFxT4pKan79+8HBwe7u7uHh4ebm5ujT6mqquri4lJaWjo8PDw8PNzQ0JCbm/v06dOLHHzsrGMD8EEsqaSk5K+//vrLL7/88ssvYmJisrKy7PAh4YjanwMe90AQBQUFd3d36NmLiooqKyuh+6CqBK1cmp2jJ5xkhJWiAkGwa4oYkJSUFFdXV319/WvXrv3rX/+6evUqJMXIZFVVVUU5yI8Zc3NzuNWjUkBBLiEhAVkB1gWZmZl5eHj4+Pj4+Ph4e3s7ODjAFph2IwFB2AyCxupwEbKDdhwEIeCgpW1YJWFoaOju7u7g4GBoaAjXb9yl7ezsCgsL29vbR0ZGpqenX7x4sbCwsLm5ub+/v7+/v7Ozs729DbtDLIh5/fo1dXmPjo4+fPgAiSrs3VH4rK6uTk1NjY+P9/b29vT0PH36FAjCKsqkpKRcXFwCAwPd3NyCg4ONjIzwv9DQ0AgKCqqvrx8ZGenq6iooKEhOTp6cnLzIwU9OTsZh4Rw04K+kpOSVEyX7L7/8IiEhQVcjbGtZHMETokiAIFevXlVWVvb390cfl52pq62txb4YykdYgRkn9eBwqzU1NZWVlRCS5ebmkkX7vXv31NXVxcXFsesXVBe4GxEP8sPG7OwsBjEIQaCbBqxATWBiYuLq6urp6enl5QUE0dDQoK1ukif7LjmSsFNDglm8IslsacMQsKampqGhoY2NjYuLi4eHh7e3t6enp6+vr6+vr6enp6ur671791xcXJKTk+vr6wcGBqanpxcXF5eXl5eXl+H3sbu7i/2VWKmLls3e3h4G7bDsEjvrYAKwvr7+9u1bKOX7+/ufPHmCJZg5OTm4COnaBo/r6+sL1kNHRwcUsoGBQVJSUmdn5+joaGlpqY+PT1hY2AURJD09HYfxxo0bBBYIQDkboKIVTwI8FGsuycIKXBGuXr2qq6sbGhqakZEBf8PKysrq6ura2lqa62fHYTALQ8QHvYGlVykHKSsrKywsRAmTlpYG01Z9ff3r169DJUgrDfGxRVXMjxmzs7PU7yDptISEBERfmMsyMjJycHBwd3f39vb29/d3cnLS1NQEfCBTxekiDBysulTixNkcvxauqNra2sbGxtbW1s7Ozp6engEBAWFhYfHx8dh3FRAQ4Ofn5+/vj/THw8PDzc3N09MzJCQkKyurqqqqvb19eHh4YmJiampqcnJyeHj48ePH2JnU1dXV1dUFXmNiYmJiYmJubm5tbW1tbe3ly5fAmrW1NeQvOzs7z5496+npwc6U7u7u8PBw6lUT2JmZmXl6enp7e7u7u6urqyNTMzc3z83NHS3wwBsAACAASURBVBgYGBwcjImJ0dDQcHJyGhsbu8jBLy0tNTc3xzStpKTkL2cHRnLZIhG1IY0gsiuHqdV19epVCwuL6OjojIwM+LM/ePAA7oSUZRCTCgkZMEKYT+W0YyorK+GNCgSJjY319va2s7MDJf/rr7/S5A5tohApyn7MIAQRFxcXExPDyYpbLnIQJSUlQ0PDe/fu3b9/39fXFwgCE0DWiFiC2YnLQgZr0oNOpL6+voWFxb1791xdXX18fEJDQ+Pj49PS0rKysvLy8vLz84uKirKzs8PDwwMCAoKDg4OCgvz8/AIDAwMCAnx8fAIDA4ODg0NCQkJDQyMjI+Pj41NSUtALwKoKrM7CI/YB4zcXFRWVlZXVnRjq0GaDwcFB2IJ0dXVhLDU5OVlbW5tTf924cUNfX9/V1dXf3x/LQMFTurm5VVZWjoyMtLW13b9/H2tcOjs7L3LwU1NTkbv913/9F+hSFCycQEpCWcmvFwi0w8TFxe3t7UGjYsctayxEdQrLm9IjS3+Qkh0/BQTh8/kgQTIyMqKjo8PCwlDiSUtLQ2UL20po6mVlZUU5yI8ZwggiJiZG/iBAEAMDg7t377q7uwcFBYWEhDg7O2toaNDtTlpaGkyn+IlTBjHw6urqenp6pqamNjY2jo6O7u7uvr6+QUFBuPhjY2MTExPT0tKys7N5PF5hYWFxcTGfzy8tLc3JyYmMjAwPD4+KioLgzdvbOyAgAPARGhoaEhISGBiIL/Gr4uLiEhISsPUGzq8YFQWCZGRkYDUfXkxjIisri8/n4yqqqalJS0szMjKinVLEU1y/fl1VVdXe3j4oKOju3bswcFVXV4+Kimpvbx8dHS0rK4PHh4yMTE1NzUUOfkJCApq1hBRnIchFgkQlRIdLSUm5uromJyeDBKmsrDy1fuEwpqeKytg0BILUkpKSvLy87OzspKSkhISE6OjoyMhIT09PKJuvX78O1oYWAIoQ5McMDoKgiqFOCqoYQ0NDBwcHX19fXNKurq7q6urUccSWViQdN2/eVFRU1NXVtbS0dHV1DQwMDAsLwxZebJNITU3FNZyZmZmTk5OXl8fj8fLz87F1Fc95PF5qamp4eHh4eDg0jsHBwd7e3iEhIWFhYeHh4ZGRkdgWjt+ckJCA4UAM+MTExGCLOEAkOzsbeqfMzEzsFc/MzMRngCVf4klkZmZmZmba29uTnRqHA759+zZWgt+7dw/79AwMDLKzsyGuz87ONjY2hja0urr6IgcfmlQWKU4tYdgc5BxA4aj4rly5oqqqCjF7fn5+aWkpljOgSDkHOFglCGoWykHAv4JJBYKgC5OcnIy/lL+/v7a2NjT12HcJbwF5eXkRgvyYcSqCgBkFx6mqqmpqanr//v3AwMDo6OiEhARPT0/0YnBmQBIiISFx69YtXV1dGxsbT09P0Bnp6em4gHNzc4EOAIuioqLCwsLCwkKcgjC2SkhIiI2NRdIRERERGhoaERERFxeHBRRRUVF4Dl9o2BFER0fjI6F+iY6ODgkJCQoKIthKTk4GjqSlpSUlJdGXgDCASEpKCrbkxMbG+vr66ujosDIWykEkJSWVlZUdHByCgoKCgoI8PT1NTU0dHBzKy8uHh4f7+voKCgpCQ0NRbT158uQiB5/mYihYHKEvxU6zd2NfYeMK4ztpZGQUHh6enZ1NOy45KnXhKobDdyAeMgFNakVFBTxBUlJSQIUkJiZGR0cHBARYW1tDXsgiiIKCgghBfsxgEQTtAPAgmLhFN9fY2NjBwcHT0zMoKCg4ONjJyUlVVRVab3RzQfJpaGg4ODh4e3vHxMRgiKuoqKioqKi4uLiwsDA/Px81M67b1NRUWAr4+/ujtImIiKDLHu9JTEyMj49PSkqKj48HgsDPFUUKUAPvQXYDg19PT08fH5/w8PDY2FhUN8hTkpKSsNaTQAS/JCkpKTY2NiYmBiNhurq6tOSBxZHr16+rq6u7uLgEBATgUjE3Nw8MDGxqahoeHm5rayssLMTW4eTk5PHx8YscfCAIp35hoQQhdmJTJtwvJ7kKZxwJjzY2NlFRUbm5uYWFheRsyCFBiOngwAQ9r6mpIRyhBKSsrAwT/RkZGbBZhsddSEiIq6srLGMgZofZrUiT+sMGB0GQBouLi5NdDZYw6OrqGhkZmZmZGRsb6+rqampqomVIWwhu3rxpYWEBvWZqair8OJFipKWlxcfHh4eH+/v7e3l5eXp6enh4eHl5BQUFRUVFoeIA2QkqBC2DqqqqwsJCcmAEBOA5ZRAgMlJTU5GVxMbGUjkTFxeHQiY+Pj4uLg7wAXqVChwqZCIiIvz8/IKDgwMDA42NjckjloMgOjo66MVApaKvr5+cnPz48ePBwcG6urrY2FhnZ2dMD7W2tl7k4HMQ5Kwq5lRO5FT2lA14MkVFRSUnJxcXFz98+BANF2rTwouMlr+wqMF5TgGTd6x3QLHJ4/EwGpORkREbGxsaGurj46Oqqnrz5k0Y3ONWJKpiftiYmZkhjTl5+UAIdOvWLZrjgsrAwMDAyMjozp07pqamxsbGSkpKdAOUl5e3t7f39vYOCwtDcYGTydXV1d7eHjoOLy+vwMDAyMhIUBXp6ek5OTlwD4dU4eHJDiQsPaqtrUWHBYlDTk4ObvLgR4nOgD1nQkICSnFKSQggkLYAOwBJ+IXIQQBwSIWCg4MtLCxoCS4HQYyNjcPDw318fDQ0NOTk5MzNzQsKCoaGhnp7eysrK319fSFjvX79ellZ2UUOPlUxfwkcwpTqWQhCz2VkZJydnWNjY1NSUmCMWl1dTUxHa2vr4OBgb29vc3NzfX09QQabbnCAA8+rq6uhBEFGWVBQUFJSUlhYmJmZGRcXh6TS1NQUtnVgoMGvizzKfswgBBE78VuHskBBQUFNTc3IyAgTMSYmJvr6+rYnYWdnZ2FhQY5EEhISEL87Ojo6Ozs7Ozs7OTk5OjpCRQKVR0xMDBKBrKwscCIlJSUAjroTe8729nbIMXp6enp6elpaWkpKSkCUEKWCDCI7OxsgAmc92HNiyUBcXBwBBJIXgAh1efFl6p8jPDwcCOLg4KCoqMgiCIWlpWVqampUVJSenh42wtXW1mIYl8fjAVnwU/8RgpwKE+enHmchCPst6NmB1Khi0MptaGhoa2sbHx9fXV2dnJzs7OxEGiJMlxJw0CNKGD6fn5+fj1E9qlKzs7NRRQYEBDg6OmJ0G1gM+b/Io+zHDCAI6dkxhk9CdSUlJRr61NbWpgF/W1tbc3NzzJ5JSEjIyMjo6upaW1s7Ojq6uLi4urp6eHgEBQUBNXDBg0DFlmbIIuvr65FudHZ29vT09PX1PXnyBMJQPPb09NTW1uJeB112QUEBEIQSELaiAZkaERGRlJREzVrswQGNCuBITk6mL/FdvBIWFubr6+vk5KSmpiYMH9evXzc3N4eNsJGRkZaWVkxMTHd398DAQGVlZVhYmKurq4GBARxPKyoqLnLwOQjCYgcpRIQR5FT4IGSh76qrq/v6+iIXg7syjIW6urqeP38OWd36+vrIyEhLSwum7DiVCwdB8ATjMHl5eWlpafn5+cXFxZjQzc3NTUlJiYqKCgoKcnd3xyS3iYmJnp4eql0RgvyYAR6EBKnQEdBpCo8ypKNqamq2trZAEDs7OzMzM4iF1NXVra2tPT09Q0NDSZeRlpaWl5dXUFAAXqOioqKqqqq6uhoVONUpXV1dfX19EHQODg4ODQ0NDw/T49DQUHt7e1lZGXzAQZSA+KAaBIwGWioIykTQeWHzDnY7HwEH8awxMTF+fn7Qy7FUCD2amZnFxcWFhoZiTDkvL29gYKCzszM3NzcsLMzFxUVFRQVtqdLS0oscfGEEOadsOQc4fmU2B9KX2tragYGB0NTx+fyHDx82Nzf39vbOzMzAG2V7e3tnZ0cgEDx58qSpqQlsCIEFOQmx8IE92zweD834wsLCkpISIEheXl5mZmZiYmJ4eLibmxsGvk1MTKysrJSVla+LvNp/1KC5GGrlsgMydFfEZL2NjQ2shmxtbc3MzDQ0NExNTQMDAxMSEjIzM6lNS/JHEoA2NjZiB1pbW1tHR0dXV1d3d3dfX19/f//AwMDw8PDo6ChcjsfHx8fGxkZHR8fHxycmJsbGxh4/flxbW4u0mRCBLUOQa6AJghQjJiYmIiICUlcgDr5FP0uJCZq40dHR4F8DAgLc3Nz09fXZhVt4vHXrFhAkMDDQxMQE++gHBwfLysqgu3dwcFBSUgJpcpkq5lT4+OVEFfIvxogI4j387dgSBt9VVlYOCgoqKiqqqqpqaWnp7e2FhdLGSWxvb+/t7e3t7U1PT3d3dz969IjNPjj0B6KqqgoJCPIayP/4fD5cQnJzc7OyspKSknx9fe/cuaOqqqqurm5gYAC7I1EO8mMGIQh7/tENjUUQVVVVQhAbGxsLCwszM7PQ0FDoHcvLy6uqqijRaG5uBqkBsOju7u5lAk4cg4ODyD6AF8AOiomJicnJSVgfDw0NNTU1gfCnnAJJBCUXhCC0fw+CVw7xQe9E+yY+Ph6FD1jYoKAgb29vc3NzLG2hJVgghiwtLcPDw52dnQ0MDOLj43t6ep48eRIfH6+uro6toDAiuCQPIpyPsPULppagskeP7Pbt23QD+OWXX6j1q6KiEhER0dDQMDQ09OzZs4WFhbW1tY2NjfX1dQwHbW1tYexwa2vr6dOnvb29mKzjJCNEiFRXV8OWPTc3Nz8/H8QKaFe4lmHkv7CwMCEhwdbWFr4nioqKcIEUIciPGcSknsXq48SlHAQJCHwPvby80tLSKioqMCdeX1+PXKO9vb2rq6unp+fxSSDXwCNoDug4+/v7BwcHR0ZG2BxkYmJifHx8cnLy6dOnmIsbGxsbGRlpb28HsYqMg6RlSUywgMLWLMJPoEZFyQOVfUxMTHBwsJ+fH2wfITClAUIFBQUDAwNLS0sjIyMrK6uCgoKBgYHW1lYvLy9wH7Qa4saNG+Xl5Rc5+OST+pdBf4irV69iZQ8MFjU0NGRlZYkIpywSxiVRUVGNjY3Dw8MzMzNLS0urq6tra2urq6srKytra2ubm5u7u7v7+/sHBwfb29tY2dfb29ve3k4+IFS8AB3QxM3NzX306FFvb29/fz/yR2wLHRkZ6e7urqmpycjIcHd3h1gZEw8iBPlhg53NPWskH+SIsrIyGaZaWVndvXs3Ojo6Pz8fPUJgR0dHR0dHB/VT+vr6gCADJ4G8g4gPPBkeHuaACHAEUIJHZCjd3d1lZWWZmZmcVAINF1QllJsAU6gFQz9C30IDODIyEnN6UVFRsFDi8/k9PT2lpaUhISG2tra6uroY7sAokJqampeXV3V19cDAQHl5ubW1NaEMQERKSuqCCHJ+FXNqLSMmJoaBRhrSRQJC8EHekWpqajExMU1NTTBSwZLglZUVmLm9fPkSQ8lIQw4ODuDStLi4iOPc3NxMEjI0cUtLSyEjrqurm5ub293dhUHk6uqqQCCYnZ2dnJx8/PgxPJb8/PxkZWUJ+H799deZmZm/+2T+54QIQU5BECUlJSsrKysrK+CIo6NjampqSUkJEKS1tRUEB0AExQseqWyh7GOQCSQjMPgCgoyOjhKa4AkQZHR0dGBgoK6uLisrC6BAQEDAAWYU5CgNvAinKgAd6OIjIiJIC48nZWVl+Dz9/f2NjY3Z2dk+Pj7m5uZw7tHV1Y2JiWlvb+/v709NTdXS0mIX/f5HCCKcg/wqZAvCvshmiKeaubPe95qamnFxcc3NzaOjo8+ePUMaIhAIFhcXV1ZWsOgPbkw7Ozs7OztbW1vr6+urq6tLS0tTU1O9vb319fWVlZUPHjygUToej5eXl9fb27u8vExuLLCYnJ2dnZqaGhgYaGpq4vF4wcHBCgoK9NkkJCRETOqPGawm9VR/IBQ4HASxsrJydXXNzs4uLS2Fcy8aK93d3SyCdHR0tLe3d3R0kMRDuGWLJOXJkyeAEurIIPB8ZGRkZGRkaGios7OzpKSEpvipGAEPCgk8oAEtISAIihdqu+D92GwSFRUVHh4ONSqcBEJCQioqKtgPAOVVZWVlVFQUetU8Hq+/v7+npyckJASrgsmq4z9CkISEBHbU5SqzopiVqLOSPxY+2BYM+0sgftfS0oqPj29tbSUEWVxcXFpaWl5eBo26vb1NOLK5ufny5UvAx8zMzOTkJMAaSF1cXIxBGAjkoSXZ3t7e3d0F9AgEgpmZmadPnw4NDTU3N2NESFlZmf4XotncHzZmZmZwdqKn+5cIAviwtra+f/9+Xl4eSJCGhgbABPIOwEdnZ2dra2tra2tLS0tra2tbWxvbiGHfDMK1p6ent7cXDZonfw680tfXV1dXhxFbtopBkJgdGEFEKaEGcAT4guIFERYWBgQJCgqCBUliYmJ1dXVnZyfbZgZr09bWVlVV1dzcjAvMyckJDin/MwRJTEykGZazvN1Y71i0iunNNFn368l6XXZ8RlNTkxDk+fPnc3Nzi4uLAoEA9QslIFtbW4APpCdzc3NTU1ODg4OY9HF3d4+MjIS/WVlZGdTxU1NTsICjNGR5eXlubg4I0tbWVlRUFBYWpqamhk8lLi5ubm6+vr7+d5/M/5z4uRCEPfmEnQqFcxBLS0vkILm5uRUVFfX19WBAyBkM0d7e3tzczK5BQzQ1NTU3N6O5i4C/XnNzMyx/6PcAZZC8dHd3t7a28vl8ml5jSxKCDMzIoRFDTRmkJwQiiYmJQJCIiIiwsLDQ0FBgR2BgoJ+fn6WlpZqamoWFRURERHFxcUNDA2RjAJGBgQGCOR6PZ2xszJIgFBfPQTglyakJiDjjDskGTTOxP8siCPEgU1NTs7OzcIRER4ZAZGNjA/AxPz8/Ozv77Nmz0dHR7u7uqqqqoKAgDQ0NR0fH7Ozshw8f4m8xMDAwMzOzvLyMnefIQVZXV+fn558+fTo4ONjZ2cnn88PDwzU0NABzkpKSKSkpr1+//rtP5n9O/FwIcpXZQS9cy7AIYsmEg4NDZmbmgwcPHj16BKEHCpbOzk4UMm1tbUAQ0jsSt082WRwbGzCyQBNkLvidHR0dra2t1dXVYEBYBCGyI+Ek4uLiWMMhKnMwpAusIQYElQtG8uFjZGJiIisrC8NnTU1NR0fHuLi40tLS1tbW/v7+x48fowfR19cXExOjoqICBKEA23pBTWp8fPyvjMZUTCiEJ26Fn4sJbecBgqioqAQFBdXW1g4MDABBlpaW0IV5+fIlRGWUfSwsLMzNzT179mxkZKSvr6+hoSElJcXAwAAj1+Hh4Xw+v7m5+fHjx1gSOD8/v7KyAiQCBs3Pz09NTQ0PD3d3dz948CAyMlJXVxcAd/v27e7u7s+fP//dJ/M/J34uBBEX2t7CufURglicBLYupaenV1ZWPnr0iNRi7e3t7e3tbW1tmPtsPAmy4WQbhNA7ss9Zfz02W4Fisri4GBkEUIBtxGAkFxhBHAdLheANMTEx0dHRmPoHgiDvQPj7+7u5uenp6bH2a7du3ZKVlTUwMAgMDCwuLm5qaurp6env729paQkMDCTJv6ampqamppaWlra2to6OTn19/UUOPhCE00Q/KwgvxIR2mwvDBzaBu7u7l5SU9PX1sTkIQGR9fX1jY2NtbW15eXlhYWFmZgYrRB8/ftzY2Jifn3/37l3sIbxx44ajo2NaWlpNTQ2WbExOTk5PTy8tLa2vr6+vr798+XJtbW1xcRG/oaenp6amJi4uzsjICIJma2trgUDw+++//90n8z8nfiIEmZ2dpQKbzE05tTchiLm5ORDEzMzM0dExKyursrISNhONjY1ox7S3tzc1NbFuV6RJhWAJWgPO4BZApPbEQYt+irYfVVdX5+Xl0Zg/25EFZLBBIAIcYXlTFC/YLx8aGhocHAzPAR8fHz8/P3t7e1VVVUol2MxCTk7OxMQkMzMTQrJHjx5lZGRAh8bhX1JSUiYmJi5y8FkEOR8+zilzhDkU/Pm0tLTu37+fmZnZ2dn59OnTmZmZhYWFpaUlZCK47JeXl+fn51+8ePHs2bOxsTEoXEpKSry9vW/fvo1MR1pa2sLCIiwsrKCgoL6+vru7m8qilZWV1dVVQhCsH8bOraSkJCsrK5hFpqWlvXr16o8//vi7T+Z/TvxcCCK80kWSWfVy7do1YQQxNzd3dnbOzs5Gqw861KamJiBIfX09BEig3zAUA9UZTYhDwkg5CB5rTzaYoJZpamrCk8bGxocPHxYUFAAy2LKFBQtOwLkzKioKX8J4NSwsDNwH6hcUL35+ftgsYWpqKicnRzufWAS5ffv2nTt3MjIyHj9+3NfX19XVhS51HxMkur0ga0g8iDCCcJDi1DTk1OyDPPEtLS1DQ0OTkpKampqePn2KrVoLCwuUiQA+pqensSsHMz6VlZUhISFqamooQNAVtrW19fLySk5O5vP5jY2NqGWgcxUIBKurq2jivHjxAhzKw4cP09PTXVxccNx6e3s/ffr0d5/J/6j42RGElh7hWzhZCUHMzc3NzMycnZ1zcnJKS0uBFDU1NU1NTW1tbU1NTVVVVUVFRRkZGWQsBLN1+IalpKRkZWVBGY1RXaBMRUVFZWUlTdPQBkbUQfX19cXFxcRoxJ4EIQVlFsAIPIEnM74EY4oIDAz09/fHB/Px8fHy8nJxcbG0tIT/Kwc+wImoqqp6enpWVVVhoQS612gkgfRB1wnl2/Ly8kUOPsukXhFyMDw16fjLHAQIoqio6OXlhb5VXV3d+Pj4zMzM/Pw8GroCgUAgECwtLUHEMTExMTQ01NHRUV5eHhISoqmpCaNTcXFxGRkZMzMzFxcXZ2dnLy+vlJSU0tLShoaGrq6uoaEhZCICgYDwaGJioq+v79GjR3l5eUFBQerq6h4eHi9fvvztt9/+7jP5HxU/F4JwJtlpFwmBCE5QJSUl7M1FODk5YZEiDNZrampQquBSj4uLw4JIGxsbDQ0N7F5WVVXV09OztrbGzoSoqKiEhITU1FTWdbmgoAATn/yTKC0tRS7D4/HQtWX5DgTZFFL2ER0djZqFDfgzgwGBkzOeBAUFubq6WlpamjPB/metrKxcXFyys7PRlq6vr2frr8rKSkq4+Hx+cXHxwMDA5p9j47RIS0vTPwmsN8cTXV1dPT09vIInukzo6Ojo6OjgCedF+paDg0NsbCx8D8rKygDu1NjCaj7gYHNzc0NDQ2VlZV5eXkhIiLm5uZqamoqKCgoQPT09Z2fn4OBgFxcXXV1dHx+fjIyM4uLi6urqlpaW/v7+ycnJ+fl5JDWLi4vgYjs6Ovh8fkxMjLW1dWNj4/v3738qEuTfPxWCbGxs+P45/P4cvr6+Xl5eXl5eYWFh7ERsXl5eW1sb6cSGhoagQB8dHa2srLx37569vb2Dg4Ojo6Ojo6OTk5PzSUCU5eXlxVqZUm1C+lH8WxxbU7iBkP06PJzz8vJyc3PxhMfjkaUzWcADlYpOori4GK4WbBBaYdiUniNF4kQ5E+wr9Ab6JRT4V4qZoE+CgWZ8SDzBJ4dtPf3vsF+StVaiw0KusWhgk+KWgJXStLCTQHYGOb+fn5+7u/v9+/d9fHxSUlJCQkJoy1dcXByPx6uoqODxeHFxcXw+v6WlBduFJycn5+bmIAyBNH57exuEyNTUVF9f38OHDzMyMsbHxz99+vRTkSD//qkQ5N///vcfF4uL/8IXL15cBkFYN6D/cwQRho9zEIS+FEYQFkQ4aPI3IQiVexdEEDc3N29v77i4OCDI0tLSz3bZ/y/Gz4Ug/+txFoK4uLgAPu7fvw8EoTKERRDWlJBFEBgaEnAQfCB4J0HAUXgSRX8OFj7I4eIs1Cj/c1T8VXCgBGjCAhOhlTCIEIIgAIIAEQQLIuQUy0EQ6PeFQQQ1HcslAz7CwsL8/Pw8PDzc3d29vLz8/f3R4f6prNX/10OEIJeKFy9e2NvbA0GEs4/79+/jZKUVudQHPQs+yA+Vk3cAOGht1alJR/Gfg4MawAtOwXIOZDw4N9i3EZpcvLTBB+ZACUCEcATLWRDCIAI7pVNrGSKGQAABRMAx+/v7w0Df29vbx8fH29vby8vrpxpj+V8PEYJcKmZmZhwcHJCAUOpB8OHm5oYl3uHh4ejIUurBFi8sfOCWy8IH5R24wE7NOzjVCgsfwqjBYsc5kFF5brBvYwGFoITzT7M4QlBCuRJb1LA4knMSLIiwOEKDy2zrikBEuGlFWzh8fHx8fX0BIiIEuUyIEORSAQRh6Q8OfOB2Fx4ezsEONvVg4QO3XFw2lHpwkg5h+BDGjlNLFTbdODWzYDGiqqoKj3Bjo6higoMmbD7C4UpYHOHUNWxpw9Y1nIqGFnpSMkKujuxsISQzbIuKQAS7cpB9gEoHhyqqYi4TIgS5VMzMzJzKfbAIgrVyHNL01OyDxQ4WPs4hOwg+WOrhrFKFTTdOzSxYdABYsJJ8VpjPogkHdE5NSYSh5NR8hK1riO4hhjUnJwdHiRaMcwoZYVaVBZHIyEiIYqgNBxwRIchlQoQgl4qZmRknJycnJydgB2UfBB+enp6+vr4RERGcngtlH9jnwFYuVLywdKlwh4WtXNjeinDSIVyncMCCRQ3OFA+LHayZ6KlZCZ6zicmpnOtFcIQqGpZh5SQjbCHDjg6x4l0WRKKiooAgmAyCyk6EIJcMEYJcKmZnZ88qXgAfXl5eQJAUoTWU1Hahri1bubDFC4fvAHCwZAeLGnjOYgenSDm1MOHkGrVCwXnxrKyEk5hwmNdzCFcWSghEhDs1bI+GrWU4IMKmIQQiUVFR2Nfn7+8PjT++FCHIZUKEIJeK2dlZYeoU2AH48Pb29vPzi4yMpASEUIPaLllZWcKVi3D2wVF2cLCDvc+fih2nFiacpIOFj3M2VJ+6KZLzCzkFDgdHzu/anNr0vTiIcGoZykSio6ORd8AhBUYHfn5+S0tL/9fn0f/jECHIpWJ2dpYtXgAfBCIYhPX3bY2wlgAAIABJREFU94+IiGCzDwIOCrbzck72wWFJhXsr58MHO9onjB2ECCxSkKcJPWdfOXXnG0HJOckIiyNnFTW0kYeKGk45g1qGXUsuDCKcEURABiEIQESEIJcJEYJcKghBAB+c+gW0v7+/f2RkJGUf6EpS1xbBKV6EiQ9O3iGcfdBlSdjB4UdZBBHOOISTDiBFPRN1p8WpUPKXychfqkgIRPAo3OiFWoQjEuEQqzBtYwP0B3weafJQhCCXCRGCXCpQxQizp56enoAP8HYRERFgTEkfxcIHp3FL8HEWY8rmHRyWlIWPUzspp3IcHNQg7MAjTQ9z0ISDKWxpI1zXnNoA5uQjnIpGmBPhcKtsGnIqIUITiTRSAO4jKCgoODgYbvWiHOSSIUKQSwVyEDYBIQaERAfIQQg+eDxezp/jVPgQ1qQTfJwq66Ark/IOwo6z8OL8jAMB2wFYH7HBeZtwMsJBk4vkI8IVzalqEQ4hwspV2ZEZDiGCeQKULTQmA99pEYJcJkQIcqmYm5sjBuR8BMECuoSEBFwMuUwIcx8sgnCID44OXVgMxtYsf4kdnKSjQSjINZrzijCIEI6w/xyLI2xdQ2B3KsPK0bCeAyIcuSqrEOE0d+Pi4hITE8F9hJ4E0hARglwmRAhyqWARhIUPQhAoDkJDQ7OyspKTk6OiorDGmRjBc6jTU+GD6INz+A6Cj3PwgpN0cPDiL4OTj9ATspJmOzgsiBDJen67l6OF54z2XqQvwy7cglwVCIKFW6yBm0Ag+L8+j/4fhwhBLhVzc3MsfAA7vL29QYJAueTh4eHl5ZWbm4vMoqysjJVsn1W/CMs9CDU4ulKOHowqF2HIEM4aOKVK45+D8yL75aloQswIW9ewaHIqOUJQQkwwhxZhGzSc8RmiVIEgZxEiwJHExEQwIOEngd19IgS5TIgQ5FIBBOEIQGjyAggCSUhGRgbsDin1YIWnwuwphzdlk46z4INDlxJknIMgwh6LFDBtFQ5ydRUGkbMaN8IIwsGRUzWs55QznDSE+OlT+zLsrgxCEBqWESHIJUOEIJcKFkEoAWEnLyA9iIiIgL8hy32w9QtnRo6j+DhL4sHRoXMoD2HIYCsOFjg4uUbTGdHY2FhVVVVTUyMMLmclI+c3a4QR5C9pkb+sZYRbMyyCBAcHh4aGRpyECEEuHyIEuVTMzc2hhOFkH5SAAEHApHLY01Pbt6ypB6d4EWY9ztGDsUkHixccQpTNNTh4gZ0V9Ly+vj43N9fJySkqKorFFE5Rc2pFc2q/hgMiHAThDPie098VdiQimRkhCClEYEZNkzKgQkQIcpkQIcil4iwEYeEjICAgNDQ0MzPzVJ8xYfjgcB/CCHJq5XIWgpzaWDk142g+I5qamiorK2NjY11dXX/55RdVVVXWeZATZP9Dk8elpaVnIQjRq5wW76luI9Ti5fiJsBozFkTYvgxtIw8JCQkPD2ctiMLCwi5oNy+KU0OEIJeKubk5VoFKCAL4gPwRKUlqaqpw7xYIcqrqVHg6TngGn8ObUu+DhQ/kBadiR+PJ2k02aMUvvmxoaMjNzQ0KCvLw8CgtLU1MTHR0dGRt4s8PMzOz4OBglhkRFrAKS85Yxocjfufz+cIjvBecl4mLi0MJg89GU/8iBLlMiBDkUnE+ggQEBNCma3i+s9J1SkA42QdHcnpq6sHhPgg1OPQHiyBn0RwsamCDLwJ7wmNjY01NTYODgycnJ79+/Xp8fHxwcLBz4bCxsbGysmJ5VmHtmbAKnlPRcGTvSEOEMxG2LyPMhqSkpMTHx6OEAQLCxEyEIJcMEYJcKubm5k7lUKmEAfkPTaqw0Snql7Pm5QhBWP8eNvUQBhFh0pSTepxarZyFII8ePbp//76qqmpBQcHe3t4ff/zx7du3Dx8+vLtw3Lt3z9rammgRFkSEJWdsRSMsV2URhKMxo4SOM3HH9mVSU1Pj4+MjIiKwHhRju0hDRAhymRAhyKVifn5eWELGTn8SgmRkZAgbrAvTH5xhOU72caqRBxEfwqQpYQeRphwEaflztApFbW1tcHAwNgc/e/ZseHi4qqrqLF2JcCvXzMzM3d2dFZ6dWs6wkrNTWzNngchZtYywPASC4MjIyNjYWJK6o5YRIchlQoQgl4q/RBBMcEVGRqamprKdl3Pat6SqEkYQYepUmDSt//Mq7/9B9sGJ5ubm/Px87II0MDDQ1tYm72LhILU4Ijg4mMfjsW0gTi1zTn/3fJHIWUJVNg1hpe5AkKioKCAI66i6srLyf30e/T8OEYJcKubn588pYQhBQkJCYmNjQXwIt29Z8Rhn3PZ83QerOhVmPdh+LZt9CKMGnrSdHe3t7Q8fPgwODpaTk/P09KTVuRysAf/K6fVyGr11dXUPHjzAZBAWgJaWllZXV3Nk7+dP353qRUTNXdYJkWqZjIyMhISE6OhojNixPmYiBLlMiBDkUnERBAkODg4KCoqNjYVy7NQSRlg8JowgZxEfbI1wjjbsnLyDRZCOjo7e3t6+vr6urq729vb29nb2DbiMW1tbOzo6Ojo6Ojs7sY4b76QODrWBOZqRhw8f5uXlhYSEODk5WVtbW1pa2tjYYM11WVnZqawqR/NeXl7+lwjCbr2jrnNmZmZ8fHxMTAwGZFgLItHJf5kQIcilAghyFocaFBSEBCQyMjI9PZ31Wz/V8oOjPeV4fJCGgp2UQ81Cd3gOfJyFGqdWLnilu7t7eHh4cHCwq6uru7u7v7+/u7u7tbW1p6dnaGhocHCwu7u7t7d3YGCgv78fq637+/uHh4cHBgY6Ojqam5vpn2aVaY2NjbW1tWlpafb29lpaWoqKinJycrKysrdu3ZKRkTEyMoqNja2srGQzkZo/G51ROcMWMmepVIUJkczMTOAF7QwkCyLRyX+ZECHIpeIsBGEbMVCUEYKA/wN2/A8Q5NTK5VTWgy1bhMsNVveBK7y1tbWzsxOggORifHx8bm5uenp6ampqdnZ2ZmZmcnJyeHi4p6enra2trq6Oz+eXl5c/evSora2tpaUFH6O+vv7hw4ePHj0i5Gpubq6trU1NTbWzs9PQ0FBRUVFUVLx9+7a8vLycnJyMjIysrKylpWVWVhbbYzoLQYTZEA6CCA/+wxQOZQskquQeIuJBLhkiBLlUEIKww7iUhqCE8fb2vn//flxcnDD98Z8iyKncx1lzcWz2cSo/WldXV1VVVVFRUVpaWltb29/fPz4+/uTJkydPnoyOjs7Ozm5sbKyurs7Nzb148WJ8fLy7u7u9vb2mpiYvLw+0AjqjCQkJsPDJycnBr6qpqamqqmpsbGxra6uvry8vL8/MzHR1dTU0NNTW1tbQ0FBVVVVRUQGUyMrKSklJKSgohISEPHjwgDN6xyKIMBtyflOG+FRCELiEsFP/om7uJUOEIJeK86uYgIAALy8vR0dHExMTf3//s8zHOBwqR8AubPbBDrz8pUqdEIRlRpuamioqKnJzc5OTkxMSEpKTk0tLSwcHB+fm5p49ezY9Pb22tra/v7+8vDw0NNTV1dXY2PjgwQNWRMvn8zGuUlpaWl5eXlxcnJubm5GRkZKSwuPxqqury8vLa2pquru7q6urExMTw8PDvby87O3tbW1tTU1NDQwM9PX1tbW1VVRUgCDS0tIuLi5FRUWn9nfZNOQcPlVYG0Je1tnZ2YA5ykHQkQkLCxPNxVwmRAhyqQCCCJcwvr6+bm5utra2RkZG2traurq6wcHBhUI7boXtP07NQVjph7DklNNzQVUiDB8gOwEffD4/OTk5JiYGBqIJCQmZmZnV1dXT09PQku7t7W1ubvb19cEPicRsDx8+BE4R/9Lc3AwOta6urrS0NCMjIz4+nsfjAUGGh4dbWlqg5oqLiwOXGRgY6O7ufvfu3Tt37vw3e+/53eZ15f/+N797k5msmUxuMrFlS1RhFUWxd1LsnSABkiBAAiSITgJEJ9hEUuy9965ii6qW5NiWYsuOkzi2x469PMnEzpo3uS/24l5b5zwAaT1KFN/7fF9wPXxYBEI4H3x3OfvExcUhQSCQOZIgQQIZwbIuChwTbpMBG6LX66UZZWIkEUSUHj9+jOOUYRyZUqksLy/PycmJjY09d+5cWFhYeHh4cnJyS0sLU76FC356EG1CZWadMgRB64GLWTB4AXxA9WRtbW10dNTpdLa2tjocDjzFprOzs7e3d2Vl5cMPP/z6668///zzX//612BV4J+A9Tw/Pw+cguhpZWVle3v7xo0b165d29ragoClu7vbbrdfuXJlbW3t/v37Gxsb4AUAK4ODg319fW63u6GhoaysLCMjIyoq6ty5cxEREdnZ2R6Ph2l456erBuoNCbJTBsZZQyEG/mQcPqTT6SSCiJFEEFF68uQJEKS+vr6qqqqwsDA1NTU8PPzUqVOvvPLKq6++GhIScuHChUuXLtXW1vItZBALCKY/+P4xZlIhk/5YXFxcXl5mii8UH1B2nZmZ8Xq90Fjlcrk6OjroYVejo6MPHjz49ttvv/vuu9///veQ9UBkTB8eWAUfIV26tbV148YNqMusr6/Pzc2Njo7a7fa+vr7d3d1bt26trKwMDAz09fXBfLbBwcHh4eHu7u6WlhaVSlVeXp6amhoTExMTE5OVleV2u/lOMyzrohMRTxDAh9PpbGpqks6sEyOJIKIEc1JLSkqysrIuXrwYEhLy6quvnjhx4rXXXjtx4gQQJC4uLi8vr66ujm6io2e+8PtfKEGo+6AfARm0fWtpaYmpv2A/GBBkbW2tv78fNpXZbDa32w1zj3C/38DAwK1bt/7nf/7n22+/BYJMTk6urKzAHpnJyUk4umVwcHBiYgIew8bGxt7e3rVr165evbq9vb20tDQ2NuZ0OoeHh2/evLm3tzc5OdnX1wdn4gwODo6Ojk5MTAwPD3s8HqvVqtVq5XJ5bm5uQkJCVlaWx+PBvxfbQ5hu90C7/oNABNTW1ga2C8cOOZ3OxsbGJ0+evOzX0Q9YEkFE6cGDB8nJyaGhoa+//vprr732yiuvgPV49dVXX3/99RMnTpw9ezY1NbWwsFCtVkMRl6+/fF+CYBsI0zOGJRgm94GtX/Pz8x0dHbC3vb29HQ0Ibvbr6+tbXl5++vTpn/70p08//XRra2tsbGx5eXltbW1hYWF0dBRypX19fZOTk+h6oMFse3t7dXV1cnKyt7fX5XItLS3du3dvdna2o6MDUg+dnZ2QVRkZGRkaGurs7HQ6nSaTSaPRVFRUJCcnFxYWdnV1MTNEmO6y5yYI5EEwjeo6lFqtfvz48ct+Hf2AJRFElN58881XX331lVdeOXHiBJgOCpHXXnstNDQ0NTW1srKyoaEhUBeZoA0RzIDMHw4xxhBGcKs+j4+dnZ3t7e3p6Wm32w0lCVjSdNYRZB+7urqWlpZ+85vffPLJJ1tbW6OjowsLC6urq3Nzc0NDQz09PcPDw3QQCXR/zM7OQv2lt7e3vb29p6dnfX19enrabrdrtVqDweBwODweDx7W5/V6rVarXq/XaDQKhaKioqKoqKilpWV0dJTf+/+iCAIeBAkCc0NUKtV77733sl9HP2BJBBGlg4MDyJVi2HLixAlwHxDCxMTEXLp0SaPRGAwGug2XsoM/uoExILPc4HUgCO06DUQQ6kEmJyddLpfdbnc6nTi3lY5N8/v9DofD5/Pt7u6+99576+vrIyMjc3NzKysr09PTfX194+Pj9+/f/+CDD+7fv3/r1q2Dg4P9/f2NjY3l5eWZmZkrV67ABrahoaGpqSmfz2e322GsMXSC4pY2k8mk1+uVSqVMJquvrzcajW63e2RkRHAKURCCBKnIIEGwyR0Iwhyyq1QqJYKIkUQQUXr48GFeXl52dnZkZOTp06cBHydPnjxx4sQrr7xy5syZpKSk0tJSo9HocDgEo5jR0dFAI5QDVWFoDhUhwhCEsSEAkenpaY/HAw0gzNxWQElnZye0hw0ODu7v70Pdd2ZmBrIbfr9/fn7+d7/73V//+tfvvvvur3/961/+8pfPPvvsvffeu3379vr6+vDwcEdHR29v79DQEHSFbG5uTk9Pu1wug8Gg0+k0Gk1DQwOcVmswGOD4uP7+/vn5eWxmpQQRjGImuDPugjenwl/X1dUFzSCw0Q4JUldX9+67777s19EPWBJBROnx48cKhaKysrKioiIrKys2NjYiIiIkJCQ0NDQyMvLUqVOxsbEymQxOGIBMaqAxqNR90CEgQBB+/IfgvA9BgqANmZubg15St9vd1dWFJh+dSHd3t9vtbm9vdzqdExMTi4uL0AwyPz8/ODjocrk2Nja+/PLL//7v//7mm2/+/Oc/f/vtt3/+858/++yzd9999/r161NTU93d3TARdnp6GvK4q6ursJsOm3QNBgNsNezp6ZmcnMR9PczoEB4i/H7/4xMEelIZgrjd7pqamnfeeedlv45+wJIIIkowHwTGGjY2NkKjVHJyclpaWn5+PjRr5+TkNDQ0qNXqvr6+IAThIcJ4EIYgQYYG8Rv2ASKLi4u9vb12u93lcvn9fohcqAfp6uqCSifkWcEfwYa3gYEBl8u1t7f3xz/+8Ysvvvj888+//PLLb7755ptvvvniiy9++9vfPnr0aGFhwefzuVyu8fFxbGDb3NxcWloaGRkZHx+fm5ubmZnp7+/3+XzQaUJnu/PDh2gt5oUQxOVy4eAyIIhcLv/Vr371sl9HP2BJBBGlJ0+eMN2oarU6Ly8vJSUlOzv71KlTZ86ciYuLg4Mv+/r6sIWM3wszNjbG74VhWlEFCQLU4D0ItIRQgqyvr1+5cgX2hvh8PhzXSg/B6u7u9vl80K85NDQ0Ozs7NTU1OzsLadTr16///ve///jjjz/66KOPPvrok08++fTTTz/66KOHDx+urKzAypyZmUF2wAXd0ceUn/nJQwgRvjmVJwjf3s4PTwVBgOZ2u2GrLhKksrLy7bffftmvox+wJIKI0pMnT+huOq1WW1tbm5ycHBUVFR0djQRpbm5ub2/v7+8XJAjmBeENX7CXbF7o8JcjCQKlViTI5ubm2NgYZDogFQL7XHCAK1ZkICE6Nja2uLgIrR9QZ9na2nrnnXcePnx4//7927dv371796233nrjjTcmJyfb29s9Hs/8/Dz8Q4IEgR19dHTIP5IgTqfT4/HQA7o9Hk9xcfGDBw9e9uvoByyJIKIEBMHt/E1NTXV1dUlJSVDKPXXq1NmzZ+Pj43U6nd1u7+/v58cpI0QwpSpYzcU6Lk4bDUIQChEmGzI7O+vz+bAntaurizoRLMpAQuTKlSuwc3d+fn5yctLr9fb39y8sLExNTY2MjFy+fBnaPX0+X3t7e2dnJ+ADRPHBDxNgbAiTB0GC8B1lggXd4xCko6MDKso0hHG73YWFhRJBxEgiiCg9efKEGQiiVqszMzOhK+TkyZPnzp2Li4uDgy97e3sFJyojPo5JEFqO+b4EWVpaunz5Mkz3s9lsHo8HUqqYL+jt7YVFCDkRm83m9/thMdvt9tra2urq6qampra2trq6uurqar1e73K5xsbGYL7ZCyFIkFrMiyIIepCSkhKJIGIkEUSUMIqBo2F0Ol1TU1NJScnJkyd/+ctfAkHi4+PBp3i9XnqqA02mQhKEIYjgWBAayxxZjuF7Q9bX1wcHB6ElBHo0fD4ftJxD59WVK1fA4AwNDXm9Xii7QhJUr9fDeDHYhu/3+y0Wy9jYGM46xO61nZ0djGUoQWgIw6RCBA+CCNST+hwEgeQOEMTn80Fju9vtzs/Pv3///st+Hf2AJRFElCCTypwOo1QqU1NTIyMjz58/Hx4eHhsb29DQYDAYvF4vHQuCHDn+YCG6r1+QIPApP1KIQmRoaAiqErBFFVpFoabb39+/vLx869atnZ0deBhQ7zQajTabrbS09Pz589HR0ZmZmW1tbcPDwzD8FQkCF3t7e3t7e5QgCJHjEwRDmBdFEK/XSz0InKTrcrny8vIkgoiRRBBRwloMPSAGYhm5XF5cXBwVFXXhwoW6urq2trbu7m7+eAfoT6UEOXIyOzOaDGeC8L3tfGV3c3NzZGQERnW43W4YYt7R0QGxzMzMzL179+7cuQM734aGhiwWS1paWlJSUkJCwoULF86fPx8VFXX+/PmCgoLa2tqSkhKPxwMt8xi/AEf4KkwgggQ6AoIShAlh+I6yYe5IXabG5PV6IZMKIQzui8nMzLxz587Lfh39gCURRJSYai7akJaWFr1eL5fLo6KiIiMjZTJZa2trZ2cnM5+d357Lt6UiPuiAsiAEodkQakZgPcO8dYfDAe1VAJGenp6BgYHx8fHr169/9NFHBwcH3d3djY2N5eXlubm5KSkpKSkpGRkZWVlZ2dnZmZmZGRkZxcXFlZWVxcXFbrcb2143iQBYDEH4PAjtBwnUz84bkOA9qYEIAh6EnoPpdDoTEhJu3br1sl9HP2BJBBElQYIgRGpqai5evBgaGlpYWGgwGFwuF3NCHc2qMr3tk5OTvAcRJAhAhJ9RJjghdWNjY3JyEjbFQkUGsjNzc3Nra2t37tz5zW9+c+fOnb6+PihRW63WlpYW2NgCMzUMBoNare7u7oZdNv39/Wtra5ucBOOX1cOpzkwpNwhBcKcyk0MFgmBe6UiCQKec1+vFjjLYIhQbG3twcPCyX0c/YEkEESWYMEQDGXrIg1KpTElJOXPmTFZWllartVqtlCBMXSbIhNTZ4w1Y5ptTBW3I4uLiwMCA1+uFttTe3t6RkRHoHLl27dq77757+/bty5cvazSavr4+GPAxOTm5fjicGTKsGxsbBwcHg4ODIyMjNMnCEITJoR5JkEB1XH5TzJEEYfIg4DgwaoNkqs1mu3jxokQQMZIIIkpBCAJT2i9duhQSEpKWlqbX69vb25lztpl86j+AILDa6aa7ycnJ/v7+ubm5jY2N7e3tW7duvfHGG93d3Wq1ure3980334SRH7Cqx8fHoSd9eXn54OAAukV4D4IhzD8VQWjeB5rKbDZbYmLi7du3X/br6AcsiSCiBFGMYCqkqalJpVIVFxefPn06OTkZDt9mkiCMExGcscwkQZj2dsERIbSgy5RjaJM7aHl5GR7V8vLy9vY2jBrz+/11dXUdHR23bt2anp62Wq0w1d1isWi1WpVK1dvbe/369enp6cHBwdXVVcH4BSFCubby7Cl2mEYNkkkVnNWOW/uDz1tGgng8HmxIxUCmtbU1PT397t27L/t19AOWRBBRYghCT4qBPTKVlZWhoaFJSUkmk8nn8/FpVGaDzPciSKAhQ0EIQrvLMP05MzPT19c3MTGxubm5v7+/vr7u8/nkcrnNZjs4OBgeHs7Nzb106VJmZmZaWlp8fHxcXFxNTc3Kysrs7Gx/f//KygpvQKgN+WcgCPSPoQEBglgsluzsbKmaK0YSQUQJoxjamUoJolAooqOjExMTW1pa7HY7HvVArQfu0A1EEMFMahB8MNXc4B5ka2sLCjSXL1+enZ3d29vb3Nz0er0VFRVGo/HmzZsdHR0hISEnT548efLkqVOnTp06dfr06ezs7NnZ2ZGREZfLtby8HDwPIkgQphPk+2ZSER/HrMUAQfAYXYhizGZzTk7OW2+99bJfRz9gSQQRJZoHYQ7cBoI0NDQUFBQUFhbCmDLMg/Cl3GNmUvmudp4dVOvP7vFnPMj2oVZWVoaHh6EhdXNzs6enRy6XNzQ0bGxsXLly5dKlS8nJyYmJiWlpaZmZmSUlJS0tLTCFzOVyMVGMYCaVlnIZgvC1mCPHCz1HNdflcsGhFgAR8CBGozE1NVWKYsRIIogowXkxggVdjUajVqshparT6fR6Pcz+EiTIcfpB+J5UGHQo6EH4WIbPodIeMDhKBrbMLS4uzs7OwkxTaNno6uqC88OhdXVxcRE25m5ubqIBYQj1vQjC74g5fkv7MQkC7WTUg3i93paWltjYWCmTKkYSQUTp8ePHKpVKMJMKJ9fp9XqDwWAwGEwmk9vtRnzw++uCEITBB27PhUwqE8sgO1bJzNTgBKGNpHNzc9PT02tra9vb2/v7+/v7+5ubmwsLC16vd2RkBPKsjx49+uqrr7799tuPP/74xo0bzHZ+phwj2JNK99QBRwT39Qse9SCSICAYEdLc3BwTEyN1lImRRBBRCkQQODSXIYjL5eINCN3jT3fWHUkQDGRoXxnTk7q+vg6wEKzjYiYVbQgIlu7m5ubVq1evXr26s7MzPz/v8XiGh4f39/e3t7fv37//hz/84Y9//OP7778Pp9XRDMuLIgi/tf85CIIQwWHxSBCfz9fU1BQVFXXz5s2X/Tr6AUsiiCgxBEF8NDU1QRQDBDEajS0tLRaLBaccjnJiCMIUYgQJQrMhtB8E06h0zA9fhWEMCF5PT09DcXd/f//q1avQM+J0OgcGBuDbrl+/fv/+/QcPHhwcHOA2XOZfOZIgwSsyL4QgOOgQPAg00VEPotVqY2JipChGjCSCiJIgQaAZBKq8aEDAoTAEGSMKtLX/+QiCGRDanXFMgkxMTPT29s7Nze3t7e3u7i4vLw8NDTkcjsHBQXQr+P2bh9PPno8ggSoyLySKYQgC1VxKEI1GExsbK+2sEyOJIKL0+PHj+vp6OHmb9oM0NjYqlUqNRoMeRKfTmUymK1euMASB9RBkaz/TCcJHMYEyqYFqMZQdfEp1fX19aGgICAKTPhYXF7u7ux0Ox/j4OGXN1rNb6QTLMYEmDFH3gclUpqZLnQhAhOlJpbv7g/SDQBQD2wjRg0AmVa1Wnz9/XsqDiJFEEFF65513ZDJZVVVVdXW1XC5XKBQKhaKmpqa6urqioqKmpqa+vl6lUqlUKrVabTKZYNBhIILws9q/L0EEUyHHIQhmQ+bn5+GU7KWlpe3t7d3d3ZWVFTi5cm5ujjcggcBBPcgLJwg/HyR4R1lPTw+TB4F+EJVKFRUVJRFEjCSCiNK9e/cSDpWYmJh0qOTk5JSUFPiYmpqampprWThdAAAgAElEQVSalpYmk8ng1EjaS3akBwnUDILj2mkadXl5eTXwrlzBBU9ZsLW1NTU11dPTMzo6urq6urW1tbOzs7a25vf73W43Mwb1SIII7osBgmAOOAhBaEGX9oMwnak8QXgDQgnScSiv16tUKiWCiJREEFG6efPmqVOnsF8zJCQkJCTk1KlT586dg1PsTp8+febMmTNnzpw9ezYrK6ujoyPQydu8DQnUkMrnQeheNcFsCE2L8N1llCZjY2NdXV1TU1NgQOA8bZivMTs7yyRQgriP4AQ5jgcRzIMcSZD+/n6GICAgCLMvpqamJioqSsqkipFEEFFiCII6e/ZseHj4aaKzZ89mZGS43W5oKhMkSKBqbiAzQptTcU0KlnVxDQs2uVOgDA8Pw9T1vb096P5YXl7u6+vz+/0zMzM8QeiPY+MJQxAEBxolQQ9CC7qBPEighlQccShIkO7ubnrUAx6dK5fLIyIiJA8iRhJBROng4OD06dMhISEMLMLCwsLCws4SnTt3Lj093eFw0KNz+QFlQaYc8oMOF7ht/nRqGRIE1+3y8vIat9mfIcjQ0FBXV9f8/PzOzs7+/v7Ozs7S0hIlSHDTsfHs6TDrh6dM8daDOSlmgdsXg+wItLOObm6GEYfADiQIGpDOzk6HwwHHTeGsdq/XW1VVFRYWJvWDiJFEEFG6devW2bNnzzyriIiImJiY0NDQc+fOnTt3DiGSmppqs9loYzuTEAmyL2ZW6Nwp3oMsc1NCVldX6VexVYRJlCBERkdHu7u7oaMMopjl5eXLly93dHQgQXhw0FhJsJOdUowShFoP3n0AOIITBA0InwSBHnw4yhcPrEOCeDyeioqKc+fOSQQRI4kgogQe5PTp0ydPnnz99ddfe+21119/PTQ0NCYm5syZM5AZgbgmJCQkKSkJmsrovGV+fx3NqgYZMsQbEMEOd6ZVZJ0TU7KZnp7u6+sbHx9fXV2FPveVlRUgyOzsLOM++N/DsINPfPAnXfLuI8hBU0wUQzMgQBCmBAMEgfPGcVA7jkotLS09e/asRBAxkggiSgcHB7Dz/cSJE4CPkydPnj17NioqKiwsLCQkBHKo8DEhIaGpqQmOZYFXdm9vL7jugYEB6k2wUXX82XMwGTNCbQitzjBMYao2jNARwPfMzs4ODAxANReSHaurqz09PR6PZ2pqismA0vU/Q8RkLgSPZYC0BQ06cM13dXV1dnbCPloou+J0dZjV6nA47Ha7zWZra2uzWq1ms9lkMhmNRoPBAPMldToddAY3NTVptdrGxsbm5mar1QpHbbW2tlqtVqvVWlJSEh0dLe3NFSOJIKKEeRDgCLAjLi4uMzMzNzf33LlzMTExsbGx4eHhcF1cXFxDVFtbW1dXp1QqaVsaPTgCNvVCT5rZbLZYLBaLxWq1tra2trW12Ww2OLcBBYdIORwOJyeXywUzMnBSOX4KSQHMDjgcju7u7sXFRSDIysqK3+/X6/VwPBUcGcmvZ1icVqvVYrHAejYajXq9HtYztPlrNJrGxka1Wl1fX69UKmtra+F5UCgUcrm8urq6qqpKJpNVVFSUl5eXlZWVlpaWlJQUFxcXFRUVFBTk5+fn5+fn5ubm5ORkZ2dnZWVlZmamp6dDvRzK50lJSYmJiVBfj4uLi4+Pj4+PT0xMzMzMzM/PLyAqLCyEgUnSfBAxkggiSrdu3QoPD4eUx5kzZ6KioqAxJCMjIzc3Nzw8PCEhIT4+HggCcImNjb3IKTY2Fl7uCUTYYAJ9JWlpaenp6enp6RkZGRkZGZmZmZmZmXACw6VD5ebm5uXl5eXlwQopKioqPlRJSUlZWRmszPLy8vLy8oqKisrKysrKSplMBn1xMpmsurq6rq7O6XTOzc1B89jy8rLH41EoFFVVVXSdy2SyysrKiooKXPAlJSW44AsLCwsLC2HZ5+XlwbLPycm5dOkSrPyMjAz8i9LS0gABKSkpgAD4GE+EzxseWxN5qIiIiIiIiPDw8PDw8LCwsNBDnTt3LjQ0NCwsDP6PIJ+NCg0NhR+UutrFSCKIKN2+fRteu1B8iY6OvnDhQkRERGRkJLxqgR0QxURERMAaiImJgY8ohiMggAgsJ2xOg8WGXWoAFEAJ0iQnJycvLw/esQEloKKiIljbRYdCvsA1IKC0tFSv14+Nja2vr29ubi4tLTmdTplMBpigAo/AUAPAIciO7OxsOHEGlH4o6iDQRMAzAEMV6dMVHR0N+IggoviA/wskRUREBNynpTH4H4H7Uj+IGEkEESUgCCADL/CNMTQ0FJvKQkNDo6KiYmNjL1y4AKABwTVFSdyh0JIgRIAjKIAIwxFKEMBHcXFxaWkprHmkQDkR+AgwI2ArGhsbL1++vLy8vL6+vri46HQ65XI5tR4o+FnGgOQfCgkC+Mg6FBAkLS0NwMFEHwBQeBJiY2NjY2NjYmLwWRIkCOUIukJwIvAfAUxhCALQkQgiRhJBROn27dvwUsaPcCgknC8LZhvuXLhwAVwGgAN9B/UgIEoQBiLIEUQJvHunpqZidEPNCAQ1+fn54DvAX8BSRxNBaQLxSHl5eXV1tcPhmJubW1tbW1hY8Pl8dXV1wAsauWC2gnqZgoKCnJyc3NxcIAiPD5q/wD8KNwSA7aIeBGgCHxEo0dHRFMSIYxAgBiMd4AsNcIApcFMiiBhJBBGl27dv44sVSMG/rDE8oek9DPXpbhoqhhTUcaDShZRxKAxtUIAVCCUwsoDVnnMogE5BQUFzc/PY2NjKysri4mJvb69KpaqoqJDL5XK5vLS0NJ8IjAYgA9Oc+E/ANfNIIA8CGRD4Q+ACo7PU1FTcW4TPA3UryFaaK0HbgnTG/wWkOYhaRSkPIkYSQUTpzp076DjwXRE8BbyOY2Nj0UogHXC7HeYyAoEA3D7igC7F7ENhGpVeUzTkElFS4FcBAfgRpFQq+/v7oZcEjuBub2/v7e212+1KpbKkpIQmSqnwV9F/GoGFD5UCDv5GRsgUmvoBz0WdC2UxMgU5Qr0eNSngEAErEkHESCKIKN25c4dPZNCEKBZWaCKDAQdDChRFBkMHAASKLn5YsXQ9YyxDVztWRuk30C+p1eqBgYHl5WVoMxsYGFhdXd3d3R0fH29ra6uuri4uLgaIYOq0oKAA8y+Yx6UmBYV/AmUKg0j0KSg0X5Qm1KdgHAS1GxQABf6D+JDn3r17L/t19AOWRBBRunv3LsYp+GKl4Eg8FGUHiA836NsyRQZ9A88VEqxSZuniNX4J79DOCFqygWtIvlqt1snJyaWlpZ2dndXV1dHR0ZmZmZ2dnd3d3bGxMbPZLJfLS0pKoIgD6Y/CZ4VwYXwK9T4YSUG8g0EWtnugeJrQMnDwdCwWdGhNB1EinTglRhJBROnu3bvQM8YUUNBa04YO2tORnp7OgANNB1ZkMQqAhUcjDsZZoOjSZS6YZiqmrEu/rbCwUCaTdXZ2Qrf7zs7O9vb2zMzM5OTk9evX7969e/v27d3d3cHBQZfL1dTUVFlZCX6E/kJgCuUU2hwaQKEfYUCJBEFjQiMd9G5YCWbqwUxGlmZheY5IHkSMJIKI0t27d6F6gsk8fOECPvg5Q3zRhH5EgmDugIYYSBNqJWj/BSKA4gABQS9wzdM+EfxZlUo1NTX18OHDGzdurK+v3759+5133vn1r3/95MmTBw8evPfee0+fPn38+PHDhw/X1taMRiOYEdpmAo6moKAAf7NgRMMDBZOvNAUraEYwF4u5Eny2U1JSaGZEsEiMTJE8iBhJBBGle/fuQa6UBiwYtjDsEMx98PiAng6ag6R5DSYG4Zu4wIkgUCgjaN8Xfkov8L7FYtne3n769On9+/eXlpYePXr0+eeff/LJJ7/73e/ef//9X/3qV48ePXr//fc//vjjO3fuOBwO6ATBnjSaImHYxAQ1lIz4kfoRSlhMFdGIBtMimBOBjzxB6P8RJlzj4uKkrnYxkggiSvfu3YMyLVOUpWELTXygFWe6SDFygWtsCcN1Fchf0AiFegq6gCkp8BraQ2C104/QfuZwON58883f//739+7dm5iYeOuttz744IPr16//+te//vLLLz/44IN79+7dv3//0aNHOzs77e3tVVVVmBPBzSzMvy6IEkZMJjiX62fFrlZasWLSq7RRDZMjzH8QQARsiORBxEgiiCjdu3ePVmqZXi+6kwUTH8x+Fr4vQ7B6wrgJ3jjgHWSBICmooJ2slAhuVlRU+P3+995779tvv/3tb3977969P/zhD59++unDhw/ffvvtg4OD7e3tu3fvPnny5MmTJ48ePVpYWNDpdNirhhf8p/gIQYKZGj7RiwlXTJcgR5iSDRo9aCehfoSCgxZ94+LiJIKIkUQQUYJJy+iNqfuAPlF8n6SpU/QdTLMGkxzl97YwuQYKBWolmOWKy5he07ZUvAbJZLKBgYGnT5/+6U9/+u677/76179+9913cPHZZ5/dunXr+vXrH3zwwR//+Mcvvvji008/vXHjhsVigZ9FaiCPGDxRuDCuBJR/2EEL1xjvoBOhHMl8VjQzQtv/aZmGVtnhWopixEgiiCgBQRgDwpRsaX8HYz1orpTmBZAdTBaDOgveXNCFimigRoMxBWWcoEu9oqLCZrNtb2+///77n3766WefffbRRx+9//77n3zyyVdfffXFF1989tlnX3zxxeeff/7xxx/fvXu3v78fOlZLn5UgSihBmL+IqR8xJSQa1MCTxoQ2fKsr0zZCazQ0FSIRRIwkgojS/fv3sc2U3+rG5DuYSm0eaQZHagTKgNIkJX4KdGCiErjAHSvMjn7cYgd3cIM/bnWpqKiQyWRKpbKtrW1kZATGCI2NjQ0ODi4tLe3v7+/t7W1vb29sbCwsLIyPj/t8PrVaXVVVVVVVhdv26EY++Eep+NCJbqthQjOa1mGyJIG60WhQgxABG8KUewEiEkHESCKIKN2/fz94mynTHiaY5mBSoQWHG2rR5zP4QFjgcuVFvwrLGElBwYH7cXFKSHV1tUKhqK2tra+v12q1MB9Iq9VqtVqTydTW1gbDhAwGg0ajqa+vr62tVSgUMDSE2XqH/wruwcMLfj4ARQnjSvgiTj43N4CODmDaRgAlNKLBDCvEMhJBxEgiiCi99dZbTKOHIEGY/g4+zYF1EyZCwWuaZaARB12czF5bZhkjI+ACXIOMiJ68V1dXh+cBw1QxOAZYrVbDEXz19fX19fV1dXW1tbV07BD8ErhmCEWBwgdQvB+hKMG2l7xnhf0jfCsaZkaYnXtMgSYxMfHBgwcv+3X0A5ZEEFF66623BFMetEbL11mYZnMarTAlDN5TQJ6CGTJGeUFdBqKBwgIXOQrAAeyAi9raWpi9CKd24oVKpcKxjEqlEmcUgqqrq+E3U6BQmiBKysikEiYFS50ITanS0gxtrsNKFt00xGzYA6wLbqJJSkqSCCJGEkFE6a233qKmg8mVMv3pfKKUtmzQQkmp0EAgCg68AChQXmAQgcigvIBP0TXAR7lcDiCoqalBgtQdCmeaAkfwSxC/4MBXjGXoMET4t2h0g7CjBIFcCZ9h5ftlMU+E+SMENCUIhjPwnwJOhG6JprtpJIKIkUQQUXrw4AHNmNKttDRvyrCD6f6iNVesrTIDTSk4KDL4IAU5giuZwgIuECLUfaBqamrAaKDdQHDAzbq6OsZ9AHroL6TWhvEgKDonjc/p0DITk1ItONwEzGzSYyaS0KZ42i0CwhrNw4cPX/br6AcsiSCi9ODBA3ivC7IBPzc3F1/0cMFUWHAKIVID3qUhCUqTCIy5gOQlBgtIB5rRgDUcCBkIAsEJ8sgLQAZaD/gIk9YpevDXMijBQIaJaOCaZm2oMaEcwYxycXEx7TrDiCb3cJYibe2lmRFmNw26EokgIiURRJQePHhAIxe+PYx2lBYUFDAN5ljaBFIwuQy4iVPU6TXmNcBoMO/5yAuEiOJZISyABZQdSA3MlVI/wmCF/izSBC8QVdT+8H9LEJqUl5fTjDIwBdMitEBDIcJsqKEQAXDQhp3U1FQpihEjiSCi9PDhQyZjmkPmpGN/B7x/UnYUk+nH4DuYXCONStBZoMugkQgFBF3GcB89Re2heLsB93lYMGlUJRGFCP44vaAPgCZZwTdVkqnOTD64/FnxTWhFZHMgU6Nh0qsYSNLcKjOpKD09XfIgYiQRRJSAIHy6FDe2YwBP+0exRwONBl1IfOkEGcHnLHCVUiMAy5g/1AoPeQKvQW9SdiBKKEHwmCjMjIDg+7F2Q7GCD4DJmGCchV0k9I9FsmB+BJ4ueioNU6lBM0IJkiM0VJG2wGMF7dGjRy/7dfQDlkQQUWIIgjvrkRo0S0oj/DIyIR3fkJmoBJYZ5UUtEdKBSU/U1NTAOoc7zGqHBQ9EUKlUarWafielg+pQcI0Eqa+vhz4R+FmabVU+Kxrp0MdPUQg2CmmIPgWDGniuaFzD5FmLyHF2TJ8ITY5gIAO19kxyWo3kQcRIIogoPXz4kI4OKyDzfoAgtAldsECLyVFgB01nYJGVGg2KD+ov0DjQ9cw0dFATAVAAjsBNBhnQPwbfQHvJVCoVtJnRH6QOBa0NQATBgY+Z/kV4jfiglgQ6R+D5KX+2ZR7L3kWHw9DyyZBHYAeGM9h4hoUz2rcqeRAxkggiSo8ePaJd6oXPjhrlt7EwNRfasknrKdT8I0rqiKgZAUNB8xeIDLqecZ0jVhAK6kNh4ym4DPQa8J3UmABWmAsKLCQaYA5wg2UdPihDaMIzQIMaQC3D3zJyqi5NjgBNABn5+fl0DmtOTg6droA2RPIgYiQRRJTAg+Rxo8OYrbTMRli6h41mPWipFd+xESU02UlzFrDCIQyhdgPBATcRExQB1GIAOCg+4DBwhAgiBoTfA2Ci/gUumJgIsIJ5E0oNprosPzwfr+rwIG6MYkqFNhwzW5bpWADBvTNYpgEzInkQMZIIIkrgQZjiC8QyNHVKcx9MxhRsCNZWaEkF05PwTo5hCy5FagEY94GwUBOhWUDrASDQaDToOHAvDEij0cBXNRoNfAl22WkOhRBhHA29QAOCfgQTvUxhiAY1TJMLoIS2+WOqtaSkhNlVxBRoaEIEizISQV6IJIKI0qNHj/KfHXeMXerMtjGaOsViLb7TMvVXWpRFZKABgQXJGwQUEIR+FfMXiAmgCRABWcCgRKPRIC/4OzxKEDqMbaHRE59zZRKu6EpoaxztHKF9d0iQosMzPelWGjqriXas0iNpMjMzJYKIkUQQUXr06BH2idHma+z4oHtY0H3QNiosuKCZp90ZGLygGaGFEvQUwAtqChoaGrRaLW6rxbWNpkPwmoECfNrU1NTU1ATf2dTUhPcZ4Y8AQUA0k4JgwsdMYy6makN7XsCp0V4SfDJpaQauadMqDxE6lwj8SEZGhpQHESOJIKL09ttvY7c1vzmdbmzBbjHABN0Uiz1XfLIDM6A018AkL+FTxAReYwBC1zkTpyA4KC+am5u1Wm1zc3NTUxO9gK/CBdwE4X1ADEIE2cQI/hwmjUIL0sBTTCczJV7qR5jWVXjaaYcInbcK8SaAA3tVJQ8iUhJBROntt9/GjCndnF56OCUMU6fwcpfJZLA2sN0bfQe891J20PQnEoS+k+MKRFjQvAY6AlzVzH0ACnUWgA9Kh2Yiygu9Xq/X63U6HdyHb6BwocxCU0MZhw8A0iJMSwtNIVOC0K2DmGSFOJFuwysmY6jRg9ADNOgcAIkgYiQRRJTefvvtomeHpIOpZkZ10J5L9Bo0csFsImZDaUsozY9Su4GiLgCjCVzJuPJxDVM3wWCipaUF5pIhNeAm8AK+pNPp9IfC70TEUKwgiSi/6MNuaGhg0iK0WY6p+0JyhBZ6K8iURmbUCLoSpucdm82wOiMRRIwkgojSo0ePsApABwJhKxTux8dJHJA3pTVauKa95Fh/QdOBzh/iAsFcJrgJfgE3NzfDTRpfwM/qOCEs8FfpdDqj0WgwGAAuAA64wJvws83PioY5NKqi1R/M6aKlUpK2ekoTjGiw7E3bzyhB4L+AWpICcuwmNpvlHZ5u9fbbb7/s19EPWBJBRAmiGIAILTQCOzBup1kPNB1KsiGFJkqxeoL945g+AEYgAuhChQtAAF7D+scVDlygAQt8M8UHEqS5uVlPBLDQ6XQGg8FoNOJNQbjQX4jwQjeEqVkGKwBK2k5CN/vVkDlGtIcVmEJb4JEjxeR4GmwSwVgGu1clgoiRRBBRwjwIbVrHrAft9UCOyA8ngFGC1B9uVKGdGjTjSGslsPAw39lyKFy3NPpARuA1RiX4U7j4GRmNRrPZbDKZTCaT2WyGm2az2WKxmEwmo9EI9wEoBoMBgAJMwWsGQyaTCX6c0gfDHwx56uvraU2Kb4qncwOwvIX77jAnRZtE6JBEVE5OjhTFiJFEEFECgvDDgegQHXQfWKFkdrUoD3e7Yb6D9obiWzRWScCJwDUsPD6CoNRgwhPwEZjXgPuAA7gPn8IdIIXZbGYIYrFYrFZrb2/v9PT01NTU1NTU9PT09PT0zMzM7KHm5uZmZ2fhztzc3Nzc3DwRfBW+YWpqanJyEn7D1NSU1+ttbGykzxIGfXRWgJxMeMb0KtPtTjfyMgTBDhHJg4iRRBBRQoKgAaENY/ykH9zkQrfDMlvgaLcoJQgtmjBZUgYcGL9QjoAFQOtBPQhYA2ocABkIERR8yWq1Wq1Wi8XS1dU1Pj4+NjY2Pj4OFxMTE9PT05OTk+Pj4xMTE3AxOjo6MjIyMjKC3zYyMjI0NDQ8PDw6Ojo8PDw8PDw4ODg4OHjlypUrV644nc7GxkaM7PhxAfxeXmwVoVVeipJC7qRezKpKBBEjiSCi9PjxY2a3CC2XwApnWrAwtUkNArO8W1pa0OTDuqWmwPysLIGFS91qtbYeCm62ErW1tdlsNri22Ww2m81ut9tsNjgdBq7hJhX9ThD8KrhD/zmAETxUeDw0OEI2wTMAIMPAByMvJuODAR2TQ6H1b+ymx6QsIyDR48ePX/br6AcsiSCi9PTpU+uzgqUruLb5pUvXMC9+3bYLycEJbzqdTqfTyXwVbro4Cd53c+J/kPkNVPwDo+J5BH81PgMUefTpxWcYRC0SiiERpTOjDz744GW/jn7AkggiSkgQwVf2PwlBBHUkQXh2/AMIwkCEeZYkgvwTSiKIKAFBmNc0+nMmlAABLxh20DdeXEhwHYgdcJNZnEANQaOB6zmQ12DA4Qmg4zCFPgYeJcfhCD4JFB/Uj1CUmDhheYgPi3iaSAQRI4kgoiRIEMaAMGHOMQmC4glCjYZgkBIIE4HcB+M4ArEjEEcEYSRofCSC/H9PEkFE6TkIwmcxBYOXIPELgwkm5RGEIIGWPWVHcILAV71eb3AzEggigjbEzkmQIIFyIkwgwydlgxAE0tgSQcRIIogo8XkQPvEhiA+M8wOZjkDsODLBQRUoVHFxaY5AyPAeirlzTGMSxInwZgSBgk8CtWbwdAXPqlKCYDFLkCMSQV6UJIKI0tOnTwXZcSRBMJb5BxOErvDvSxA0IJQg9McF/UgQiAjiIxBBjlOX4VOqCA6JIH8nSQQRpUAE4ZGBYTyfATkOO4IQRDCvcSQy4NPg1GDEf4khSBCOUPFmBGkCf/UxwxnmOaccYYoygtkQ7OiXCCJGEkFESSRBePdB188/G0ECYeXIWOYFEoTJrQZyIhJB/mGSCCJKPEECZUzxDs2YMiVbBAfFR5DIBVZjcHa4uEQpBYcgC+BTn8+HX6LXx4GIh8uzChLkyLiGcoQJZwJBhMmnMtkQwXyqRBAxkggiSscnSJDgRbDsgheID37tBScIXgQyGsHtxoslCEXJ8xHEJtRmFpwgfIOZIEqePn36sl9HP2BJBBElQYIE4ghTsuWrmAKVifZ22vrxHB6ELmnKDt6A8NRAdXR0BIGIIEGo3+HNiCA++BrNMQkSCCLUiQgSRPIg4iURRJSQIPg6pgRhrMeRNRdHYDEeJHjKg8fHkb4DCUKpAUKCUAWxJDxWgkQ0LtIsG4ggx+GIYDbkOEUZyYOIlEQQURIkCJPyEMRHEA/yfAQR5IggQXgDIug7eA/CiwGQIEGOxAfvRI5DECalGoggTI+ZRJAXLokgosQQhIlcRLaNHbPsgiszED6+FyzQffCfMq6Efk8QJ8LEMsxjpn8UH9HwHLGTJpHgNiQQQRiOSFGMSEkEEaXnJohg9vSYBGEyIILBywshCFz4/X4GKDxBgnAkeIaV9yPBnYggQQTLukf2uSNTJA8iRhJBRIknCJ80FcQHJQhDDT5dKug7kB18hOJ5tn/0ONSg7KDI8B+K5wW1JIEgFZwmFChMUOMgu41pcSoIQShHmL3/guUYiSAvRBJBROk4BBHEh+2wf4z3HUcShIYtghZDPEEAGXiNnwoqyC986QQxHU6EFuSIFMWIl0QQUcKddYJNH8FbP/jIhQlV6Kd8qIKMYJYrXPC1lSDIYOQ/tvgUCYMVyg760fPs/hrBDCsfziBKgqRUkSOBWlQZjkgeRKQkgojScxOEb/oQQxAaSvgC9HT8nQgCv4T3KcckCDomniDOo9rMxBNEimLESyKIKAUiSBCIBKndMmELH8jwpRZKED52+Md4EEFLIkgQHig0nDkOQfh8qmBZl8+DoOngYxmJIGIkEUSUnj59yoODKb4E70A9JkEEqy1w4Xs2qXkkQY4Di86jFAQoPNHgIfGA46szxydIoLKuhYyDF0ymSgR5sZIIIkq8BwnuOwQruAxE6CoKFMJQggguzhdIkOA3eYJQnDGPIUhKldoQwa4Qvj0kSCBj4UbGCc5hlggiXhJBRCkQQY7Z+sHnQY6svAjKy+m52cEbkCONSaDfI+hEAkUxPERoRYY+dXahcarIkSBFGb7JXSKIeEkEESV6Xsz39SB8LOPkNuAKEoTPhvA0CY6P70WQ54toBCGCBHG73a2trVBnbTs8pKqtrc16eDyVwWCAsxu1B5sAACAASURBVKbglE84yq+pqUmpVCoUCr1ez8SJbdwQM4kg/xhJBBElmgehGZA2oYHJ7WTMOhPFOJ3O9vZ2vV6vVCrVanVzc7PFYqE/JWhP2traTCaT2Wy2Wq0Oh4MnCE+NQAThudDV1fV9UcIDhY9rQC6XSyaTFRcXQzWkpKQkMzMzIyMjLS0tNTU1OTk5KSkpKSkpISEhPj4+NjY2JiamsrLS7XZrtdqkpKSysjKz2WwPMMSMqcgE2rOLHJEIIkYSQUTp+ARpb293Op3gIATTHzabra6uLjU1NSUlRa1Wd3Z2Njc3X7p0KTs7+9KlSzk5Obm5uXhqNJz8mpubW1pa2tLSYrFYlEplY2Ojy+WiBkQ8QZ7DlQQnCPw2l8uVn5+flpYGVispKenVV199hejVV19l7lRVVQ0PD5vN5rS0tLy8vJaWlu9LkEAb/yWCiJFEEFECgmDYQkMYPlRxOp2wihycnE5nW1ubQqGIi4uLiIiQy+VjY2NGo/HUqVOvHurEiROvvfbaa6+99vrrr8PFyZMnU1JS7Ha7z+fLz8+/dOmSxWJBgmChV3BJC6Khq6vL7/f7fD6n09na2qrT6dRqtVartVgs8OCRLF1C4lHCk6urq6u7u9vlcpWXlxcVFcGx27m5uWfOnDl79uyZM2dCQkJOnTp18uTJkydP4l964sQJIIjRaMzMzLx06VJTUxOTUqX4aOUGqZrJSWC0xCv1g4iURBBRQg+CoXgggjgcDpfLBWuJ1hqch8e7tLa2yuXyuLi48+fPazSa1dXV9vb2kydP/vKXv/zlL39J35lfffVVvJmQkOByuQYGBsrKyrKyslpaWvjcx/FTHj6fz2g0yuXygoKCjIyMxMTE2NjY+Ph4eNuvrKxsbm52u90viiAFBQUDAwOjo6M5OTmnTp0KCQkBaiA4XnvtNaSnXC6fmpryeDxZWVnp6elarZYniGBvCN8hIhHkBUoiiCgJ9oPwEAEPAmvP7/czBAFZrVa5XJ6QkBAdHd3c3LyysmKz2V5//fX//M//RF6gscc7iYmJTqfT7/fn5+dnZmY2NTV5vV7MOASKWRgPAhderxfipgsXLoSHh595VmfPno2MjExOTlYoFA6Hg0IkeCzDEKS7u7unp8ftdhcXF+fm5vb29o6MjFy6dOnUqVOhoaHh4eFRUVHR0dEXLly4cOFCdHT02bNnQ0JCLly40NzcPD4+brFYUlJSUlJSGhsbKUH43hBBgpieFUBEIogYSQQRpUAEEWxgd7vdECYwBIG0aGtra01NTUpKyvnz5xsaGubm5mw225kzZ06cOIGrKywsLDQ0NDQ09OzZs6GhoefOncvKyoJ39dzc3JSUFI1Gg8ELkwEJ7j46Ojr0en12dnZkZGRYWBj8Q+Hh4eHh4REREeHh4efOnQOOXLx4sbq62ul0Ph9Benp6ent7XS5XQUFBXl7ewMDAxMRETU1NVlZWfn5+cXFxaWmpTCZTKBRyuTw/Pz8xMTE+Pj49Pd1sNk9NTdlsttTU1MTExIaGBury+N6QI7f8Yz5VIogYSQQRpeMQhHqQIASxWq0KhSIlJeXixYsWi2VjY8Pn86Wnp6elpaWnp+fm5paVlZWWlhYXFxcWFmZnZ+fl5RUWFtbW1o6Ojo6OjpaVlSUlJTU0NAhmUo8kiMPhKCsri4qKioiIiImJSUhISEpKSk5OTklJSU1NTUpKio2NjYyMhFRFYmJic3OzIDiOQ5Cenh6Hw5GXl5eamurxeCYnJ+12u1qtLisrKywsLC8vr6urU6vV1dXVqampUVFRkZGRMTExZrN5fn7e6/VmZGTExcWp1eogBGHwIRHk7yeJIKLE5EGYZhAmD+LxeJAg/P59i8VSXV2dlJQUHR2t1+tXVla8Xm9iYmJcXFxcXFxqampFRYVara6tra2oqIB37Pr6ervdPj09PTAwAG/XarU6SB6Erm1mwZvN5uzs7IiIiLi4uPT09Ly8vJKSkvLy8srKyoqKipKSktzc3OTk5Ojo6LCwsKioqOrqaq/XexyCMHFTb29vT0+P3W7PyclJT0/v6OiYnZ31+XwtLS2FhYUpKSlpaWkZGRnp6enx8fFhYWEhISEhISFhYWEGg2F6etpqtSYmJsbExKhUqkAEAYhYhCTYpSoRRIwkgojSCyEIyGKxVFVVJSYmRkVFabXahYUFp9MZHh4eEhJy+vTp0NDQ+Pj47OzstLS05OTkixcvpqSkKJXKjo6OhYWFkZGRwsLC+Ph4lUrVwYkSRDDo8Pv9Op0uLS0tNjYW/E55eXltbW19fb1arVapVICt3Nzc1NTUuLi4qKio/Pz81tbW4xMEOQIEsdlsly5dyszM7O7unpub83g8BoNBqVRWV1dDn8ilS5eSkpLi4+MhtXzx4kWDwTA/P9/R0ZGamnr+/HmgZxCCMK1lEkH+TpIIIkrQk8pDhK/FOJ1Or9cLBGF2zcFHs9lcWVkZHx8fHR1tMBiWl5cdDkdkZCR4+NjY2ISEhIyMjJycnKKiouLi4vLycq1W6/f75+bmBgcH8/PzY2Nj6+vrgwQv/DrHRIZWq01JSUlOTs7JySkuLq6urlapVFqttrm5GVpC5XJ5cXFxdnZ2SkpKTExMWlqaTqcTrMjQ5AgPkcuXL/f29ra1tWVlZSUnJ7vd7unpabvdrtfrrVYrPHUGg6GhoaGmpkahUFRUVGRnZ5eWljocjpmZGY/Hk5KSEhERUVdXx2RSg7S3M10hTIuqRBAxkggiSt+XIN3d3Z2dnW63myeIyWQqLy+HdINKpZqcnOzo6MjJySksLJTJZDU1NTU1NbW1tVqtFl/9JpPJ7XaPj4+73e7U1NTY2Ni6urrnI0hjYyOEDwUFBeXl5dXV1bW1tQ0NDVqttqGhoba2ViaTlZSU5OXlZWRkxMfHJyQkNDQ0dAYo6+KvDUSQ1tZWSPF0dXXNzc1BL4xSqdTr9RaLxWQytbS0wD5alUpVWFioUCja29uHh4dNJlN8fHxUVFRdXR0+yWIIItViREoiiCgJEkRwNx0QpKenp6urCz0I3YBrMplKS0tjYmIiIyM1Gs309HRXV1dJSYlMJmtubobA3mg0wj9kNpubm5vr6uqam5uHhoY6Ojqys7NjYmJqa2ufgyBdXV1qtTotLS0rK6uwsLCiokKhUDQ0NMCBTM3NzQ0NDXK5vLS0tKCgAOKL2NhYpVIZhCCCHqSzs/Py5cs9PT0WiyU1NTUmJqapqcnj8VRWVsbGxiYmJl66dKmkpKSysrK6ulqhUFRXV+fn58fHxycmJhYXF9fX1xcWFkZHR0dERFRXV7e2tkoEeemSCCJKSJAg+ECC+Hy+np6ezs5Owd23QJDY2Njw8PCioiKj0VhTUxMdHZ2UlFRSUqJQKGpqaqqrq6urq6EXKz09PSEhIS8vr7m5Wa1Wp6SkREdHV1VV8ewIkq3A1a5Wq1NTUzMyMgoLCysrK2tqahobG81mc2trq9FobGhogICisLBQDEH8fn9vb293d7fRaExJSYmMjCwsLIRefigVh4WFRUZGnj9/HvtBwsLCoEU1NjY2Pz8/JSUlLCzszJkz5eXlPEFoh7sUxfxjJBFElHgPEpwgvb291IPQ3bcmk6mkpCQmJub06dNxcXElJSVZWVknT54MCQnBPisobUJ3xqlTp06dOhUTEwORBXRwlJWV8Z3sRxKkq6uroaEhNTUVMg5lZWUymQz8jl6vB46o1erS0lIgSGJiYkJCglqtfo48CBCkpaUlMTExLCwsLS0tJycnPj4+IiIiLCwMuk5OHwoKMUCQ8+fPw+agmJiYU6dOlZSUWK3WIz2IYEOqRJAXKIkgosTsrOP349rJ/n3wIH4uk4oEKSoqioyMDAkJiYmJycjIiI2Nfe1ZneB09uzZ+Pj4+Pj4c+fOnT17NjhBgix4jUaTlpaWn59fWVlZXFys0+m8Xq/FYoFYZmBgwOFwlJaWFhUV5ebmQlih0Wiew4N0d3d3dXU1NzcnJiZmZ2drNBqVSpWcnAzggN72c+fOJSQkQPE4PDz89OnTJ0+eTEhIqKura2lpKS0tjYyMLC4utlgs8FQfSRDBrnaJIC9EEkFE6TgEwWqu2+32+Xwej4dvBoGOspKSksjIyIyMDJ1Op9PpcnJyXn/9ddhjBu/DdMMICHIfBoOhrKzs/Pnz5eXlz0EQv9/f1NQEVZiqqqrKykqojOh0utraWqVSCS2zEMgUFBQkJCSkp6e3tLRQWPCREU8QfGBWq7WysrKsrEypVFZVVeXk5GRmZmZnZ0MH6sWLF5uampxOp0KhKCoqysrKKigoqKmpqa+vVyqV5eXlJSUlGo2mra2N9yC0IVUiyD9AEkFEiSFIkCiG7oKh22GQIA6HQ6PRFBQUVFRUNDc3NzY2FhcXp6am5ubmVlZWymSyyspKmKORmJgIQwBSU1OLioq0Wq3BYFAoFNnZ2dAPEih+YQwC3vH7/UajsaSkpLi4WKFQ1NfXNzc36/V6tVotk8mqqqoaGxubm5uhX6OgoCA7O7u4uNhgMHQeNUaEJwjs2fF4PG1tbThDSKfTwa5ZhUIBoUpra2t3d7fdbjcYDHV1dTqdrrW1taWlpampSavVGo1GxIcgQVqfPURGMJzBepZEEDGSCCJKggSxc6LTQChBmNFB7e3tJpMJjkGC1dXU1NTS0gLfabPZTCaTUqmsqakxHJ7hCDlCs9kMb6ft7e3HIQiqu7sbCsytra1VVVVFRUU1NTVNTU1Go7GlpUWpVNbW1srl8vr6er1e39jYqFAooPG8urpap9MJEoRySpAgCBFmMqPH44GES319vcVigfjOZrOpVCqdTme32+l8JiqJIC9REkFEidkXEyQVgq9+BiLUiTDjlGEKmdVqheFjDofDZDLV1dU1NjbS8R/8AFRBOwC8QGr09PR0H6qrq6u1tVUmkxUVFSkUiqamJoPBoNVqsQAEnRpwp6CgoKysrKqqKnhHWRCC0PEl/PxU8Bqtra2AGLvd3tDQADELHbzc/uzRU0F6UgUJQnfHSAQRI4kgoiRIEMGOsuMTBCeeOp1OKPTAYnM6nXq9XqFQaDSaDm7//jEJwghXu81mq66uLioqksvlGo1Go9EoFIrKykr4WFFRUVdXp1Kp5HI5TEirqqoymUyCvuaYBOHxQQlitVrdbjcQpKmpSa1WWywWiSD/hJIIIkrHJwg9r4AGL0w2hEIEghqbzQYrzeFwtLS01NTUNDc3M3vn+C6y4ATBa1ztXq+3sbGxtLS0uroa4gjIdMpkMshcQl9sZWVlTk5OVlZWXV2dk2zwF8TH8QlCJ0VbrVYYE+t0Oj0ej81mgwHLJpMpEEFoIUbKpP6DJRFElAJFMfbDY6L5PEigsck4jR0JArlGu90OawzWUm1trV6v9z17ylTw9lOa8gjkQTo7O9va2mpqamQyWX19PWyEgWECJSUlZWVlcrlcoVCUlpZmZWWVlpZarVa/3/99CeIPfAQEjqE3Go3QuQ/zEGw2m06ng/nsPEFoHoQSRLCaiyMOJYK8QEkEESXaUXaclhAU8CIIQdxuN7Sut7e3e71e2Lyr0Wjq6uoMBsP3Gv/R9exkU54d8NWOjo6mpiaZTFZbW1tbWwtN5VCLqa6ulsvlMpmssLAwKyurvr5eEB/Mv9gZYEqIT0jewwN0dTqdRqMxGAxtbW0ulwsIUl1d3dTURH3ccxNEmg/yYiURRJSO39WOwQtfx+UzIDDPHYoysKGmvb3daDRqNBpIajKJjyMJQoUEoUsd7huNRqgcV1VVVVVVyeVypVIJR7RApxnMi9fpdAyGgtCEouQ4BIEDYgwGg9VqbW9vByOmUCjUajUmUx3PnkT1vfpBJIK8WEkEEaVABLFxA8r4HCpPEMqRtrY2aPRwuVwej8dut0N9BHbT+QOf24AE8R/VS8Z/yWKxwHiOsrKysrKyysrKuro6pVIJN2EcfGFhocFg6Dqs7ByHILwH4Y/FAoK4XC6NRtPY2Ggymdra2pxOJxAEPBGENoI13ecgCJRyJYKIlEQQUeInDFGC8MEL7Svjy7eUINBRbjaboSQBHgTqqY2NjUHY4X92fnIQgvBr3mazyeVymD8CJVsgSHV1dUlJCRCkuLjYZDIFz6owv5bGMsEJYrfb1Wo1/OHt7e1wR6fTKZXKiooKnU5Hn0beg9BYhiEIzxGJIC9EEkFE6TkIQhvJAhEEtsmoVCqLxeLxePx+PzSDaLXaqqoqpVLp8XiOTIJ8X4J0dXXZ7XaFQlFSUlJRUSGTyeRyeW1tbV1dnVwuh4pMXl5eWVlZa2trV9Da8JEECRTFQMOLWq02m812ux0JolKpiouLtVotfT4FCWJ7dm9uEIJIHWUvRBJBREkwigmUQOVnggjGL3ANw3VaW1t9Pl9nZ6fb7bZarVqtFno0HA6HL+hJ2oJ5EFzkTIYVEdDW1ga98zU1NZABaWhoaGhogFSITCbLz88vKSmxWCz4CwMJ/7lA2RBaS0KCQNkFPIjD4YB+EBhfUFRU1NjYSKOY4zSnMnv8pX6QFy6JIKL0fAQJngGBGo3BYFCpVG1tbR0dHZ2dndBqpdVqZTKZTCYDsnzfTCpjE2gOFWSxWGAivFKphIZ6PARbq9XW1tYWFhbm5uY2NzcHxweDKj4nIkgQr9er0WigIQW6P6CGDQQpLCyE+ewSQf6pJBFElOipl3whRpAgvA3BOi7K5XK1tLTU19ejB/F6va2trRqNBpKaMGeY7yIThAgfVvA06enpGRgY6Onp0Wg0FRUVSqVSp9NZLBb8u4xGo1KpLC4urqysdDqdo6Oj8P3YHQ+/s6enp6Ojw2q1wtYeGDLicrloIEMb4fAaqrZQA2poaDAajRDFtLa2ogeB+eyBukLsQU+NCQIRiSBiJBFElJAgTAmmnUjQgzB5EGabmdvt1uv1SqXSarV6vV6/3+/xeMxmc21tbUpKypkzZ5KTk5uammBNwht4x7PdqH6/3+v1OhwOq9VqMBh0Ol1TU1Nzc3NLS4vD4YCB6dQv9Pf3T01NLS4ujo6OOhwOKCSbzWYooLa3txsMhsbGRp1O19PTMzs7u7CwMDo62t/f39fX19vb29/f39/fPzAwMDw8PDg4aDKZYJyaQqGAdnitVqvX6202m8vlstvtZrMZtg7CQzIajbW1tUlJSeHh4ampqXV1dUAQiN2gq72wsBC4iZsS+aIMT5DWw8PrBHMiEkHESyKIKAUiCFPE5Uswgk2odHuIXq+vqamBTKrP57NYLHCcik6nc7vdmZmZ//Iv//Lzn//85z//+f9zKPj0F7/4xS9+8Yuf//znP/vZz37605/+5Cc/+Zd/+Zf/+1A/+tGPfvrTn6akpLhcrvHx8bGxseHh4cuXLw8ODs7Pz6+trW1sbKyuri4uLi4sLMzMzExOTk5OTk5MTExMTExPTy8sLGxsbGxubi4uLsLPDg0NDQ4Ojo+PazSa8PBwmFry05/+9P/i9OMf//jf/u3f/uM//uPf//3ff/KTn/z4xz/+0Y9+9KMf/ejHP/7xv/7rv/6f//N/qquru7u7y8rK4uPjS0pKTCYT9NEBQQoKCurr69vb2wMRRLCvjK/s8jZEIogYSQQRpQ8//FCwDUQweBEs4tLghdoQg8Egl8thyCAcMaXX6xcWFp4+ffrll1/evn179HnV3d2tUqlMJtPs7OzU1NTExMTo6CgYkPX19a2trf39/TfeeOPmzZsHBwdvHuqNN964cePGtWvXdnZ2NjY2lpeXp6en5+bmFhcXZ2Zm5ufn4aCZ535Uo6Oj77777tdff/3w4cPR0dHKyko4ZAt8ikqlysvLQ4Icp6bb+qwkgvydJBFElI5DEAfXigoehIcIuA/0IFVVVTBC+ezZsx0dHU+fPv3uu+/EP+avvvrqypUrZrN5eXkZvMbKygpcb2xsrK+vb2xs7Ozs7O7u3rhx4+Dg4Pbt2wcHB9evX9/d3d3a2lpfX19bW1tdXV1YWFheXl5fX19aWlpZWUlMTLTZbOIf3t/+9rc//elPt2/flsvlP/vZz9LT0xsbG+vr63NyclQqFZbD+XxqEHxQiJg5ffjhhy/kYf//UxJBROnDDz+kb32CPSDMJCGgRpAkCOQ19Hp9dXU1FF8yMzPhBJnPP//8b3/72//+7/9+/fXXnz6v3nvvvY6ODovFArxYW1vb2tpaWVlZWFhYX1+HO5ubm5ubm9vb23t7e1evXt3f39/e3t7a2trc3ATEADhWV1fX19dXVlbW19eTkpK0Wu1zP6pPP/30L3/5y9/+9re//vWvDx48aGhoSE5OTk5OrqqqgiOv8vPzGxsbEcRMPpXJhmCTTqBtMtSPSAQRI4kgonRMgvDWg9Zf6OZU7NSEwYWwwcxisahUqpqaGr1ePzk5+fDhwytXrkB7O5Q89Ho9TjYD6Yhg1llzczNsNjGZTE1NTZ2dnciCzc3NlZUV8CBwZ3t7e3t7G4MaiFzg5ubm5tbW1sbGxsrKCnw/EKehoQGazWDpWiwWyJXiw+MfJJVCoZiZmXnzzTcbGhoKCgpycnJgXjxsL4SOMhieGogg1IwAOySC/AMkEUSUkCB8BZdupQvUfhrIgHi9XjgvRq/X2w9395vNZujsys/PP3fuXG5uLpwpp9PpKDWaDwWfQhqypqamrq7ObDZD3WRkZGRpaQkIApnR1dXV5eVlcBkIC0AJGBCwJDs7O1tbW9vb2xQ0cGd6erqvrw/qu319fT6fD6IPgBc8MIoz/Ahna+bm5kZERFy6dCkvL6+6uhq62qGKDLuBiouLm5ubER9MojpIWVewuCsR5EVJIogoiSQIOhG6TwQuzGYzTBi22WzQw+7z+Vwul8VigYGmRqMRirhMxyfT+uHz+ZxOJ2QNBwYGdnd3wVPs7u6iAQFPsbq6CtfwEaixs7MDBNl5VvANV69ehRhnf38fsiSApK2trZmZmfb2dpPJBPVXPtfD/L0tLS15eXkw+qytrQ28EpzLV1lZmZeXV1FRYTabmUKMYE1XkCDY6i55kBcriSCiBAQRrOAyBAmyC4bxIKC2tjaVSqVSqQwGA9gQbL7yer3w23xkthDt0YJPoa8E38mhlQOJgGlRMBew+OEanQWEMFevXt3b27t27dre3h6mRaBec+/evQcPHty/f//mzZtXr16FLMna2trKysrY2Jjdboezb00mEzSntbe3w1ZjpvnF7XZj8sJsNsOYeJi6mJGRkZ6eXl5eDhOGXOSoHSaW4Wu6lB3wERpDmC5ViSBiJBFElHiCCGZABIeA8BVcutUFyjEVFRVwqAokRGAJMb+Q3+QKy9LhcNhsNovFAh1lDQ0NTqdzbW1tZ2cHsqdgQ8BooK3Y29vb3d3d3d2Fm/v7+9evX79+/fqNGzfAcdy4cePGjRt37959+vTpF1988fXXX3/11VdPnz69desWVHmXlpZmZ2eHhoagmwMqpkAQ6Ch1Op34PLhcLkAAmg44ESYnJyc7OxvntlqtVqaLl0KE5kFoRUawu4ziA5yIRBAxkggiSschCBPI4OaX4ATp6OhwuVxGo7Gurq6kpKSwsFAmk8EJciaTyWq1QgkZ+iOAI/Db3G630+lsb29va2uD93PINTQ0NFgslpmZmY2Njfn5+ZWVlf39fch6IDJ2d3evHgoCk/39fUDG9evXr127dv36dWgVefvtt//rv/7r22+//fbbb7/55punT5/evHlzZWVlfn5+bm5ufHy8v78fYi69Xg/Hu9CUMxo0m81G2VFWVpaVlZWfnw+HTkAQRNPPDEGYfOpxCEJDGIkg4iURRJQ+/PBDBh8MNQJtfqEEQfvAbDmDYASyGHjgU3l5OQxAVqvVOp0OGs+xUxNiFnTsQBD4NovF4nK5pqenV1ZWpqam5ufnd3d3IV0KXmNvbw8dB/ACopUbN2688cYbcPONN9548803Dw4O7t+///jx4w8//PD9999/55137t27t7+/j22sg4OD3d3d7e3tTU1N9fX1MCoJHgOuYbiAQyTq6+srKipyc3PhwJqWlpb29nb6XIkkCJMKYbIhEkHESCKIKB1JEMaDfF+CdJJj5SBZYDabDQYD7GEtLy+vra2FA6L4zWNGo1Gv10MyBaKA7u5uaCQdHx+fmppaX1+HQAbzHdeuXbtx4wZ0oAI1rl69CtQAjty8eRN6VW/dunX79u07d+7cvHkTTMrGxsbc3NzMzMzo6CjUYsxmM4xrLi8vr6iogG37Wq1Wq9U2NjY2NDTAPOfi4mIYfVZfXw9bcml3P33GJIL8E0oiiCjRWgxPEBqlQ6wh2IGKRdwO7rxbfhM9VFi8Xq/NZsOMY0VFBZwLheM84GZVVVVNTY1arTYajW63+/Lly7DPZWRkZGxsbH5+HtKlm5ube3t71GIcHBwAGq5duwbgwD53wAd8w5tvvgmU2dvbW15enpqampycHBoa6unpcTqdjY2NMNUVezpqa2urqqrKy8uLi4uLioqKiorgfImGhgaTyeRyuZhsDkMQ6kT4okx7gC12gQIZBK7U1S5GEkFECeaDQI5QkCDwKoevMjbkuQmClVqIcVpbWw0Gg1qtlsvllZWVlZWVtbW1jY2NcHo2rCU4d6azs3N0dHRsbOzKlSsjIyNTU1NYwYVohfqLg4MD2Avz5ptvMtbj9u3bt27dAqxAjWZ9fX1mZmZiYmJ8fPzKlSudnZ2tra01NTU6nQ4KzPBQ29raYNEaDAYo01gsFrvd7vF4fIfn74knSJBSriBBJA8iRhJBROmDDz6wWCytra2YQ3Vys5Txhc7bEIxiOsixL0z8IuhBmCFjEOPY7XZYIW1tbS6Xq7OzE37E7/fDHn+PxzM0NDQ8PNzf3z88PDw6Ojo7Owt5EPAaDCMgnIGbGLaAEDFXr17d3d1dWloCfIyNjQ0MDPj9fqPRqFAozGYzHUoiOAzJ/+x5uszcw2MSpD3A4Q/B4xcpihEviSCihB5EkCA0mQr3N4brNQAAIABJREFUsRuCJ0gHd2J2oDlgOAO1ixwEg1+C3wOf4gQgu93e3Nxss9kGBgZgMtDw8PDIyMjExMTq6iqEMBC/ICZu374NccqtW7fgU/zS3bt379y5c+vWrTfeeAP604AgY2NjMDSks7MTDpqz2+30QfIjy5gpqnxZ2ksOozqSIDQbEoggUh7kxUoiiCjBfBAsTwpmUpn+BSaQweCF9oYFCmHQgzAEofchasDvB4h4PJ6WlhaDwdDb29vX19fZ2QmBzMTEBJR1kSDUa0Cy4+DgAAiCBoQhyNbW1tLS0tTU1NjY2MjISH9/v9/vV6vVcL4vcC04QfAZ4AnC4EOQIPzOumPmUCWCiJdEEFH64IMPrFar/XD0XvBqLkMQrMIIzjo9PkHwQjD26TmUzWaDrAR4hP7+fhgLsrKyAi2nPEEgVOFvwkcIc65evQoEmZ6eHh0dRYJADwg+4OcgCI1l3IejmBiCOLmOsiCZVIkgfw9JBBGlp0+f0hCGSaZSDwIvffiUEgQ9CD/lNFAUQ5cimg4a+DAE6e7uvnz5cm9vL+RHBgcHu7q6ent7x8bGpqenl5eX+TwIzXfwd/A+5EGQICMjI5Bk6ezsbG9vd7vdNAnCE4TGL0gQprsfCcJ7EBrCBO9qD0QQaFGRCCJGEkFECQhiJ+N/j3QiTDcqb0NoojQIQeh3dpMaDSUI5kF6e3uvXLkCn46MjMAvHx8fn5mZWVxc3Nragr6PmzdvIi/u3r0L0QpNf+AdKOhCFANDD6enp2HiIXgQq9XqcDj4Ic+CBKF5EEGCCOZBAhViAhGE354rEUS8JIKIEuZBBAniIIOFKEFwQx0uEj6WOTKKYRKuwQnS3d0NS3RwcHBsbAz+rfHxcRh9urm5idVchiCADEGCQMPI3t7exsbGwsLC1NTU0NAQjFyG5jefz/fSCRJo1qFEkBcliSCihD2pglGMM8DBDvymGMGESCd3UAPIf1j+pKBhvodHj8fjsdvtvb294+Pj8BvGxsampqZgNBlfjrkbQJgfgXaynZ2d9fX1ubk5aFTr6+vr6+uDZ4N/VJQdneQAKj93nJ33WQWvxQj2pB5na4yUBxEviSCi9OGHHzJzbvhSbhCCBIllXjhBOjo62traOjo6pqamenp6/H7/6OgoNLmvrq7u7u5CS/vNmzeZsgsjKOsCQa5du7a9vb26ujozMzM2NjY2Ntbf39/b2wtPxQsnCJOWZvIglCB8MlUiyN9JEkFECQkSZFfukQRh6jLMvhgMVXAFMgRhQCMY18CnDofD7/dPT0/39vb6/f6xsbHZ2dmZmRlIpsLOfdoSwhCEZlKhEIMEgSTI+Pg4nB0Bvqz72Q7aIARBfNDIjnbNMPg4kiCIjyBRDOwekggiUhJBRIl6EMoRQXy4yZxUXBh8XxklCIUIkz4QRExwgvh8vr6+vqmpKbgeHx+HAx8Ek6m0hYypwtAoZnt7Gzb79vX1jY2NTU5ODgwMgAvoFuqgFfxDghPE/exgah4iTDU3OEH4ESESQcRIIogoQR7kmAThOcJnVVHUZfiFxO/fpQQRVGdn5+Dg4PT0NBBkampqampqfHwcCMIkUylB6KdYiAGCYDtZb2/v6Ojo3Nzc8PAwPCeUIF1c25v/2QN0BftQBQ0I7QSRCPLSJRFElHDCEBPLHEkQ17NlXSYhwkAkuATzIIE0NDQ0PT0NNZrp6WnoQ4dyDCZT6dYYSg3kCN1WhwTp6ekZHBxcXFycmJhwuVx8KbeLRGFBCML0gPAQoc+teIJIO+tESiKIKMGJUzxBgmRDKEFwkfCNqgxHKE34XEkgx8HfBA8yMDAwODg4MTEBve1zc3PM/jrABG6oA9OBd9CA7O3twUkRMzMzPT09ly9fXlhYmJ+f9/v9Doejg0yBppELE6zxfy9AxP2sAhmQIARpffbAB2bKoeXw6Fxpd78YSQQRpUAeJHg+1c0JIeJ7dpM7TxD6VcE8SBCCdHd3gwcZHh4eHx8fHR3t7e0dHh6enZ1dXV3d2dnBIYYIDupHUDgWBNKoa2try8vLAwMDXV1dMD+xv7/f4XB4PB7ed/AE4Tly5HaYF0gQyYOIlEQQUcJ+kBdFEKZDJLgHCUSQQEzp7u4eGRmBDSyTk5NXrlzp7u4eHh6em5tbXl7e2NiA3THYFUIhQg0INLNDL9ni4iIcPQVtJjD6bHx8HP7k5yAIH8gchyB2ouNEMRJBXpQkgoiS4HkxgQjifPbgGJoNYfb7H5kToZ8K8iJQaDMyMjIzMzM+Pj4xMdHT09PV1TU+Pr6ysrK0tLS0tHT16lXY0Y8bZJAgsMUOtvz/v+yd11ebV5f//4/fxVzM1axZs9bMWrPyuoOppjcDpncQCBC9995FF5JAQgIhRBG9Fxs7Bvdux+lO4sRpzuvETo+T93exl/banPM8MjHOO4OHfcGSZRuEdJ7P893fvc8+586dg039CwsLk5OTU1NTKysr09PTSqVyaGhoZWVlYmICrRCeIKikBNUHlSE8QdpEesmoBmm2HHzJN7PzPan7BNll7BNkVwE+yM4J0rr97Bha3OWNVTGCdHONZzskSE9PD2Qx0D+qUChUKtXIyMjy8jIc0bC2tsYTBB0QeLC5uYnH6IIDYjabYVqiVqsdGBiA1Kajo6OlpYUp3O6EINY39e+EIIJd7fsE+YtinyC7CkGCMLmMmBjhM5qO7cHnMlYIYiUoRDQajcFggGmm7e3tSqVyfHx8bW0NppwuLy/DTEPc1M8QBPbCwHxmOOYOSsJQyjEajYODg3B4VVdXV3NzM748niCC7GDegR0ShM4W2ifIPzn2CbKrsHLqpVxkq64gQTqE4qUJwjzPWCFarRbOc5HL5SqVanp6GuYkj4yMLC4uwrBlnIpKfRCQJ+fPn19fX5+fn5+bm1tYWIDxqAsLCxsbG1NTUyaTCQavdnd374QgTAvZn9Ugcm46GQMRhiBMP/s+QXYf+wTZVaAGoRyhuhoJYqW4a0WDCHa7dws1iQhyhBcj3d3dKpVqaGgIes/VavXs7Ozp06ehr3RpaQlHK1MzFR7gwQ5nzpyZn5+HssvExITJZAIPZWlpCTKa1dXVnp6elpYW3v1FdnSTnbiCjWQd27tRrWsQ6qFa0SBIDRr7BNlN7BNkV8EQhIGI9VyGL8qIEYSvXOyEIILpTGdnp0KhGBwcVKlULS0tOp0O5qTOzMyMj4+vrKzQMx9oFxkQ5Iwl4HSYyclJmAwyOTkJZ1aZzebZ2dnFxUWVStXc3AwlZ54gNIuxQhAKkR0SBD4O62NBaDPIPkF2GfsE2VXsOYLAd9Pr9T09PR0dHUNDQ4uLi3Dc3MTExOrqKj32gSYykMXA4ZinT5+G4svY2Nj09LTZbDabzXBiptlsnpycXFhYUKvVzc3NAKz/zQTZ7yjbZewTZFfBO6l8ItMidI6MdSe1ndtxJ5jLWGeKIFbgG2q1WshoBgcHFxYWkCBwhi4OCsHAPlToAVleXl5cXFxYWBgbG4NazNjY2PLy8sbGBpSKoamspaWls7PTCjteSBAmf0GCCPaSMZNBBDtB9jXIK499guwq/jqC4DNiBMHnKUG6t499FyRId3c3dIKoVKr+/v7p6enl5WUAwezs7OrqKp5ThwFVGNgIA8XamZmZ+fn5qampEUvMzMysrKzAFrvR0dH+/v7m5uaOjg4xggh6qPsE2XOxT5BdBUw5xERGjCCCENl5LtPFzf5jCjS8GGEsVXyyu7sbu0VgJ8v4+PjExATOKwMpwRxVh1UYOAcTUhjoZB0dHR0aGoJhRVNTU8PDw2q1enh4uK+vr6mpCTUIAq5LJLCFjE9haPLSyg1nFyzB7GS+4X4W80pinyC7CiSIYFcID5GduyHtXJuZGEGoEmE0iGBSAzNTQYP09PQMDg7q9XqdTjc8PIwTD/HwBwygCcoQMEHGx8eBIHB2BPSqDQ8PGwyGhoaG2tpaXjdR9cF3gtBfv118Uz+1P1qEBgshQQTbQChBqqur9wmym9gnyK6CIYhgQVeQI7TEK5jRCKoSQY78WYukq6sLHIr29na4kKqrq5uamhQKhdFonJubo34qDTwgBnpYR0dHdTpdb29vR0dHTU1NfX394OCgyWTq7OyEY3Hlcjm8fl5uCLZ+dHDDUBl2iBmo1gnCUIPGvgbZfewTZFcBPoj1lhCeHX+KIPQCw6tOLBfo4nbQMNHe3l5VVZWTk5Obm5ubm5uRkZGenp6RkZGdnV1QUFBdXQ07ZdATgT246+vrZ86cOXv2LJztMDk52d/fL5fLKysri4uL8/LysrKyMjMzy8rK4AzwrKysvLy8vLw8+LaNjY1dpIedwYdYC1l7OztUuVVkIIiVLIafBrJPkFcb+wTZVYgRhI8XapBW8S0zVIOIccRK6ZcypbGxMTc3VyaTpaenp6enp6WlpaamJicnp6amZmZm5uXlFRcXl5WVlZeXV1VVNTQ0YI7Q0tICr6Gpqam6urqkpAQAlJaWlpaWBt8qIyMjJycnMzNTJpOlpKTAd5ZKpWVlZWAJ05yFsU5fqEEYgvDqg9cggvOEGILsZzG7jH2C7Cp2QpAXKpFWoVHMbWSIGaUGvQJfqESoAdHc3FxRUVFQUJCZmZmWliaTydLS0lJSUqRSaXJyMlzqwJGcnJy8vLz8/PyCgoKioqKioqLc3Nz8/PySkpKioqL8/HzABIAjPT1dJpPBN5HJZDKZDL+VTCZLTU2VSCQlJSVAEOb1C1qnO3FAWraPAuHxIUgQqLzsa5BXG/sE2VW8BEEYmrwEQZhnduiG1NXV5eTkADUgUlNTU1NTk5KSEhISUlJSMjIyZDKZRCKJi4tLTU3Nzc0tLCwsLi4uKirKysoCuGRmZqampiYmJkqlUhAgUqk0JSUFeAQESbUEPJOQkFBSUsI4IB3bBxr8DxJkX4PsMvYJsqvgCUI5IlideaEGETREBJUIXpZd3E55niBNTU15eXkgOiQSSUJCgkQikVoiJSUF1AcwIikpKTExMTU1FYwMSHySkpJSUlLANwHpkZqaCvjIyMjIzMzE5+F7AlAkEklpaamge8qzo02o/ZR6qII2qnUHRDCLqSGxT5DdxD5BdhWvnCD0j6+WIO3t7RUVFSkpKbGxsdHR0QkJCUAEdDHS09PRAQWPAxiRnp6enZ0Ntmhubi48yMzMTE9PB6GRkZGRlZWVnZ2dnZ2dlZWVkZEByUt8fLxEIklJSamuruYJIpi//FmCiDkgggShEAF2VFdX72uQXcY+QXYVSBDB3TFNlsPTrLghvAZhnuH9VEGUMAQRjJqaGqlUGhUVFRcXl5SUlJqaClWY3NzcnJwcqKeAn1pQUJCfn5+VlQXpSVZWVn5+fm5ubnZ2NuRBYKDC34IqyczMBIKADElKSoqPj4+Njc3NzW1paeEFiGDhiQcHX39Bglhhh/Xt/PsEeYWxT5BdhXWCUI7snCCCGQ1zu6Yc4T1UQXy0tLTk5+fHxcXFxMRIJBKov4C+AGUB0iMrKysrKysnJyc/Px+fpBUWdD2AIMnJyVTIwDOJiYlxcXGRkZHR0dFFRUVtbW2CKYwYRHZDEADHDgmy74PsPvYJsqugWQxv7DG5DE8QK/jgcxneO2ByGRQjjG1J8REdHR0XFwcOCOQgoB1yLZGTkwP5CAqTjIwMzFPA7IAAGzUxMTE5ORltkeTkZFAf0dHR4eHhYWFhEomkoqLCimlqRYMIsqNFaBeMIEHEGsnQQ62urt73QXYZ+wTZVYhpEF6JvBxB6HXFo0RQg2DQ235VVZVEIomKioqJiYmPj0cTBBpDMjMzARCQjAA40NFITU0FfyQ/Px/yFPirtLS0xMREMFyxryQpKQkckOjo6IiIiLCwsPDw8LS0tIaGhk6R9lP6OzKp3AvVhxhBxIwPKj0w9gmym9gnyK4CCcL0tluhyQs5gndgJpFpE9lB0/miaGpqyszMjI6OjomJiYuLgypMUlISJDIAESijpKamQg0FmQJYgYoMeqigREBrgJZJSUkBfCQmJkKhJzY2NioqCiCCuQx95e3ireuCGoRJDBmCvHAWGQOOKkvsE2SXsU+QXQXMScUVLEiQRqub7uSWcar89cO4IdbNETF8tLW1FRYWRkVFRUZGogCBhg6wMKAxBB5IpdKEhISEhATQHbm5uQCO/Px8dFIBH4mJieCnJCUlSaVS+AoPEhIS4uPjwXCJiooKCwsLCQmRSCTV1dVWdMefIghCRKz+QgcICUqPKhL7BNlN7BNkV4GTlq3kMtYJ0mLZos54q6+KIPX19cnJyaGhodHR0VBelUgkQBDajZqUlAQKIj4+HtCQnp4ORRmoy2B1BtQHfDdQHJDLwDeBFAYIAhEVFRUSEhIcHJybm9vc3EyVyE4IQt8lQYLwQ0AYgqDfsU+QvyL2CbKroD4Iv83fii3CKxGeIFZckrbtHasMR2i9pqysLCYmJiIiIjY2FgRIQkIC7ToHNxRSD0hwQDtIpVLQIIWFhYWFhdDbDvgALQNyA9IihAjwCBpbY2JiYmNjY2Njw8PDT506JZFIampqeMsDCUJ/dzEHhFEftHxrZR+doP2x74O8ktgnyK5CkCCCekQQLs1kQE4LOSOiRaTh3UrwFgmgpLCwMDw8PCoqCsABFzm0gUFXWHJyMuQdgBjgQmRkZGxsbEZGBrADettzcnKSk5Ojo6NjY2Mh8QHBAmCCCjF8ZyjTAF+gKBMcHBwWFlZcXPwSBLGSv+wT5H88/kKC/PDDD3gt4V23tbW1r6+v3xJ6vV6v1w8MDAwMDAwODhoMBqMlhoeH4XDGkZGR0dFRmGeDMTExAbPCIaampqanp6enp2csMWuJubm5ubm5eRILllgksbQ9lpeXl5eXBZ+kMT09rdFo+rZHryXoY7UlVCoVc8BtD3esLFZSeKmPUoWvaDY1NdXW1lZWVuJlU1paKpVKw8LCoCaCERwc7OXl5ezs7Ozs7Ojo6OXl5efn5+TkZGdn5+DgYG9vf/z4cXgcHx9fXV0N37C6urqioqKsrKyiogISgcrKyoqKisrKyqqqKth1AhUQPo8Az7KpqUkw7eILSd1k9hrfYsuPZcMZjkVFRRERESdPnvTz8/Pz8zt58mRkZGRQUFBISEh3d3dOTk50dHRfX19FRUVwcLCvr6+vr69MJoND9lpbW2tra8E2rqqqysvLA4MZunXr6uqMRuMMiWmrMTU1NUliYmLCbDZPkBjnYswSODvSZIlhSxiNxqGhIfhqMBgGBwcHBwcHtgeMjNJb4ueff37lVzfGX0iQZ8+eUW0MQjc5ObmkpASXHdwEYIHW1dWhGYnEkVv2v7eTARldZAoGTiFXqVRqtZpevX19fRpLaC3R39+v0+no+0sphjHIhcFq0H/Jf5zwiUL09/drtVp8YQgdyhdgClw8tIGCQoTWNfFuXFVVVVJSUmmJgoKC+Ph4oEZoaCj4EUFBQf7+/o6OjgcOHDh48OCBAwdcXFy8vLwOHz78t+3xxhtvREZGNnDRaJmH3kRaXcRMHDG/hnbfC051ZQ7K4gOhTDHd2dlZU1OTnJzs4+Pj6Ohob2/v5OTk6Ojo6OgYFhbm7e194sSJxMTE8vLygoKCtLQ0b29vd3f3srKy3NxciUTi6+sL/9jFxcXR0dHBwcHZ2Tk4ODgvL6+5uVmpVNKbAXxeTNDbA3NjoFulabm9g5vJRu8TzUJz2ASHJ1GpRY2eH3/88ZVf3Rh/IUGePn0K8hjyZPDqUlNTi4uLKysr0d+qra3FLiAqWBh2QODdCRYcXVtIDQoOYAdSA8EhhgmGFENCYSRBn7cCF+bm0E8CadLX10dXJOUIqhJaBGUgAgGTO0AawF5+iUQCnV3wFThy8uRJe3t7JIirq6uHh8fBgwffeOMNBiJRUVFWKk0MPhiC8E4NlRuUHQw+eGqohQI/cea20dvb29XV1dTUlJWV5e/v7+TkZG9v7+DgAEQAOoBC8fHxQRXm4+Pj7u6O/9jBwcHJySkoKKioqEgulyuVSlhXvVwI0oQ/sZjfqUQ1F/NG8V4yJnGIb9q/L9awD7FXCYIaBPABGTgQBL1xFL2M+pDL5fQORm9ZMOMTZwXTxUTlBl6iVG4w4OCvdiuwYNIrlJRiQKFkYeQJL0kg+KwHMx264AAloEfo2mppaYHMBfKLysrKwsJCiUQSERERERFhhSCenp4+Pj4HDhwQIwjj7DB+sHXpQUUHzTsU28/lxKtOEBn8dUtvGHzAMlAqlXK5vKysTCqVnjp1ytXV1cnJCVEC+Rp8tbOzQ8p4enqGhYXJZLKKigq5XK5Wq/v7+xnNyGesjDZBoIhJEsX2w4OpHoEPlxEjFCUtLS1NXBeMWOf+HtYgz549gwIhqA/oPkhNTS0qKkJ8oPXV0NBA8cFkLhQfeI9i1haDDwQHPGDSE+sSAx8MC4WJhBWaUKYARFCP0OxJLLWheQ1NajpJZycmNbCw5HJ5bW1tWVkZitjCwsLExMTIyEjrBAENcuDAgb9xAQQR0x1of/KeLsUH424Iig4xxbETauCbxiStsAw0Gg1YJHK5vKqqKjc3VyqVRkdHQ6NKSEhIeHh4bGysTCYrLi6uq6trbW3t7Ozs6emhhh39dJiPSTAYgqCopMErEcGkRqywTSHCtOGiCQW36teKIDKZrLCwEBhJMxex5AXvXUzmQkUsve1Q3YE3fF53WJcY+ABJMWI1TNuDxwpARFCP0NQGxQhdnXTx0VsWDxG5XF5XV1deXo75cFFRUWJiIvSGUoj4+voeP34cCeLs7Ozq6roTglD1QatFTLMp71gJ6g7G5hDUHYKwEAvt9uCzV3ger3ClUomLSq1WazQa+Jc6EkgQGgxHeFViJbVh7HOGI53czkPGRGcI0sjNUqqvr2dkyJ4nCLY/wgaKwsJCgCWTWuOipPVIKj3gpAJcasw9B9nBiA4GHzw7eImB7EBGjFoNK0AR9M+p+SrojyBEYEXSxceIEWqLMASpra1FgkRGRlIl4ufnRwkCAn6HBKENLK3caRV82sJI9x2aHfztwQopBJ+n6wFXhU6nozcSfIzaEKnBEIR+NDxEKEqsEIQ6XDxHxAiCHAFeYyIDnkjj9v2EDQ0NzF7kvU0Q6C+CxkfcggEEqa+v55cm2B90IdKaC1NwocYHs1woQfDmz+NDLDdBdlBMQDl5bHtYQQkPEWqUMGIEXjAvRtAcUYuUaejyamtrq6+vr6iowNUDBImOjo6KigKOAEQYgkD+/0KCMDUXpg9FrODCE4QKe7G0BT5cQYIwjKBvF73UqfSgq4JPbJmqGf33PEEYYWIlteE9EUGTlZZpaCLDE4Q66GiiM339gmMN9jBBYMMVqA+cRlNYWIj4oN2ZDD7E1AcuL7pimIosdUkFFYdgbsLwgulAwTCTECzmU7iI0YRBCbxmxmSFlaohtggVI3zbSHt7e0NDQ2VlJcwErampKSkpkUqlMTExABExgri4uLi5uQkSJDo6mvmMGO+DIQjNXHjjAy1wShDrioNHA1zGYlc1k4bw1Xqx+r3gX+m5EBQmEC9MbcTKNPj+CNqrHdt3IWI6Q1vsXnOCwA5x3AMKB4g0W84Q4PUwo4EFvQ8NKdPypRbqkuLN32g08iqDxwelgBV2iHGE0gS+G3AEvgJEeD1i4FqDGD3CKxEml4FruKmpqaqqqrW1tb6+vqSkBDrKYmNjGYj4+vra2NggQRwdHZ2cnKABhCnHAEEY40OsWMvY3vQGwBgf+IEK5iyUI5Qg1N3gCcJTgwY1xeg6sdLCYyUYjjBihHGydl6sESz0Mt4qfgRUiVhxVWtra/cwQXASL+IjKyursLAQCALlA35FwhsHYKarjc9cxOosfKoC+EBY7FB0UExMWA0GKHj+Izqy9OcKpja8P0IhwisRWHBU9HZ1dUFBV6FQdHR0QBdpcnIyTxA/Pz9KEPBBXo4gTGspVR/MDYAJNdf+x4NDMD35U8iggVqPt0KY4P/vgFAFjYaYNSNojryw3PunCIKF9tdQg8DeLcxfYOpEQUEBsyhf6H3Qki1jszPSg+KDNzgYxSGoNazwYlIkmH9mMpna2tpSU1Ojo6Nhg0lqampZWVlnZ6fBYGD0iCBKaNFXECJ8IoMEqa6ubmtrg+JlZWUlEgT2y6EGOXbsGBLEycnJ2dmZT2GAIHxzMNPuwTSJMZUXMbtUrDr7wvzFOjj027t+GILwTUAUKGIc4WvwPESoHkGCgHjkCULLvdRbpa0iTCKDfSJ0ZwN1Q4AgzIAlMBz3MEGYYbwwtKagoIBPXuhaZBYf9dW02+u1ekullgcHY3YwlqcgNSg7KCCmhAL3PtCYnJwcGxtraWkJDg52c3OD/mgnJyc3Nzd/f//o6OjMzEyFQsE4r5jawK8gVqahEGFyGVhq3d3dQBBID5ubm8vKypKTk+Pi4mCPLMoQyGIOHjxIs5gDBw7wVggQxHrZhe/1UGzfbfBCgljRHfzdnmcHrzXEQqxvWDCsqxI92XuiI+UbyhEtaThGlCBBeCUiWJphmt8ZM5U2JfNlXUhk9jBB8BgB2AkKBMnPz4ctdnzyArcvuvjg7WYyF156MA1gjNwYEwqKD15oCPICqYFb+JjNVBMTE0qlMjo6+sSJE66uru7u7i4uLk5OTk5OTq6urn5+fsHBwRkZGWq1mkKET2oE0xktKfHSdgZMHBQKBRAEqyelpaVAEIAI5jJ+fn7Hjh07ePDgoUOHDhw4AB2ZPEHeeOMN6wSxYnwwpilDEEaACBZZeHD0i+9pso6Ml8CHIEcYlOgtxR29Xs+8YEaMMBCBT5Ap0+yEIHw5hkKEIcjrUM3Fg50RHzAEHMsu6JvCLVSsbUwr1CrGs4NmK1Rx7FBu8MiY2R6zs7NADdz7y+zUHB4eLi0t9fLycnd39/Ly8vX19fHx8fLy8vDw8PX1lUgkubm56enpxcXFQ0NDYJcgREzc/ktcwQMDA7rtfasog5leaWg/cSyPAAAgAElEQVRLxVVVVlaWkpJCh4YBQSCLOXToEBAE+0GY+Nvf/hYTEyPWOcb3mzLpJ95Xldv3H4ipjxcmLFR4vlB0COJAsAvZeuxEmDB6hE9qMJ1hqjNM9yptEhHsNIM3X3ByCq3sMiMO9jBBYCIexQcMrZHL5YxvSpMXscKtTqdjVozBYKDSQ6wBTMzgsC43GHYwAUMDKEdmZ2e1Wm1CQoKnpyfgAzaVQ9N0enp6VVWVXC4vKSkBgqDnyhR9KUHQFtGLlGaYZQcEwVVVVlaWmpqKBEEZ4uPjc+TIEdAgBw8eBB+E0SDwx9jYWCsEEcOHIEFoVcJKwUWMIPSe/1cQxCi+rclg2ZTAoIQhCJN1MraIIEGoEsG3S6xjFQ0RlCHUDWF23L22BMnLyyssLASCMF3P+N5Ro57mL2KmqRhBMFVh2MH4oGL4oGjg2UEJghxRq9WRkZEnT5709/c/depUdHR0cnJyZmZmYWFhQ0MDXF2VlZVlZWXDw8MwIQLrvrQVjbdFBA0RuvjgrWMIUl5enpKSApMHKUF8fX0PHz6MWYybm5u7uzt4IjxBBGu31pvWackW5aSYY8oThPc78OLEnEWMIGLJCAMLwbAuQ3hJQpWIfnsXCf4KTC5DgYIEQZpQ7IoZq3Q3A90VRQnCbNh9PQlCjQ8IfOOoe4oLi6a78PkhO/Dao61cgA8mWxH0NfhUhSeF4ICihYUF+vzs7GxfX19sbOypU6eCgoLCwsLS0tLgblBVVdXW1qbT6dRqNczpAQ2CvSS0D42p+A6JVGc0lp3m9A7W2tpaV1eHt6aKigo8gFKQIIcPHz506JCnp6e3t/dBEpjI7J4ggj1jfdw+JiYLwGeYfEEQFryasI4GMYLQuxENvnnHSkYzwLUFCtqruyRIe3s7EkSwtQwJsrdrMUAQOAMNDkbLz88vKipqaWlpb2+nyQtjf/ArjCEIqg/B3Su8RWqlnsLgQwwcDDv4mJ+f1+v1qampwcHB4eHhUqm0urp6aGgIvu3k5KTBYOjo6IAZYsPDwzi3iicI/FImk8lIRlHBry9W34X3DRrbsWUADsqFGQsUIpDFHD58+MiRI4cOHXJ3d/f09ISMhkLk4MGDcXFxTPLCZC6CxRe+YYzJXJiSPO+PMp84n71ScDB/FGSBcfvWpP7+fpVKBVemUqns7+83WObjUVcbHzBB4cWgRKzoq+WCKdBQOclzBCv32J/KTw/B1jJmv8xeJcj3338PR7GiA4IEgQ3UdOXx7infNkbVB3VPmf4OIAjgg0lVmNLJDqWHdXDQGBkZKS0tDQsLi4uLKy0t1el0ExMTCwsLZ8+eXV9fn5qaUqlUdXV1LS0ter2eDr+jzaw0o2FcVer8866qWq2GxnZcYYIEiYqK8vLyOnToEBDkyJEj3t7ePj4+oEeYiI+Pt979wRMErUGGIIySFyOIFYNDLDExcHsXBAliMBj6+vrKy8uTk5PDw8MDAgL8/f2Dg4NDQ0OjoqIyMjLa29sNBoOgDGFQwuQ4YvYq5YgYQWhCCiGoRMQIQkeH0CEMQJC93VEmRpDi4mIY+tTS0qLRaPg2Z3qbgrWFiwlvMrRPTKzFQ5AdVvzROS7+LEGmp6fb2tpiY2Pz8vK6urrm5uaWlpbm5uZOnz69vLw8OTmp0WhaWloUCsXQ0BC8MMF+VqbQa+SGYvKGiEql6uvr6+zstEIQrMh4e3uDBjl69OjRo0dhnijQ5DCJI0eOJCQkoG/KEITpAWG6Pyg++kQ2176QIAMibWA7yVwYKTE0NFRXVxcVFeXu7u7o6Hj8+HEbGxtbW1snJyeQYH5+flFRUTU1NXq9ftiyRZvHB/MTh7aX3ilBaN1Qx22Y1JDmdypD1NwkXYYg/DYZ6oYw6QzkMnuYIHBIIhIEjh0pKChoa2vTaDRVVVUGgwFLWTxBUIDw6oO2ioH04NvPeXBYQca8UAAXFrfHklBAFjM7O6vRaCorK7u7uwcHB6enp+GbrK6uzs/PDw8P9/T0gOnV2dmJTWhMXzxfoMFbKK5RJpfBNKGjo6OxsRF3dlZWViJBaE0XhoNGRESEhIT4+PjAyHU7OztbW9tjx44dtcSxY8ckEkm7yLyPbm7bi2DHOkMQKkAYB+SFziiTs1g3L5hQKpVRUVEODg7Hjx+3tbW1sbE5duyYra2tvb29p6dnUFAQvAlxcXFyudxoNFJjm99jzesR3hxhaIiGCPzujMPKZDT4TvaQoBDBQFcV9Qh1Vfc8QeAYZypA8vLypFJpfX19X1+fSqUyGAxKoW2aTP2FLhrG+0DpwZdapqamxFxSXnFYURZADcQHHeOOD+BvZ2dnjUajQqHo6+szGAwgJQBqo6OjWq22ubkZunK1Wi22tGIuQ41VpuWMJwhviIAGaW5uBoHQ0dFRVVWVmpqKx8FgIuPj42NrawuDhdzc3Hx9fU+ePAlfAwMD4WSGiIiIqKiogoICMYIwfR9iBOkTGuNinR2G7c3mgrrDaGSbjwXBAX81NDSUlZXl4uJy/PhxGICKgw6dnZ0DAgJgbE12drZUKm1raxsm9rwgR3h5wlutTM2IfmS67d092u2tq4wtQvUIs4+BQoTftouu6utAEDw5EY4+a2xshCUIlLXigAwI1W6tEISpzmJRlm/o4OXG4uIipQajOwQJgn+cn5+H13P69OmtrS244E0mE+AP7khKpRJ23KvVarPZDBKJyhDqiaCnwxdlxCCi0Wi6urpaWlrgCu/s7KyuroZaDEAENQhMZkfjA/IXEB1wZ4bTHuzt7ZOSkniCMJkLU3Zh3FNed/Rv35RA7VL8rMVMU0HpwV/bpu2hVqvDw8NtbW3t7OycnZ1dXFxgoIGnp2dAQEBCQkJhYWFlZWVJSUlWVlZra+vQ0BD1sylBaAiqEkFzRNBbxQ9OK9L8TptWldtHw1Axgj43Dl5gesz2PEFyc3MxhSksLCwpKYFVzhT/1JYGdiZ/GRTqPeUJQq1T9D4E2QECxPrxMVZggbGysrK8vDwzM2M0GnU63eDgoNlsPnPmzO3bt69evTo+Pj4yMgK/GiyXjo6OvLy8ioqKyclJuq2GvmaazvAdq7whwkCEIYigBomOjvby8vL3909ISMDDqOCouri4uHhLQC98UVERU4V5tQRhCi6M7uDNDsoInhf4XjHXvFwuP3XqFJyA4+zs7ObmBkfkBAcHJyUl5ebmwlaA6upqeKzT6ZAdvAxhICJIEDGTlSn08ukM7VUVJIhCaHw/JQg/gmhvEwRSGMxiCgsLwUml6w/eIHRAsAFEjCDU/qCN6uB94PWJyQu2flnv76D5yE4IsrCwMDo6qtfrR0ZGZmZmzpw5s7W1deHChZs3b7799tubm5vDw8MgL+EXrK+vLy4uViqV2IHG7M3jxQglCAMRg1DDe3d3t1wuFyMIrcUEBwdHRUXBmHLoBwHRQcPOzi4pKYlWYfj6C9P0gauf9q33bx/tgfnLwPYptvhLUYIwroegyhh5UdTV1cEROU5OTi4uLiA9oqOjExISsrKyKioq4GNqaGjIzc3NzMxUqVRMfwCzGZJiRTCpsWKyMmKEaRXp5UItsnfmhQRBiLwOBMEznAsKCnJzc2tqapTcuCpKEL3I5hcTV7ulfR+YFzD2h/XaihWLlFEcGIuLi0Ao+A6zs7MTExODg4MajUav16+srLz33nt3797V6XT19fWFhYUw0yAzM7OiomJkZAQJwkBEMJ0Ra1cdEmp47+rqam1txTtVTU2NTCaDabUoQ6Kjo729vaGKSffF4G46nBLyxhtvxMbGChIE1rEYQXjv46UJYj1z2SFBqqqq/P394Yw+V1dX+PVham9OTk5ZWRmYCHV1dZDOQFmXx8f/OEHoTqj/EwSh6gNSmKKiIviQoI2d2m+9lk10tHwLywg/nhFumBgliGD+Iig6+NoKZiW86EBwrK6uIj7W19evXbt27dq1s2fPouI1Go0qlUqj0dy9e/fevXsajQbq2eCJDA8Pj42NUSmEHJmZmcF0hrqq/LREMU8E1qJCoWhvb1da9uzW1tYiQRITE6EiA7UYShBQH4LzQeLi4ig+GHYwZXgmeWGsU0EPlSeIoOvB+5cmoYHYYsKhoaEhJCQE7A/YJB0fHw9mHLx4rVYLIhHOu6yrq9Pr9aOWEXM75AhjjvDeKpWNTKsIcgQSmb4+9iQaMYJ0WU6roiVeptPsp59+euVXN8Y/myDFxcWlpaVNTU0KhULJHRkF+NBz7aeM+qANIIz9MbN97yxDEEZ3MHIDCSKoOyAWFhYmJydXVlbu3r378OHDDz/8cHV11Ww2z87OwvccHx8fGBg4ffr0rVu3wPjQ6/XwQxFh1glClQit7Ip1iOCdTafT9fT0dHZ2QleSQqEQI4iPj09oaGh4eDgQBKoSrzFBlEplTEyMu7s7uKdBQUGZmZkNDQ09PT3Y/TE0NNTd3V1eXl5cXFxTU6NSqUwm024IwiiRnRCEqci8kCBd3KGo/ycIUlZW1tTURHfQ0YRZRzbgGrgGEBw+yrinVHrwVVu8dBeFQpAglBqrllhZWZmfn19eXr5169YXX3zx9OnTDz/8cHZ2dnp6enl5+ezZs2fPnl1dXYVFdu7cOXjl+HN5iGCdiKYzlCN8fde6ElGpVF1dXdjaCASRSqU0kQEfJDQ0NDIy8vDhw6BB7OzsBCctU4JQG5X3UDGXoRvnGAOVEoSWY8QqL9Sh3A1BjEZjYWGhv7+/u7u7r69vVFRUVVVVb28vCEa8eoG5JSUl5eXlZWVlWq1WEB+CBGEKNIwM4f1UShB8Z2hRhiGIWFGGGT5ECfI6OKmCBCkqKqqvr2cIohHawm+wbJ/DVUIJAlKf2S8nuL1lh2YHrziQHWtra6dPnz579uyZM2feeeedzz///Keffvr+++9v374NL2BlZWVra+vSpUvnz59fWFjAygIYtPjTUQRRiCBBeE/ESoeIoBJRq9XQjQKXR11dnUwmgzM3kpKSkCCenp6hoaERERGwx9/KeTE7JIhYBypvf/RzM6IYgogVbnElWLE/+Esdi+JqtVoqlfr6+vr5+cXFxdXX1+v1+qGhIWBHf39/b29vV1dXbW1tXl5ecnJyeXn5wMAAP5jqhRzhCUIFyKBQhwjvhmBZF99VNTdGRKwi02Y5POh180EKCwvBBykqKiotLcU9uGq1mipeXFjwpvMG6uj2jXNM37qgAKFpC4XIMhcMPtbW1tbW1uDxxsbG+fPn33vvva+//vr7779//vz5t99+e/78+fHx8dnZ2Y2NjStXrty4cePatWtnzpwZHBzs6uoymUxMyxlNZ/hEhpEhLyQILlMEVm9vb09Pj8ayWaa+vj4tLY0niJeXF9RxQYNYOS/GCkGoEc7YqIIahGlgp/2aL9QguyTI2NiYyWSCDQf+/v4pKSmNjY1qtRrAoVKpoL8RdhXl5+dLpVKFQjFi2e3NbH3cCUH4yi7DejGCCDaG8IkMI0MECYKtZa9DFoM2anFxcXFxcX19vWr7EBDaI8BXcEcs5dtRzv5AdmBGgFemFfXBswMJskoCvY+pqamLFy++++6733zzzQ8//PD8+fM//vjjm2++OXv27Nzc3Orq6oULF27cuHH79u2bN2+ePXvWYDD09PSMjY3xfatMOoMEobkMdUP4HrMR8Q6Rvr4+pVLZbzllRowgPj4+cXFxEonk6NGjVIPwM8ri4uLEeskECcKISkGCYPIimMIwBKG3dDGCCCYavHwYHh6uqamRSqX5+fn19fVtbW1Q88ZWl5aWloaGhsLCwoKCAp1OR7dZ7USJCPogYm1m1L3iCSJoiKi3D1XFipsgQWD+EOyy2/MaBFMYaCcrKipqaGjAFjLaAyLWRTayfdypGEH4rS60LR2vZFpwQd2xuj2w8rK8vLy2tnbx4sUPPvjg8ePH33///W+//fbHH3/88ccfT5482draWllZWV9fP3/+/NWrV2/dunXjxo319XWdTqfRaEwmE2yugx/H+C8LCwtIOqpHmEbVnRAEFygSBJRwfX19ampqaGiop6enh4eHh4cHjG51dXU9deqUv78/zDpEDcJMGGIIYkWDIESYREZsC4wVgjBZzCskyNjYWH9/PwCipqYGNojDyF6cHtjQ0JCVlVVTU2MwGAQJwv+gFxKEkSG8/02tEDFL1Up3mRhBXocsJi8vj6YwxcXFhYWFqamp+fn5mDnzKQxtImJSGMxfGIIw3gezLw6uXlQZgmkLtTzgwfr6+tra2vr6+p07dx48ePDo0aNffvnl559//uOPP+AXfPbs2fXr1+H/njt3bmtra2tr6/z583NzcwMDAyaTSafTTU1N4c+iIgitEMHiLoWI4H6ZEa43BHIZyJyRIA0NDWlpadBvGhsbGxkZ6eHhYWNj4+TkFBkZKZVK3dzcDh06BLOgBWeUxcfHC+7oF9xNRyeAiPkglCBMFQapwVdh8OLcSfJCkTG+PYaGhsrKyoAgoEFaWlrq6uqampqgmaKxsTE/P7+1tXV4eJj/79Cegz/lhbkMfkDwuzAVGQxqEvFiBF0tulkGExnGTKWTh16HWgwlSEFBQXZ2dmJior+/f2pqKubMdJHtnCBW8MEQhG/r4M0OtDwwAB/nzp176623vvzyy8ePHz958uT58+e//vor/oI//fTT/fv3l5aW1tfXL126dPHixXPnzi0sLIyMjCwtLZ0+fVqtVoPJCtiiBMFchr7sV0sQjUYDBIEsBo6/dHV1tbW1dXV1jYuLS0pKsre3P3jwIFRzmelk/1MEESzBvCqC6HQ66Gmsrq7u6OhQqVQw86mysrKioqK4uDg7O1sikbS0tIyMjNC5LYLpzP8GgvBWyGtFkHxLyGSywMBA0NIODg5ZWVlM/tK/fZIQjw/4zOBDpT0gjHsK4MDaLVyu1BZFiUGDwcfq6uri4uLKysr9+/cfP378ww8/fPPNN99///3vv//+/Plz/AV/++23jz/+eHl5eWNj49q1azdu3Lh48eL09PTIyMjt27cvXLjQ3t4+MzODtLLiqqIeYeoyVkYQ8c1LSBAUwI2NjWlpaXD2qFQqjYiIcHZ2dnJy8vDwgLO4wQehBGHGlFGCiE0kYzpBBLMY3faguarB0r0umLxQgjD42GHmQjkCb9Hg4KDJZIIG0O7u7rq6uuLi4qysrIaGhtbW1q6uLqPRiG2KVjgils4gSihHrJdmaGMxjT5uJrNSZPIQ7QrBWsze9kGePn0aExMTGRnp5eV14sSJY8eO2dvbOzk5wQRA7GGnNioIELqMrBAEbs7ogEBfBkIEvQ8GHzxB4PKmfwWa5fbt20+ePPnll19++umnb7/99tdffwX7A39BMFPPnz9/+vTpy5cv37p16+rVq/Pz8waDYXl52Ww2Nzc3z8/Pv1qCjFuO1BQjSG9vLybSoEGQICEhIQ4ODi4uLoGBgYmJidHR0UePHj18+LCDgwOIET7+FEEYfFjRILz6eOUEYd6x8fFxo9HY19fX399vNpvn5+fX19eXl5f1en1jY2NBQQHc1Uwm06hlIMP/NoIw1VyeIMyskD2vQZ48eQJDa2BuzaFDh44ePers7BwSEkIJgm3s1lMYJAi2gUDQjXNw+WEJBtQH0gFzE6QGgw94Zmlp6cyZM9euXXv8+PGvv/76/PnzH3/8EQTIP/7xD0qQf/zjH7/88ssHH3ywtra2tbV148aNGzdurK2tYddQfX09zZhoIiPYY0azmB36qUw5hmYxWq22oaFBJpMBQZKSkgIDA2GgDuxJhX6QI0eOODk5CWoQJMjOazG0mitWiBF0T/ks5uUIQh/Ta95kMnV0dICBajQaJycn4b5y5syZgYGBvLy8pqam4eFheKsnSAgSRBAi1nMZQYLQyi7TEqLdPsGMmqliTirtKHsdqrlPnjzBcb44OM/NzS0qKio1NZUK3T9FEPrR4gSQue3BE2TdEpQg+LewmJaWliYmJmZnZz/55JPvvvsOai6///47cIRhB8Qff/zx3XffXb9+fWNj48aNG3fu3NnY2BgeHsZ5pejRUgeXsUJ2SBA6k1mMINAJgksQCAICRCKR+Pj4ODo6+vr6ggYJCwuDWWSOjo52dnb8kNRDhw4lJCTwBKFzyawTRKwKI9ZCJuahWieI9cxlfHx8ZGSkvb0dvA+5XF5RUVFaWtrQ0NDX12c2m0dHR7u7uwcGBsbJnCq6zPiwokRGue3UOycI01rGVGQoQV5YzaUyZA8T5OjRozANHIbZHD582MvLKy0tLSsr66UJginM+Pg4aBCmhYwSBLIYFCBAELiYkSxwhc/NzY2Pj585c+bevXufffYZRQaTvDDx66+/fvjhh4uLi5cvX759+/bm5ub09HRdXV1RUdHU1BQFFoMP3kzlN+wKapDR7RvtaBYDBIErliFIXFych4eHq6trcHAwDPULDg4+evSojY3NiRMn7O3teXwcPnxYIpHspJrLWCGMBrFOEBqCGmT3BFGr1TU1NTDuoKSkpLKysq6urqGhoaqqqrm5GcYX6/V6s9CJ64LseKEMsU4Qwa4QWs19IUHQRhUkCJPI7GGC4NBNOJrE2dk5PDwcmsqYTnamFXWIdIIIEoRupWPwMUdGFqKNCtVZShA0RyBzmZycnJ2dvX79+kcfffT06dNff/0V0hbrAXB59OjR4uLi5ubmjRs3Ll26tLi42NbW1tjYiIUeJpFhWsuoA8LUYqwPc+eXJqw2zKgbGhpSU1Mhi4mMjHRxcYFu1KCgoJiYmICAABhNZmdnh4dgChKEqcUAR5hNMTxB6OdLHRC+CvNCgjAWgxVwMAQBidHW1qZQKBoaGkpKSiCRAQjK5fLq6moY6qXRaBgHRJAglE38D90hQQzbZyDyXSE8QRAiQBDEByUIM/EQ9/jveYIcPnz4jTfeOHTo0PHjx2NjY0tLS6uqqnZOECpDBDtBmI38DEFoLkONUkqQubk5vV6v0WgGBwfNZvPFixc///zz33777YW/4++///7bb799+umn0Hh24cKF8+fPLy8vw3qlKcw/nyD9/f3QUZacnJyYmBgYGOjg4ODn5xceHh4SEhIbG+vr63v06FGYNnzs2LEjXBw9ejQxMfGfRhB0Q14hQcbGxgwGA+zcLysrgzaQnp4esOGUSiWMI+7o6Ojp6RkYGOAhwqcw+P1fjiBUibw0QVAMMkMPmTHuIEP2KkGePn0aGBjo7+9vb28fHh5ub29vY2MTFhYGVXcoOjIEYRJjo9FIm0FGyUEwPEQEu1EF+0GQIBALCwtDQ0NQEjIYDMPDw5OTk4uLi1tbW/fv33/27Nnz58+fP3/++++/QzX3119//fHHH5+S+PjjjwFDZ8+e3djYWFtb0+l0nZ2daNZSB4THB3WC+bbUHfaDGI1GcFI1Gg2q4vr6eqlUGhsbGxQU5Orq6uzs7OPj4+PjExAQEB4e7u7uDgKEJwjOardCELiNMwSh5RjBrvYX9qEytRiav/C+qRg76B91Op1CoaiqqqqtrYXRB1rLKSJarRb8EehL0mg0ABHruYwVbFkniJFs9meyGAh4l7RkXAiPD6zIMNtzBQmyt7MYOC9GJpO5u7vHxMQ4OTkdOXLE3d09Ly8vJycHNlbzGmTQMqpbjCBjQl3tYgShO/qZ7TCAj6WlpdHRUVhSw8PDsA6gzWRubm55efnixYsPHjz47rvvfvjhh58tAUz55Zdfnjx58v7771+6dGl5eXl2dnZ9fX1jY+PChQtms1mpVM7NzWHS9E8mCFwPpaWlXl5erq6u7u7uTk5Orq6uXl5ebm5uMKoLmA6lXHrIA45ctk4Qfl+/FYJY90FeOUGoZBscHGxtba2pqeno6NDpdEbLSQ5DQ0N6vR7UYm9vr9Fo7O/vhxc/MjJinSBiicwuCQLvElUi/9cJkpOTk56ebmNj4+fnd/z48aNHj7q4uBQWFpaVlSmVSuwoY+5OessBMUNDQ9Q/42XIBDkUhtlZR5tT6c46KkbW1tbm5uaA+gaDYWxsDKgESKIFkbNnzz569OjHH3/8+eefYV//V1999f7779+7d+/OnTvXr1+fn5+fmpra2NgAgqyvr+v1epPJBEnT0vagVRi+BMOfAsGnMIgPqo31ej1uUwSClJeXh4SEgPEBRxz4+vp6enoGBgZGRUW5uLjAnjqouAM4bGxs4CwVShAM2pbKZzEv7EkVy2IE2WElfxEkCD5JCWI0GicmJtrb25uamnp7e0dHR+G9NZvNJpNpcHBQqVTK5XJoounr6xsYGICtupDOUOeer8Lgzx0b27ZzmhIEgnbZ4i/LdKbqt49xR4JY31mHcBdsS4Wve5gg+fn5WVlZcH87cuQIdJQVFRVVVFT09PQIEoQaIoIEoRpklwRZXl6enJyEpT8wMGAymczbB47gapuYmIAW1R9++OGXX3559uzZ119//emnn7799tuXLl0aHx/X6XTj4+OnT5++ePHitWvXLly4MDIyotFo+H72fxpBtFptVVVVeHi4v7//iRMnbGxsjhw5Ap8FHJsCvIDJwyBDoHMHOWJjY5OUlLRXCCKoQTQazczMjEKhaGtrGxgYmJqagvd8YmJieHhYp9P19PR0dHQMDQ2Njo4ODg7OzMyYTCaFQqHVauGOwmgQ/CDGx8dBvcLKwdf2v4QgiI+9TZDCwsKcnBwHBwfw9p2dne3t7YuKinJycjo7OylBEB96vd5gGbdr3L4dc8Tq7hjBHbq4QQY3yFJPZGlpaWxsDPoUYR2Mbz93Znp6enJycmxsbHh4GG5KFy9efPLkybNnz7777ruHDx9euHDBYDBoNBpYZNAVcvPmzc3NzZGREYVCgT/Xyo4YwTYQwW7UUaE6Ll6EQBC4aEGNl5WVwRD2Y8eOHT58GPvEIIvBw2JAfUA6Az4IQMTW1hYJwmcxgmOW+a52ZsuClR0x1EF/OYKMbw+z2dzT0zM9Pa1SqaBXfXZ2dnFxcX5+fmJiAj44mAs5Nm9hxWYAACAASURBVDa2tLS0uroKrT2Dg4OdnZ3YYMbUcSFb6ejoSE5O9vb2DgwMhFkwlCBMIiNGkEGhcSHM7pheEvBuwzsveHwM1SBopu5hguTn5+fm5gYHBx84cODw4cPQdwCHyDQ1NTF2PeKDbwlBgtCFIkgQRobQwajUBwFpALvgwAQxGAxgocGli9VizGjMZjO8pLW1tY8++ujBgwfr6+sNDQ14AN309PSbb74Jc4befPNNvV7f1tY2OzvLtKIyM8r+CoJgX1l+fr6DgwNAAfa5AEHgwBRkyqFDhw4ePHjkyBFbW1voLoMjdY8fPy6VShmCYFfIzglC1QdPEMYBESQIXpw7AQe91BUKBRCku7vbaDROTU3Buz02NgZvl0qlamtrM5vNFy5cuH///nvvvQf7reFtxFwG3nwQm9XV1TB1FRJzGxub+Ph4+Mc0l2GsEF4zYlmXkSG0MUSsFrOTzXVohexhgsDxDnCYYGJiYkhIiJ2dHYyQa2trY5oXacGPuR2JEQSTjhcSBCFCOQIaRKvV6vX6oaGhsbEx+G549aItMjU1NTY2Bplzf3//0NBQf39/bm5uXV3d0NBQb2/v+Pj41NTU5uYmDHB/8803BwcHW1pazGazIEEYG1WwFZVPvK0QxGAw6HQ60FN4+8rOzraxsQGtQXvVPTw8fHx84En4W9iJe/jwYTiM2tnZGc6XTU5OfmkNwggQMQ3CpDD0Q2ekx0sQRK1WQxYDPWPwj+Fz1FoOx2hubl5aWvr000+//PLLhw8fvvPOO5cvX56cnIQzHyYnJ00mU11dHcyahVMjIN3DupWDg0N1dTUIVesEYfDByxCeIBi0qYzpK0M/lTaVoRuyhwmCJ10WFBTk5eWFhoba2NhERUWVl5e3trYySw3XGV1YtK/shQThh6QyBGGUCLSxaywn1IADTx0QuvF3cXHxzTff3NzcXFxcHBgYgK6kubm5qakpjUZjMpmmp6c3NzevX79+7dq18+fPDwwMNDc3j4yMCG6HEfRBaDMIo59fSJChoSEkCHjDWq02Ozsb+nGwSQwI4unpyRAE4XLo0CEbGxs43V6wFoN1XH5CqmBL+07quIJNqCOW8fQjIu2nPDKoZIMbgMFgWF5eViqVbW1tOp0OvonRaITLVavVtrW11dfXnz9//uuvv378+PGjR48++OCD27dvr6ysgEweHx8vKSnx9vaGU7jATgJwwAMXFxeZTEZHioxxRRkrBLEuQ6gGYSoySu70Kdyh+xoSBOaDREVFHTt2zNfXFwYdWiHIkGXSjBhBxsbGzGR/3csRZHV1dXZ2Fjebg1HPdHbh47W1tTt37nzwwQc3b948c+bM6OioTqebmZmZnJxUKBSDg4OTk5MbGxvXr1+/evXq5uYmtGMMDw//WYJMiRwcs3OCQEXQCkG8vLx8fX0FCQJKxN7eHio1VghC8fHKCcLIDSrEGFIwBGHqdJOTk2fOnOnt7e3s7BwcHIT3cGhoCPsGent7m5qaLl++/Pe///3vf//7F1988f7770Mi09zc3N/fPzExkZycbG9vj3VuShAbG5u2trZLly5tbW1hoVeMIDSR2TlBMPq2b7HDSdc9PT08Qdra2rCy+zoQpKioqKCgID4+Hg4uzc3NLSwshAXHrDPYI4NZDLz7guvJbDnmkl7ntMl9XuhwKeqkwhwQk8mk1WoHBweHh4chGcFviO7s3Nzc+vr622+//cUXX3z88cd37tw5d+7c+Pi4SqWCSXkqlcpsNs/Ozl69ehUGhQwPDzc0NFANQvEh2I1KazGMFSJGEFyOQBDYFIPtSTk5OZDFICkgfHx8/P39ebJgQI3GxcUFshiawqAA4VMYniD4YhAiguyg9wkmeRGUGxQlSBMz15A+PT29tLS0tbWl1Wo7OztBZppMpoGBgX7LQDylUqnVau/evfvo0aNPPvnkwYMH77777o0bNzY3N1tbW/v6+oaHh8vLy93c3GxsbChBYL/o0aNH09LSFApFQUGBRCJRKpX4SQmWZgR7Q7A/lTaGYDbKbNUVJAjNZTCRwXTmdSAIaJCkpCR3d3cHB4f8/Pza2trdEITvKGN623l8CBJkdXV1ZmZGo9HAzzUajWOWjjKKJCDIO++88/jx488///zBgwe3b99eX183GAxyubyqqqq1tRVe1draGpy8PTc319zcrFarsRzzTyaIVqstKChwdnZmZMihQ4d8fX0DAgJwuyPsfqQEOXz4sKOjo6OjI9RiqABhJoPwneyCDgjtOd49QVCGmLcHQ5CZmZn19fWbN28ODw93dXVpNBqDwWAymYaGhjQaDRQ12tvbz5079/HHH3/66aeffPLJBx988NZbb929e/fKlSsdHR1qtRrsSWiqhlI30/uPes3Ozi4nJweVzv8UQfAMKoTI60CQoqKi/Pz8lJQUX19fOzu73Nxc2Fut4WaUUR/EuH17Lm0GESQIFSBz2we1U4LQrhDo+DKbzdBHNGCZkDY6OkoHoEHH+sOHD//+979DJ8h777135cqVhYWF/v7+urq6uro6rVYLl8G1a9du3rx57tw5hUJRU1OzsP1M750TBDsRKEGs9IP09/f39vbiKtRqtSUlJZ6enra2tgALLLsAQQSzGHRDjh8/7uzsnJKSQrf2C+KDFl9oD0g/tyOGt0553xQeUONc0PugBOGb0OHdm56ePnv27L1791ZXV+GVDwwMgCPe39/f09MDbWY3b9785JNPHj58+Mknn7z77rtvv/32u+++e+nSpdbWVqi1JSUl5ebmenp6AkFAiaAPgkmNjY2Nr69vV1cXmr4M8V/Yn6ongY0hSBB4kxEiFB+UIF3c+Q+vA0GgMSQrK+vUqVN2dnYwbp8hiF5kcx1W2ketTlpmZAjtJVvcfkYM3W6H294mJyfhw8BXhdWZ2dnZlZWV27dvf/XVV998880333zz1VdfPXz48P79+1tbW1NTU0qlsqKiApRIc3Pz8vLy3bt3L1261N/fX1RUZDQad0OQCcvZl1SGMOYcvGPQBoIlj76+vpycHDc3N3t7exjOgrDw8/MLDAykvMBCLz5z7NgxR0dHJAgzFoS2sQsKEB0JniDU5KLWKbUPgCBW/A5eekySAIJAg9/FixfVanV7e7tGo4GrV6/Xw3a72tpaMMXVajXsq1xdXb1y5crKykp9fX1FRUV5eXlpaWlbW1tkZCR01iBEMMAiAT1SXFwMSpZpDxEkCG0M4XtD9FyHO+OGMBUZ2htCIbKHCQKTloEgGRkZgHMfH5+MjAyZTGallCtIEKYKQ3tSkSCC3aiL4qdMAUHg68zMDCws2LMDzSlQoltZWXnnnXcePXr01Vdfff31119//fXnn3/+ySefvPXWW+fOnRsdHW1ubq6srOzt7VUqlXq9HmTI6OgozDF4uSyG1yDWCYIahBLExcXFzs4ObpLIERcXF3d3dxynfHD7gGVMZI4cOQIThrq7uxl8qFTbhhsKtpAJ4oMv3woSBFMY+onz7KArAdmBHb0zMzNXr169fPny3bt3+/v7wa6C19bX19fd3d3U1NTc3AytEx0dHfBrKhSKjo4OODumra0NrtK2traWlhY/Pz+6gYj279rb2zs7O3t6etbW1kJRRrDBzEpjCL9Thu8uw4oMbTBjlAjfHrLnCQJKJDMzs6ioCAwROPvyTxEErh9cRvS2A1NC+EKMFYLgbjd0QwAisE0G76vQszw+Pn7+/Pnr16+//fbbDx8+/PLLL7/66qsvv/zy0aNHDx48uHXr1tra2sDAQGNjo0KhMBgMnZ2dc3NzIJ7r6+vVajW+AKYWM7d9PiOt5r6QIKbtO+toFgNLsLe3NyUlBcagurq6Yp8Y1hEOcpPZAR/QqHrs2DE7O7uUlBRIYQSHszMEYfIXvWWrmBUHhO/7EHPNGbnBEISyA7cFTE9PQ3vO22+/PTc3197e3tXVBS9YrVZDCUNJzi3Cuzr+drCPvrGxsby8vLGxMSUlBSb+Aj5gP5GLi4u3t3dMTExxcXFHR4fRaKRZzJ9yQwzbB5fphPb7U4jQJneECLa6o6v6OhCkoKAgMzMTZguVlpaWlpZWVlaKEYRmywxBxDQIdo5SiNAjY5h2MkoQCpHl5eWZmRnqY42Ojr755pvXrl27cuXK5cuXb9y48d5773366aePHj169OgRNCBduXJlcXGxt7cXDgrLz89XqVSXL18GK6SnpwculYmJCXgxTCmXlyEvQRDQIGDlQPT29spkMhsbG3A0oE/MyckJ7pngnmJew7ADhoYcP348KSmJ6R+jtVveRhXUIII97C9HEEHRwagPhMjk5OTVq1fv3Lnz1ltv3bp1S6VSyeXy7u5ulUoFjciQO4PzBVVV/C1QpJSWlubm5hoMBqgKnzx50tbWFt7DkydPlpeXa7XayspKkDNarRbtGwYfvAyhEhLfHMENu7AUaXvI/xWCFFgiPz8/PT0d8FFSUlJWVlZWVtbb2ytIEAoRhiBjZNgyChAIShC4OOmRMXxXOw06un1xcdFsNvf29sKVYDAYYBT79evXb968ee3atUuXLt24cePdd9/9+OOPP/roow8++OD+/ftXrlyZn59XqVTV1dUZGRmFhYVw+6qqqqqurq6vr6+pqSkvL6+oqGhoaNBoNNPT0/AKBRMZwW1140I767AQg/0geO9SqVTp6enOzs7Ozs4wnczNzQ0m5ru6usJ0ZTs7Oziwzt7e3tbW9vjx41CzBHwcPnw4ISGBaT/doQOCAoQhCJPCUJuc7zdlyrRirseUUMDbeOnSpffff//OnTsffvjhyMgIHE/X09MDWSq9buHS7e/vh/pLQ0NDeXk5zKmWyWQTExOfffbZ6upqW1tbRESEq6urr6+vWq2G+0Rzc3N8fHxubq6OnJXJJzKMpbpDglCI0N4Q7MTBDneASE9PD5PIvA4EKSgoQIKUl5cXFRVJJBIVNyLECkEw/iKC4G7dlZWVxcVFo9FYX1+fk5NTWFio1+tXV1fffPNNsOWuX79++fLlixcv3rx586233nrnnXfee++9e/fuXb58eXZ2tru7u7i4uLy8HIqFHR0dYOnX1taWl5fDoZ/5+flwNDwzFmQ3BKE+CKw5lUqVkpICShtkiIeHB2gQW1tbBweHEydOODs7u7m5eXp6wmmYuNkfExyJRCKYvzAEYeaA8J8mEoTxPniCYJ2FJwjNVgSlB0+QixcvfvLJJ7du3XrvvffOnDkDTgFcaUqlEu/k8ExbW1tTU1NNTU1paSl8TPHx8eXl5Tk5OXV1dTdv3uzo6IiNjfXz8zt58qSfn196enpNTU1SUlJ0dHRZWRls5x0j/W87IYhgWfdPEQQ/F0oQHIDY2dm5hwmSa4mcnByZTFZcXFxiiZycnO7ubsH9VwZuby5KXD6LwQUkaIUwm2KYFEaQJvC3ZrMZzjQzm806na67u3t8fBzOxwU9cvXqVRAjb7311v379+/duwe9qmq1Gs6F7+npaW5uzszMTEpKio+Pj4qKCg8Pj4iISExMTElJkUqleXl5sGuDBr8vxrzjfhC4f6IP0tPTI5VKQXLTjfzOzs5wCgd4q7RBG/faoeeamJjIHw1D20A03BZ+sR6QIaF9t7zuGLO0ddLKi2C1RRAcmNXC23j+/PnPPvvs1q1b9+/ff/fdd+GjhGuyt7cXNuaCaVpbW1tZWVlWVlZbW6vRaJRKZWVlpVwuNxgMpaWl6enpWq02KyvL1dX14MGD7u7uHh4eXl5ecXFx1dXVGo1meHiY4p75jcTcEMZVpRyBQTlY1mUquxqyZxcJgmKE+ql7myA5JGQyGRRlioqKIJHp7u7mExlKENQglCDIETGCUIjQwsei5QDdpe3BsAMRAxJmeXl5cXFxbGysoaGhtLS0r69vYWFhc3Pz5s2bt2/fhp249+7du3///s2bNycmJlpbW7u7u9vb2zMzMyUSCThBhYWFeXl5QJPAwMCTJ0/Gx8enpqYWFxfr9fodEoTJqIe5rnYkCCy77u7upKQk2N4CtQMbGxt3d3d3d3fEB3aC0AdojuxpgszMzMA+AxjjcufOnYcPH545cwYusL6+Puwnbm5uhjN0YRcMiE2j0VheXq5UKs1ms1wuh2nVCQkJ4eHh/+///b9//dd/PXr0qEwmU6vVIyMjeEv730YQ6CvbqwT59ttvvby8PD09vby8AgMD4QaI4e/v39zcjKtQLJHhZQjVunRJ0VIoY6kubB93yBdomEIv47PCH+fm5kwmU0dHR21tbWNjo8Fg2NjYuHXr1s2bN2/cuHH9+vXFxcXm5uaurq7GxsaMjIy8vLyKiorq6urS0lJI3woLC7Ozs3Nzc2HqT3R0dEZGRn19/djYmJU6LoMPxsnH1Qb9IEAQWG2dnZ0JCQl44hdwxMHBAc58sLOzs7OzO378OHylDzDxsbGxSU5OtkIQvAEwu2AoQRj3lPdQxyxjvsbEuz9egiDT09OTk5MLCwsPHjz49NNP79+//+GHH3722WdjY2OpqanR0dFxcXESiUQqlaalpWVmZmZlZWVkZGRkZGRmZiYnJ0dFRfn7+0dERMBQezc3N0dHRycnJ1tb24iICLPZXFFRYW9vn5aW1t/fP2Y5yYjRjDw+BMu6ggRharpWCMJv+acpzB7WIHBmHSxNDw8PW1tbGOoL4ebmVlNToyYn1+FNjLFCjJZpqfTrKBndzqAEc+Bpy/xUlCH8NhmGIPiAkSQ4MHl+fn5mZmZ4eBgS5tHR0a2trStXrqyvryuVytbW1qqqKlBbZWVlVVVVcOxDSUlJbm5uWlpaeno6iJH4+PigoKDExMTMzMyWlhamFQqXI5NRj46OwuLj71dAEJVKhferjo6OuLg4YAHmMseOHXNycoJcBlwPGCxkJxTHjx8HgrxwC4x1gvAN7IwGESSI9bLLTggyPT09Ojp6586dx48fQ8f648eP5+bm2tralpaWrly5cuXKlatXr169ehWKvlctAXW3S5cuXb58GR5cvHhxa2vrwoULW1tb77zzzvfff//06dPr16/X1ta6uLhkZGTodDrq+DLW1RjZazeyvZ3nTxGElnUFCQIQoa1lXV1de5ggsHaPHz/u4uKCjyFcXFzKy8tpQzRChNEgxu3bc0dIr5EgQVDE0sYQ3AKLO+6w2ZwPhiBMCzyAxmw2azQaeJ3Ly8tTU1O1tbX19fXp6emxsbFlZWVNTU2tra0wDlahUDQ2NhYVFWVmZmZnZ2dnZ6ekpIAzkpycnJ+fr9PpJiy92LRsyTggdOXxBIG9Hnglt7W1RUdHQ1sHlFrQEHF1dQVXFQkCNGFQYoUgTAXX+kYYvnzLiMqXI4gYShAfMzMzBoPh3Llzn3/++ePHjz/77LNvvvlmdnZ2aGjo4cOHv71s4Onrz58/f/r06cbGxn//93+fOnVKr9eLEYT3UwX3JYj5qXhX2CFB6GFUe1iDfPvtt46OjlAsdHd3x8cQ7u7uxcXF4Icz+8Hp+sPFx2+4QivEbNmki8G4IbOzs7RMw+z3F5Qky+IBxZqxsTF4qbBQent7a2trS0pK4uLiCgsLy8vLq6qqurq65ubmVldXzWZze3t7UVGRTCZLSEiIjY1NTEyMjY2NiIiQSCQymaypqQkvFVq5hPWH4osvAVKjAVCFi6y1tTU2NtbR0dHZ2fnEiRMnTpxwcnI6ceKEi4uLh4eHv7+/t7c3QxB8jBBJSUnhqzBiBGGaUHmCMCUYmpbyKYwVgkxZrcUgPmZmZkZGRmZnZ99++20Y//Hll19OTU319PRcvHjxg5eNr7/+Gs4Sevbs2fT0dEBAQEJCQk9PD12QjCHCQ2SE9LmLEQStED23184KQZTkPCpQInuVIE+ePIH7nr29fXBwMN4A4UlnZ2fovMLSIN9QQO9jTPsAfDBmrjkVk5dpMhwIey6w251yhOl/pzThMx2Ay+zsLHyoBoMBpLJcLofqb1RUVHFxcVlZWWVlZUNDw9jY2JUrVzY3N5VKZV5eXlJSUkxMTFhYGOAjIiICsvHs7GxoVWhpaWlqampoaKipqamqqoITXmE2Qk5OTmZmZnp6empqKpyDGx8fHxMTExkZGR4eHh4eHhMTk5ycDP9GJpMlJSVFRkYGBwcHBwefOnUqMDAwICDA398fKpGBgYFwjC5inSeIoAYR7GTnNYggQQRbyATbBZnmMd4B2SFBTCbT1NTUpUuXPvjggy+++OLrr78+e/ZsbW1tYWEhdDaWlJRAhzS8ybm5uVlZWVlZWXBSV3p6eqYlwCJJTEwsKip66623pqenQ0JCsrKyYH7i+Pj4JDdZjslABZ3UnRCE1yC0t533QZj29j1MECgQ2traenl5oScCS9bV1TUrK4suTegi53MZCOrkj3Bti7Q9hC4gyGVozwUYbGCbi90WqOGHjUYIfpVKBdUWsO6Xlpamp6eheTE5OTklJaW2traioqKgoAAK2NPT0/fu3ZuamioqKgJ8hIeHSySS2NjYyMjIqKiomJgYOMs2PDw8LCwsNDQ0NDQ0JCQkKCiIuex9fX19fHy8vb29vLzApfbw8HB3d4e5p9AzBoVGd3d3cKzhb10t4eLiAnoEHsMREJQgCBHgSHJyMh4NI1iI0XDDhCj6rRCEmuJWrNMXdo5RcOD9A8NgMExMTJw7d+7atWt379796KOPYEPTp59+Ctv5b9++PT4+Dt4BFHfb2toaGhqg24DfraNQKHx8fOzt7TMzM7u7u4eHh8dJWZCmny8kiPWdMnTDLlohOp1OcIMM3WWHBFEoFHs+i4FVGxAQkJycbGdnB2emgYfn6OgYEhICN1IMiUQikUgSExOTkpKkUilckMnJyamWSEtLAz+SuTnAH+EBOurwADx2+C/4DEx7zsrKyiYBf4TuFSbwH8AdPjs7u76+Xq/XT09Pb2xsLC8v19XVgQCJiIjIzMyE8q2Xl9e//Mu/hIWFwW2quro6MTExKCgoKCgoMjIyJCQkJCQEGOHp6ent7X3q1ClGLFBkABGADpQL8MDLy8vb29vFxQVzFjc3Nw8PD/hbF0uc2B7Q5w7huD0AJampqThMaC8SBAyma9euPXjwAAa7rK+vg16A63xoaEitVsNuOrC96+vrS0tLe3t7zWbzNBfQagjsMJvNk2QL9V9EkIHtB0H8HyLId999B3dRLy+viIgIe3t7b29vOLsEVrmHhwdcG94k4FhGX19fuOWePHnS39/f398/ICAgMDAwKCjo1KlTQUFBIM5DQkJCQ0PDwsLgxg4tWxEREXhvj4uLi4uLAzwlWAIgBZyCSExMlEgk0dHRnp6ecBu3Hh4eHidPnoyKikpMTJTJZFKpNDAw0MPDA341vJjDwsKMRqPZbI6IiPjP//zP5ORkqVQaFxcXGhoKrz8sLCwgIMDX1xe6zoEdjOjw9vYGcMBXfAAQwUDpgQSBlidegyBHnElQgtDHMpmMJtgqlYrWYgS38+v1etqEigU1xhHHKgzji49z++gYdlCg8Fc4pq4Q/f39w8PDp0+fvnnz5pUrV8bGxqDZj/qOcJm1tLTU19fX19fD+ZiDg4OT288ewwox49xjIErMXCcxCN5Ry64fBiWUHQxBqAyhBNGIzHBHggBE9jZBQIPAegXdAYkMdlV7eXnBTRLvq3AZ4HUCTAGaYABNIAIDAxEoDE0iIiIAIrGxsXFxcQkJCUANiURCUSKRSJKSkpKTk5OTk/39/Q8ePIg1POsBhcBrlsD636VLl6BMeOnSpXv37j19+vTnn3/+4osvNjc36+vr3d3dXV1d4WVHRESEhoYGBAT4+Pg4OTn5+vqeskRgYCBDEyApPkO/+vv70wQHO25opkOVC6NKBIGC2gQJwveziw0E2T1BeBuVwQRTcxEMQInJZFIoFBqNBpxmNBfp3HksfDY2NjY2NlZWVlZUVHR0dIyMjPA/haHYPkH+WoLA6uT1M9wPPT098d6IN1IMvAZAmPhawsfHBzYmnDx5kgoTRAlwJDw8HAkCIZFIIC0CkwzSIplMJpPJUlNTYX6ara3tr7/++tJ1Pr7s98cff/zjH//4448/fvvtt++///7dd99tamr6t3/7t//4j/+Ii4sDR9PLy8vFxSUwMBBeeaglQiwRvD0gD4IHTOITEBAA4gWZwuRBVLxgBgQfEHVJEChpaWl0nhC1vWk/CL8Zl+lGxQ5jxkMFDY99xkwWQ7UGuuNWqMGUcmdnZ8fGxhQKBbjUMPsPCdJjGVCMBGlubm5qaqqsrCwpKamurtZqtZjIMBmTIDhoEY0hCC3HYGGeqelChR4JAm8gn8X0b58VIkgQpqnsdSAII7ZRYnhZgjICAjGBKQwGwAID1AcEpjMYkNRERkZGR0dDdhMdHQ1fIWJiYmJiYqKjo93c3A4cOPD++++/dJ2PiS+++ALfjWfPnl24cEEmk/37v/87UC88PDwwMNDX1xdcDJRONNBbpWSBx0AWTOsoRyDg3aMooQqFUSXIFCbZSU9P52caWk9heIIYLOPIaVWe3opHRkasE0Rw95AgQeCSxv8yMTHR2dkJR0DCVncYmIQaBMcCdnZ2tra2NjU11dbWlpWVlZaWyuVyk8m0e4IwEOEJghAxkL3LTFcITxDqhqi3H8pNG9v3cDX322+/xWWK2TsoC5qbUJsDZTy9zWKGAoFowEsOypmUDhBAB/gaywW4JOiVQHkV9kq9MOLj46VSaXp6OpivUP+TyWTx8fHwPWNiYiIiItLT069cufLZZ59ptVq4vEtKSrRarUKhqKiokEgk/v7+QNWQkJCoqCgkHbz+SEswQKE0oSh5IUcAIvD+U0lCOeJK4sSJE6BBrAxGZQaCCBJkaGgIHgv2ksHlNDrKHmbKE2SazNAXrODCtU3hYjKZYLyYXC6HycNUhtBd8FCFaWpqgkSmtLS0oqICjNhXSxDkJt+WSjUITWGsaBDqpOIOXUhk8NfcwwTBJByFBlobqC8AHww44MKAr2GWoLdoqiliHJzfIgAAIABJREFUtgcYH4AJfBAbGwuXNz4P5giWgYAL8M/gj2CUwPMJJCQSSUZGRmdn59jY2Orq6vr6+vr6+sLCQm9vb2JiYmRkZGxsbHh4eEBAQGhoqIODw3/9139FRkZKJJLi4uKampq6urr8/PySkpK8vDw3NzcXF5eAgABkH/xGFIUADkoQWvSlCgXznVMkqJ+CTPH390eaCJZ4gCYuLi6gQfhajCBBaDcqEgS/Dgmdo45X1G4IwvSGYBYD1VwYXtvS0oIEwQ0jFB9dXV3t7e3Nzc3Nzc3V1dVlZWUlJSVdXV2wa+mVEwRaB4wkGILAm0Y7yihBoCUEBYhgSwhmZ3uVIN999x3mKUANsDAgwMXAJY5aA77SK4RmInCB0a+ADJASSAdAA1ZhAAF82RgfgL3K/xd4klZwkpKSUlJSiouLdTrd7Ozs5ubmhQsXNjc3FxYWWltbURzB9R8WFubn5+fl5RUSEhIREZGUlASzUTIyMnJzc1NSUhAfqJXgAQYCBX5fgAgqkfDwcGqXYCBTMM3BBJBBCWPBokuCNMnIyKBOKtMBuJOGVLydDm3faU05gsaqGEF4B4Svy9CCLhJkYGBALpc3NTW1tLRgItNBAs5kwsfNzc1yubyurq68vBy2JkAiI0iQCaHgq7l8QdcKQeg7ZoUgTAoj6KQiH/c8QbBMC9IDkxfqaMDNE68Hmq1AhoIQgWsJLzaGHfRrQkICEgFaP6mOYCoy+AxFBjyJ7IBIT09vbGw0Go1zc3NbW1ubm5sbGxujo6P5+fnw30NDQwMDA+GyDwsLg94w+O3i4+Mh90lPT/fz8/P29o6OjqY6CGgIXzELw1+fQQm8ITStQzECgcqOFyN+fn5QOIdPh4oRrN0AQcT2xQA+rHcSUxMEGosFu9qZ3hC+1ZjxSnndwVRn8HF/f39TU1N9fT0cASlIELlcjo+bmpqgvRgIUl1dPTg4OMXFyxGEaU6zThB+1qFgLcYKQfa8k/rdd9+h7kDXgzFHeYLQgEsCBDw1OGJjYxl3A+UD4oPmJggCygWo7GJvCD7Gr/hXEFKpFPDR0tIyODhoMpmWlpaAIKurq1qtNjs7G6o8iYmJUVFRAQEBFJSBgYGwFYU2egUFBVFOUa7Bi0ePhhcpiBJquNIiDpoj8PYyFglVH1isYaxWDw+PzMzM3RMEO8pQhrwcQeiDCaFOM0ahTE1NDQwMtLS01NXVyeVytELgHCa4uihBYFcBzJSDaUPl/7+9cw9q+8zXe2dOO9Pp9I9Op93ZTvdMO+20u9tOe3ZOOyfnbDvdze6ePdlLtlk7iZN4197cbLAdwNzNHSMhQIAQlpDM/SbEHQx2iK+sMdgxtsF2nLXjG77HXGKwEAiEkPrHE55+/f4k7DiOM87y/sH8LGNZCL2f3/N9vpc3I6O0tLStrW2ZKEZByQpBnti6f/++lh0yCwt88OPO4AXUWL9+PYQ6FAedUVJDwoIGp9QXqPVQcAAQsOYVVV6sK8Pjyjds2bKFOeC0tDRMKmtraztw4MDRo0f7+vo6OzshffV6vUwPo4X/pZdeYpn5qlWr1qxZgw28du1aVqkotSrUQdK+pQEMfIAm1GVBOaLN+EoZopislCQsJHnxxRclQUI5qUG7+5X5DKwHCdoXo0BE2w4jURLU+wi1nE6nyWQyGAyYhMyAhXkZHOxAsuDkh7y8vKysLJwUU1JS0tLSIgOljtBLdvRIHyRUTWrQvhhZjarkYpRETNnSiPnSB8+OkQdQPdsEYbAN3SFzsdI6pW8q60qxKyjdeftVzI6wsDBpc3IfclvyGmgAVjZt2qQQZPPmzcQHqYGFb96yZQsk/bVr10ZGRjo7Ow8ePDgwMNDb27tr1666ujqn04mxhiiix5Be/HNGQPI66CNSENG7IRalyELSh3EN3jfGMoieWLmrGCKKt0pJQo5wNFRMTMxTJojSp8vSMu09/1EI0tbWZrVac3JycnNzQRBEMSQIkrjmBxcIkp6enpSUVFJS0tra+ugEUTxU+dMpBAnV3b88QfiePwpBgMtnmCASH6tWrZIpW1zAI6D0kL4pSzawT2R1qTQ7KTSID6kmNm3ahGtAgX8kFPCVHOHjEB0oOWNLTlpa2p49e27evDkwMNDd3d3X13f8+PHDhw/v37//o48+On/+fFdXV3l5udlszszMjI6OjoyMhCRBOw+u8d/hq0SYVEBBwygJEXKEkgRvF+MaBSKvPbiCJmgkRGCOKBokVDomaEZGOyZKQuRRONL6YJ+u1CMMFmSkE3R1dHSUl5fn5+fn5OTA45CH2kODmEwm5bz7wsJCzFvetm2bEsUEjV+0AqRNzKYMRRAZv4QiiLa7XyGINopRGnOfbQ0iCYJyyVdffRUfaEYuzB2w9oHKXFZ8yawq2QGPA3tPfqWU0EYioAZrUjHLn517+B4+Qo5gEF5RUdGFCxcmJycvXbrU19fX19d38uTJI0eO4Nd/7NgxyJORkZFz5841NzfHxsayqS8qKoptgaAJnp+vDa8Wr42kg2iSZg3fAWmUALKK1apkfJWghnokaGoGX6UGUXK62qkuigCRrdX1S5OiGpYOSXl0JSKbZbR2w0MJwpKQ7OxsEoSkgBgBQYgVk8lUWFio0+kyMjKSkpKqqqo6luYJdD5CHncZgjQHqyVDFPMouRjZ3S+zudqaVDkn9dnWILjLyeBFVmezQozGh2SHrOxgpZbMs0JuKBEBgxHZ18t4JCIiAvEFpQG+ysZfPsh2XjyYkJBgt9sHBgY+/vjjy5cvnzp1CgQZGBjYt29fb2/vuXPnrl69Ojs763K57ty58/777+OoYMzgRFMvUUKOkFaSKRRE1COkiXSIgRKZvpE5GqWQROuzQokAIqzNIUTAkdjY2BKxQJOg7bmVD47LVgiitOc6g532wAulX6Z1qbVE6pFQBFE0Ah6x2WwGgwGBDJwOEgQLYoT4KCgo0Ov1mZmZqampyMV0iOyyooNCLUkQsrLxwdMeOEpCahBmr5T4RY4X4oQhqkJlQBmKQZ7t82Lu379P8593PCQFWGPKInSmaak7pGMqK7tk5oKwIDIwfUeyg7AAIwAR2e+Pr5wGIP/Ir5hOmJycXFJScuTIkenp6fPnzx8/fvzGjRu3b9++ePHi2NjYyMjI9evXr169OjQ01N3dnZubi3E1JAgtEuoREmSzWFo9QkQqmSNYrUqhLXPACGoUPULLiRzXlrFSj6xatQoTdCiM5awQ7ZwhyhBJkHqxHJqzcmVeRhJEMUQkOxSTtSNE565cNTU1OM/BaDTKdIxif4AggAgOf9DpdPX19donXF56kHpB4xeFIEpDnUKQarFCEUQZ1C6rUZ/5ehDe5WQHLeMXBi+0ThX1weovFmVs2LBBGpBUHGQENiSuARRcY4CIHBHCMSJ4HPucj8vpIZwSkpiYaLfbb926NTY2du7cuZaWlqGhITTRzc3N3blz5+TJkzD/UdSIwWJ4EoUj+ColD0MbKUbwAzJAk9klxnHSZwVEsOiwslpEltvIshGarMp0kpdffjk2NhbgoAbh6HYMhfryBJH53a+IIE1NTYWFhVlZWXl5ecsQxLS0kFnLysoyGAwOh+MLEYSvXKqqFYI8zsJ8ENk1K4d6yMwL+miZc5FpWumPEh/0MrDYa0sXg2FIZGQklQUekZpCTiHCYCHJC8QgPDErISEhPT29qalpdHT0ypUrFy5c2Ldvn8vlunnz5t69ey9duuTxeMbGxk6fPn3w4MH29na73Z6fn5+UlMQZRSAUJxWRI4xuwBQSBD+IdHPgj2iVCMM6WZbGwlaKOzqssvaMzUfawrPVq1eDIBaLZXl8yECmRqzapQZT1KQqlmooDfIormpQlIRa7e3tJSUler0eBIHWYCyjFSCFhYVM6FZUVLS1tfF5gkYxjLNYACI50twcZMwynVSth1qnGbNcJWa18w1fZrbQN+TUSxIEUpn4QIm3TL4wcoHZAeOD24PqPTw8HDuKBqTcaWAHbuacWkZxgb0as7Q4lwx0kNPJqD7i4uLi4+PxOM4Pz8vL6+/v93q9Ho/n7t27g4ODly9fHhsbu3jx4rVr1zBYZGRkZHR0dHR09O7du5cuXWpsbMTzEEkkCP4vGdco5ggeQfoGXglCG+mwUoYAtdJklXV3srwVaXK8/0qyRhIEFxj2B4IofmooglRrxrU/lCBSjATlyJckCApD8vPzc3NzyQhkc4kPLUFw1o/dbkc9yOMRpEmzviRBZFP/8gShPfysEsTlcvEuh6/w81hmKrO2+MQjsJfZB2mUyrsx1b60RbcuLYADKgN7lREE9i3BATpI9ZGQkEBkJIiVmJhYUFBw+vTpubk5n8/n8/kwSWRxcXFhYWFmZuby5cvDw8Offvqp1+v1er1zc3Ojo6O7d+/G80iNI2cmMnpiACUNGjCFZjCjG6aolRhHFqGxfIalNDSbZNkI22eUNA04AoJIfMhhZYQI8zLLpHWlperQnF8XqlC1KdjhHgpHQsUXcsO3tbXZbDakY9D8wlxMUIKwv85qtTY3Ny8fuYSSHky+BI1ilFLUUHWoVQ+uoGNBFIJQgODneoYJwluc/MgqRR+s9ZCBPc0O6HZsFYJD2qJwRrHTiAxpYVB0xMfHJyYmgg7c0niQ1MAFHty2bRu+JiUlpaSkpKSkZGZmOp3Oixcvjo+Pu1wu5FxGRkbcbvf8/PzMzMzU1NTMzIzH45menh4fHz969KjJZMJBn0lJSTyEXEIKL4lMQSADucQgi6aJkq+RhSRUJbJFUKlkpb0aqtMXNJGJ3piYGAgQJmKWadXVEqRaM7LsoQTRpj+Dpnhl1VYosiiSweFw4IjcvLw8yhCCQ0IEF+iOwbCyL0kQRWopff2PQpBKcew2QhjpgChZGODjm0AQtufLLCNUND7NENiy1oO3U1ncpYxchraXcQpPciIyYHwCB9yrSUlJ2MlAQ/LSwsbmBRZ3Pk4GyMjIwCmWZrO5vr6+vb29sbERW6inp+fYsWM462z//v1Op7Oqqspms2FWDQCEJ+drwAsAs6hNpCrhhbRLpFuMN4RlrJRsjGU2bNigdC3L8jOcd6UoEUY0nBTPKAajzLX4CFVdJgkijVVJkFCeiASHNERkfvdRCNKmKSEpLi42GAw5OTkFBQUoZic1ZKMdIGI0GjMyMsxmc1NTU1B2yNcQiiBaiCilqKF6YbQFIMpcMmmg0uqWZSCI0Z5tgsgbHRtqZZW6rO8gQXiDBUGo4SMiInArZpCCnUaTkg4o7uoUGomJiWQBtq5UFsnJySkpKfjblJQUHCDClZqaCnzgECm4cZg3wUUPH8c4I3GI017QoIWjc0ErRYxQhuA1KzEO4zIlE8xiFlnYGrSSFQkaKUOUcQEUIBzIIl3VuLg44COUBlHw8XgECWqLyIhGKpGHEmQZx6S6uhq/HQw0ZIFZUVERSirQaweCFBQUZGZmms3mxsbGoE+uvIxH0SDOh510+RgEUfBBgnwTNIisMQVBOIPrrbfeUrrIcIoSNsCmTZtY2UErMTIycsuWLazslFIfcQriEdoZ1BrgBZGB6+TkZGxsHIudlpaGrZ6ampqampouFv4KGgQ1AihPgh7GVCucEpCbm2swGLZv3561tDIzM0EfPHNycjKQQXwAalqvJCEhgT4r4zKeJsX6N5bJy6BGcVipRMBrWcDKwjOmZpg1W7NmzSuvvBIbG8uBgISIchC3VoM8dGJIUBkiq90bHxwjIoHSollapsh4RwqHlpaWoqIiTGM3GAyUIWazuaamprm5uaysjP11SADv2LHD6XQGpZXy32njL6WEbJkadtkIE5QgMv+iGKjaVjp2D+LG9gwThBNxlJmDbJBD2kUKENgf1B2sDZUFo7gnM5mCrRUbG0uLAReMGkAQxCnQAmQHFAcGUkFuECXY84xfwAWDwZCdnZ2dnQ1Y8I96vR5f8aBer9fr9Zj6jUkTeE7KEPzXuJYyBBYM/qikgem28j2RSSg23dA84ruqjGtTYhkJEemJACJxcXGY30WCaGOZUDJEKVGVI8ukElE8EeeD7f/KUgyRZVYoVVJaWorzAPV6PXrtTCaTxWJpbGzs7u7u6OioqKjAbRxWiNlsbmhoUJ42KLC0iVvFPf1CXTDL1IBAgMi5ykEFyDeBIPx0ytoEmCBU14BI2NL4L6YYZE9aZGQk86CgCW7L8o5NAYJr4IO7FOzAvsWDycnJlBsZGRnbt2+HUoBkyMzMBDVwgc8cPna4fYEguIb6yM3NzcnJIUr0er1OpwNBJEdAK563SLeFqR+cvci4BpQkKOX7QHCwFob1+6y1I0oQ0bArT44Xob39+9//niVnGFAUGxuLiPrLE0Rp2JUEqV+a5L5MuerjEUQLlIaGBlikOp2O/f6VlZWdnZ04Zbmjo6Ours5isWRkZKSmpubl5dXX1yvPo9VBT5YgzLxwAsufKUE4LnjdunUs92ATh3RPYZ2icgzSQ9Z3sFyCFiNEB/0OxiZUHAxVgAn6HWAEt3FaWhqsiszMTGxvLUGysrJ0Oh3iFygOCI2cnJzs7GwcU4Q/4hGdTkeCgE24zsrKoiqRoU1KSor0bsE+6hGGNixUYZeN0qpHAUIZwvkG7AMAuJnrDTrGWcqQuLg4zhZlcars1tXOPazQtPxrK0SUcIYQWd4TadJMJHoUlGj1QkFBAX7jRqPRYrGUlZU1NjZykGJ7e3t9fb3JZMKHMCMjo7a2Vvm/Qlke2qIPJe2yfPpWBi9KCKMtAFE6cTFPSOanGYs9wwSRAkTWKaBJn59s2SYnz7hE2oXNLDxxkjuK0oNpWoYqdDrQYYlQhVogNTUVF7RIcbF9+3ZEK9z50BSEgmFpwfugGwKIUJXIWEan0wEfIAhIhPETEm0McABB5miYY2J1rAxttopFY1WONZGTR+QbDpRQGDKKwaKxGh8fD5uAsYziqkqIPB5BZMH7UyBIa2trUVERPg8WiwWZWigLpGybmpoqKyuzs7PDw8ONRqPD4dD+XwpBtNEWX7miO0IRRKleVzK4xEcogsga9iKx0CX4DBNETtPChRx0LHtqUfQBB4Tqg6fhsqYDiRXWcbAAjH4H9qH0OCA0ICuIDIoORhnY3pAb3PC4AD6yxcLAKxIEizIEQQ2YIiMaSRO8BnoufNky7GJ0Qx8HPzjgAjNIdv1qO2vAFNlHE5QgjC45khbhzGuvvRYbGwudz+HmWoLIWEbplFmmUFVyRIHII3oiTcESNEHjC7n/W1padu7cmZWVVVBQUF1d3dbWhkFErUtlJg6Hw2q1pqSkbNy40WKxyERy0LBFESAK+7QEqdfMEFKMj6D5Fxm/yOBF8VBZHSf7jJ9hgtC9gwZhsRNFdVhYGJCB4EVGLhAgsmmF5aEsD0NqA9IjLi5O3syJj/T0dBm8cNNCZSBU0S8tbG9gQre0qDhwFIBRLORieA2mSLIYDAadWPBTUFdCSZKZmckcEF48Dd3U1FRmaugNA5osGImLi4uOjmZxHYcVMEEjM7vwm1C6+ubSyVvKNAB24iGKYXEB8aH0yCjzU4PmZWRqZnmCKI1nMhYIaotoVyh8yN0OoxTxC6vOWltbm5qaqqqqjEYj3tja2lq4HnxaaccoKVvF+FAiF0ZqQZMvywQvWEE76OQhngxhWOHyTSAIPqPycJZ3xBG2MvPC6gZqENxXZbMspDs0PO7M8fHxsqyD1GA6VjqjECAylmF2FgYHvur1esgH/JEuKUKVnJwcQAQlIQpTFKAYjUambPA8tFGAEhIEr1CKJsBRESNECcrPmJeBHqG3KluTWQUvbRH6qdqJzYTI2rVrpZOq1SChILJM17+SmlGWNpYJShNtUBMUJQo1Wh50OisqKpCCqaurQ+MMCFJfX79jx4709PTo6OiSkpIDBw7s2rVLqzW0ukOBXdCysaBtL6FKPxTvY5kCdlmEKjuMvwkEYZ/oxo0b3377begOQgTuKWQIKz5kMz6ztrhOSEhQqsKYr+UNnDsQt3qWciDVwqQs7Q+6pPQ7ZMySk5MjoZCbm4syJBxBgnE1LCTDwWgFBQV5eXm4xmfUarXu3LmzoqKipqamfmlaFz5wLS0tHR0dXV1djY2N+fn51CCyEJ5pGgoQLlbQKRMDZCxDfMiWPHYwyhFnymE0cFJjY2PN4pQmedqb4qoyllEgskx5iMIRxVsNVS2i5UhjiH68oAv/pKGhAb/H6urq9vb2zs5O6IvS0lKj0ajT6aKjo3ft2vXhhx8qBNE+FQkiV1DfNFTdRyiCSONDEiRoDbvSYUx85OfnP8MEYQEI7A/cANEdB3wg6QjnD7dQNsixgZUVYrKfBTsKe0yyQ0oPFnQgakB6he4GwhY8AmSwJIz4gPRg2Rj+CFiYzWaHw3Ho0KGDBw8ePny4v7//6NGjg4ODJ0+eHBoaGh4ePn369PDw8NDQ0ODgIEa69/b27tu3r6enZ8+ePbt3796zZw+c/7a2NofDUVxcTMsGAkRW1tMwpm1MexUokROe3xMnijNIJESkDCFB5FAiyZGEhAR5wAohQv+fTXfa4yBC1apyKRFNKJQoORotTYIGOKSM3OrNotCruLg4Pz+/vLy8tbW1o6OjubnZ6XTa7XaLxZKTk5Oent7f3z80NNTV1RXUf1FcDyVsUbK2CF6CskOLj2UIIh0Qrfqg94FVUFCAO9/s7OwT391cXy1BWIAgMy9KE0d4ePh7772HVIJsz4d1unXrVmwP5m6RgmHOQqk3BUoQpOD0U5ZjUIYQH9L7QOTCoANxBx4BPlDAjiFX+FXZbLb6+nqn0+lwOGprazG7wWaz8eQR6BEM12PPOJ+QBSNQRni1KHWjpKIMwTXb/2gGsUhEMVZpRbNIJGxpGDXr38kOSRDFDUlISJCTeKQhEjQvozTLSI7ggqG+EtSEMke0Wd6geiTU0m5+bnur1Zqfn2+z2ZxOZ2tra3Nzs8PhwOaE3jxx4sTw8PCuXbuUfyifmfxq0CyyQ6lbXwYfpK3svtUmX+RZMEoTHQkC9QGl/AxrEDmuAsUIYWFh+DSzVZ/NLxEREZhvLud6sL2FDXJxcXHbtm1jAQg2G6+Tk5Ol/YGiIFge9C8RtoAj0i5lUSmlBxUH/A78Yhi54IKRJ39/wA2+h0IGJ6dJQsm8DIQSLRvWiTDdK0MYklQOQJOz19gHwAFF8tAJFoa8s3RUMAfiyxozECQ+Pp59q0Xi3NllwhnFE1mm5n2ZRK/WH1HEyEPXQ+GyY8eO/Px8q9WKgrGmpqa6ujq73Y7TIfR6/eDg4JMiiAxhlieIzLyw4oadBJyiTIIo7inuWyQIPsPPsAbBnU2O/ODRTVFRUey4RcOLUiLFPC5iGfbIsakEm4rJF1k8huCFPiVCGxCEEQorwYASEoR/BX5DB9LpyMvLk53gaM1SHgFW0JoF9EjPFRBhAStrYRmCsU6EFXGy0oytg9IEoQzBOwkBIulMgpAdtKjkMBHWmLFNJjY2lnE1IaIYq9JSJUQ4QyToYHdtRKPoEaUTT7s/tVEDyfJQduDf4rdZXFxcW1sLBNTW1paWlprN5vT0dL1ef/z48aGhoY6ODuXfamMorXUqDVQSRLKydmmCoRK8SOmhHOMAfDBxqy0AkQKEBMnNzX2GCcLaU2Zw2QaGjziHpMvBf3J2qYz2cROGKUD1QWpAmMgykNTUVEYuMoEKXoAmkAMs32DLHGINsANQMJlMMgvDUxTljG9sMMYs+H6GM7RjiTAwS8nsMlVEJYIfh3MJWLPPKEaZ9op3UpkFiSSuHB0iW6WVqhCWqMbFxfHHJ0EY0cjUjFLzruRolIhGWy0iOaLN14SKa7S+g/bxoOhxOBwQmBaLpbq6Gpu8pqamrKzMaDRGR0cbDIbu7u4PPvigpaVFC6mg/7V8eZQeQatOQ7FDwcfy1qlMvkjvg/ELPmwrBFkhyApBvh6CdHV19fT0rBBk+fUVEiQQCMxrlvfJrYUHl/aRL7l8T3TxCR/79Xz5d0z763jo8nq9T/Z9+ErXwsTljy7dvHvf80jfHPpX7F2aX7m4uPjkXt3XsPDJ+Sq2NtdXS5CVtbKe3FqYcbk9c15/kL/y++5d6G1tLNNteiOysOaPVybnfU/95f2ZrhWCPIXln/t0qDblpX/xT//5t59btbW6+9AeZ9PQeLCd8LDludFviXrhud9sdp514RHvxCeHymJ+/fMfvRBjO3jx/qI/EAgE/BOnGypsaZXH7s4H/JN/6iq35doOXX+olPWODjaYbMU1J0Z9Ad+9s225JdaS/lvex3idn68F9/idT0cnXP9/1/vuDTlSC0urj92a+4LP5b9/tiHBXN1y6tN5Ptu9oaqov//rN5JrBi+f69aHxeqS4rfadoS/oq/tODM69zhv8Mr6omuFIE9h+T23BuvLM/9Q1jdy++743dvXLpw5d3tGfMD9C3Me9/SMd2HeM+ue9ixz/1yYvdZvLy6MqhqaCgQCAd/k+R67OTO14WBv8478vPyO865AIBBwffJ+xrs/+7t1WR9cmR49WRvzxvO/iCo9PvqwLTX5cXvWmp/89s2C3uvTt4/aI//hJ69F1A1PPP5OnDzbYCqvbB0aXaKQ79P+4rDnv//LDYW9V92LX+SpZq/1FKRZ6/dfmvS5hqsSq9p6Ppn0++fvD9dvyCqv7T91wLEjbcOG8D+8W9LZVa2PLHbuu3RvRYc8hbVCkKew/J5bg1X5m3/4VkpJfXvP/t1tlTllRz85v3dH2Ku/+uFvN2aYjQU5O3dGVBw5e6S6Ni/c3tRpiV4XmZZs6eipTfnN8//7f/5O33ziNu6pi+Nn6qt3Rn9OEL/XNXHn1s1P709d66svNxfu+sQdCAS8t4/Ztq/73ndf3JJY/0FPecYbz33vt5tTuk9fPtmqW/vqiz97feN2i73MmltQkFvT7jQX5xd0fzy5EPBe/2N+wuvf/6sXY4wteztN2177q+++mpC95+Tp/Tsg1SpSAAAG5UlEQVRjVz/3tz/6VWzp/iOH2p3mretXvbL2raikmDdffXtzTtfwhRNdBWH/64c/+XnUzv39B5qrcsNWv/CrV7eaq8qTX3/+3/y7lxMdZ8b9gUDAP39tX5YhPzYmPMJc0fnRhRPNZTkbfxdRZCrKMxdt/f2PX3rz3cTkiDWvrouzHzw7fMAe94tfvhlf3X/dtRBYGOlJ1u+sPHDm4+H+TlPYL8KiE62dp66O3b/YHZFXU/fhzZlZ1+TUtGvKNTs3N3a0+L2Spr2fTH4hRq2sx1orBHkKy++5NVi7I+aX22xdB/sH+roabImZFTXVuYn53ccGdlmzt70VmWi2bSrrO9NXWW34g9FsNcYktx4+0pIft+aFV8IjNq568+13K09MLARUguDpfa4rvWWFuRm1J8cX/IGA7/753UZrxjvbdaast9auT8+NyIzPNG5JNGZZChNL957srUvI0Mc3HTtzqDR29Ysvx5QdGnEvBgKBybNNmcXbt2yPy8tYu/bdjIL07ZGZpvCYmFhDek5L/+nDjTq9cWv0+ih9vKWpaUfK9oycqipTdGHqxs1/2Pj6y2+9F/7GT9+Mfjdm3easRGtjQ2FmUXGxLTvdWFh95MbMYiAQ8E+da0zb9N7m+OSo//t6QkbDLmdipjGjuvfCyfaYVGNWdWdD7vp0Y2FDpe6dojJbdV66QZ9dfej8rUmvPzB5onSLrb719MWPDjZb41Y9t+qN9dusPUPXJy50v5dXU/fhTY9QSr4rnZtyap0nbntWApmvfK0Q5Cksv+fWoKM2d/Ouy16/97Pz+xps8am2skpDavXJm9ePN1p170alFVojivYM7K0szww3WavtutLBy+e7d+rf3FzQ3NVSZi8p2X3etRgQBJn0zs3Nzs4t+mZuHW+0mQ1VR2/NQrbP3uivsRRm1x76Y3PC7378kw1F7/d2ZZtTVkduyCtM6fho9OK+HGPBtqbB8wPVEb9+8YWNpX23Zv0B/9zIwVxTcWpT76GahF//+JWwnR8cbC40RqxZvT49a2f/jXsjh63GwoiNr22z5u768FjzjjJ77f4DzjR7xrp17yRHpZd3dlTnWyry9Rt0Zab3jw84CkvL7ZWFhtLy5lOj3kAg4L83VB0ZveGNqPQ8Xdz617boMzLW6apsh65Mj+xNMlXZDw4dqY6y1zuP7C2LsFfufP/I6WO7d2all7f3X5v2u8/WR1jqG0+Pev2Ln31YElZS335ufNHv9139XINIWMz9yRlW4Gg9fXd+hSBf+VohyFNYnxNkS9eVhcDCvfP7GmzpO/afOFwa+fy//7ff+sv//tN14fnN7aWbf/adf/n9/xNesmt/W51dV3ZybOb2qZbM1//623/5vR9FlR6+4Xkgihn4aKCh3GSo2b+vNu433/9nf/EX//hf/+Cl5KZzUwH/xNkmuyXVevjm6IXdzQ3WpqGJO6eqd5hjs+w23et/81++8x/+639bHRFrLM41m/Sl9aW5BdkFH1xyecZPOfSWQsuxm/c+6qpoqGs5e/fOh5UZprRt+Ybon//gW//kOz/4RXJNiyO9uCK36/iHJEiZPcdRV7zp5//5X/3Hv1mT076nOc1UaeoZPKoSZO7WYWt0XnHV8dvzi957p+ojU97+6XPv5Ft6r35OkEPD/SSI1V5o04X9w3e//T9eSm0dvjsb8I8ds+pLat//+DNvwD8/Pema9Xj9gUAgCEH8c1e6tqVVtRy/OfO1/cb/jNYKQZ7K8s17ZlyTs75AIOD3emanx2/86WhPXWnrsdOD71dZMjKc56a8M1MTY+P33AuLXs/M9H33vD8Q8Pvm3JMT42OTMz5ukMX52Rn3ffe8b97jmZl2z0xPjt6+cePGjRs374xNzcz7AwGva/Tu7Ruj04t+n9fr9Xp9Ad/MZ3fv3Pz0nmduZmpy8p7Ls7AwN+u+73LNeBfmpu9PTrk8C4vzU6O3b98Zdy8EfAter9fr8y+6x2/fvnNnatYzPTk+PjHpnvf75qbd7unZ+flZt9s9Mzc363LPuOd8C7P3J8YnPpue8/k809PuGc/8/My0e8btnna5Z2bnFwOBgN8745qadnsW/IFAIODzTE19NnZ3Ynp2zhdY9Lim3bNz3vmZKfesZ37OPYVnmBr/bNK19A+mzjhjMmy1/SPuB4SFb3ZqesYjkre+u0ctSYaqPWfGvmi2Z2U9zlohyNezfK5rA9Vxf/+fvvOt7/06qmzgTtAqh5Ul18LEx3/sO/Hx9amF5d4rv+fG0f0DZy6PrnggT2etEORrW/4Fz/S9ibEJ19ziyof90Zbf/yjv1KN918p6MmuFICtrZa2sx1//6Ot+AStrZa2sZ3itEGRlrayV9fjr/wG621OXO1fS3QAAAABJRU5ErkJggg==" /></a></h3>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "Arial Rounded MT Bold","sans-serif";"></span></div>
<div class="MsoNormal" style="text-align: justify;">
Probably the most important point
in this analysis has to do with when the Maximum Moment Arm hits.<span style="mso-spacerun: yes;"> </span>In Figure 1.2, all the exercises pictured
conventionally start with the positive (lifting).<span style="mso-spacerun: yes;"> </span>They either progress to or start at a
Maximum Moment Arm, and then the Moment Arm decreases.<span style="mso-spacerun: yes;"> </span>In other words, the exercise gets easier to
finish the rep.</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="mso-tab-count: 1;"> </span>In
the gym, this means if you are unfamiliar with an exercise, or if you pick a
weight that’s too heavy, you start the exercise and realize it’s too heavy
before getting too far into the rep.<span style="mso-spacerun: yes;">
</span>Preferably, ideally, you then put the weight down and get a more
appropriate weight.<span style="mso-spacerun: yes;"> </span>Or probably and less
ideally, you cheat or get assistance through the sticking point and continue
the set.<span style="mso-spacerun: yes;"> </span>Either way, you know pretty
quickly and adjust accordingly.</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="mso-tab-count: 1;"> </span>Compare
this pattern to these exercises below. </div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="clear: right; float: right; height: 16px; left: 0px; margin-bottom: 1em; margin-left: 1em; margin-top: 142px; position: absolute; width: 64px; z-index: 1;"></span><span style="height: 15px; left: 0px; margin-left: 441px; margin-top: 193px; mso-ignore: vglayout; position: absolute; width: 64px; z-index: 2;"></span><span style="height: 16px; left: 0px; margin-left: 328px; margin-top: 193px; mso-ignore: vglayout; position: absolute; width: 64px; z-index: 3;"></span><span style="font-family: "Arial Rounded MT Bold","sans-serif"; font-size: 10.0pt; line-height: 115%; mso-no-proof: yes;"><img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMMAAAEDCAIAAAAHgif9AAAgAElEQVR4nOy951cU2fc++vufJmMOY/iqM2Oa8TPjRMfsmJUoOXfupruhu2lowCEbAFFARECC5KAkBSRIElCScdT7Yl/O3bX3qZ7Pi7vWXeuu73nRq7pooLrqqWc/+9n7nPo/H/93/O/4f2P8n/+vD+B/x/9Pxv+NJD8/Pz8/v8DAwICAgICAgMDAwKCgoEuXLgUFBQUFBQUHB1+6dOnSpUvBwcGhoaEhyyN0eYQtj/DwcHgVI2J5REZGwiuMqKgoeIWN6Ojo6OjoKDSio6NjYmLglY/Y2Ni4uLjY2FjYxiNuecTHx4sNvA0b4sP4V8R+8TH+I/yP8O+KPWKQ48QjenmQ7xgtG+KEwLkSQ5xYcW7DlUNcnVA0QkJCgtGAyxoYGAhX39/fP0A5/P39/f39ASG+sqFAkvh9+IsAI9jA/y84OFgASGxgGAGSIiIiBIYEaMS3xVgRG9ITJ0DDB4eCuPywIQYGE7yFDY1Gg9+KbfhrGEkYoAR2UoQRSPHtmJgY+EX4dhhG4hWfJTgnYgPfgQRS4syLV4CRABNcNSACDCZgDUElBEYCNFIwKZAkMCRgJP6BwBAMDHPxSuhHfCv8baNkQ5wjcpsKDAkkiQ1+dcmIlw3AjdgQb/kHBKSkf1wNQwRP5Hg4CvGXwt8RtjF6yInCOzE/CejggQMFQRK8JcwEYIJXzFICQBhJsO3n56dAEvx+QEBA0PLgGBJBTRwWD2cAI0xIBEk4hGEewkjC59TLje6FJDA+OHTEtlar5ZDieOLUhSGCaUyKQo4z8Sv4R4Sf4ITAHkLYgrGio6NJsBP8RK4LQAoHOACTuKwAJoEhzE8itOEAd/HiRfGqQFKQchAYcQyJoCYAxDmJwIiEMM7n+FSKEIDPuPTqwquUcsQrxpNGoxEA0mq1Wq2WMJP4JKE32CNiqBQ38BmCs3iZXMMgA2ARusVngyAJb2PRie9YfC04S+HAAlcWBzjBRrDhvzwwmC4uDwmShL7GoU1NWUtltbghcHQTJIRxEy3T0Zjh45Y1hDi/hAzEJYfrR8hGgwbAhWyLPRhYHHPxKtFQDSv8OPknOedJoza5tcQ2QVK0Mk3hsgkGvnBENuEAJ6gECyZ/NKS6m0Y3QkKYjTCKRUTDsi48PJxnE2qymkAHODxWJRXCdzOmCoEA/EowhNFDPowH5icCMinbcUXFEUaGAL2gLvIrsUpFT+4lQtVcUxI8YWBhMAlOEpAiSIK4JpiJS28MJj8/P3gr4SSCJOAkHFYJIUUoB7kzpGIInx1yF5IQQK4Npwq+TYCi0Wh0Oh1s4w2yU7zFMNLpdBiO4r/wg8FDoIQDUYot7yyFbzCszcUrlpiC9QmMsEEgbnsc43BqJWIc10nYDgAYAZIuXryoiiSMU6zzscrmaRpGDxdG0lgmRZL0thbnncQpjACBCfxTHRv65SEABB/T6/Va2SAAFcfDBz9a72BSAxZnZQwsHvW4kMIwItYAQRLxlohcJswk7ABMThRJWGJj41FNGIlwJjZ4eh+j9NywkCScRNAjtvEVkuobzDF4QwojQI/0Lf6wFE/S/y7lHv4Wfwb/FiGzeHVhTsBE9LgQCUQ/kbQOq28S4MTVx3JZiGZiB4gh3iqQFKwcHEyhoaEkogkMqXlF4nYhMJJqIHJn83sdLgPGCoEOZx1MP2JDbVuv1xsMBsFV4hX/XwIpEgH54LjHYCK3CqEucWZilYY77CESiuunKOaJe/GZhJgRyRanKOAh4gtIdBKOayFoSIURdi8ID4lYBncJEUYwyA0nzp2WSV1ySTBDEP5QYx0ABwy8jeEl3SYUxd9KIcKRRHaKEKlRUXs88JF7L54JKYEnnBqTOxyHOYInca0xAASSsL1EIp2Q3nIk8ZyfmI0RytoZj2g8sSfxC4tW6e1IYgphIx6e+H4CDikzkQ8YjUaMOfJftEyea5WKXsvEvkaWJPL9/IaJR+peg2ytOKXFQPQ4kU1cfXPrkkhvUgcTwU4EOGJ8iyFHkpo2IhIbo0eNk6Q8xBlIywYmISJcdGxgFlHDDSEbKcIMBgMmLfJhQks6lv2JOIj3C6jplKmATpktcixieBHJiJkJxzuuorAAJ6YABDtuggNFCSoR7gBO6ERaJ3S3BEmAR2xkcyR5yfAJhtQENaYijYpw1skiF1xR77DAmDAYDMA0BCXeB6cuQoHSI9TK1Bv/vE6m6DmwcMgjzK2RySl8qkm8w7kz4SeezWGKEvpJxD61nI4iiUhsKRXhuBa53AqCjY1YZFKLGE/CmYYNL5TDLwyBi06nwygxGo0YSTBE5DKgIfbomYTCeziwyHGSIwcekiIP74dbQie7eXTLBKZBGZ+GaUeCJzFIQid8pmj1PgKe0GEkEdsJ11JAgyuQRCJlmLI0y9lIZGfELsIcyzW1wI2UkMgFEOcaX0s11YwBYVAZAmTkLWcvjDOS0GFUEXwTVHGqU7s3+CD8pGVaHhMSQVKszGrC2yTeYX6KUDaiCF+al1MASRJOktqPYazTSFiOIrRhowzeYj3IYxnmIS8nl1wATBXkYhPuIYQkRY9xeeD9ZCdBEgYuP2y8U3wMvo5hWbzrlbGY7xR/jYc8fNdp1BO9OFlzgdgm2OJIEuKJMJNgGeEwYTx5Q1KYsmctUjm4V0SMR4Ek8lW5jsbXQy+TPtIYJI1QmFrEW6PRaDKZjCrDZDJ5wRYZepVBsMXZSy8TcwJhehbgMJ50KMwRMBExTpiJXBG8jQ0nHOlEWidIBKdywhTALQNyJAl9zfM1oo0wkjDwY1ABhPiNIpxpldmK2rUhp16HghrEIHzVOQLIjwRuyLbBYDCZTAJP5G/yDY5UL1iR3glqP5UGOA1LXcXJ5PGOaybsEcTK3Eu1GCcCHLGacIATtAQxToIkLLex1sb6motrTJ6xyvadeFbl4CEMb3PuERcYwwUuP/6p2IMRIHADA781m814P6cuQkh8mxywFEwGZQgmP5L+CuY2TFEapVlFyInQUjxzL2OQV0yyObAx8eUOl/VYYhNccBJsUCSFsYbaCFadlSokkvPHogZCfBvBhp6JaHxyyeDhhgcp79wjBoaO2CafxNvkP0qPSq8MrOTVC/70yzkm/7CeRUwt8xfwkGomqYdJkIRHVFRUBOu3JKYl9r6JvSRBktSNxDCKVtZleZqmlqyJwE/uNgwsct7FJdQzJSRFkpR7COUAjASSzGYz3o8/TFiKw5qwl3455uLDxl+K3xVSnGEw8djnJd5pmNtETKYY5SDeMlxi4jCFop440nGEi7tyJHn3kIRCwkgiKSiR2HDf4PRYmqNJ72AuYgiMvFML3glAITASbzFjkb8g3hpU9BOGO4aLGtGqIUmvktDxbA4jSbdcASTqm1sDaoIpZrmuwmtzIJWwZhKcFIz6vuWKmxMSL49wL1vk/HGstk/kEYERRw+/6YVAJhjib+EVgwOTE4GOxWKBt/ArOOQRgPJ/J47nv8QK/2ocSQYmyPgZI2Dyks1pWEc5Vt9SfuKFuQjUtovrcRhMFEnwOxHK2VLSgj9P2eJR5wNxO7jKFgDCckGcXHxniwsmhIuJDcJGAgcYMQAaASYAkMViERtmNDAE8QEQAGGi8oIP6QeMKuKPI4lrcI4qNfUtAETUN4dRNCv0RspaUELQxCY8g4DqJCySCBuRKps4AgJ5nKxJqVgnM4qk4YBfMAwRjic1AImB0YMHQZKJ5XRqhGRSSnKOCU6iHEnS/WpgIhpcOrBU4kgSrzHISSYaXKga7CkSJOEYB4MiyUtEi2L9/Nw6UlPZ2uV8DYd/fOrFW3KXYwCZVJIvEqdIFCNgSkhIwBjC2MIfw38Es51pOcgaZHIN9hP88U9ynJlQ7CaUJs6VTuncEtGpRT5LHJou4cUXIBpc4Il4lcJfDEPzmbC3BBNJFEjyXvOPQt202KWAo5QqPv5tubjGZ1Z6v5q8KmVCPyaTSQoU2MYw4syEqUvKT+JfiwOTBlkpzjhuvHwAIwlvY1ri51arNMR5sBOyCetuL6438ZbCl5cYwF6lsLwlSIpg/ZBgSEahLrZY5RAUivFECImHNgNLm8V5JAGLX0u14IXxhCMa5h7Ak5ScYCf5yyRiigMTjCXFjRFpdnzwGE/esaWXGU7k7OlkJhOHkUY5BTSWjRivnXERqFOAgwmYiSpurLKj2PwQnvzHo6YR8gX4raOW8BuVYkjECLMyfvGLKnBAAhzGFuEeTktSopLSEucnAhSMIQ4pL7eHFEyEovTMcMJI4q8aNohvKU3leGU3Es1twhmcQBJkcPLoRuzsGNS/xj0k4R7he0KjLBgRJGEMYVkgpSUCJilbcOhgYGHQCNbBoFHDFv+P4p9KgSJlUA4y6Yc5JxmUApxQkU5ZaCI5nVbZPkDIiZhMWDBhtSSG4KRQ9Zm7qtFNhDYB0hhZmVagm0tsPEjmz9FjQvVUI1LZRmWyRq66uLqYVxISEsTHMG4ARlarVWwLYHEIir9jQsILA9qIkgAjSwgwSsxKbUfuDRIE1cBEBk5+MYwESxFfQGzEKUso3LHEpkAkm9hESiiqSMIYFOTGC36xypajeNQSivGkZyURvbrxKM4auWXx2efkQShEIIMARWCI/BT/FhkYqRYUQE1KdY8PT3yMHLlZKa0wjAjIvKAKxzWjsplYJ6v14sHDHEESYEvNXhLMwh0BPKeN6iReYpMWa0WsJQm/BjmQ+OtxKiIwwgzPkYTjF4cRxoSgHA4sjCTxYdjJgcWJCgOI48mkPjgViWFROhcmFjfJKZIyEzecCIy0bKJmvKy+SzI4oZKJFyBKakIqSXQS6UPChWJSGCFIwvkCEUY6pZ0t7irpmTIx9aCGJDMzh6T8hEFDWEfACH/YarWSyGiRGQQESfxQpWAyM2FHcEYomZ8oHuywVCKySYd8Jlw8EXYAtitjWMMJqcHBayiaQ4v7TCiSuJdNErc4NEtEECMJalgb6WUD07XY5qee3LUWWT7PiQeDgIAGcAMbNpsNExUWT/xfWFSkN0aDxWIxofDHoSZ9a0TFPnw7mZcjndgpfqQGJny7almzgJZV5XgGJwRTNJoJjm3qcDRtV7R4AyfRaolQSCSoRaMlaeJYYYSENpKp6ZQ1Wh7XpOGMnHqLMgvDtJGg1Nrw1qoyAEAEVZyu4C9gLGKsmJXUaFbJFjkD4Q+oIZLfS5ilTEg8GVBmR7wVnXKQYEeQhP1uoruljZS4BicmI0mQFCnriiQmJK6HcELCeQRX2ZiQCKVLzy++NlzKEAEkMAGgITCy2+225SGAxVFFCExNQkmjHt6DvxH5AGc7HjeNy/KccJKJKXGj0hMnAU4KJo2yNkeQFKtsOCHdAaI1wJvijmSt/uLvYg6MUy6gBoPkogaZJyvAxGWBiBFSJBHWIboHLrwFiWhMQgAXsoHxhEGDEYYpigsvgiRpKFTbAyTn/RcJOeEwR+QBhhEHE9HgXHSDEYhhFI26cnEBTs2cBEgpkMRL/UIbYR+Ss5EO9a7jcEZgZGS1J6lowGeZXADMOglsYMQQPIkNu92OyYl/XqquEpiJwMFNMMFRgn+FbON7CX9xor3wSRPn0MDyYj3rQvGOpHjWEEdcJay7cYOAKpJIVYSnbHGsNRtHNJJEYIktAIQZ24zkpxf+5zDiAOKgwWRDcMORRHiLA4v/aykszCyjVKM0GOLzmOQsSsmFmcksa0zg0c2AptdpVfoFiCkQL2tgimYT4khXLq7BSTiJ+JA8X+OONuZSNW1kQtacUekVmZCPLL2PE1TyL3zhBRrEHrtsYFrikLLb7eRPgUiH/QlIgalhmmCFI0k6MOYwHDmYjMy0xGAiXoDIeEgeRyCFPR0c47w0vok5SKKFUo4k3jqCbSSe+XMHkgQ1HM7MykyYKFN+Z8O5lhIGYSP8GYIeQEliYuK/AotzGImPMAQCOKq8MFkCSxQIOZGwnqAUZOK8cTxxqSSGDlU/SRKnUXa3CmYirhLuxCVqSbhKVHFHo3kjOKiRmIqhrVP2r+EvI3I0YpaQoEaiGL5HE5AW5qyDd5ILjwEEA2AkXgWqxPZ/HwHxkQhY4GiId0pRJb6UNPZxmYhDP8aTEVWZDGxwfsJqicsmNZ2Eix8RytWYxZIkcp2EQxsJagJPWlYV0aOZsjqdjqQbONibkaGHTyKPAkTuECQRxPBXjJXExETBTAI9GFL4V2wy5ZTgVZNZkWXAseUlJuKvSQQWgRSJcf9NWoeZCQaOJ5rleSlwTbFOUiub8F4loCVvuRtR2VJHWy3V52xEYhkHDZwycmdL6UdKRdKYlYiGGi3xkIdjIsGrjXmbglo41DjOCLykTEbwJMBElCUR3Vh9G5fX9yFeALaXdGhpHo2yo1IEJWwpEXLi0lvCSV7imoYNEpJxtMZfj8ggwkCwR+1OJYNHMXyZOSCSkpIEaJKSkjiGODkRGpPGOClL8Z2E1ThuyG1jYfa6ABNWkxhSRIYalc2WRDCJGCfVTCK64QwOi27id0OkkyAJV/uxgcSTf+we8XwBO5BmZQUAQ4owObkj8R2foLStSTjDYMIMxGMZQQlsY6gRDoNhlQkvfDAJy8FLCily2PxjhInFNjk54nRhGPHMzsha5LBgIlzF1TdxunkGF4EGpiXKSTzhhz3EisQpG5fYUuMRCyP+SngI36+cjbxENKKjxRBwSUpKItARb8kneezjSCKijYMGM5lVJV2wsuhGkERQJWiJ3J9SnYTxxJHE7SWcvsUom7sJmMLRmjZUJ/HMP561+hNCIiU2YnJgNuI8xNEjpBLezyURoSUidDAmOErEwLghH+O0ZGeZIIcIJjB+qJyQeKy0KdU9IWkyOC0J2UTMPExLRICTShwxAggt4QYBMqlSzklS94iIJK2yAwkDH8MIKyTO0mpgUotohH44eqRsJEWMeOtwOMiPhLTihET+F+dIwpfeIUW2CcgS2ODCgKhvM6qo4AtBNDiBkVbWwBSnnFrJUzlSzaVIIqooXtmjjZkQ8xAgifiQRBtirU043MqGWkTj6OE8hFFCBoCG/BRTF2csAlDpv+bQsSvzPi/Y4t+RnBkbskBxgMMbGEYkzInhhZC0yoko4rrjtn1uVJJ+XLnixikbMSFxaJMm/zyiYSQlqJhGOJBxquf3OrmcUgZSQ5LAE9kmw0ukw29tTPiTwKf2I7UhvZ3UIp14SxxLXk5RC3Ba5RAZXCwbwmjk3lJERIQESST5j0Oz2HDqSJICkXZiAYhVNhdJ5Hxhkk9QpkJSAHmhCgIIgqHExETH8uAfk6JQLVxyTONDVaNSjCqOLXI7kTtN7CEBDp9qbg1I1RKxlzCYiNktNSqJSxkeHk6RRAwknPnj8o2eNUNiic2dD0xFPJzZZLqB85AUQ1jZiGtMyEYgiROSAw2CM6KrxAfgv+NtKUuJI09UKnc8OATJScD3G2cmMys3SQU4FFJEis29G3iVlk0IJ3GdJFxKBZJiUSOb2CA5v4YV2ri+FmASX5tLaUJIOEyIt/hH5LIlIY9RjYQ4XJxOp9PpVPupwBPBFkcS10+JyMEiKMHxEd8VSTI9Jz5GKJlzknW5ZofvWIEeM+q6FEgiiluH2k5wEkcIiUQ3sviEmCNJFTfxtTXKRjacskGM4zm/WqaG5ZGaDBJ77MiwwVcOQ8eLMAJqEaAR2/D6Xw4MTR7pMJTVAIR34q/gcDisVqvJZNLpdDExMZGRkaL+ZTKZ8Pe1yTI7zlI40lmUVhPXSVwzEYsShpA6ePaSlJYAUhIk8eSf5PzYkMSEJExtfK8I6AhOsjEThdCPTZnw25TpN0ePeCt2Ag4wbgQbqYEGPsMjo5eBmYkcHoEUPkir1RoREfHXX3/9+OOPu3fv3rNnz+7du/fu3bt79+5du3bt37//8OHDFy5ciIyMNBgM8IsESQnMziUxzqyslBM7AMNIxDucwRHdLZ1OyScwyZGEDQYi73FcI/ka/gLm5eIa1kZqIkkaHfjlSULGD4lBmIocSF87l4f3EJaEVJSD6W6CLSliMFykvAVv4+Pjjx8/vnPnzk2bNq1evXr9+vXr16/fuHHjxo0b161bt3bt2g0bNqxbt27jxo3ffvvtf/7zHz8/P71ej0k6QemAw7CiaXpmNnBJjoMJBr7EJMaJsq5aZ7eqTopHkyGFe8TZSK/XY03nJWVLQH1qUlmdyDREIoplfCQxJUSuuoAFhpFTOXggI3hSi3ccTwTrhDIF4UVGRu7fv3/Tpk1r165ds2bN2rVrYWP16tV4D+Bp06ZN69ev37x58/fff3/kyJGYmBir1Wq329XcAZzWkBhHMCS1l7AO1i4v50WKZtLmbjEUSPKSsmG1LwhJsBGIO3xDeHeMcMziG4lMzPJrQwZHA45rOLoRJOFt6a9zDGHO4wDCe8TvJicnazSaH3/8cfPmzRs2bAC4rF+/XiBpzZo1a9asAVoSP926deu2bdu2bNmycePGnTt3njhxQqPR8LQugfmWhI0MymXmiFfJ7QBc0I1H/d24ySRyeb1lkcFRJBE7W6tsZ8PB1Yi69QSSuF2UwLxskqCR7IygR5qgSeMU/ymGjsvlcqoM8nn8lmNU+oqPUPy63W4XFzU4OHj37t0bN24E9ADrrF+/Hl7XrVsHhAR4go1169Zt2bJl165dO3fu3Lp169dff71ly5Z9+/bFxMSIMIdhROIdBhPO5oRgIlKJ624R43j7mxBMqpxEukc0aD1/LIx4Tce0PE0WfzEBIItyUixOyjhF/SuMElVEEuEVEVM4/XBUEdLibx2ykMfBbTQatVotqAqj0SggFRUVdfLkyYMHD+7du3fLli3r1q1buXLlunXrvv76awEmICTgJ+CkjRs3fvPNN3v27Pnuu++2bdu2devWjRs3/vnnnxZlVx1Pk7GHZ1IOjCSilkT8wZUTTEjwSkS3iHEUSbxMK2iJlJcFmHDyid0OzEniLVZIdjYSlW4NjxdSZsJYke4UtAQYIkgiBOZgETBpOQ1U+0dms1mj0URGRtrt9oKCgsrKyoqKisrKyvb29u7u7ra2to6Ojnv37t25c+fmzZuZmZlGo9HPz2/37t1ff/31xo0bN23aBFFP8NO6devWr18P+7/77rtdu3Z99913wExbt24NCgoiUolTlAX1WGIM4dBGjMp/RZK0XUmU4SQ6ieRrJOcn1X4T6qYlppGXTI3wkIAOjCSlAZiorG/wMKTGKPjCA4ySk5MFmBwqGpyEPPIxwm1mszk+Pj4jI+PatWt379598ODBwMBAV1dXS0tLTU1NT09Pf39/R0fHw4cPm5ub29raWltb29rauru7a2tri4qKDAbDr7/++j//8z9btmzZvHmzoCiR03399dd79uz54Ycfvvnmmx07dmzbtm3Tpk2nTp3S6/U8HZYyE2kTEJDCEYYncQJMQnELLyB2eQITVkv/jiQskkhcw3giYMJfUk0hcedazTEi4YwDhQ987V3KQXbij0khRWAkgGi322NjY/V6/a1bt0ZHR4eHh3t6etrb29va2urq6pqbmx8+fDgwMDAyMjIyMjI4ONjb29vV1fXgwYPGxsaOjo6mpqaurq7u7u7y8nKTyXT48OHNmzdv3rx5y5YtmzZt2rg8tm/f/ssvv+zfv3/fvn1//vnnb7/9tmPHjt9//z02NpbYuVZWTiHZtDSPw0O/XDPBYBLFE+ItYSQBmOSKmyRrBEbiOLCHxOU2ZyOiitQSaR7I1FIqgipCQmpIksJITZKLfwEfAFbTaDRBQUHp6emPHz8eHx9/+PBhV1dXZ2dnS0tLb2/vs2fPRkZGZmdnZ2dnnz59Ojw8PDIy8uzZs5mZmeHh4UePHvX39/f09PT29vb39zc3N9fV1RUXFwcFBe3atWvr1q3/8z//A5DasmXL7t27Dx8+fPr06QsXLgQGBp48efLXX389ePCgyWQiUgnbv0QtmVlDHLmamJCwSia9b0ItYYtSjiTCbNK0XyqSMCdxYWRTlrhJvpbI6lNeEIYBREDDUcWBwiHF2YhDU/yR5ORkm80WGBgYGhp6/fr1vr6+kZGRp0+f9vT0PHz4cGZmZnJy8unTpy0tLQUFBRaLJTQ09K+//jp58qSvr29MTIzT6czNzW1ra5uamhoZGenv729tbe3u7m5qamptbb17967NZvvpp5+2b9/+zTffbN++fefOnb/88ouvry+0twYFBZ07d+7o0aNRUVF2u53cqFhOYFfJorS8sUWpR5UToZYwJwkvII6tZMIFkwJJGvRkezLEv1Sr/BNOIjqJ5PxEJAlUcULCoY2kY/itGhrUGIgQj1Q88b9jMBiOHDkSFRXV2NjY1NTU1NTU19c3NTX18uXL169fDw0NORyOP/74Y+PGjZ9//vknn3zyxRdffPHFF58tj08++eSrr77avn37+fPns7Ozh4eHZ2dn+/r6enp62traGhoaamtr7Xb7oUOH9u3bt3///gMHDpw9ezY0NBRaE4OCgvz8/E6cOBEbG4uRhFUpPvnc6TYrm+DwNeWWEkcSN5bwbDiKJAIj0UMioqlJuR65FEb4S6qFNuFGkkiXJBte9C+JZRxAmI0EtYgfCQ0u5TD8NiYm5scff9Rqte3t7b29vT09PU+ePHn8+PGbN2+GhobMZvOOHTs+++wzHx+frVu3Hjx40NfX9+LFi1arNS0tzW63+/n5HT9+/KefftqwYcOnn376xRdf/PLLL1evXh0fH5+cnHzw4EF7e3tjY2N9fX1WVtbZs2ePHTt25swZPz+/sLAwCB/woJnTp0+HhoYmJSXZlCVwftqJ+pZW4rD05kji5qTY4DMFaHTDAOI2EmEjXPwXZpL069nYUKuskeFU5ttSpoENBzOKkpcH/pjYg1/5cCrjWkRExDfffBMZGTk8PNzd3T0wMDAxMbG4uPju3bvc3Nxdu3Z99tlna9euPXz4cExMTFZWVnNzs8ViiY2NTU5O7uvrKykpcTqdVqu1qKgoM0sgbOwAACAASURBVDMzODh4586dX3755eeff37w4MG6urqFhYXGxsbq6uqKiorq6urs7Gw/Pz+ADnQKxMTEhIaG+vr6njp1KiQkBJBkU+8USFBWebn6Jo4gr5wIdzqerYkTJ1s7QKKTMC1hO5vn/zAsbHEg8fWETkpELfQEQ0mshp+IKmvSHIpTjlMmevDHBG44IRGEkb8DMNqyZcvJkyfHxsZGR0fb2tqGhoaWlpamp6dDQkJ8fHxWrFhx5MgRm83mcrlSU1Nzc3OLioo0Gk1gYGBAQMCVK1euXLni8Xh0Ol1BQYFI5dxu9549ez799NNNmzaZTCZQS+Xl5TU1NfX19YmJiadPnw4PD4fTrtFooqKi/P39T548GRwc7HA4yJ3pHUyYnMQVJAYhXGvMJrjPhHTSkglM0dHRcsXNtTaW25iKEtA6G/jVpmwaIY5RImuTdbBeDkFFLiao1YKX94GxQiBFop74g263OzY2dtu2bXv27AEfqKOj4/Hjx9PT01NTU8eOHfviiy+2bdvm7+9fU1PT2dmZk5OTmpp648aNyspKi8Vy/vz5hISEgoICt9tts9kCAgKam5vHx8cHBwffvHmzsLBQW1sbEBCwcuVKHx8fjUYzPj7e0NBw586doqKiu3fvAjHY7Xaj0ajVaiMiIvz9/U+cOOHn54fvTCIkvMPIjHrfiO42KB85T7oD4pTzRHgjpQRJRGsLPOGsTaqQpBaATVmXTWRFWbztYNUPp4q7w1Ei5Sce3fDnpRDEaDOZTN9///26detKS0sBAf39/SMjI2NjYydPnvziiy927twJ/0Kj0RQVFbW2tvb39//99983b960WCxxcXHJyclpaWkRERFpaWlWq/X27duQ7gEz1dXVDQ4O2u32zZs3+/j4mM3mzs7O+vr67Ozse/fu3bx5MykpSdzAERERJ06c2L9//8mTJ7HK5JaSFEMWVtnFutvgtcVbo9KVi4sncsWtXV46Astt/O9NymZt7G5jkWRDJTYujKTiGlOUNLSJS+52uzkOuE5yu91YMOEw5x1PiYmJhw4d+uyzz4KCgl6/fj0xMTExMTE3Nzc3NxcSEvL555/v2LHjxo0bNTU1ubm5OTk5Npvt6tWrNTU1OTk5LpfLZDKlp6c7nc7q6uqrV69mZWVZLJb79++DjTkzMzMzMwOgXFpastvtGzZs8PHxMRqNY2NjFRUVRUVFNTU1hYWFQUFBUAyOjIw8ceLE77//HhAQIBS3EAxWZccORhIpoZjYfAHuT+qUs+GwtxS/PONbxLh/RxKpk5BaIMYQQRLBk3V5XSxuHUnzfJ6pcbJxMenDf4rhAnjCPxIIA8wRpLrd7sDAwLVr127atKm6unp+fn5qampubu7jx48ul2vFihW7d+9OTU2dm5tra2tLTk5OTU1NS0szm83p6ekZGRmlpaXt7e23b9/OysqqqqqqrKwsKipqaWkBhfTkyZPJycnx8fGpqamxsbGBgYFHjx7Z7fZ169Zt3ry5urq6r6+vsLDw1q1bpaWlsG56eHh4QEDAqVOnAgMDIa2xL/fhYPon5JTAiruga7no5rQkDW0aZZc37jORK26MJKzLcBGHAMiiXN1MfCU765MnhARvvfjXXhQSkcnSuMaZSexxMcEkYGSxWHbt2vXFF1+YTKbnz58/e/bsxYsX79+/b21t3bp166ZNm6xWa3d399LS0sTERGdnp8ViSUlJSUhIuHv3bmNjo9vtDgsL8/PzO3fu3MmTJ8+dO3fx4sW4uLjs7Oz6+nowvp88eTI7O/vixYvnz58vLCy8ePHCz8/vq6++Onz48MjIyL1796qqqu7cuZOTk3PmzJmzZ89evHjx3LlzgYGBFy5cMBgM4rbkcluNk4jZbWBDeEuckOLQ6llkzok3nUS0NjaTpG4kztqISBKGJEn4HQ4HvHLHCCskjCFhHUlljQtVM5L/68HZC5B09uzZFStW7Nixo729/fXr18+fP3/z5s3bt2/Pnz+/atWqoKCg69ev5+fnd3Z2fvjwYXp62u12OxyOW7duZWdnHzt2zN/fPycnp6Wlpb29vaOjo7e3t7q62ul0njp16syZM3fu3Onv73/48OHTp0+fP38+NDTU09Nz48aN0tLSP//8c8WKFeBbVlVVFRcXl5eX63Q6f39/WN0R6MFqtSYqpwxwUyBBObDoxlLJwDpxiU4ixhJuycVzTiiS9KgbSc8akrDBJQ6LWBcYQzb1Mq0UQFh0c8UNeRxhnWSW3vNtHOC4bBLb8GeBkL755psvvvgiJCTk9evXr1+/fvXq1YcPH+rr67/++uvvvvsuNze3uLj42rVrOp2uurq6pKQkJibm3r17UVFRZ86cuXHjxvz8/KtXr169egVYefHixfT09MzMTFdXV1pa2okTJzIyMgYHB0dGRmpqarKyskJCQgICAm7evJmSkrJu3brffvttbGzs3r17d+/evXv3bl5e3vnz50+dOhUWFhYcHGw2m0UuTM62GphI7ibV3VjPYDCRJhOsk2LRwgFyZxJXZEi+xi0AEpK9IEk0jahl/lJyEl4AJyG18ER+pLZBUAX73W63n5/fqlWrVq5cWVxc/O7du7m5uenp6Q8fPkRGRq5atSo4ODgzM/PmzZugfkwmU2Ji4q1bt6C4NjEx8eHDh7dv387NzQGG3r59++LFi/7+/s7OTmgWuHHjxtmzZzMyMrq6uux2e0JCQnR0dEBAQGJiYlVV1U8//bRq1aqysrK+vr7a2tra2tpbt24FBgYeO3YsKirKz8/v0qVL2FXBxI+RRGDEoxtskOjGFTdJ30jxREglVReA2EgAW0xFXGtzWoKbRnxtadZGSCgJTQghEQ1LJXztCVFhTGBCwgDiskl80uFw/Oc///Hx8dmyZUtra+urV69mZmbevn07NTW1e/furVu3lpWV3b59+8qVK9euXbtx40ZhYWFjY6PFYgkMDJyenn7+/Dnkd8+fP3/79u2HDx+eP3/e2NjY09MDwBoYGKipqcnLyztz5kxZWRmk+rdv34bTBU1La9asOX/+fH9///3792tqaqqqqmJjY48dOxYcHBwaGhoVFaXT6ZKSkoRswEjCyikBLYpqYd0BJrYms145b0mvXH4Zp29x7HlwEk4ibiSJbuIgMIwsKoVbUNw4uiXJOkZEwk8UkpqTxJVN8nLy5VLmdGS4lwfGGYBMvNVqtRs3bvzyyy/3798PBDMzM7O0tJSfn79mzZqDBw9OTEy8fPlydHS0tLTU4XBcvXq1oKDgzz//HBkZmZmZGRsbe//+/dLS0vz8/IcPH/7555+2trbXr19/VI6JiYmUlJTw8PDm5ub09PTMzMz09PTExESIkt9///2OHTva2tqam5vv379fWVmZmJh47NgxYAKDwQD9mZiWcCpHHEsiZwknmWQdS0LkCJ1E1Dd2uuWcpEPN/zxrIzaSma1iQywAbEsSNnLIWrB5ssa9AMJGhIpEts/RQzDE8ZScnJyamurn57dy5covv/zS19d3eHh4bm7u1atXi4uLISEhq1ev1ul0S0tL7969e/v27cTERH19fW1t7eHDhwsLCz9+/LiwsLC0tCTg8uHDh5GRkY8qo729HURVbm5uXFxcSkpKSkpKWFhYXV3dmTNn1q5dW15e3t3dXVNTc//+/fz8/DNnzlitVpErEdlgY4MYlYSZxAUlXgBX39I87l8UN1Zb4o+SQhuWbP8KIxHa8CDo4QFO6gUI4pFqIAIvAiwS1NzqIyUl5eDBgz4+Pj4+Pjqdbmxs7MmTJ4uLi+/fvz948ODmzZuvXr36/v37Dx8+vH//fmJiYnJysr6+/ujRo+Pj40tLS+/fv3/z5s2HDx8+fvw4NTU1Ozv7/v17NSR9XF6wKj8/X6/Xm83mlJSUtLS0J0+exMfHf/XVV+np6aOjo5WVlXV1dXfu3PHz84NWJ61WizWDuF3VoptUdBNOwoKJ53EETNLpuRRJpOKG/VCs+bk8wodOsgkc1Ejuppb/O2WNZlxQkwQNqyIuiQgtEVTBbzkcjr179/r4+KxatSo9PX1ubm52dvbNmzeLi4v79u3buXNneXn5+Pj4hw8fPnz4AKlZQkKCyWR6//7969evAUMfP34cHBycmprC/CQdGRkZ586dKysrc7lc2dnZHo8nPz+/tbXV4/GsXLkyPDx8fHy8rq6uvr6+rKzs0qVL0JwE582uMqQZnIARNgKMaOoSzqsMrADHoxs2J1WRxIOagS2MRNJ+Io9wXCP5GjYkHTJTWyqMCJikGFIT0VJIJct0d0pKisVi2bp164oVK9asWXPr1i0wDOfn5x8/fvzdd9/98MMPra2tUOt48+bNy5cvh4aGYmNjr1+//vHjR4ykiYmJt2/f/vPPP96RdPfuXT8/v8LCwvT09LS0NIfDYbPZUlJScnNz16xZc+bMmYmJiaampvv371dUVAQGBoaEhCQnJyehBXe41uZeJSEkaYDDOgmzibQvgHRRAphUkYRLbEQhCSTh7IDENUxIPLTZ7XYS3dTiGg5qySzbT06Wm0mCY6TokcY4EEl6vX7jxo0rVqxYu3ZtSUnJ3NwcUEtnZ+f27dv37dvX3t4+PDw8Pz///v37hYWFzs7OgICAe/fuffz48Z9//oFYtri4ODo6ChaUdyTdu3cvJibm2rVrmZmZLperoqICaroFBQVr1649ceLE2NhYe3t7S0vLvXv34uLizGaz0+kUtyIGkzS6SV0l4k9itWSQzYPjYOItuRRJ2JYUOCUOBLYAcFDDcc2KiiSYhARocOUfhzCCLZeLtgph0LhkZqMUIlIw4Q+kpKS43e7U1NS4uLh169atWLFi48aNjY2N4CTNzs62trZu27Zt3759UDt79OhRbW1tRUXFgwcPLly4UFdXB/EOTuOTJ09aW1sXFhbevHnjBUYfPnyoqKiIiYnJzs6Gu/H+/fsDAwMfPnwoKytbs2bN8ePHe3t76+vrGxoaqqqqzGazzWbDvM7jmtiwojUqpcwkVdwETCJ94343NrslnETyf6KQTKxqy5FEaDaR9Y1wfY0BhPM1TEt8OJdL/Zh7iMTG6BEOk1DWhJ+Ak6Kjo9euXQtIqqmpgdlqjx8/Hhoa2rlz5549e8rLy7OyshITE9PS0tLT069evarX669du/bu3TuQ4R8/fnz58mVNTc3S0tLk5OTMzIwakoqLi5ubmwMCAlJTUy0Wi1arNRqNLpervr4+Ly9v7dq1R48era6urqmpqa2traqq0uv1GEnYpROvONh5j3HighJLCbsAAklq6Rvux1VFkoHV/80qhTaOIZL829UrJAI6pIiLiSoZpWMCIiR9k4okaSADDMEr+XBqampMTAxMtV6zZk1RUVF3d3dnZ+fw8PDQ0BCsb5SWlvb333/n5eUVFBS4XC6NRgPcCRwjMrXW1tYnT57Mz89Dfvf27VuMocHBwevXr7e3t9fU1Fy8eDE6OhquelJSUkJCQl5eXnJyso+PT3R0NJDf/fv3a2trYSJAIpo3kciaB4kjwJFkRhNOSMHEqJwjgAMU0BKZwETmwSmQxN1IIo9IaONBTQ1GScoWWw4XTE5Ya3NhpDakkU7AKAUNTkviAyK6rVix4vLlyzCXDVq2jx07tm3bNr1en5GRkZ6e7vF4UlNTbTZbQUFBcHDw69ev3717h3P+9vb2vr6+xcXFpaWlgYGBzs7O2tra/Pz8/Pz8O3fu9PX1TUxMZGZmRkZGJiUlxcXF2Ww2oIHq6ur4+Pgvv/wyJSWlt7e3ubm5oqKipKREq9UmseWdBN/jAJeIHrdC1BI2J6U6SVo5EaFNraBLOQmzEa61YQBJYcStSHz3kISfS2yeowkwSYkHh6pkrzpaQESKHvxTUEs6nW7Dhg3QDqvX68fGxjo6OkC7aLXa1atXazSa69evX7t27dq1a1euXPn777+vXr166dKlW7duffjwgQij+fn52dnZ58+fP3r0qK6urry8/N69e3Nzc+Pj48PDw52dnf7+/tDMZDab7XY7HH9NTc3BgwfXrl1bWVn54MGD2tra27dvp6WlabVal8vlQK3uBEk2VuXEYOIZHPEIjcpBYKRTPpqC1+Dk0U3AyKhstMX6n8sjKZLUqIhn+zz5T2Yd+0RBSxWPFCtSBoKB/1RCQsKWLVtWrFjh4+Nz6NChoaGhqamp4eHhly9f3r59e/Xq1UePHm1raystLc3JybHb7U6nMycnp7Cw0NfXF4ewd+/eSSX2x48fZ2dnBwcHR0dHL1++fPLkyZSUFKvVGhMTA4L63r17lZWV27Zt271796NHjxobG2tra6Gup9PpBG0DM+HBYxyRTSSDw1KJMxNGEk7feGuASN8oJ+lZvzaR29iAx0GNKyS7skjiYJU1l7JZFmOLhzMimTFusOiRooqg0I3UEkGY0+ncuXPnihUrVq1atW3btv7+/oWFheHh4Q8fPkxOTsLU2Ozs7KysLCAnt9sdFhaWl5cXFhaWmJgIWOHk9PHjx/fv34+Pj798+bKrq+vZs2c1NTUnTpwoLCxMTU11Op1msxlOEfDiqlWrzp49Ozo6WlFR0dDQ0NraajabrVYrtk7EXcrBlIgWUbWp+N3c7DYsN1jrlXMEDLLeNw17hBflJBEssbtNEjeukLDKw0hKUrZEYpSocZJUGHGgSKGTvJzP8wE/wtAhEkp88sCBA4Ck1atXFxcXv3///sWLF1CCjYqKWrVqVXR0dH5+vtVqzc/Pv379elJSUnBwcElJyenTp1NTU6GWsrCwAC4AmEzgZAo8dXR0nDx5Uq/Xt7a2lpaWwnUKCQlxOBxut/uPP/5YuXJlcnIyZI73798vLi6OiYlxLC8OJjielA2Ee0doycoe/IVVL/ECjKgjQJrB8eob4EmBJExuJuXAhCSCrhRMAkA8tAk17VqeeER0t1PZPos5iZONFFuYpfBOgEtqaipHEgaTx+OB5qRVq1b5+Pj4+/u/f//+3bt3L1++BBG9YcOGvXv3JiYmFhUVNTQ03Lp168qVK8nJyenp6Tk5OQEBATExMd3d3YuLiy9evFhaWnr79q2oxH38+PGff/65fPny8ePHY2JiCgoKamtrHz9+XFNTU15ertVqPR6P2WzesGHDkSNHRkdHW1paYAac2+3WarXJyclYXGI2wrSUyIpxVtQdgEMKtwOMRsWqAcSZFMwkRBLuepPnblghYdGdgArLnJlsygf1JSIrUkDHtTxZ1iVr8ifbGExuJoMEAxFIcX0t9JBaUMO/azAYNm3atHLlylWrVm3atKmpqQm4BHBw8eJFHx+fixcvjo6Otra2ZmVl5eTk5OTkmEwmu90Ooer06dM6na6qqmp0dHRmZmZ+fv7ly5dPnjy5fv16SEjIpUuXCgsL79y5U1dX19HR0dnZ+fTp0/7+/sHBwdra2j179qxcubKgoGBgYODhw4dNTU1VVVXx8fGgyXC+Ig1tGEkCPRxGvHjCjUq1jgCtbGKuKpKwSBKlXDNa/M/Kyv6CkMQXIyqbmIokhMncx//nR97hIs3jCD44sDCqxI88Hk9KSsrPP//s4+MDa4nabDYsdwYGBmBtNYfDUVhYWF1dDTzncDhyc3P//vvvW7du1dTUpKSkhIaGnjhx4vz58/7+/mfPnr1w4UJISIjdbi8qKiouLobm7pGRka6urv7+/unp6YGBgb/++uurr746e/bs+Ph4c3Nza2trXV3d1atXIyMjBYVja1eawZHcDctZqT8pEjeiuIVIkvaWiAknck7CBrcAqSjpmVEbCU/+cWhLUj4AhCMDQweA5UaT15xoSr/3IUUMDmckeLllYQ7ewp6kpCSDwXD8+PHt27fD8mrff//9xMQEBtPly5e/+uqrvXv3pqWlwQQ3mOvo8XjsdrvFYnG5XLm5uTU1NdnZ2bm5uZmZmbm5ufn5+UVFRWVlZVevXo2Ojr558+bo6OjY2NizZ8/Gx8dnZ2djY2N9fHy2b9/e3Nw8OTn56NGjmpqa6urquLi4hIQEQeFYIXkBkJ1Vc3n6xi1KA5ppTWiJwOjf/STMRpjxdDqdyWQidRwikriHhNkoWVlkdSlLs5ylktFMtMTERDUwkVhGXnGeT6hI7AEEREVFXbhw4cCBA7/88ssvv/xy4MCBgwcP7tq1y8fHBx7N+f79e1BLHz9+DA4O/vzzz3/99deKiopXr15lZWVB8cTtdmdmZpaUlEAw0ul0ubm5Ho8nPj4+KirK4/F4PJ6cnByLxeJwOEpKSiYnJ9+8ebO0tGQ2m2FV7uzs7L6+vq6ursbGxrq6uqysLFimwqk0bzE/EYlNtDYObWpmt7jKWCSp1XH5BAG54iaEhGOcTqfzkrvxtB+X0nhiT1SR9ANwBuGqJKMMjvhAZEilNEYSyeCioqKOHDmyf//+n3766Y8//jh06NAff/zh6+sbGhp67NixrVu3rl69OiUl5d27dzBd5OPHj4uLi6dOnfr000+//fbbzMzMiooKsJeuX79+//79srKy5OTkxMTEv//++/bt2wUFBYWFhZDD3759G75RZmam0+mECZlRUVEgy/Ly8kZHR8FAqq+vLykpgWVJnMpapIN1CHKdhKWS1E/iMY7UTKSiGzvd3jjJhNZG4hYA7OF+EnEj1WjJqWx3FPcZ7MQegUASsJGL9dSq4Ybs4XqIbKSmpoaFhf38888///zzn3/+efz48dOnTx87diwgIECr1Z45cyYoKOjUqVNr1qz5+uuva2pqXr58CV39Hz9+nJubO3fu3GeffbZ582aDweDxeLKysnp6egoKCuLi4iorK10uV3FxMRx8UlJSXl6ezWa7fv3633//nZGRkZaWVlNT09TUdOTIkc8//3zdunVZWVkzMzOtra21tbX37t2rq6sTNV0H65VIUtbFeQZnX27oJtUSgSTxlngBJrR2oHfF/e/VEpNsAH4NBoNFuRi0Fc3UxikbwRCWR4JaXKw8ggOccA1cqFSCscJTfYIqDh232y0kUWpqanx8/C+//PLrr78ePXr01KlT58+fP3funJ+fX1JSEkx4vXjx4sWLF3/++efVq1efOnVqaGjo2bNnUEr7+PHj8+fPYaWRr7766s8//8zJyXn06FFeXp7JZLpy5cr169cfPHgApZXc3Nz09PSsrCyTyVRWVnbnzp2MjAyDwbB9+/ZPP/10165dpaWlMBuuqampra2tpqbGarVGRUW53W4X8m8FJ2EAkQ0slXBJlChuUoMjytiobOvmHjdueZNEN6lOwrakyOB44oa/EtHaODARTuJIElyVlJQkJSEpFYmoJyUksic1NdXj8Vit1p9//nn//v1Hjx7966+/IMk6f/68Vqv18/M7duzYkSNHDh8+fPz48aCgoIsXL65bty4iImJsbAwaKaFe+/bt2ytXrnz//feffPLJqlWrDh06ZDQa8/PzNRoNrK918+bN1NTUycnJ5OTknJycK1eu5ObmxsbG/uc///nkk098fHwCAgLa29ufPXvW1tYGE+Lu379fWFgYHx+Pbzask3CMwxGNcJKIFTx34xmcSVl9wzASG8JSIpzkDUkGtEgSdibhLSYkwUk4pxBiEE4BFsg8ugnGIv6kwATeVtNGmIQ4jDCGYKSlpfn6+u7atevw4cMnTpw4derUuXPnILQdPXr0jz/++OOPPw4cOHD69OmIiAir1ZqVlRUTE7N27dqQkJDh4eHR0dHx8fHnz5+LUlpKSsquXbs+/fTTzz77bMuWLQcOHDhx4gSoHJhXdOnSpYCAgAMHDqxZswZg5+vrW15ePjs7OzU11dra2tTU1NHR0dzcXFBQAMVal7KaRGhJRDqMIYEk23/RqCS1lISZxGlJrVEJXqkLgL0pgSHcCwDb0tCGHQ6SuPHcDaMHo8ql7JrFYUsqpaUyiMAIwhkGk9vthkWuAUYAoCNHjhw6dOjAgQOHDh06ffp0UFAQNHJcvnz52rVrRUVFUVFRGzduPHfuXEdHx9TU1ODg4PDw8LNnz+Dszc7Out3uv/76a9u2bStWrPiEjU8//XTjxo2wWGVFRcXo6Ojc3Nzw8DCs093d3d3Q0JCSkhIXF+d0Ot1uN+dsjCEHai8hmol4AQRMUn8SI8nA5r7x9hJBS2KqiZyTSO0W/1es16zKZhIit7EnKaUlF1qsjYAMEMAVEuYeL8oa4wZTEez0eDwmk2nnzp0HDx7866+/jhw5cvToUVhU5Pjx42fOnLl06VJMTIzJZEpOTs7Kyrp27VpBQUFeXl5xcXFqaio8z6+kpGRsbKyvr6+/v18siPP69euFhYWBgYHy8vKrV68mJyfb7XatVmsymTIyMm7fvt3Z2Tk1NQWLnzx48KC/v7+3t7ejowPWUoYcmYhIzEY4XyNCW42ZcO7GpTeBkQkVW7kXQLqUSICjnER0EmY/oZMsrFtSykwESSS9FzqJZ20ccG6vcpuwFAyADvSjYWZKTU1NT0+/cOHCDz/8cOLEiT///PPkyZOBgYHnz5+HZC0iIkKj0YDBCGxUUFCQm5t79erVysrK+/fv5+Xl/fHHH1u3bo2Pj29paZmYmIBJ3NPT00tLS4uLizA/TtTaXr16NTc39+HDh7m5uZcvXz579uzJkydPnz4dGxt7+PBhT09Pd3d3fn5+TEyMwWBwo3We/pvQlsQ6AjCSiEKSIgm/4oiEu94EIWnQ8yNID64qJxllLSWCk7jHjQkWcxLoboEJEunwaSKAIzASv8hFNI5xhJZ4XEtLSzOZTHv37j18+PBvv/126NChsLAwX1/fCxcuhIeHx8XFmUwmu93udrsvX76ck5Nz7dq17OzsK1eulJeXV1VV3b59u6SkJDc39+zZs+vXr9+3b5/H43n48OHw8DBY1QApmDUwPT0Na72PjIwMDQ1NTEzAEoOjo6OTk5O9vb2tra1FRUU6nQ6aUlJTU9VgJPWT8KnmbGRdnpchDG4v0Q0rbjXdzZsnRRE3Pj6eOpNShSRgZDYrZrphvdKBGgAAIABJREFUM0mEZ2l044QkzhfO8niMwx/mylpKS+KnGEYirqWnp589e/bbb789dOjQDz/8ACumnT9/PjIyUqfTmc1mh8MBMMrOzs7OzoZaR1lZWWVl5e3bt2/cuHH9+vWsrCyDwRAVFbVv3761a9fu27fPaDTevHmzpKSkp6fn2bNnU1NTz549GxwcfPz48fDw8NjYGOyZnp4GYDU2Nno8nri4uODgYI1GQ6QhPhtYKhGXkoc5u7ILQCgkvJ2AhqAis3JqgMAQmfsGbATk5C26SUMb0UnYmbShNjepwS0MIUxFTuRr/2tocyNPkoBGKsPdLFMjFJWWlnbkyJFvv/12z5498OSGixcvhoaGarVagFFqaurly5ezsrL+/vvv9PT0/Pz84uLiioqKsrIygBGUOywWy61btyAq7d+/H9ZV2r9//8WLFz0ez+3btx8+fDgyMjI+Pj40NDQ0NNTX11dXV5eXl+dyucLCwo4fP/7bb78FBgY6nU74Lph38bnCUpLACGsJYgHwDI5XutTMSRLgeO7Gq2+Uk9Q6uHHuhg8Ixziik8RwKBvcyMChjYCJ0BKXSsnLZRO3LP8HeUTABCLpzJkz69ev37FjR+DyiIuLMxqNEF/S09MvX74Mk2Khs7a0tBSWpykoKMjPz3e5XPHx8bm5uQUFBdeuXcvLy3O73YGBgWfPnj169Oi+ffv27Nmzd+/en3/++fDhw6dOnfrrr7/APT969Ojvv//u5+dnMBji4uL8/PyMRiNENExIAkkk9DtV2gHwELlbIquZYAxZlA82wWFOYEhs4MSNeAGYligncXcbhzazSgMuSd8wMzlQLxuBETaQYLhlCT850QQxXDapKSTYk5GRERoaum/fvvPnz/v5+YE80ul0NpvN7XanpaVBLVaIpFu3bpWUlMA6SVeuXElPT4emM1jTLS8vLz093WazGY3GwsLCgoKCnJyc9PR0h8NhsVi0Wi2sMxwXF6fRaKDvETotjUajr6+vXq8XhESQ5ETJvxe5jYdUdPM6LrclReQRzCQKJv9KS2LKmzedxM0kUrXBoht7GIms0w0Tj9jmdIWxAsOltCWTlcV/AiaOJLeyacTj8TidzgsXLoCJfPz48QsXLkRHR0OmJsJfdnb2tWvXYGGk4uLioqKiwsJCWAnZZrPp9Xr40ZUrV2AWtl6vv3nzZn19Pejx0tLSO3fuVFZWVlZWlpSUwO9CyfbOnTupqamZmZlms9nX1xeSNRzU1GibY4jjiWiMRJmxBJdM8BCRSl4sJZ2OLvqOayaS6MYxhLO2BNQtKaQS5iTYIGkFpiUMLDKwpiYKVMpVUiQJKsL1NQEjj8dz7ty5zMzM9vb2gICAgwcP+vv7a7Vah8Ph8XjgokLmD/Wy69evFxYWXr9+HSYkuVyuuLg4j8cDbJSTk5OSkqLX6/Py8jo6Ojo6Ourr68vLy4HGbt++ffv27Vu3bl2/fh0W7K6oqGhsbLTZbGlpaRaLBerEbpUleHFEcyqbSaTMxNmIqG9pzYRU36Q1E4Ps2QFkXsB/lbuZ0Bo3OHHj6ZvYJtlpEmuelMIII4koJLeKOUlSMwIjYkump6cHBAQYjcbh4eEbN26cO3fu+PHjERERCQkJHo/n8uXL8DFBSFevXoUFbvPz87OyssDPjIuLy87OzsnJATYyGo3Z2dmtra3QR9vW1lZfX19RUXH79u2ysjJ4Gm51dXV9fX1LS0tLS0t5eTkgBpCk0+lAJyXLLBJ8ojCAnKwpgGdwUgCRggmONmZlxwcX3UQk8cm43jgJO5MCTCLW4kPEhCQ4ltwx+IzwYIclgpSTMIDETzmMCA8JGGVkZERGRgYFBQ0MDPT09Njt9pMnT4aHh+v1eiAkaPaAmdr5+fm5ubl5eXlXrlzJycnJzs5OT09PSkqKiIiwWCypqakABZvNdv/+fVicdHJycnh4+PHjx/DUwM7Ozr6+vqdPn87MzIyPj/f39wOMysrKoL0kISEhICDAYDCATnIhNx8HeiwoBUWRAIeLnhxM+OoQQpIWTDCGiOLWLz/eVGAIBziKJPh9MyvcksjK0zd8xFI7AOcdzuWqrVPZ053M8n81DS5N2bAqwgNW7z927FhjY+P09HRZWVlwcDBcSKvV6nA4UlJSMjMzc3JygIHy8vKg1T83NzcrK+vy5ctOpzM6OvrSpUsGgyEhISElJaW0tHRwcHBpaUlMHYHlSv5ZHtBjOTU19eTJk0ePHj1+/Lirq6utra28vBzOYWBgYEJCAk7WMHrEhlNZdxNgwjkNSdzwsKGOAO5xk9yNGwFG5TwTnrip5m4wMCGppWwCPSR9E0jCMFILZ/j+E+eOqyUc6TBo1GIc5iSPx5OcnHz48OGcnJy5ubne3t6MjIyAgICQkBCLxZKYmOhyuYCT8vPzr169mp+fn5OTA5P/YSHRpKQkSMGuXr16//793t7eycnJhYUFWPENfO25uTkolcB+eJLpxMTE2NjY0NDQo0ePHj582Nra2tzcXFpaCrkePH4EI4mzkQvZb14CHMYQnHyiXMXFIhKFcxIGk2F5Ji3O3XgRV5K74QIeydoIG5HEDadsOH1wKJuOOYYImDDJu5ftR6lUUoMRl9hpaWl+fn46nW5ycnJ6ehokcGxsrL+/v9VqhaOCjsecnJy8vLzs7GzQTHAwDocjPj4+ISGhu7v79evXL1++hHVt4SkRMF68eAF4mp+ff/78+czMzOzsLLT6j42NwWOT+vr6Ojs7GxoaioqK3G53fHw8LNDmVlrb4i1R31IXgNhIeIMoVxHd8EXk0Q1bSjx3I5YSsbkl0Q1rbWEzmJV1Eous9CaOGH9DHNQcykX+8QaGFGejFKVphDdEgVa8FWyUlpbm8XhiYmK0Wm1PT8/S0lJHRwc8o8hut8NSskJsXb58WSxC4nK5kpKSzGazXq+Pi4uz2+39/f1v374FoADrzM3NvXjxAvAEjx+ZnZ2dmZmZm5ubn5+fmZmZnp5+9uwZcBLU/B88eNDU1FRaWpqSkhIaGhoTE5PCFt+REhKGEWcjjCrYtrOpJpiWePXNrFxwAnsBGEka9HBbLJXkSPJSdyOJG4CJuAC8bCIlJOe/rWXrVhkk5yfbuP4PM9eioqJcLldTU9PCwsL4+Hh5efmdO3fKy8tdLtfp06fNZjOIcfgVYCCbzWY2mw0GA/iKTqdzYGAApuECXBYXFwFGAkyCk6BtDfAEnDQ6Ojo0NCREUmNj461btyBxs9vtKahOQvgJ6ySS8HJyEsrpX+U2UUsW9NhZEuCIP8lblMRySpLoRrpKsGFFXKUENh2Ab4gMjqdsajpJDJ6p4ZCXIquNABoEG7lcroiIiMuXL9fX10PLbFVV1fXr18vKykTRIyIiwu12Z2RkpKamOhyOhIQEAaCoqCiTyXTjxg1YexQ0EOBjaWkJGnAFJwGGgISmp6eh5g/PpRwZGRkYGOjt7e3s7GxuboaZcfC47RRUOuRfXw1Jan6S0OBcLYmhJrdJ6Y3oJGlDN2+blLsAXmxurrixsiNGQCLq6cbZh1M2DRdr6mSVzJ+LJKysRabmcDgiIiLy8vK6urpaW1sXFxe7urqysrKKi4tLSkpycnJqa2tHRkagLV8YuFDTsFqtubm5VVVVfX1909PTr169ev369fz8/NLS0vPnzycmJgBVgCER3aCBBCQ2PC53cHBwcHAQnt8Ncru2thYeJhEQEGCz2fAdQjCEaQmnKRxD8Jbbkolohgm+UiR9w2yEkUTqboSQpPMCJJyE+c0iG+IgMFtiQsLfJwk1dKvlbgRJGECCdcTOZJnuFuEsLS0tMTExOjq6qKhocHCwtbW1r69vfn6+qqqqvLy8srKytLS0vLx8YGAAtE5fX191dfWVK1cyMjKKi4sfPHgwOTn56tWrN2/evHjxAhgISGhpaWlmZmZ0dHRhYQH4CYQRvE5NTY2Pj4sHtw0MDEBEa2lpEU+MuHHjRnJyMvQdiG/EdaFbqcHVwORQlnKJFyAIicgjKZKw7iZGgFq1RKfT4VKJqgtAMjisy0gaSWKcXTnPIUnZP+mQ9QWI0yfFE4aUmxlIKUorMi0tzWazxcbG3rt3DxZNKysrgwvc2dnZ09PT2dnZ0dEh+mUXFxdhYZrZ2dm+vr7JyUlIzSBHm5+fB04CQlpcXJyamhoaGnrx4sXi4iLkaNPT0xDUoKNtaGgI3KOenp4HDx6AMKquri4tLb169WpKSkpkZGRUVJQ0amMM4ZMjxIADlZsIgEgqxy0lAikMIC6SeOJG/CQNWtxNPiPAiHqdcHQjhKTmBQgS4s4khhGmJSdztzHJE22E9RMJcAAjq9UaHh5+7969np6eysrKK1euVFVVzczM9Pb29vb2Dg4Odnd3P3r0CKatzc/PLy4uvnz5cnFxcWZmZnBwcHx8fH5+fmFhAfC0sLDw+vVroC5gprGxscHBQVjr/cWLFzMzM4Ah4Rv19/c/fvy4t7f34cOHbW1tDQ0N1dXVZWVl169fT09P12g0wcHBTqeT3yfJSs+MhzYAFk7fsBeAN0h0I0jCtCRoAl9ik6xFSYdWdhMNuEIkQUeAt9xNKpKwVBIAh8zfxhpLMC0lLvcqcektThyRC/yM45s4BU34T0tLs9vtwcHBV65cgfVDzGYzLAmysLDQ0dHR2toKHWfDw8MjIyPT09MQsABJ8ODHiYkJiFyAm9evX8MyXM+fPwdOGh0dHRgYEA8bBU2NhdGjR4+6urpgxdyWlpa6urqKioqbN2/m5uba7fagoCCr1YrjGoli4ru72IAzhnNhorUdDoe4k7GTJKxjEtfw1RR4UnMmCZgIklRdAOIrYOSaZcuViFQT+0lYJBFyIukbP6GcmbgwwtiCJSJOnz4NnUMajSYkJOTvv/+uqanp7e19+fLlgwcPqquru7q6oIF6YmJiZmYGCEkkYk+fPgUkwc6XL1/CxEjQQ+BGQmUNUjaA0eTkJMAI7EfwsmECJMQ1ICSPxwMTDYT7hflVehfhnUQkYTwlqtdMyEXB18uibATg0c2kfCAOaVEiU5T+3U8yKeu4xJyEgQMwz/+JaUaMJZ7EJSurTmqaCaMKzOiTJ09Cp1FcXFxWVlZRURHYgIODgy9fvpyZmYFnWz148ODp06ezs7OwOtarV69evnwJ8WtqampqakogCVZFfvPmDbiRILEfP378+PFjkNgiroFjNDQ0JJDU0tLS1NRUW1t7586d4uLizMxM6PnnVCQdagpJDUzkPNuZtc11EldIZuWablxuw4aWTcNV9biNKhNwxeCKWwoj6eCukgCT2IlPKEYSR5UAEzS2AuVevnx5ZGRkYmLi0aNHgBsAzdjYWENDQ1NTE6y5Pjc39+7du3fv3oHiAeKZnp6GhH9+fv7t27ewMsnS0tLs7OzCwsLs7OzDhw/7+/shU4PHtItkbXBwsL+/H0R9c3NzTU3N3bt3b926lZeXl5SUFBISYrPZBCHhGE0whMGE0SM2sBXJY5zI2ggbETxxT1KIJK6T+NySf6+7GdBCpWaVISgxQVZ6434Spt9/dQScygW4BXpSUIsqhlFqampSUtKePXtOnz6t0WjMZjNwnqjkFxcXt7S0jIyMzM7OQgwaHR2FKWZDQ0NPnz4dHx9/9uzZzMwMiCEwjd68efNqeUBcg8Stra1tYGBgZmYGvEeIa0NDQ5Dzw7pHENcqKyvBAvV4PFFRUfHx8ST35AykhiTuAmAkYbmN/RecRxNnkuRuluVpjCLAcU7iLUrET/r3Objc45ZyklVZNhFSyY6WeMM6iehuEuAIISXLHBe4Kh6PJzIy8ty5cxqNRrBuZGQkJNvBwcFhYWF6vT49Pb20tLStrQ2eIbmwsPDs2TMQPb29vX19fQMDAyMjI8PDw0+fPoWoB1IJIh2MyclJePwNVNOAjQBGjx496u3t7e7ufvDgQUtLCzS7FRQUZGZmGo3GyMhI/hWkeogn/05UHnAoB+ckkvlzkZSA2svgUmI2wjqJ5//SnklvSMJSiZdNiE4iolv4k9IwR2gZkxMRSU60Sg7Hk9hIS0uLjo4+duxYdHS04Ni45Uf7hIeH+/r6+vv7h4eHw7c1mUyFhYX9/f3wwNqFhQUotWIrCHQSNIeIzA4SuqdPnzY0NAwMDExOTo6MjIyMjAgHsre3t6urC3omGxoaampqbt68mZmZabfbw8PDk5KSUlBTA+FaN/OQXKhw61I2k3CFhM9tonJmEmcjkriRaGNibW64VMINbowk1eeWqMHIrGxUElREYhwHE87dkpC9xB0BQktEfYuLkZKSYjKZfv/9d1i4OCYmJg494Fer1eL+T+HdOxyOzs7O6enpsbExKI2BP7m4uDg/P//mzRvQSQAjGKLlaGBgoLa29tGjR2NjY8BG/f39wEZdXV0PHz7s6OgAoX337t0rV66AD2lcnodEBqclJ/P9sawkVETuT3zHcrFBsjap3BYXmuf/nJBE4iaKbpK5JVJnkiDJu8f9r0jy4nfjwW9cnL65XC5YsCYiIiIqKgoe5xMbGwttkFwlCHp3u90PHz6EdAxSMFDcS0tLYGdDW4igIth49uxZb29vTU1NT08PENjAwEBfX19PT09PT09XVxdYVo2NjTU1NaWlpdnZ2QaDITY2lqQL4q7AwQ4TEtFG5H5zsK4SDKBEpbvNYWSz2bxb2zi6GZVruqnNKpEjCUc3bixZ2MBgkgY1LJUIhvA2D2ridOOgJuDl8XjCwsK+//77oKCgyOURHR2tW340gl6vNy8vzUMSYLPZbLPZsrOzHzx4sLCwAEYALOkvirJzywOC3dzc3MjISHd3d21t7cOHD8GfBBgBG4GB1NLScv/+/bt37xYWFjqdTnhIEgYQ/lIu5aPoiFh0sfyfBDhusthlvjZBEnEmsSFpVs4FMCnXKiH9JEBL3pxJ/IeMqO7Goxt2twiSMIakuRsmJEJLJJCRPeJKuFwuWIstLCwsPDwcXqOjo0EnaTQag8GAPTfhe4kNs9lst9tLSkqGh4ehwj8yMvL48eNHjx4NDg7CLGxYgeTFixfj4+MDAwPwwHUwEXp7e0Xnv4BRfX393bt3i4qKQMCZzWappibkhKMbvqlcygY3BzMkCZgEgBKVzSRqGMIeIUeSUdm+7QVJcj9Jz1a9wTHOwoq4mDZxQMF5BAET0Uk8iROn2Lk8A47Ii9TU1EuXLu3evTsoKAgwFB4eDpwUGxsr+vrg1YRWoBNWqjgqq9Xq8XgaGhpA7jx9+hTW1+ru7u7o6Ghvb3/w4EFfXx8Ykt3d3XV1ddDHDQ2Q7e3tbW1tbW1t0HhUUVFRWFiYlpYGXZqEcrgnSUI5N0dI2u+Q+ZB48NAmJKy45wmYMFkQxU2yNtLETQxub3U3ESyJMymtvhGphPmWI4nAKEk5XwCTE7lrxf79+/cfOXIkIiIifHlEREQAmGCGv1nZkcetCnFsTqczNjY2KChIr9enpaU1NDS8ePECGm1HR0cfPHjQ3Nzc3t4OFlRjY+O9e/c6OzuBjdra2sDOhufUFhcXZ2RkwBIwUscIfx2OJBcS3XAqklRWJiGDSCVix+AzICiA5G7cQ+Lt22QugAht8H1VOQkzkxRDxJm0Kw0MDKkkZbWEeySc1Xk4EOfd7XZHRkbu3LkTlsyCIWJcREREbGws8BAcAGFNcdIFyHQ6XUxMTEBAQGhoaFRUVGRkZFpa2sOHD4VN8PTpU/CKuru74RnZjY2NMOO2ubm5qakJ4FVSUpKRkQHak1dF1DBE4hpnI4eDNiFxeSRV2UQhEUFikfXaksQN+9rck8SLJ3mru8HgBrcUSeJexzcHjnQYSVhu89DmUibD5MaFPbCMv4hrgCEYERERMTExYHbjUynVnnCEcHZMJlN8fHxUVBQ03YK0SklJ6enpgWbIoaGh3t5eeHJtVVWVwBAka7du3crMzIRlqTl68MGLwSURh5FTpXsE85BdWVcQg6tsnHpLYUQ8SdxPgmcE8Fkl//J8NzUvgFdLrEpbEsOIMBNnZmIHOGWmgLgqKSkpRqPxm2++OXv2LFBRKBoCSVqt1ozWVCUDm2Fg8sI5AjMzMjLSarUajUY4Zenp6V1dXbAiGzTRNjY23r17t7q6uq6urqGhoa6urrS0NCsrKz4+Pjo6GisecfwkZJPAjT9GhKMXrc2RxD0kIhBxCkJgxLW2gc1MwoYkDm1ynaRnjy4logxHWe8qhMCII4mIJyd6XoAUSRDa/P39v/nmm8DAQAGgkOUBbfZRUVGAJKmbIk6roCWNRgN6KzY2NiwsDPq4E5bXOzAYDGlpaVBpgXBWV1dXVVUFS7zBo21zcnJ0Ol1kZCQHBwETuWHEJ4lGJEiSBjWcHWMwiZvZqhTaVpXZbdhGwr3bvOOWT3PDYJI/vVQwmzSD4+YkwZNVZgpg9JCo75C53mrR7eDBg3v37hUACg4ODg4OhhX+oMoWGRmp0WhMJhO+RwknWZc9OghqMTEx4mQBvKxWq9lsjo+Pj4yMjIiIiI+Pz83NhaeINjY23r59u7CwsKSkpLKyMj8/X6/Xh4SEQFLpkmlnlzLD59/LKWuuxQzE2YhDipATRhLmJBHmMCGZkB3N83+utUkXAHjCqpzEkSSATI6MgEnKTHblgyi5hCSokl6ApKSkffv2/fTTTxDXMJiCg4NDQkLCwsKio6P1er1leWKnffmR5/Zlr0VcA6vValqeF2pcXsscvpHBYNBoNOJmhW9qt9s9Hk92djYU+eG5NiaTydfX99y5c2FhYTabLXV5yVESpskXIRjCupsENak2InkxR5I0rON4YlnusiVCG+duWCFhJAlfGxMSrbvpdDocLEke510q8SENc5iiMIzIIPmw0+lMTk62Wq07d+789ddfBZKAjYKCgoKDg0EqgdMt0jccT7n8h/1OpzMhIQHuIqvV6nA40tLS4IlssN4NLBbodrsdDod1edqux+NJTEy8dOkSBMcLFy6cPXs2Ojra6XS6l2c3SNWSGDiai+Auvi9Bj1p0wzAiBGxTrneLEyYzKrSJQfJ/zknShSXkilur1QpaEo6Ad1dJqFcOIzwIMycxl5K8dbJiU3JyssVi2bFjxy+//BIaGiri2qVLl4KWR0hISEREBFhKdmXfJr4GjuVHEyeiBzXBW7geubm5sNItrAsIqyjBmklpaWlAPElJSQnLMy1BbgcFBZ05c8bX19dkMsHfJNKHUxROY8lXFlgnsYzzkFUlOU1QDsxG+GqSrA0TEpkCgGu3BEYSJAlOExmcaH8jUongSVioHEZEMyXKjEpBD+RUYm0BSPrxxx8BPbDYaEBAQEBAgL+/f1BQEHhCEN0wJ4mLgbUtoFPUg0EegdbOz8+vq6urqampqKiANdqKiooAT7AmbkpKitPpBORZLBatVhsVFRURERESEgLPGoiKihLq24mGeEvQg8lYEJL0NrCzQc62FEz/DYywmcRtJBzdxBNLBYwk0Y0gSZAeV0sESVarYtKS2EhU2gFEM6pFN+mdarfbd+3atWvXLj8/P0CPv7+/n5+fv79/QEDApUuXwsPDo6KiNBqNXq9PSEggnCSErTB1gF0AE8L/tdlsOTk5DQ0N9fX18PzQu3fvirVv4RFbGRkZbrdb/JbFYjEYDNHR0eHh4cHBwX5+fsePH/f39wdTipMQ0UNqUZ4gSeCJhDO7SuZvQXUtfP8TDJmU8//5HBIdm3cr2Ai0tgRJ4k8IMOHo9l8mcTg847yUx/skpr55vBMDQLB///4tW7acP38+MDDQ398fetkCAgIgtIFOglwsYdnmTkISHpMcdJ/BFRWCFER6ZmZmQ0NDQ0PD/fv3gZyqqqpKS0uLi4sh2OXm5l6+fDklJSUxMdFkMgk7OD4+PiIiIjg42NfX99SpU6dOnYI1KnjCj4eDmZBJyswfY4hLbBwEMBUJPKl5kkQTkzkkPPknUyUh7YUhyd2Ei4ADHMkVsckkzd0wjIhUIlSET5wDJW74JGIwnThxYt26dfDAK4huoJCE4gZ/Mj4+HhIxu90u6M2x/NwLoY0cy6vrWZUpp8fjqaura2pqAiTBQyAFMxUVFQEzXb582ePxOBwOs9ms1WoBxHFxcdHR0XB4Fy9ePH78OFZOhJAIM0l5CL/F7C6OFgtTIjNEaBO0pIYkDiMc14ivLYokwEYwVKMb9PrgzJCrJUxLJLrhCyM2xF2VJMtK+O1IWMrpdIaHh2/YsOHHH38Uyb8wk4QjEBYWBk34ZvP/1d57PUdxtdvDf9ep8xqMTDJC0miCNEkTJI1yQAiQRFBCGUWUhQwm2EIYAwYkjAARhIXB2IgcnV5M2RgHHE69dc7Fqd/Fql61evfw3nzf5dkXqp5WT0/33muvZz2he+8GJ3HAKI8mrTUtMRKjEpqHDMfSoohiLy4ufvbZZ1evXr18+TLw9Omnn+LV29PT07B0o6Ojvb297e3tSOPs3Llzx44d4Muqqqry8vLm5uaxsTGAydmM+x0XuW0IAyUktXSKIZVHiiTDsDjj2iqSent7dzmaFm5ra2trS6648bdPSjD7kr1aaVDaULJSE06aEUmnOHX3mP3dAYqecUspj1vuusfjWbNmDZaI0HgSwgE0cx0dHVBLBrcRQ+PWs6q4JFV1Y2Njc3NzSK5dv379888/J54gm+bn5+fm5k6dOoW35B45cuTAgQN79uwZHh7u7u5uaWkBxGtra7ds2dLc3Lx9+/by8vKqqqpdu3ZNSml2UlOubKTKWnHj1NdqGQyVvVsq2ujwGxkSTbRpesQZ13ZGklDxnARJpCXaOOLp33CS08ypd2r0iFq6pL46O9QA2Z49ezZt2rR8+fJIJILcLaJK+Lt9+3ZQFMMBu3fvHrbikxPiGTktBS9yeHh4bGzs6NGjX3zxxc2bNz+3GgTTwsLCwsLC5cuXL1y4cOHChbNnz87OznJpAMjwgYGB9vZ2cNLGjRurqqoaGhpaWlpqamrKy8udy23rR6cY4M4jAAAgAElEQVQ5c7osBoz+jTwykKQZEqddI4B65c2ku+RlEs6nJWHXkiCJZyGYDEJSJPHijCjAULLkiYYDuDFmPcRuGDv9OyGRFWyAllJSUqqqqpqbmxFbAjmBkPAREQHk+aG+Dfiq8R2W9PPQ0NDExMSRI0c+//xzeHBo169fX1xcBDNduXLl0qVLIKdz587Nzs5+8sknR48eRYBgbGwMoQE837Jhw4by8vItW7YA9+Xl5TU1NSMjIwom3izn1Zg9s6ZsNCphJO1nlRlDyepr3ySSkkYj6a85n0lSGMG0tba2mpxEua6clBRJu6Uq1wgsJbVxo/ZEo1OAj9mboZnY15OTk/X19SkpKRkZGVu3bkW8u6mpiZqJCV2Aqaurq6+vb7dVgztqz3qOjY3RZePM3rNnz9mzZ69fvw7FjfaZ1SCYwEyXLl26ePHi3NzcmTNngKfp6WmsaTEyMtLX19fe3r59+/bq6uqSkpLy8nJEK8rLy6urq4eHh/dYL41ISswGkRPxSe3aiLjMHAgdJuMvFbCOMqwbMdQjFZJJ49rkJBNJhmn7N3hi1HvQ3pKSkyHADXlLThpNllHRCarYKi4uXrZsWSAQgCrCdMdfrQ5g+RvyaIODg3oZkEdEGK927969SPUDQKCihYUFbF+9enVhYQF4wvokFy9eJDlheRO+cXD37t1dXV1NTU2bN28uLS0tLi6uqqrasmVLUVHRhg0bxhxhEcojp77+9wrJENpOzx+t314Q2+dovfKSpF32FQGNjBvYCG9SNJEEGKq9dMa7iSelygEpODH8OEJKZ5iBKvaasWHMUZVNg4OD4XB42bJl0WiUFSYwdsQW65YQsezo6NCUHG0ZJzqRNDU1tbCwAEMGGF27du3zzz/HHjzzT/RcuHBhbm5ubm4OmgmLnCBbh9ddDg8P9/b2tra2btu2DcvuVlRUVFRURKPRrVu3gpZGJUU49uacmtrikWThbGNiGwpJYaTQIRupaSOSnI+RqPPfZjUTSeq+0YNTbc+IwG5H6RKbMVecgsnomjFJ149Ikm5UcmdKS5CofX19fr8fYIKkbZYGABl1cDB2vb29A1YqekQKMHDNY2NjJ0+evGQ1gAn8RDCBkACm+fn58+fPz83N4S9C4VymAjECyLvu7u6dO3dWVVWVlJRs2LChtLQ0Ly8PskzJeNTu8xsMNGJvw//W7U8aQ3KiRxWSM1lrwMgAEwgpie9GqWT8hjaNVSZ14oatuionnkbe0AyucvapkhPB1NvbGwqFli1blp2dvW3btp3SgCej+KShoQH81NXVBX7ClOUFYFzPnDmDpUjx1uXLly9fuXLlypUrMGpoCwsL3IkNYAvRJuTpTpw4cezYsaNHj05NTe3bt298fHxkZKSzsxMRy7KysoKCgvr6eopup8pWxBh27U02btCeHhl0VCP1Sy2bOm699sUk3lTRBpUNDEEhJeckJbdeqZrTwDeJihenFGr4dMOSAzJ6RD+qT2d05WiyYCY29uzZMzAwUFRU9Pbbb69bt660tBSVk6zsBoa4tiRqBxi9xHMRfX19Q0NDfX19XV1dAwMDBw8ePGW1Tz/9FGQDKzY/P3/x4kWskER4wY+7aDUsc0Njd/r06dOnTyPmxCVQent7kVGpqKjIz8/fvn37m4zaiN1TexMVDSVz/gcHzUJbVdl99rJ/g5AMVcTn5VVrt9pbEuumgQRN4BkcaMQqNTdnxC0VTISXE0nsPkwyQyWodVOuwmyuq6tzuVxvv/222+3euHEjC5hQMoB0b21tbW1tbU1NTU1NzbZt2+rr69va2pBIAuaam5t37do1PT2NRXCOHj164sSJEydOnDp16syZM1y1jai6cOHCxYsXYQShlmDgEGrC4m5nz54Fw3GduOnp6b179w4ODvb393d3d+/YsaOwsHD79u1jb/D2tZfIRuQh2gF2r1IRCcnw+WnddECdSDJcNiTaGI3EozjJkQSjqAbO2UiGVN+alRuwFwu8yYQb7qth3dTkOZ1hQ0aMWSHHgYGBioqK1atXr1ixIhaL1dXVAUkKpq1bt7K6EuhBUUp9fT0eB9izZ88HH3wwNTX14YcfTk1NHT58GK9iOnbsGJZ7O3369MzMzMzMzOzs7JkzZ6i1wV6zs7Ozs7PYxn78C3g6ffo0qgkQKUAKeWxsrL29vby8vL6+fvQNPhrnHrfZqzpjDZ/fmRVRDBFJxvhSaANPpCVnKBIw4l8bkvA1PmGpVtMIMmkjpCCh1MwNOWL2ScNOSfnJmJcKpqQNPl1ra2swGFy2bNn69evLysrq6uqY5YVp27ZtW01NzaZNmzZt2lRTU4PsL5DU398/PT0NDH344YdYyQQr4x46dGhqagprBIKujh07duLEiZMnTx4/fhyrU0IYoSqXaAPgEG06efLkJ598cvz48Y8++gg/dPDgQein1tbWqqqqzs7OMcez2CN2ua1gcnasIbFpKJzoUQujxOF8gMSIHikhoc4dG0mQxMYz0t6pYFLPjpA3yOlN97bbUUSg086pLvmvEcuzU8ZSoQovqbq6euXKlStXriwuLt64cSNAQ+tWW1sLADHB0tDQ0NXV9eGHHx45cgQvg0Pp7fT0NGjp0KFDhw4dArawoODhw4enp6enpqaAMIUXgYXFT2dmZsBkXE/3+PHjCIhjyZSJiYmBgYHGxsaampqkHv6wPariVEKGg2aIa82sYYPjqEbNyUZay0YkIYzkBJMNSayFM8yk/kaPIyvXZ4+AG6Fw2jvcFU7S19c3aM/WDcnLT40eVHgZenzMnpPCxvj4+OTkZFVV1T/+8Q+fz7dp0ybkKzZs2ABI0dKh0rKhoaG9vf29996DXQPxAE9YeRJLUAJS4CouUIlt2sGjVjt27NixY8dgy0BUWJwZa3wb5ZcTExMjIyNdXV3V1dX9/f1E0pBE5gx58CYSMmCUNHpkOFIaPTJq/vlmM83UsimSdu7cmRxJiiflJGeA4N+rpX7HMyrwFPqs9IX2kcFMI1aMZ+TNbdQRCyaYhoaGsrKyli1blkgktm3bVltbu2nTpqqqKlAUWWrHjh0tLS2Dg4N8/ylXhTt48CAWCwS8wEAfWo2wI57wF+ADq8GWYQHCTz75BLQEhw6m8MiRI0itjI6Odnd3b9myZWBgQAV1UiTpxpuCRkkldlKLtkveycFaNiJJC0g0gISmYZck1g0nMkybYqhHak4MWlLfTeMFfckyLep6OB1aw9FN6r+oc2eQ0/j4eEtLy6pVq1auXFlRUbFjxw7k5rZJg7/W3d2NM2jWgvWyqPXGuihoBw8ehKWDjTt8+DA4CTjjEqiwYognffLJJ8pPp06dwkdUEExOTo6MjHR0dNTW1nKCGcSc1MM3HDSDk/rsTX3+pNGj7mSZWqMIiWwExc3QXVNTk+m7qWkzkKS6TF0Awx4rOfXbc4RMsyhRK2i0+wYlVp5USNHevcnRGx8fr6qqeuutt9xud3V1NXw01g60tLQ0NDTEYrGioqKGhobe3t5Rq8BSi1jwl6+TYw24QgoYmp6eBhXB0WM7duwYkATFDaKC0cQyqQgKwJfUTtCeUSffiNsNSKah396cYHLKo6SootelIge0lFQ/mZFJA0bY0LMrK/Li+h2lcM77wYYGLTUQQvY2eMgJtRF7VFeFueHxAViDg4N+v/+tt96KxWKbNm3avHlzbW0tQpTt7e0NDQ2ZmZnLly9fuXJldnZ2eXl5U1NTf38/aGlE0rrG+SH8UX7Jt/BCOdG/o9iCbAKkgCcgiat+79mzp6enZ/v27a2trU7HDVbe2KPX5pxdij8iDGOkDprWYnfKWzpbW1uRIWCtDqJxmzdvrq6urqqqqqqqqqysLC8vLy0tLSkpKSwsLCgoMHUSaQm/ZBQ6dXfbiip7kxV9qwnTPeqsKj8rdXNGGrrSYCwVpNxjRAposFpaWlauXLlq1SoUBsFxa2xsBGIGBgbq6+tzc3PT0tLeeeedVatWZWZmxmKxioqKmpoaBMR37NixdevWbdu2NTU1dXZ2wmMg18IbGhgYGBwcHBsbwyMrCBygISJFrkJ8kiuAI8vb1dW1ZcuW9vZ2jn2flZbfZS3q2NbWxrf8NDY2IqIB16GmpgbDvHHjxg0bNlRUVJSVlZWWlhYVFRUWFiYSiby8vHg8Ho1Go9FoKBQKBALZ2dk+n8/r9WZmZrpcLo/H43a709PT09LSUlNT161b9+67765Zs2b16tWrV6+GSHjnnXdSUlJSUlJWrFjx9ttvL1++fPny5cuWLVu2bNlbb731Rp1EPBFMCiMjtqT86dRMKp4MeaiRp6SWztBJRtTO0ElGOmXcer5g48aNy5Ytc7lcmzdv3rZtW3t7+/DwMO0XnhMfGBhobm6urKyMRqPo0/Xr169fvx4ba9euXbVq1Zo1a1wuV05OTnFxcWVl5caNGzFHy8vLy8rKSkpKysrKtm3b1tbW1mc9zjsxMbF3717gCWACG3H9+P3794+Pj3d2dpaUlEQikZycHGOkMcYej8flcqWnp2dkZGC8169fzyFHMwaef422UhqPAT6IkhUrVmAD2/pX/8W2YsUKE0nquKlnaIgkp5Q2vLZB6wWPyhkGPyfd6TRw6pXsTpZFogLotkogjGBac3Ozy+X6j//4j2AwuGXLFqpv8I1q8Lq6ui1btmD5ivz8/Hg8Ho/Hw+Gw3+/3eDypqakpKSnLli37z//8zxUrVsTj8crKys2bN9fV1eFsGzZsCIVCBQUFmzdvhleICuCJiYmDBw9+9NFHJ06cQJjqgw8+QHRq79694MVwOJyWlpaenp6enp6amrreatgGaNatW8eP3AMYYYMf165dy401a9bo39XS9CNYR1uKoxFGTkjZkKRuIT1DQ247pRn9Rg4eI+hQ9ZqQRySQD84iVAhmRquqqtqwYQMeFquoqMB0Ly0tRZkYWmFhYVFRUUFBQVFREQgcLWG1fKvl5eXl5ubm5+cHAoEVK1a43e7c3NxoNJqTk5OTkxOJRLgdDodDoVAwGAwGg9wwtv1+v8/nc7vdK1asyMjIqKmpaW5uhr0bHBzcv39/V1dXXl4eaiOp63ft2oUow+HDh6GQsIo8lg6HaSsrK3O73UQSKGf9+vVpaWncTpXmxBDb2rVrAaO1VltjNXw0kLRq1SrQGKDDvytXriSAACwnRdHGmUgqLy8vKSnhUGFsdEhisRgGADwcDofD4TB6ORAI+P3+bHvLysoiRaN5vV7u0b/YwLbP58Mx2MBJ8BcbaNj2Ww2/6JeGC+BHn8+n+41m/AQugJfEDY/Hk5GRsWzZsng8jjcUdnR09PX1TUxM9Pb2JhKJjRs3NjY2oqquv79/eHgYrh9CU/DXgCGslokMTywWA4DUchFJ0C4AkFo0bBA3TiStsTfsVCSpyVMSgqVTHlI2SklJMazb8uXLbUgC1/GvgWU23I8ysE6mtLQ02PKMjAyXy5VhNZfL5XK5Mu3N5XLhAW1CKjMzEx/xVwFHFLJh1BW43DYglRTihA6x6/wVjzRc6tq1a1NSUkpLS1FN0N3dPTo6OjQ0VFhYWFlZ2djY2NnZOTAwMDQ0NDY2Njk5CfqZmpqCPEKuDaEpvICltrbW4/EkZSM27KSBIycRN042wtiRezCOQA9hpLrKCSDdkxRAhJGpkwgaYlyZc53VcCfrpXE+AUOEEdGj22huq3GQOFQElpMPjG0FAcHBDeCJuEkKHW7g11XhOpvb7c7MzExJSVm3bh3emdTR0TEwMDAxMVFZWVlSUtLU1IQip5GRkYmJCfpxBw8eZHCckfQDBw6Mj493dHTk5uZq1xE63DCkkpo25SSnOTNUEUlIlTi236SKVBL9G7ltIgng5QU5mVMhRZutzIRGYKWnpyuAnGBybiikMjMzlQyS4kzto1ILtv1+P7GlyDPwpCchLzpJ0e12u1yu5cuXezye2tpaaKCxsbGGhgYUrHVZD/7u2bMHkXGEAxi93L9/Px7rxlpvu3fvrqurIyHRL8vIyFA2Sk1NfdfR1iZra/5tM+QRYbR69WoDSUmhA+4x9rCZSFK7Zlg0J1GpK0EGJqTSrUZ+oplTljKgpsBS6sJO/RcRprRh2CNgSP+rjfgwEAww4cL4ES0tLe0f//hHIBDYtm1bZ2fn4OBgb29vbm5uTU0NnH+wEYQRSIhZ4ampKbxhh/V6nZ2dFRUVxrXhGuDzq13jHNYNY9obRs0QQ0AMQwDQ0dygOeO2IZ5o4+jZ0fa98847SZCEn1QwYcOwyobNXm9vyk9q6Qgp/tWdziMJL+cZMjMzDRHGRtgRB0paKpj8fn8gEAgEAk5PDTvhVeRYzefzvfXWW9FoFC+DHx4ehpvS2tqKGBJi3++//z6yckykHDly5IMPPkAEa9h6yVpra2s0GsUtEDfsZ6e7zoGgS09lzf9y7PS7SktOk8ez8RhgQIMIvCQ9WE9uQxIlmB6hN6BmTgMYBjnR2NO6KbUYWkQ38F9aImodDnM4HIbrHo1GEbSNRCKxWCwWi+Xm5ubm5ubl5SUSiYKCgoKCgsLCQvihCOdjDzbgk+bm5sbj8TyrIXqE88Tj8VgsBi8Vv4trgONWUFDQ0NDQ19cHKICfUBACiX3o0CEULaGIAMVMeNZ7dHSUCYCtW7e6XC52mpIQIKUMpDpVdQVlq/FfbjvPQLC+yQ3kiDt12OrVq3kAt5MgSaOfyk/KRu+++y7vRA0ZaYamB8Tg9XqVAILBICIICChwwAALbsRiMYwrAhDATSwW41+EgsAZGGz8VQohAsAxGqrIyspSl5DGVFkNXAj+w06Eg+G4dXd3I761c+fO7u7u3bt3j4+Pv//++wcPHkTqDUFIVCwdOXIED+YihNvb29vW1paXl+cMQhpqAdtEm5P7jW0NFmg8E2fgtpMCePxaezAThxnkZJisd99917RuNKgGP5GlnJyk12rMGB7JwBruWU0SzB89FyMhAIDqft3GGFM/qaICSjD8huRn46mocDFUHDwMD8c1LS3t7bffdrlcVVVVCLGGw2Hky/r6+uD2Hzhw4MiRI4xlM+l2+PDhsbGx/v5+JJra29tramrcbreGUdQRXm8PS2I/7prHG5ECxsedpKXs5USP/ssYX+Utp96neV27dq0NSStXrlwtWRuDogyWMoy3gVlcFrf13gznLqnfp56wM8TApicxetYYD+Ocxpl1lq9bt+5N47p+/fq33347Pz8f7yMoLi6OxWL19fVw2ZC+PXTo0EcffcTHcBFGQkXb4OBgZ2cnUgWNjY15eXnGjestGLEl+nQZGRncif6kQTCQl2b5gJgJvAvD4+Y8UX2SmpqKX6T9MXiOeOK2ad3AZsCH4faryjY4yUlIvEk1gsa46kelpfUS6lS24GE82JDbamSV8xSsynkqTdibxjE6NmvXrl25ciXekdLW1hYOh0tKShobG3t6elD4wVg2aylZs4vH3Do7O0FI1dXVXq+XN2X8Im8Ee5S8dSLxNvHXoFj2XlIO0/mTZuX/9aOOI42jijAwBTFgQ5JqagBFz2UIN0W0Ip3zINUuJNPsVIQ5pPecLmYO9689pTFP7Th+PSmq2JXpEqdJt0dQ0/5t01mbkpKSmZlZW1vb1dXV3Nzs9/urq6vb2toGBgZQwIR1npmdPXToEB6Y3L9//9DQEJPi27dvj8ViBoYMJNE5xR7ekfaSEV7RaakdrjOZ45X0TtfbZbvaPgNDZBlMMJOTSFwGxxgmVrnRmO46urwrg0LSLYdOh1+7hu49J6IeTyByylIbqWbiD+nBBlfpjxpcpbOfHZ2SkhKPx5ubm/v6+mpqaiKRyLZt23bt2rXbeg0haynxeglwEpz/np4eJON27txZVlbm8Xh0kmgPGPeO63e73c7ppAdDBaLDdS7puOjtwH45Z6NqRFVXiiSlIiApCScRboaRSrMb4HQ78xP4nA1GN1Ht6n4dfqNfDPSQaQgUlz0opYJaT4uGweCGMpNenvasoh8Hp6amrl69urKysrOzc2hoqKKioqCggKYNuRGsXgIkoYTyww8/3Lt3b39/PzJ03d3dW7duRTSBd6HzJ13iJi5Hoolxdm1GF71pcjpnTrrY1nSH7Uu3nI9Uuzw3NBMxY0OShiWUCZV1kopEnSscD4WOMTbcJgh48wosjrfLHsbUxIv2oHE2PSZpXyumXfYoqFIUrmr16tVut3vr1q0ISBYUFJSXl7e2tiLhTxi9//77WJ0CgungwYMjIyOouunr62tpaSkqKsLvkjt517xyTgDGu3W/84606/hRpzQokL/lsuhch0zNXIbQM/Gkkmb9+vVqu0xOSktLw9G0qWQjY74aYDIMR4ajrV+/nj3l7A69Q5edwNiSQoen8ng83I+uZ/YjaV8bgMu0IklEFX89LS0NR6akpCQSiba2NlR4xuPx6upqJEyQ80c27eDBg8jOQie99957vb29HR0d/f39XV1dmzdvzs7OxpUYv6g40Ot0u91q5rSjtGfS09N1P79CuamTPN0hyzi4TrOjGFLNpAEgE0l6FhVAaXZRbAAZG5kibritIOMUZE8xu8QuIwiSJtoIFD0PR0W/4rLny4wj1fDpTFVOyhTTk5mZiSm4ZcuWnp4e1JBEo9G6urru7m6aNixcASTt378fBm54eLirqwuFpk1NTfF4PNNh1IhdY4I5713nlXOauewWLSMjiSRV3GRaJs8Ya8PXVgwZzh0sWHIkURmo9040EBnGpZMJdL+OH/pL56ISDDOp7DWNj7NuKVNEkssuxnnapEgyKE1PRaxoKlc5Et9du3ZtKBTauXPnwMDA5OTk4OBgNBrdsWMHcm2wa3i8ZGpqCsn/gwcPgpCApPb29srKSnJnhmV0FNAGaNgVBmMZpPWmDXQRbyfDkkcuCZcYgmS9FAjpXwM9qY7AUmpqqokkUiIVtHFSnUnKQxli2tTAczx0rpN4OOeYbcWda3WHJl6MXs6wG0djguIyMu2yySUsqJftsiQtO1qv/913362ursYzlvv37+/o6IjFYk1NTQMDAwhIsgiJbxBA0QhgtGvXrtra2mAwqPerd63XoEU1mXYj6ORUJS09uYEbZQHDJTL2G0I2TYKWZCBupKam0o97o3VT20xsOTkgQ+w0SUhnhtPXIMiUHggdfosAyhTjRc7Qr9MWuBxiyOUwGU5ayhQW1P34CY/Hs27dumAwuHPnzt27d09OTh44cGDLli0FBQWtra3w/2HUACAYtX379sGudXV19fb2NjY2wq4ZTblW+8dluf3KlIbtVq7KFCZz2Q2CYQQNg0g2UhZwWXqcpk2Fkcpo4AnyOgmSMuwxLoLUUNnG1WN/psN4YWgx7TCxdG657eVsBkyNg4k2lygJndwce3SiAQ6d9y47KerXiWNup6ambt68uaenZ3x8/MCBA3v37i0sLNywYQMKJhHaPiQND2j39fXhYYHW1taioiJgghVUbkfBsTFhMq3UoQF6LcRz2W0Zp1+6BDYN6GSKMdHR5FBmSFhcwZRuT1dokAiosiFJ7aIh8vEDSnp0jzkAKi/cDhWS6WBg7TX+F3DR22anG0e6LeGlCNM5rdRizGkdAD2bgUWPx5OWlhaJRLq6uoaHh0FIo6OjeNMX6rVRHsk3UmDZicHBQUSPOjo6KioqWG2ns8UjNcdaV5NpkTRwRoJBt2gpjk4MIokXrzeoPc+pSDqg+qZaUl2lols1uOIpPT3djAIkNZY8I36PkNLbyLTLFB1y0INh6d2iQthNxkTU6aj4IOcbuOS8N8aJcNQxM3iR14lj0FOZmZlpaWnbt28fHR3lknBtbW3xeByJW0SSEEbCEyPvvffe0NAQH77bvHkznpXTyyOkSDNuiVnoZePyULCl8HLqSHY7p5zb7r0avMv5g553W8LcIAVlNUrv9Y68b0ZGhslJ6RJpTJNcR5rEIdOtwAZJi9DWq0k6G8hVHP6MZG68WxyxTNETOneJGJf1MDJ+nVTEwiNiVLtee5yN4K6srBwYGMCDWbt378YbJuDqV1VVFRUVNTc39/b2IpIE/x+NpSPd3d0NDQ2RSMTj8RjV5WgeRzWw7uQl6WMRRukwrt+o2fU6ngPTG1egUCGwn112rWIYpQx77U2aPVKd3Lq5RHMRRiqbVJVnOEJeBldl2s08LRGHnzjjGOtMRb8TOsoxen5Fm1oTtxVKUNRqX1OspKWl+Xy+FStWBIPBs2fPnjt3Di8z5fLI4+Pjg4ODsVhs48aN7e3teLgWb5hAgfbY2Bhe99Pd3d3S0lJQUGAAhRejI530ozZcMG/KwBMPyMrK8sojVuwlg4aVp9OtCI7aEFq6tGTFF2n2wg3oJxNJikQaS0KKP6MgdVlem9vuOhErmQ631nlvxj3rnPPZn43Xw5I2Z/fpOfW/PnmkE/9as2ZNenr6qlWriouLjx49ev78+f379w8PD+OBELz3or6+HpGknp4eFv8TSSMjI3gfSHt7+4YNGzD2fFAzOzsbv4VtjjqrNz0eD/5FNPBSiSS3VaBs9AxvBGfj1HJJuM4l0tMtQlYnP/tZRxktVUqrlVlSU1NdLldy60ZBruci+6VZFTPKOgZc3HYholBwPuyho66zCp3CncaM5EwlYxmQUp6n4fA4Jj2fYVq9erXL5YpEIj6fr6en59mzZ7du3cJLS6F++vv7S0pKioqK2traUNrG9yphIQA8atLR0VFXVxcOh/nTzmd8ARdFjPEcFe5CVaDymX4k1MBJOm2U7D0OhvZa2ssgeI+l2TOsZJFbNInLXsJKljGjAEkdNPX5DeLRW+XVGAbIGGCOqPOhMwNb/AolJ/6rqPI5HoDUqYyprxjyWCaSMMrKyuIFv/vuu6FQqK+v7+jRo0+ePPn+++/n5ubwbNr4+Hh3d3ckEqmpqUESd2JiAo9BwvaNjo7u3r17165djY2NiUSCv6jD7PP5UEiuN+K1DB8uWDFnDLzODTKQPtjOM7MndSbT9Kve4FK7W14AACAASURBVIbX8q/d4oIwQMBhTZdUbEZGBqPZpnVTNqPnRYefeMqw3O9Mu19A9nKLpFUaUMNHukZHOKlb2Qv/IktxDze0l7XX9HilLo6uzvWMjIympqbLly8vLS09ffr0m2++uXfv3qlTp/BCLTza1tLSgoAk8v98hG1wcLCnp6e1tXXTpk3RaJTD47U/LcOXFICZgANs8GDSJPGnM0S7QmcdD6bpxMFEG7vXYDuMqVskFPvQJXFOjn66FHHQ0zKtmwp7/bJuq1el9JMpgQ3D0imR6ld0dHVE1bsh5ersVDLPtES00ZUeS3Z4LQmv5MTxUBsaCATee++9zz777Pr16+fPn7979+6jR48++OCD1tbW+vr6WCyGnAmK/+HK7du3jw+NdHV14dVY5eXliUQiEokANLgFn/1hc4UO4cUeSPpMutov5TPSHpUZoemxhJpBjdp1ai7copPc9hopZZlMRwDdhiTjUJc92Agbl2lPN3rE+hI9/EvTRqpwW64Z5isBhI9qodhTeqtKNjggIyPDK9KKICPycJjPrmHRiT77495utzsQCJw+ffrWrVuLi4tVVVUff/zxnTt3rl271traumrVKr/f39LSMjQ0hHd84XntvXv34mHIvr6+pqamXbt2zczM4NWRkE1tbW319fWbNm0KBAIcTjywRZQkfcuKMpnX61XlbrwHxuhAQ7ar6ec09lomlTTB/tFx9FjBKgBLfXPIozciSR17HKpmS5lGr0CxbODJkEFukYE6zGqh3JaW4qziBFUMKRA5X/W/nO4+67lbDonCjqcKh8MNDQ0LCwu3b98+derUxMTExYsX79+/v7i42NLSkpqaumnTJsSQENdGzT8k1NDQUHd3d21t7cmTJx88eHD58mW8te3IkSPHjx/HOieIINCW4fk7wgjwUqBgj8om3im+y/2cKuQ5BRDRBkXoEbWq3esVdUVoGgRBm0PrRGyZSMIY08dzWc++qAAyrJgaKZoz/Je35HU0t913ZYOrrDxMW6AMrwjQLlOrgZ+goMY48RgVKJjBjY2Ns7Ozn3/++Zdffnn//v1vv/32m2++efDgQV1d3fLly/Pz81ELMDk5yWdIkIYbHx/Ho9k1NTXnz59fWlr68ssvsfzy/Pz8zMzMuXPnrl27dvny5c7OTgDF5/PhMU5ukJYMiiJxeoWt2TOKQpo5zhb1GXWaKSsTNzQy5CEeRm1EAZ1hL/0wFTeRZKRjaeky7d6+xwq0e0WIuC0hzEgG8c7xU/ZS/uBIcw+9ZY/d19NzoutxPC0IuI1M7pEAhNfrxSApsIqKig4cODA7O7uwsLC0tHTv3r2HDx8+ePDg4cOHFy5cKC8vb2lpwZshJicnWfOPEMDExERfX19zc/PIyMiXX3557969Bw8e3L9///79+3fu3Llx48bly5cBrL1794ZCoezsbDAKn0vG9WCDXIUNTiQiXt8CRVrSN495JPRAwNGC07Tp0Oh85rAqU2RKqsBtz7okiXHTujlVNjFLYGVa1TxuEdQkA69dGClcfPbwD6eOThfONloi5SRCB5jgLPdZWlsPgC2gXePcNZBUUVFx4sSJubm5S5cu3bhx49atW3fv3l1aWvriiy8uXbrU3NwMKhoZGUFFAFa6Ra4Nqqi0tHT79u2Li4sXL148cuTIuXPnHj58CDjeunULa56Ojo46MYQ9zvfNZWdnB4NBUpS+GEOBpTykH9EbnGycw4bJ84mc8NpFlZq2THuM0PC9klg38pVqbX4HCle1WEZGhmJWL9HgA84ADCEvVz1hzCS32+3c6RPhqV1JyczjVWRQ2KqV5Bd9orij0ejU1NT8/PyVK1du3Ljx1VdfYenty5cvj46O9vT0TE1NTU5ODg0N7dmzB2l/vEZi//79nZ2deXl5K1eu9Hq909PTly5dOnz4cGdn5/z8PFakvHTp0tmzZ2dmZmpra0E2uIBQKMQrzMrK4qss8V9yJ/UTZwtpJstSV4Caz+7AKuCUgUj87mQONcfOZ0W58DFD6sCUUNCSIAlmj0dTq+uPMfyQac9+eB1ulN4DTZh6H8ZfakzFB3GgXZmVlQUgol84xTkMtBEKRJ+oLtoRnKq7u3t+fv7s2bMtLS1dXV379+8/c+bM5cuXJycnDx069PHHH+/Zs2f37t379u3DYiaHDh2C9B4YGMDLLXbs2HHu3Lnr169fvXq1p6fn4sWLkEfnz58/ffp0Z2cn33LB9+zw1Rd68XjbDrd5I4rCQCCg05Lf5R1l24OcOsmzREp6xRnyiYqgDEVT0+SRIk+QjtfrNZG03nqpg0vijZTSGVJ+ZFwE1ZmC2vCSFBxqd4zZo9JBlaPTtSEJkX7wAiQ1BBwhzHhlMuNXqqur33///c2bN+OpyPLy8vPnzz9//nxxcRFLkeBZALw0EvmTQ4cOYTnKDz/8cG5ubn5+HktynTx58siRI7Ozs3hRyfj4+JYtW/TnCAu8x0ctHeUOj9TogBKS9gM2vOJPZImrSw72SLQ2S6LBHsmQZtoLXRj38UjxBRMmSKd4PJ4keTe1iBrf5Eld1vNTJCraO5dV1cB5wPvBbZO32Iw+8tnDcew4zrlsy4U2iF1nJM6JGU+6ApKwgbenc0LzbzgcLioqOnTo0MaNG4PB4Pz8/F9//fXixYszZ85MT08DSfv27fvggw9mZmYePXp07969HTt2jI2NnThx4saNGzdu3Dh79izek9zb21tZWYnXBoNg+JqvbHkBENAP0wZjp/eoYQI15ZxyBnnT+htD4BRS5AJDp5KrcLDKGxKHmiliy4Yklz2xrxKbsFVVr8KZk4DG29A3Sio6ycgZBvEoLPg6bDUB2KaOph7iOfXMZDL+tJ6Tl7Ru3bpQKJSbm1tSUjIzM/PgwYNXr179+eefX3zxxccff4xit5MnT967d++vv/7617/+9ejRo6NHj167du3evXt379796quvrl69+tFHH/X29paWloZCoXg8jndBYZkHGEHCmpdKawvxpPzEqYWv84tZoqtIPLxHJSRFJ+eq13J1DWLzip/rldpfUoAyE0OMZmSSMsptL1BUk5kp6U+v3WMnxxr0S8XHAYMn7JdGocDG4VfjBSPF139rBxmTmMOAYTMsHY7EoJIqcnJy/H4/pkdXV9e1a9e+/vrrH3/88dWrV99///2xY8ewWPvBgwfxr5cvX/7888+///7769evf/7558ePHz98+HB2dvbIkSN4VLekpATGKy8vLxKJ8Lf4iyqP9A2FADo6k8co9BV5TlPOUWBv6HBwmHBOBRa4SgPONH9eKQwk2ggyE0mEkdeq2XBaTZckX71WqtltFe/xHtxW6JmDSspRwGFikbF1dmL49c7ZoaqU+UW+PpAmA5MbEAlZTUeOL33DC+DwkjjYmsnJyZs3b2JZ959++un7778fHR0tKCgIhUIulysUCr333ns//PDDy5cvf/rpp5cvX/74448vXrx4+PAhliWdmppC4LusrCyRSOj7742r4qsssaGCWpmV1pCsAzxxp5OD9a/fCnlkZ2dzfEkBXnuqmJwE6wbiIUVRMGmO3/TdVGgTobSIBBCxopbVI81wOPV+lJx4/5xA/MhJw45Dp7PvCCn+xczjxCUciSplMg4kmAlDyKGNx+OnTp26f//+8ePHg8HgnTt3fvnll19++WVhYSEajdbX11+7dg3W7V//+tft27cvXbr0z3/+85tvvnn27NnDhw/v3r27uLh47Nix2dlZvFtiy5YtsVhMjReuKhKJEPrcqaSlFM5uoVpndxld6uQhHoY+5OT0eDx+CaBz7HxSi0EN45UaFU2eIFaexLoxwMATcb9ynbqUPJLopoEPBAJEvTITx9ugGb8lolVGBKSR4amdlX7YdJpytLBfv0uSIEUFAoFEIvHZZ58tLS2hUOT+/ft//vnnL7/8Mj093dDQ8Pfff//v//7vf/3Xf/3xxx+vXr3Cs2+HDx/u7u5+9uzZ8+fPHz58ePv27YsXL545cwbvcZuenh4ZGamtrS0rK8vPz1c7BZTw+nlhvM6cnBxskIp4wX6R4dkSxtT4QjAYNGQ4Eenz+Rhi8NnDwgogaptM6+lvIkkD30msmxHapuXy2sPqHnt8nbIpYAX4KXFU3BFD7AVOO+gDVUXkDyUPbqva4BnUxiloaBnJjrBo5KpwOIy3oPr9/paWlq+++urhw4dPnz59/fr1n3/++erVq9bW1pUrV8ZisePHj//222//8z//89///d9TU1MlJSWJRCI3N3diYuLFixfPnz9//vz548ePb968ee7cucnJycnJyWPHjs3MzCCMOTAw0NbW1t/fv2vXrrKyMk4k8BPvJScnB6vE4CKz7Z4HUQJ5oBrLYF81CAFxSrId4TT12X1S5ETz4rbqvinDXfJQSnKdRCpSxe2TLKAKbVXZfnskzfBQiBJ6WJxqhvHCzANcMGUNVJHGDenAYSBedT+FCKwbERkKhaLRKPCXl5f30UcfPXny5Mcff/z1119//fXX33777ddffz169GhlZWVeXp7f76+vr3/27Nnff/89NjZ2/PjxysrKoqKib7755vXr169evXr58uXLly+//vrrxcXFCxcuLC4unj9//uLFi59++ilWwDl79iwC6NPT042NjUQAxVDYasq4+pZf4on9HA6HDZ+DGPJYFUt+CSKoNVRbpiEbaJhsKTmnySJLkaJsSFJCIyF5vV54NIw6ZklokZglyDj1fRIQoz1S3sYw494Uf5QsZCCdi2qMFDR6Wva4mgO/FTvGAfgihwr/CoVCW7dunZmZuXfv3osXL169evXrr7/+/vvvcNC+++67p0+ffvHFF7Ozsw8fPnz9+jX+e/PmzS+//PLnn3+enZ0dGhpqa2vr6OgYGxv7+OOP5+fnr169eunSpfn5eaRilpaWbt68ubS0hMzuJ598UlhYGJZGLUXBpC4FrzbbHr7nXEW3q7mkrvBb7o52F4/JsgKVHFy/3w8NlG1FmNVz11TJG5GkIQSv5GIJJp+VsqB/6JFcPQnTK+UNsHqURPTROMYheT8/mi61SajRzYE5IOa4RhtdMOIDHjhQZThKHJ5wOIx3fw8MDJw6deqrr756+vTpixcvfvrpp59//vmXX3757bfffv/9d0Dn77///uOPP3799dfXr1//8ccff/311x9//PH111/39PTk5+e7XK4VK1YsX748EAjMzMwsLi4uLi7evHnz9u3b9+/ff/To0dLSEsoEFhYWzp49W1dXh64g34AvOW3UcqmspCGjK8r+ZK+SmH2OZceypWVZ8XGDt8BnPquOXp07Tb8mz+DyCMoumDmfPf9HP85vxcF4BeQbv4SFKKVxGCAIeiCNB8R5wXvf0Tsqg0gnfHd7JBJRi0D2IgnpFIf+oLbgcnU4bTwen5yc/PTTT2/cuHH//v2nT59+++2333333ffff//dd989f/78hx9+eP78OeCFeBLwBLv26tWrH3/8cWlpaWpqqr6+ft++fXfu3Ll///4333zz7bffPn78+NmzZ0+fPr1z587S0tKtW7cuX748MzNTV1cXkmUIOKlCVuybV4t7oaGndVYxoFpQgZKVlQWDoKKbAMKEx1fg0AEr9H7U8jA46bMeLjAVN3FDT43+oZozQpsQCYpvaailoBVq4zahQ70CKFDTcD5pUwctYDn2kMlkoIAECHQtQ+oM/Jff5RmodrOzs3t7e8+fP3/16lVQyJMnTzD8wMHXX3+Nj3heAAj79ttv//nPf/7www8vXrz47bffXr9+/csvvzx79uzJkyePHj168eLFy5cvNUxw69YtWrfDhw8XFhbSZLPhepI2mirqKtp33Johz6m7jV8hRnGM18oHM3ADJBFtHqu6ldocDWCwIclrTw4zkEiIBCzxr3yjko0ICwaD6q8ZyhdhQPU1gvb0qsFDpBOigURCRDIdAWBxHWpADdsMP9IaEsfksw0bNhw7duzKlSvXr1//6quv7t69+/Dhw0ePHj1+/PjJkyePHz9+8ODBvXv3lpaWlpaWQDmPHz9+9OgRqpGePXuGYssnT56Qjb799ttHjx7dunXr5s2bN27cQNnTwsLCuXPnGhsbgRuMtJIrXTmylFq0kDiqnAZUh0F7nFOZDLYeSoszMNseBPZK1QYVDv7lt9IADA+BpUxOYiRJPUBKbMBWf4YWjVDIskJn3ElAGPdJtoD6IVXwK/SBSSpIaIQsoa2MhRMSNPpDar9yc3N1VROuxIrzYGP79u0ff/zxpUuXrl69evny5YWFBQqdu3fv3rhxY2Fh4fz582fPnl1YWLh16xbA9OzZs2fPnj1+/Bia+tatW7dv375z5869e/ceP358+/bta9eu3bhx48svv7x169a1a9dOnDixc+fOSCSCJVmIcjj/4XCYGxRGvEesy0Nm9Uu5HKdiUEpTSGZqEHE8jqF4BcI41gFJC/olfEVI+Kz6ApOTsuSRHZ5LQ0eBQMBrZUWCUtFHntRwBWUQ9Y2KRN5AyEpMEk/oX4piNgACfIYv0ndjz6qrHLZWw1GcYZGdoISRuOwOLd3GjRubmppGR0fPnDlz9erVxcXFK1eufP7551evXr1w4cKJEyf27t3b3Nzc2trKgqTFxcWlpaXr169fuXLlwoUL8PwJQdQqLSwsXLt27dNPP8Vqp6BMLASFVZ0QjCCGeMG4fi4BrYlhdhoRhn7DlPZKDVPQinmq+0Y5xQ5RUqC0JW7c9gJLj1UPbkMSsUZJpdJM5ZvfKmWn+lFEq06kK0GK1iWOqHior9lf8XicnKRzEYehoSs1gQVgcQxwNp6EC3lh0S2MB7U2VvfC0OJ2EolEfX093lKKF9y0t7f39PQ0NTVVVlYC6x0dHbOzs3Nzc+fOnZubmzt//vyVK1f0WYBTp061tLRUV1ePjY3t3Lmzvr6+qKgoHA7n5+cjpIklo9gPADf+YqEpUhQywewunZ/Yox2Lbqf1IEnrqIWtHLbPyoGCorTROrlcrix5cpUeHOBlQ5JPHsbjX6Y+GMXOkhhGyPJL/faIUdjyZmGelRiABoo+ehyEEfYYrhlFAIFluGycjrFYjLBjR6u4ZgOSMFT5+fnFxcUFBQVY6y03NxdrwAHWiUQCq8Vhdfl4PI7ly/Pz84uKiurq6hoaGjo7O5ubm7FUd2tra3d3944dO8rKysrLy3ExeXl5+fn5XJwO5+dHEoxh5jhPAHccg3uh3VdepxJQvsm2Ikx+ST0RRsaEp0jH2Xw+22M8fqswkOIHisjMu3klgU/LahBdlhWNIICCEj2jMQ5I3pujSIgExaflSKugIZPTxqFzKREQIMBIABZohBTXicM5I5EIVgHEmTlOgE5RURGXFczPz8ffkpISLCtYUFBQXFxcVlZWUVFRXl5eVlZWWlpaXFxcUlJSXFyM4xOJBHAGfOTm5gJzsVgM9JNIJABWfOSqhHl5ebwYLnwIPOGOQlbALEcCtoAObhadH7bciKCVn/bbE8Y0Xtn2wktuBO2RzKAVifBamTuGyxn+zrIChzYkeeyJfSMZQu7JsheZZ9szOLwgNUz0oUBXuJ+QhI4ACPQg7VfYcvJzrKgj/0szxEaSJxtx3UE6bpjTuBhCKh6P5+fn5+fnw55y7HNzczHkBQUFRUVFRUVFXM0SiMnLyyspKcHbS7AHy1oCVYWFhQAi0BCNRvPy8oqLi4khAIiLIPJqsZOTikSF++LMzMnJgbtHUsdXACDKHdo7AA4noUsekAddgvY0FzMTijYNNWM/3LesrCxTcfuspzuIWUYUiWvK+IAEUol0AB90qrAIWf582HLBAlb6XX2oHKkTIrUw2B0IBNDvpCIuPomvqJnAgHEdUiBGVz4FBDGi2IDs5ZKm+VYDJwExugQqsJWXl0fqgtXDIqqJRILrooJ++EVeGyFFtPHu0HvkJHp5NOVwTdAPnEiMuWgfhq2IAIMyGp3xS/0FqYHAYuzbK0XiHo8nYFV5JI8n0YcnuwSlrI4sl21VvQAWRC7dK1xWSIIfdM3opZOiwxKGpogJBoPoaAwzuoM9TiVBH56GjFJahwTXSQJTr1vFE9Cjy+ICf0VWA0SKiorAWOAnfAv7gcJcq0EPURUBRjgJDsPV4gZ55SEJmhAxOIDRCtAqF3LFt4gwes3oHAKCbhrMltoZNIymAihbynaZ1aBD5rdKDEzr5pOnfxhjoB/ok6dh/NbjGWEpTA5J7oxeOgMhtGsM85CryEMkIWpwfORkpQnATiCAiyprF2MSc7TAWwze6MjRqlLfgHho3fgROMNHEo+Bj2g0CuMInqOPRoriJQGOAKsKOCoe7KFCCFvpZ1yn0nnIatjpl/A3RTQPoFrIkoi2ji8Bh78aQMqSt51Q/JhI0sJtzfCFrCBEtpW1AfxpgIOSEA3aa0LoixleOmy29pEigLCjacfAA0AkHrILpTRJi+oVQ4uDgTNu4FscbwARQIHRoVImS3GDAAK2qMp5MAGHb0E/4YLz8/PhLaqBw3+JaVqusITEEHcgJ+XYY0505eimsBuxM2oFFzhYqq/BHdQn1OlU9EAeAUf1DEjYkJRtf7oFthYANwiJEoramRKPxph+KS86YJWcRiWPQWwBK9opGjvB8UAJzYGqb53BIcmWkLS4zLcu9g3hgo84rbIIUUKrB2CRnIgbfMzNzUWwAF+H9Kaop8nDxSQSCdomwJp3Aa6NWjFJeiSYLQxeQEKFrLR0WCojOCLqL/Ng+nQ0hWwYPkYKNCiIpsVFlNSm72akz/ySBWSQym/F17OtQgjAk5dOYiQ/EVjEjUoiTiz6rjQ3wBaPUY0ZlkClutP0gyioCRpgRReMBxTgxmucMB6PA2EGSoAh/BbEO4IFaLgAshQtI/4VjUYZoGI4G5jAmSGnlG5zJF7KUCo+oh9yJAyLqajeSdjydslD+q2AZO4IlICkudCyJCdGqQSFhP/yyRFTJxFuAamP8cozZbhuRrp8VuVUUFJp9GCpxznqESucGJHMkYokgoMWipgAt1NJsFshNTC6GAlCkDgApGitcHKKHrVQCgV6+zgDrB5wwO/CWUOMgFaPMCIWsU0HTcmVdwGGY1SM1hkfibOIFWmLWtEN7fmoBP3R+RRSYKNsifEy1BeWbHG2vQbVbz2SkC0ByYDUa6ACzsyWeKxHR7Ilh+yzF9plS44QP4CrJxNGrLAHbRMUdFgizqoTcRu0ejmSFQlbKQ5AgYEWfKR9pOimlOEQUnqTUTi/Mfb8FhDpDCHSJiJ0CZ8fXhviRgh20+oBNFRaoBwiCYBW3ABbMHa8Tb0FvGgQB9OKwU2hc8p+jsjzKpycxA0tF4UUjyR9UGiH5d0EtDBMv/qtEk0ECJJEAVTrBKTegB81uJ5tVdcHJY9DW4Y4pMaTCBcyFpUWySZseey0F+hlBnx1KuPMsVgMcge9hsGgEMH4ETeRSAQHY7yxTdwAEEAS0QDclJaWwv9HVAmBRyCjpKSksLCwrKyMwhzXhisBmZGEyFgU6bw7Yh1Xy/gWqRpmEf2jLEW+Z9iP/ITmlwKBsFVHGolESD/YH7TqyQgvv9RP048LWnXMcM4CgYANSX4r5xewsnrECjgNCENWmaQVkJLqiGTN1JMnYqISzOUGKUqdEYwBDmOMBx/pRcelHiMmNRiM5dCiMRwQseLa+ApwgyGnVKKlo/pRGc7oA8YbspqcFI/HGTKgBwcpRspRCcVMC9koHo8Dr+AbEBI4iVEDEi00U1iykErq/MgIU0Dya1DAXq9XMcTwUlByqZorg71jCIBV10mQxAYkwdYCPYC8T14nEpZQPcEODAWtTFnYnnYNSWSW9E5CCsoTsfn5+fguqUVtGTo9IjF0fIWGg+SktgYYpbmhTsceaG367RhsKnqQE74IkCHUpPqGwhz/okJXXOrPJaxGXOIaNPgErqIbyHAacUZvP0fyTrT4EYk2qcfDnZzq9NdCktZlcIGjT0IJyCMJNiSpmKeZZCCRgKADGbTC30GpGMEsCUieP2yVy+BUjANFJFup0YGQhJeiVnZWKR3/pUsVtyLa6mADSToYeRJZpocft5JuZCOGrWHCqKwx9qWlpUyrUZ7jGGKUnh34iVAGvOAWkH7o+lHJ4ZqJV2LRGQEJWxkhoCciMRH9SJ+OoipsxYcpqnIcGV9Kbw1QcU+2FDmBsWxIguEEPrKthx6zpHqE+omhyCx5Wo1+BPbAI/BbD5pxusA6aDwD5BSVBAg7gqxD2GHC0Z2JStJA/TWGleFe5TlyavhFcgxGSCGCbbp1JBtijsSjWVuAFWKIyTiYNrIUNbsROzBYjYfhW0rMUSvqRkiRmGn44vE4XTMoyJA9wpdlPR8XlppxgkNNEPSuBjCZOmOAwLRuTOP5pLyfrqAh9clYvAEV10Q9HaWIVIwYPn+ulSvIkboioicmsUeqTtAb5S0bXSR6fHlWEh5YIZ6onenzwxFLSF6WUMu1oo4YV6IqkUiUlpaiIoA6GkdSCSEfl5T/cAZaPVImvUKIeswWwILdBW6jMwtfhHMvbH/wEtSiPh2dMjIFDgb+gtbDGgGrMo6hS3UD6fGZMe5s+1MsjCUEpNgoJHFS7qTKo2wKBoMcV95VWJ7lMAwc/VhQI46PSopN7RcFNYaHSkIlNi0gvphnZcRoJhgXoCqCaQMIkPxXxLABTyQVLSZRHa0xJ/qJOGdCsnWqvSjA9YC4ZOhI7ejAgoIC7fk8yU7Cz82xR73Rz2ErDUAIMotKGNHAhRyZLm77rGdD/H6/GQVA3i1b3lvAcDZNI65Jww9BKTaKWEGwqCQjSTYRK0WP3glKfRJmEruMRj1mpdIiVuUy0aM8xNkcl+wYJQh9bwZ4VPxSyiQSCfjzhYWFqGXD9VDuUCyTVAiCRCKBwBIOKygoKCkpIcpRyURVpJKfoQdFqjqD4FfST1zqakjJ7EanEohY6RfVGAAEyd7v90es5EFEak39UjlNxqK/BWwACWa2hOUptJR+QiYeiQAAA8ZJREFUeYY6KG/94cewVUNCF0B9VA0R6T0wMku9DNMDNABVUUlxGJpRRSgGFbNNd0atnDy1OQcPg4rBNpQ1OClhlduyEIAaiMopFosxLMljCLsCqz4O/wIu8aO8NoCMZQUgoVwrnsS5wZAHOZ53jc7JsVIinKucP5yEwFyOFL+je4mPqLiEuVbUF4NLoxS0v7xKI9VmjJu20Ge9DY1mNWjVjYQlz0xgUTtHrexs2HoqKCqVaOqvRqzKRpr2mFUIELOyTlSvGmNUs0VHGh9xcL4V3zP0MsiGQ15UVFReXl5cXMzUG3QJ3XhWbcOVw0eU3sJgGUW6ABYNJZvh6+VaBQjU2gVSP254aiQwxRYBTcRoEI64ichDFkSJhtYwLoxG5kj+jvRDLRW2qqWD8pgvvS4bkoLBIJ8+ybLejkVpHJBUS8hKx/JSwlZgGhfht952RbJloIyMSmaiZuSUYoCYhgl+NZ0sSmlGqJmB56QH4PAtjHpFRQVeUkMxiy+CRViFDRtXWloKIsmz4uyMDlBN50o8M18i45Q7FEwMAVBQcyfDmPgJJvsYEaDVo39HcOOEDFzhnLFYjEHgqKQvc+xpJdq+sJX6xKAErfi1AghDqbQSCoXomZlIIpUh508oUPwzTE57R24khgipmJTis4WtPBrZiFHaqBSEKFEBEESMujkwTwmryixhxe4wVNC20WiUAlb5BmyHUeRDI1S7ZWVlYBpWS1JQ03ej7uZjJ0yhwJvDmcvKykhvOJ52lvZU74KwKJB0MrYN0oXcZoejMzH9QlKIHLciq5yoYSsRToMYk+ILjAjOwDgiPuZIRW9AKghMnWSExg27yBClYot2jVYsYlVMK2lFreAsLoj2LmpVVjB6RkUZkyKKfCufTzVNG8d5z8kas8pFOFqgKwwhs/f0/rCTwwz8lZaWYsDy8vJKS0uZUEtIqT/ScIQRgIXfIm+B2PjUAM0rWQe/W1ZWVllZCSOba6UIcXeqz3DLpKK4VKeQ5ygu2Ye0evhKjlXrDYgALhjumBUZx/hG7Y9l0qfLycnJlrdbA0ymTqJRpBXDT0askHzQUZUGZlJw8OejVpoMoodfZOwxbpUtUwBRhCYkBUbnFn1EYR6zEmdAQ56VsiD4wAQYQvQ7njTiyTFCAEFpaSm+AjrBNgwicADI0rFCTrfQej6Jyp0ERuHFv7CbhBQecgKSaDFJezwS18mJVGClWXCpJGkSLfqWKQd60DF5WDQsT61EpEJQg4I59heahexPzFEiJ6kF+L/2f+3/Y/s/JP1f+/+n/T//zCkaa4XjYAAAAABJRU5ErkJggg==" /></span><img alt="" src="data:image/png;base64,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" /></div>
<div align="center" class="MsoNormal" style="tab-stops: 2.0in; text-align: center;">
<span style="height: 16px; left: 0px; margin-left: 334px; margin-top: 135px; mso-ignore: vglayout; position: absolute; width: 63px; z-index: 6;"></span><span style="height: 16px; left: 0px; margin-left: 466px; margin-top: 135px; mso-ignore: vglayout; position: absolute; width: 63px; z-index: 5;"></span><span style="height: 15px; left: 0px; margin-left: 110px; margin-top: 116px; mso-ignore: vglayout; position: absolute; width: 77px; z-index: 4;"></span><span style="font-family: "Arial Rounded MT Bold","sans-serif"; font-size: 10.0pt; line-height: 115%; mso-no-proof: yes;"><img alt="" src="data:image/png;base64,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" /></span><img alt="" src="data:image/png;base64,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" /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="mso-spacerun: yes;"> </span>In this group, you perform the negative phase
first.<span style="mso-spacerun: yes;"> </span>Since your muscles handle more
weight lengthening than shortening<sup>3 </sup>, you can easily pick a weight
that’s too heavy to lift<span style="mso-spacerun: yes;"> </span>but entirely
manageable to lower.<span style="mso-spacerun: yes;"> </span>The real problem
starts when the Maximum Moment Arm kicks in.<span style="mso-spacerun: yes;">
</span>Remember, you don’t only work against weight, you work against weight
applied through a Moment Arm.<span style="mso-spacerun: yes;"> </span>Now, that
700 pound squat or 300 pound bench press, that you could lift off the rack and
hold because of the Zero Moment Arm, becomes a lot “heavier” as your joints
bend and create a Maximum Moment Arm.<span style="mso-spacerun: yes;">
</span>It’s like a lumberjack yelling “timber”; when the cut tree is vertical,
it’s not too heavy, but as it gets more horizontal, watch out!</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="mso-tab-count: 1;"> </span>And
it doesn’t have to be powerlifter numbers that cause the problem.<span style="mso-spacerun: yes;"> </span>The dumbbell chest flyes and pullovers are
extremely deceptive, because you conventionally start them with the weights
directly over the joints (Zero Moment Arm).<span style="mso-spacerun: yes;">
</span>But as you lower the weights, the Moment Arm expands to the full length
from shoulder to hand, an enormous increase relatively speaking, so even the
lightest weights now provide substantial Torque.<span style="mso-spacerun: yes;"> </span>And coincidentally, where your muscles and
joints are least capable of handling it.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<h3 class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Managing
Resistance Torque and Other Forces</span></h3>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Goudy Old Style","serif";"><span style="mso-tab-count: 1;"> </span></span>If there is one general
suggestion to take from this, it is:<span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;">wherever possible, begin the exercise at
the position of Maximum Moment Arm.<span style="mso-spacerun: yes;"> </span></b>If
weight is manageable here, there won’t be any surprises during the rest of the
movement, at least from the predictable changes in Moment Arms.</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="mso-tab-count: 1;"> </span>Of
course, this means redesigning the demonstrated exercises, which we’ll do.</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="mso-tab-count: 1;"> </span>A
few complications.<span style="mso-spacerun: yes;"> </span>These analyses of
Moment Arm and Torque only apply when the exercise is performed slowly, with as
little momentum as possible in either direction.<span style="mso-spacerun: yes;"> </span>If you heave the weight, so that momentum of
the weight takes over, or if you drop the weight, for reverse momentum, the
analysis gets unnecessarily complicated.<span style="mso-spacerun: yes;">
</span>We’re also going to ignore the weight of the limb itself, and mark the
line of resistance from the actual weight.<span style="mso-spacerun: yes;">
</span>To be technically precise, we should consider the line of resistance to
be the center of gravity for the weight and the limb combined; since the same
general pattern would emerge, we’ll leave it as is.</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="mso-tab-count: 1;"> </span>One
more.<span style="mso-spacerun: yes;"> </span>I’ve used the terms “Zero Moment
Arm” to describe a position that’s mechanically easier because the line of
resistance passes through the axis.<span style="mso-spacerun: yes;"> </span>Yet,
gym experience tells us that <i style="mso-bidi-font-style: normal;">something</i>
is happening at these positions, because we feel <i style="mso-bidi-font-style: normal;">some</i> forces at the stretched position of a pulldown, or the
standing position of a squat.</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="mso-tab-count: 1;"> </span>What
we feel is <i style="mso-bidi-font-style: normal;">tension</i> (pulling force)
and <i style="mso-bidi-font-style: normal;">compression</i> (pushing force).<span style="mso-spacerun: yes;"> </span>(Internally, there may also be shear, but
we’re focusing on the external, resistance side.)<span style="mso-spacerun: yes;"> </span>On the pulldown, the weight attached to the
cable is trying to pull your arms out of your torso.<span style="mso-spacerun: yes;"> </span>Your muscles, bones, tendons, and ligaments
are functioning as <i style="mso-bidi-font-style: normal;">ties</i>, which oppose
tension, not Moment Arms, opposing Torque.<span style="mso-spacerun: yes;">
</span>The barbell on your shoulders when you stand in a squat is pressing your
vertebrae between the load and the floor; here, you function as a <i style="mso-bidi-font-style: normal;">strut</i>, to oppose compression<sup>4</sup>.<span style="mso-spacerun: yes;"> </span>Now, there is muscular work being done in
these positions, but it’s by the deeper, postural muscles, not the larger,
superficial, more prominent muscles that most of us go to the gym for.<span style="mso-spacerun: yes;"> </span>Working the postural muscles isn’t
necessarily a bad thing, but loads that challenge the lats and quads, large
muscles designed to move limbs, are probably too heavy for the rotator cuff and
erector spinae to move.<span style="mso-spacerun: yes;"> </span>If you want to
work the postural muscles dynamically, it would be safer to do separate
exercises for the deep vs. superficial muscles.<span style="mso-spacerun: yes;">
</span><b style="mso-bidi-font-weight: normal;">MAeX </b>will focus on working
the superficial muscles dynamically, and the postural muscles statically.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 1;"> </span></b>Which leads to a second general suggestion:<span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;">when
working the superficial muscles, think of them as levers (ie Moment Arms) as
opposed to ties or struts; emphasize Torque instead of tension and compression.</b></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-tab-count: 1;"> </span></b>We’ve only
explored part of the explanation of why those original dumbbells got “heavier”
in the side raise.<span style="mso-spacerun: yes;"> </span>To finish, we move on
to the other side of the process, Muscle Torque.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-size: 10.0pt; line-height: 115%;">Notes</span></u></b></div>
<ol start="1" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt;">Archimedes, “the first mechanic”,
from Lafferty, Force and Motion, 1999, pp 12-17;<span style="mso-spacerun: yes;"> </span>also Macauley, The Way Things Work,
1988, pp 358, 362.</span></b></li>
<li class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt;">“The point of this
demonstration…torque is the product of force and moment arm.”<span style="mso-spacerun: yes;"> </span>Definitions based on “The Biomechanics
of Resistance Exercise” by Harman, Essentials of Strength and
Conditioning, 1994, pp 25-27.</span></b></li>
<li class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt;">“Since your muscles can handle more
weight lengthening…” generally accepted, see Harman, p 40; Brunnstrom’s, p
144;<span style="mso-spacerun: yes;"> </span>Levangie and Norkin, p 99.</span></b></li>
<li class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt;">The explanations of tension,
compression, ties, struts based on Vogel, Cat’s Paws and Catapults, 1998,
pp 128-152.</span></b></li>
</ol>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Chat about this at <a href="http://www.facebook.com/congruentexercise" target="_blank">the Congruent Exercise Facebook page.</a></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;">Congruent Exercise:
How to Make Weight Training Easier on Your Joints</b>, is available at<span style="mso-spacerun: yes;"> </span><a href="http://tinyurl.com/CEAmazon" target="_blank">Amazon</a> in both print and Kindle format.<span style="mso-spacerun: yes;"></span><span style="font-family: "Goudy Old Style","serif";"></span></div>
<br />Congruent Exercisehttp://www.blogger.com/profile/14730114646393928993noreply@blogger.com0tag:blogger.com,1999:blog-1107629464732994560.post-71134817787379893642013-01-18T09:51:00.000-08:002013-01-18T09:51:42.047-08:00Congruent Exercise Online DirectoryHere are links to Congruent Exercise online, for material that Bill DeSimone either generated or participated in from 2006-2012.Included are Amazon, Facebook, text and podcast interviews, and You Tube (long and short). <br />
Thanks for your interest,<br />
Bill DeSimone<br />
<br />
<b><u>Amazon</u> </b>for the print or Kindle, including "Look Inside" and reviews <span style="color: red;"><a href="http://tinyurl.com/CEAmazon" target="_blank">http://tinyurl.com/CEAmazon</a></span> <br />
<br />
<b><u>Facebook</u></b> page for questions, comments, and discussion: <span style="color: red;"><a href="http://www.facebook.com/congruentexercise" target="_blank">www.facebook.com/congruentexercise</a></span><br />
<br />
<b><u>Text interviews and reviews</u></b> Thanks to all listed below.<br />
By Chris Highcock from Nov 2009: <a href="http://conditioningresearch.blogspot.com/2009/11/congruent-exercise-interview-with-bill_18.html" target="_blank">http://conditioningresearch.blogspot.com/2009/11/congruent-exercise-interview-with-bill_18.html</a><br />
Conditioning Research, one of the top fitness blogs of 2011 (Outside magazine). While on the Conditioning Research site, search "congruent exercise" for a series of brief reviews Chris did of the manual.<br />
<br />
By Anthony Johnson, 2009: <a href="http://www.thedreamlounge.net/interview-with-bill-de-simone-author-of-moment-arm-exercise/" target="_blank">http://www.thedreamlounge.net/interview-with-bill-de-simone-author-of-moment-arm-exercise/</a><br />
By Anthony Johnson 2012: <a href="http://www.thedreamlounge.net/congruent-exercise-review/" target="_blank">http://www.thedreamlounge.net/congruent-exercise-review/</a> A particularly enthusiastic review, much appreciated (especially the title).<br />
<br />
By Aaron McCloud of Complete Strength Training blog: <a href="http://www.complete-strength-training.com/bill-desimone-weight-training-and-joint-pain-1.html" target="_blank">http://www.complete-strength-training.com/bill-desimone-weight-training-and-joint-pain-1.html</a> five-part question and answer format.<br />
<br />
By Dr. Doug McGuff of Body By Science, from Bo Railey's HIT seminar 2006: <a href="http://www.ultimate-exercise.com/" target="_blank">http://www.ultimate-exercise.com/</a> Select Articles and scroll to the bottom of the page. <br />
<br />
<u><b>Podcast</b></u><br />
By Dave Durell on High Intensity Nation <a href="http://www.highintensitynation.com/2012/01/high-intensity-training-interview-of-the-month-bill-desimone/" target="_blank">http://www.highintensitynation.com/2012/01/high-intensity-training-interview-of-the-month-bill-desimone/</a> about one hour. Thank you, Dave, for including me in your impressive line up.<br />
<br />
<u><b>Video</b></u><br />
90 minute lecture from July 2010, courtesy of and production via Anthony Johnson. <a href="http://www.youtube.com/watch?v=e34h3VIjEj4" target="_blank">http://www.youtube.com/watch?v=e34h3VIjEj4</a><br />
This presentation covers the first five chapters of the manual.<br />
<br />
5 minute Preview for the above, by yours truly from July 2010 (identify 4 easter eggs for a No-Prize) <a href="http://www.youtube.com/watch?v=mHnTPCBQxAc&list=UUdFeX3kO5Zt9ccqc0v7G72A&index=3" target="_blank">5 minute preview CE</a><br />
<br />
<b><u>Self-produced Video </u></b><br />
<a href="http://tinyurl.com/congruentexercises" target="_blank">http://tinyurl.com/congruentexercises</a> 8 minutes, 2012: Demonstration of all the exercises in the Congruent Exercise manual. The Kindle version links to individual 30 second clips of each exercise, all viewable directly at <a href="http://www.youtube.com/user/CongruentExercise/videos?view=0" target="_blank">http://www.youtube.com/user/CongruentExercise/videos?view=0</a><br />
<br />
The following videos from 2009-2010 are 10 minutes each. Demonstration and explanation. Apologies for the sound quality and my attempts at "natural delivery". Produced via the late, lamented Flip video.<br />
<br />
<a href="http://tinyurl.com/maexintro" target="_blank">http://tinyurl.com/maexintro</a><br />
Introduction to Moment Arm Exercise, the manual which preceded Congruent Exercise. Currently out of print; I will be posting and revising it to this blog on a semi-regular basis.<br />
<br />
<a href="http://tinyurl.com/CongruentChin" target="_blank">http://tinyurl.com/CongruentChin</a><br />
Chin ups and keeping your joints healthy<br />
<a href="http://tinyurl.com/maexchest1" target="_blank">http://tinyurl.com/maexchest1</a><br />
part 1 covering moment arms, flyes and shoulders<br />
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><br />
<!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]--><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><a href="http://tinyurl.com/maexchest2">http://tinyurl.com/maexchest2</a></span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><a href="http://tinyurl.com/maexchest2"> </a></span><br />
part 2 chest press, pectorals <br />
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><br />
<!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]--><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><a href="http://tinyurl.com/maexbiceps1">http://tinyurl.com/maexbiceps1</a></span><b><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span></b><br />
center of gravity, muscle torque, and barbell curls <br />
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><br />
<!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]-->
<br />
<div class="MsoNoSpacing">
<u><a href="http://tinyurl.com/maexbiceps2">http://tinyurl.com/maexbiceps2 </a></u> </div>
<div class="MsoNoSpacing">
carrying angle, bench curls, incline curls </div>
<div class="MsoNoSpacing">
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--></div>
<br />
<!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]--><b><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><a href="http://tinyurl.com/maexforearm">http://tinyurl.com/maexforearm</a></span></b><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span><br />
wrist and hand position, hammer curls and gripping vs. wrist curls<br />
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><br />
<!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]--><b><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><a href="http://tinyurl.com/maexcalves">http://tinyurl.com/maexcalves </a></span></b><br />
levers, insufficiencies, and heel raises <br />
<br />
Congruent Exercise, copyright 2012 William DeSimone, Congruent Exercisehttp://www.blogger.com/profile/14730114646393928993noreply@blogger.com0