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	<title>90 Days Goal</title>
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	<link>http://90daysgoal.com</link>
	<description>Getting fit 90 days at a time</description>
	<lastBuildDate>Thu, 19 Jan 2012 21:28:46 +0000</lastBuildDate>
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		<title>Round 6 Initial Goals and Plans</title>
		<link>http://90daysgoal.com/group-stats/round-6-initial-goals-and-plans</link>
		<comments>http://90daysgoal.com/group-stats/round-6-initial-goals-and-plans#comments</comments>
		<pubDate>Thu, 19 Jan 2012 21:25:21 +0000</pubDate>
		<dc:creator>Kate</dc:creator>
				<category><![CDATA[Group Stats]]></category>
		<category><![CDATA[R6 Stats]]></category>

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		<description><![CDATA[The following data were taken from the signup sheet. Hopefully this post will serve as a guide if you didn&#8217;t know which diet, diet tracker, exercise, or exercise tracker you were going to use this round. &#160; Our Goals Other &#8230;<p class="read-more"><a href="http://90daysgoal.com/group-stats/round-6-initial-goals-and-plans">Read more &#187;</a></p>]]></description>
			<content:encoded><![CDATA[<p>The following data were taken from the signup sheet. Hopefully this post will serve as a guide if you didn&#8217;t know which diet, diet tracker, exercise, or exercise tracker you were going to use this round.</p>
<p>&nbsp;</p>
<h2>Our Goals</h2>
<p><img 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" alt="" /></p>
<table width="310" border="0" cellspacing="0" cellpadding="0">
<colgroup>
<col width="282" />
<col width="28" /> </colgroup>
<tbody>
<tr>
<td width="282" height="17">Other</td>
<td align="right" width="28">34</td>
</tr>
<tr>
<td height="17">I don&#8217;t know yet.</td>
<td align="right">3</td>
</tr>
<tr>
<td height="17">Be more motivated</td>
<td align="right">3</td>
</tr>
<tr>
<td height="17">Run a 5k</td>
<td align="right">3</td>
</tr>
<tr>
<td height="17">Be attractive / Show off new body</td>
<td align="right">2</td>
</tr>
<tr>
<td height="17">Healthier diet</td>
<td align="right">2</td>
</tr>
<tr>
<td height="17">Run a marathon</td>
<td align="right">2</td>
</tr>
<tr>
<td height="17">Be a healthier example to my children</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Be able to run a 9 minute mile</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Be happier</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Be worth something</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Continue physical therapy for shoulder</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Drink more water</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Exercise regularly</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Feel better</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Feel productive</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Increase Energy</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Increase Muscle Tone</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">More self-confidence</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Goal setting</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Regain mental fortitude</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Size 8</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Tone up</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Gym three times a week</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Continue running 3x per week</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Run half marathon</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">I don&#8217;t have any goals.</td>
<td align="right">0</td>
</tr>
<tr>
<td height="17">I prefer not to say.</td>
<td align="right">0</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<h2>Our Diets</h2>
<p><img 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" alt="" /></p>
<table width="314" border="0" cellspacing="0" cellpadding="0">
<colgroup>
<col width="286" />
<col width="28" /> </colgroup>
<tbody>
<tr>
<td width="286" height="17">Other</td>
<td align="right" width="28">18</td>
</tr>
<tr>
<td height="17">Slow Carb Diet</td>
<td align="right">4</td>
</tr>
<tr>
<td height="17">Gluten-Free</td>
<td align="right">2</td>
</tr>
<tr>
<td height="17">4 hour body</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">anti-inflammatory</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Everything but beef and pork</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Supplements</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Less beer and pizza, more vodka and fruit</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Low GI</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Meal plan created by trainer/nutritionist</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">No alcohol for 30 days</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Real food that I can make in my kitchen</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">P90X</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Pescatarian</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">RPAHED</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Jenny Craig</td>
<td align="right">0</td>
</tr>
<tr>
<td height="17">I prefer not to say.</td>
<td align="right">0</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<h2>Our Food Trackers</h2>
<p><img src="data:image/png;base64,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" alt="" /></p>
<table width="227" border="0" cellspacing="0" cellpadding="0">
<colgroup>
<col width="199" />
<col width="28" /> </colgroup>
<tbody>
<tr>
<td width="199" height="17">Other</td>
<td align="right" width="28">33</td>
</tr>
<tr>
<td height="17">I prefer not to say.</td>
<td align="right">4</td>
</tr>
<tr>
<td height="17">DailyBurn</td>
<td align="right">4</td>
</tr>
<tr>
<td height="17">FitBit</td>
<td align="right">4</td>
</tr>
<tr>
<td height="17">Noom</td>
<td align="right">3</td>
</tr>
<tr>
<td height="17">Calorie Count</td>
<td align="right">3</td>
</tr>
<tr>
<td height="17">Blog</td>
<td align="right">2</td>
</tr>
<tr>
<td height="17">Calorie Counter App</td>
<td align="right">2</td>
</tr>
<tr>
<td height="17">MyNetDiary</td>
<td align="right">2</td>
</tr>
<tr>
<td height="17">21weekchallenge.tumblr.com</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">alfitness.com.au</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">beeminder</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">beyondthewhiteboard</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">BodyMedia.com</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">nutritiondata</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Photograph everything I put in my mouth. <img src='http://90daysgoal.com/wp-includes/images/smilies/icon_smile.gif' alt=':)' class='wp-smiley' /> </td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">TrainingPeaks</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Libra Application Android</td>
<td align="right">1</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<h2>Our Exercise</h2>
<p><img src="data:image/png;base64,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" alt="" /></p>
<table width="200" border="0" cellspacing="0" cellpadding="0">
<colgroup>
<col width="172" />
<col width="28" /> </colgroup>
<tbody>
<tr>
<td width="172" height="17">Other</td>
<td align="right" width="28">61</td>
</tr>
<tr>
<td height="17">Cardio</td>
<td align="right">4</td>
</tr>
<tr>
<td height="17">Hiking</td>
<td align="right">4</td>
</tr>
<tr>
<td height="17">Spinning</td>
<td align="right">4</td>
</tr>
<tr>
<td height="17">I prefer not to say.</td>
<td align="right">3</td>
</tr>
<tr>
<td height="17">Elliptical</td>
<td align="right">3</td>
</tr>
<tr>
<td height="17">Jujitsu / Muay Thai / Boxing</td>
<td align="right">3</td>
</tr>
<tr>
<td height="17">Racquetball / Squash</td>
<td align="right">3</td>
</tr>
<tr>
<td height="17">Wii</td>
<td align="right">3</td>
</tr>
<tr>
<td height="17">Aerobics</td>
<td align="right">2</td>
</tr>
<tr>
<td height="17">Ballet</td>
<td align="right">2</td>
</tr>
<tr>
<td height="17">Kettlebells</td>
<td align="right">2</td>
</tr>
<tr>
<td height="17">Kinect</td>
<td align="right">2</td>
</tr>
<tr>
<td height="17">Skating</td>
<td align="right">2</td>
</tr>
<tr>
<td height="17">Skiing</td>
<td align="right">2</td>
</tr>
<tr>
<td height="17">90 Day Supreme</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Aerial silks</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Basic strength excercises</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Chasing children</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Coordination training/muscle sequencing training</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Exercise I can do at home mostly</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Functional based strength</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">High intensity stuff</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Insanity</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Kayaking</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Physical therapy</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Pilates</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Power 90</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Power kiteing</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Riding (horses)</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Rowing (indoor)</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Stair climbing</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Static trapeze</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Turbo Jam</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Variety</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Workout videos</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Zumba</td>
<td align="right">1</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<h2>Our Exercise Trackers</h2>
<p><img src="data:image/png;base64,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" alt="" /></p>
<table width="233" border="0" cellspacing="0" cellpadding="0">
<colgroup>
<col width="205" />
<col width="28" /> </colgroup>
<tbody>
<tr>
<td width="205" height="17">Other</td>
<td align="right" width="28">40</td>
</tr>
<tr>
<td height="17">I prefer not to say.</td>
<td align="right">4</td>
</tr>
<tr>
<td height="17">C25K</td>
<td align="right">2</td>
</tr>
<tr>
<td height="17">Dailymile</td>
<td align="right">2</td>
</tr>
<tr>
<td height="17">FatSecret</td>
<td align="right">2</td>
</tr>
<tr>
<td height="17">JEFIT</td>
<td align="right">2</td>
</tr>
<tr>
<td height="17">Mapmyride</td>
<td align="right">2</td>
</tr>
<tr>
<td height="17">P90X</td>
<td align="right">2</td>
</tr>
<tr>
<td height="17">Weight Watchers</td>
<td align="right">2</td>
</tr>
<tr>
<td height="17">21weekchallenge.tumblr.com</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">alfitness.com.au</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">beyondthewhiteboard</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">blog</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Body for Life</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">BodyMedia.com</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">calorie counter for android</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">CardioTracker</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">chains.cc</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">endomondo.com</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Garmin</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">iFitness</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Insanity</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">MapMyRun</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">My Mind</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">MyNetDiary (app)</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Noom app</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">PS3 active</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">RunningAhead</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">Strong lifts 5&#215;5 app</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17">trainingpeaks</td>
<td align="right">1</td>
</tr>
<tr>
<td height="17"><a href="http://www.running-log.com/">www.running-log.com</a></td>
<td align="right">1</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
]]></content:encoded>
			<wfw:commentRss>http://90daysgoal.com/group-stats/round-6-initial-goals-and-plans/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Round 6 Initial Group Info</title>
		<link>http://90daysgoal.com/group-stats/round-6-initial-group-info</link>
		<comments>http://90daysgoal.com/group-stats/round-6-initial-group-info#comments</comments>
		<pubDate>Thu, 19 Jan 2012 19:42:24 +0000</pubDate>
		<dc:creator>Kate</dc:creator>
				<category><![CDATA[Group Stats]]></category>
		<category><![CDATA[R6 Stats]]></category>

		<guid isPermaLink="false">http://90daysgoal.com/?p=567</guid>
		<description><![CDATA[Welcome to Round 6 of 90daysgoal! Let&#8217;s take a look at who we are this round. If there&#8217;s any additional group info you&#8217;re interested in, send a comment and I&#8217;ll try to add it in. &#160; Where do we live? &#8230;<p class="read-more"><a href="http://90daysgoal.com/group-stats/round-6-initial-group-info">Read more &#187;</a></p>]]></description>
			<content:encoded><![CDATA[<h2>Welcome to Round 6 of 90daysgoal!</h2>
<p>Let&#8217;s take a look at who we are this round. If there&#8217;s any additional group info you&#8217;re interested in, send a comment and I&#8217;ll try to add it in.</p>
<p>&nbsp;</p>
<h2>Where do we live?</h2>
<p>Here&#8217;s the breakdown of where we live this round. 87% of 90ers prefer English units (lbs/in.), whereas 13% prefer metric units (kg/cm).</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>Removing US for a closer look:</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<h2><img 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" alt="" width="490" height="307" /></h2>
<p>(No guarantees that the map is accurate. Google Spreadsheet was really struggling with the placement of the dots.)</p>
<h2>Age, Height, Sex</h2>
<p><img 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" 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" alt="" /></p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<h2>Weight and Body Fat Percentage Goals</h2>
<p>The following plots show the normal distribution of our weights and body fat percentages. Our current distribution is shown in dark red and blue. Our goals are in light red and blue.</p>
<p><img src="data:image/png;base64,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" 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" alt="" /></p>
<h2>Weight as a function of height and age</h2>
<p>Here you can compare your weight to other people with a similar height or age. The average value is outlined in black and the maximum and minimum values are shown with solid lines.</p>
<p><strong>Weight vs. Height</strong></p>
<p>English units:</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>Metric units:</p>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeEAAAEhCAIAAADHwI/tAAAbeklEQVR4nO2dscsc17XAF0Mag21BBO8VkXFhJ5GIk8/mOTGvsU2IsYnEU7CTInJhMDLIhYstbMvdg6BShs/CCFZqTf6AVy0SCBIMqtRsoU6lYBv9CfOK2Z2d2bl75szM2Tvnzvx+LPjz7GjmfPPt/vbumXvPmd29e/cGAAD44+7du7MbN25kAADgjxs3buBoAACn4GgAAL/gaAAAv+BoAAC/4GgAAL/gaAAAv+BoAAC/4GgAAL/gaAAAvwzj6PVyPsuZL9fSxt222Wy2WEUOEwBgYAZx9GqxsfB6OS+EHNy4Xs5LFgcAmBgD5zpWi1ndwaWNOBoAJs2wjm5SdCXXIaU63n333WK/n/3sZzMAgOE4OTmxsuSQjm40dJlyBkRmNptZRAcA0BFDCw3m6PVyXh8ZBzduOCTvGjgaAIYleUevFoHURXCj8tkyOBoAhiVxR1cm1G1n2gU3rhb7WxTgaAAYlsQdfWRwNEyQ//nf+3uP/ocyDG9q4GgJHA0TBEe7AkdLNF6dk5OTo025OS6GE3pglJi4FUf3Z4ajBRqvjuHli0y6kUMccKsTcLQEjobJgqOdgKMlcDRMFhztBBwtgaNhsuBoJ+BoCRwNkwVHOwFHS+BomCw42gk4WiI1R68W6u4FziIHd+BoJ+BoiT6OfvLkyW9++dqjR49qz1TWqpvWtMbRYAaOdgKOlujs6CdPnrx94cKd9975/Wuv1jR9vG4DOBrMwNFOwNES3RydC/qf7//xweVL//fnD2qaDjl6V/KpkOxqMVssN0Pu+XK93v2YHepYUHJ04IDtfjWYODjaCck7OthztmSoYB8W7Wizg6PLgs4fNU3XIilLe6fZ1aIq5MUqC5XFDv3j8AHb/WowcXC0E1J3dKi97MEfW2cYOjj64vt/+scf3ioEnT/uvPfOb3752naXWiTluqm7j5XqoLjWlrH8j0r7LVYHD9juV4OJg6OdkLqjdxQeqw41y5tjOPrZs2f//bvf3XnvnULQ/3z/j29fuPDkyZPtLiFHB4a6oqN3W8q/bsnRTd8UcDTI4GgnjMbRFWmVFFhRtybVUe452y0fXdZ0TdC1ALNDDRabHJ0/uV7O6+NoRcdGHA0yONoJI3H0XgPwkKN3GPacPbRDrul//OGtmqBrARZh7n+CyLmO4iNnsVjUHB0+YLtfDSYOjnbCGBy9dx+tlusItTs8sqOzLHv27NnF9/9UE7QXcDTI4GgnJO/oQAPZ8D1D8Z8coI+jnZNu5BAHHO2ExB0dbC9b2Rz67m/XczZd06UbOUSA/il+SNzRRwZHwzTB0X7A0RI4GqYJjvYDjpbA0TBZcLQTcLQEjobJgqOdgKMlcDRMFhztBBwtgaNhsuBoJ+BoCRwNkwVHOwFHS+BomCw42gk4WgJHw2TB0U7A0RI4GiYLjnYCjpbA0TBZcLQTcLQEjobJgqOdgKMlcDRMFhzthDE4erXYr2VXqnsXu+fsry+8Pgvx6wuv63+jEIr+V23A0SCDo52QuqPzWtDVov2lIv/VH2P0M5zNZkU9mvKjtGf+abEXTKn3dxgcDVHB0U5I3dE5yTl6vlhUo1ktKk2vAuBoiAqOdsIYHZ2VKvrvtKbtOVvmeI5eruodvcodY+uRBnsVdrc2jgYZHO2EcTp6tZjN5sv1ahHUmNxztmdfcK2jS6296xv29tz+TluD17Z1AEeDDI52whgdXTbXXj/a0O4CR3V0EUbpv7uW4LWR9PbZ8nP1tLYaHA0yONoJI3R0ZZgc6i971J6zLRy9CbtQc8nCpZa5AUdb5KVxNMjgaCek7uhq09mS2vbHobF6zrZx9DbQXYhVC6+X8/o4Ws7UqMHRIDNlR7tqFZa6o49LB0e/8OJLsxAvvPjSdpdSRnl/zF9y82w2q0z1CN4z7H7XEEeDjB9JxQdHJ0MHR6dCupFDHPxIKj44OhlwNEwWP5LKceXNmOBoCRwNk8WbEHF0f3B0SqQbOcShUYiRpYmj+4OjUyLdyCEO3hw9WXC0BI6GyYKjnYCjJXA0TBb86wQcLdF4dc6cOROcDe2fM2fOxLmGkCg42gkzHC1geHUA0gJHOwFHS+BomCw42gk4WgJHw2TB0U7A0RI4GiYLjnbCGBxd7zlbKX1Xaps129vWBI6GyYKjnZC6o0M9Z8NF/I/SzxBgrOBoJ6Tu6JyDPWdL4GiAFuBoJ4zR0dVuUltbH6XnLMBYwdFOGKmjxV5Zhj1nAfrjc1G1SUg+f7W0GKOjK1mNUPs/u56zAP3xKbKxOtphSDJjdPRe09aajg17zgL0x6c1cLQTUnd0sOdsOSUd6gFo13MWYKxEExl1qGVSd/RxwdEwWcbq6OTA0RI4GiYLjnYCjpbA0TBZ8KYTcLQEjobJgqOdgKMlcDRMFhztBBwtgaNhZDy9f+/p/XuaPcfq6OTS3zhaAkfDmHh6/96Dy5ceXL6k0fRY7xniaBwN0yU3YPkxdEQVHp9+l0f1+PS7xp1xtBNcOrq6MKXNohNjcDS0wrmjsyx7fPqdRtDZeB2dHM4cXbPzsKbG0dABn3ZuizdvTlblrhwdaqhSeU5dVNQIHA0dGIGjHQrRYUhxcOVod+Bo6ACOPgYOQ4qDS0fXGqkMMojOcDR0AkeDIW4dXcpB7/43tqVxNHRgBI7O/OWjJ4tbR8+X620h6E056HCbwuxgGjtXe/Ev6AsOkcDRYIhbRy9W2bajiuTocF/w7T9dLiqOpucsxKCto/Vr/2KCo53g0tEHp+AdkmzN0Rufr3A0xKeVo1ut/YuGJh9NzjoOPh1dZrWYL9d7eYv6PlVHb92852hVqoOes9CTVo5utfYvGjjaDy4dvV7O95tcyQnkWl/wze6hhrNNfcHL4GjoQNtch37tXzRwtB/8OrpKC0eXOxeGMyT0BYdjwj1DMMSlo7MsK6lWMQfjkHTD42j6gsNRwdFDMcqhvStHC9U6Djn1QF/wDSVH0xccYoGjhwJHywzi6OOCo6dJz8lwOHoocLQM9TpgDPSfDIejwRBXjqbuHQxP/8lwOBoMceXohvrR1FSCOPScDIejwRBnjs6hDwukTOFon4u8leBoE/qnyF062g04enxE8GaRzna4yFtPo1mS/gSKBo4+Ljh6ZMTxZpHOdrjIW49slqf37zmcROFweSSOPi44emTE8WaR61DmtX0OSGWzPD79DkfHAUdL4OjxEaE4xgjq3mWKXIdD2eFoGRwNkGUt7xkaDu0Nx+PJiWzEuHT0XmE6dQkkc3A0dKDtPUOTob3teDymo/k8kHHn6FrVOtaCQ2IMcs9QmSBWjrVxtB8ScfQwisbR0IUi1/Ho+lePrn8V7byNstOPtXG0H9w5OsvaFOHPsiy0hHy3CGa3mZ6zEImh5kc3yq7V0B5HO8Glo1sQ7Dm7Wmz+ryx7+hlCJIaaH207q8HEm4YhTVblTh1dy3i06ZUVfgJHgyVCYrft/OiYOHR0/EOlhUtH9+uVdWA7PWfBDDmP4bmmEo5ODpeOztbLeavbhGFHHzI3PWehJ3Ie4xiOtpr7bOjo5BZVJ4orR3fuwxKwsaR5es5CP57ev/fg8sUHly/GGUcPUhwDRzthnI6Wu8rScxZ68uj6V7mIg1PrzB2tnPtsazEc7QRXju5AqOfsnurzjfScBTsen36Xj6NNch2Pb50+vnUq7xPZ0ZMVokNcOrqWpxikUVaGo+EwwpyNVo5+fOt0k9pu0nQjOHqUuHV0aci7+9/YlsbR0IFWjn547Wq+/8NrV48aVSusHI3r++PW0fPleptn3mSb2072MABHQwfa5jp++vTKT59e6X9eQyE+vX/v+pffu1rDEhNXIbl19GKVbded4GhIila1SQ2XjFuZpQjp+pffRwjJlRBzXIXk0tEHJ3jELlGKo6EDrep1GC4Z15hF87Hx6PpXMSXlcC04jm7FajFfrnNpR79piKOhA23rdVgtGW/0r3Kedbp9sEaJL0evl/PZbLFqvRb8WOBo6EDbeh0m9tEM2/XyjSlEhyWtXYGjJXA0dKDtPUMT+yiH7YZrwU1w287RD74c7Q0cDR04hqOVeeTGlgLextHxK7g6RL7aOFoCR8MhNLVJDc/VONhUDki9OTpzWcE1Mmk6epvuWKyGmHO3BUdPE83Nt5i1STWDTdtcx4jXsCQXkk9HV1cWDidpHD1BlDffItcm1Qw2NfsYOpq5z3Fw6ejNOsOtm3E0RESuaVfe7dAObR1tVRtaA452GJJMAo7eTPY4vHu952ypyl2wDws9Z+Egck27HMNch+HEBo3rZUP96vzrwcVjBb86/7ryUHoiSxNHH2ed4UGnhnrOlvqsVH+knyGoRNaYNDDMdVhNbFCuT2lMfRY7BB/HeEckJ83I+HR0Vqt9J1NxdDU1UjyFo50S8/1pOGi1qk2a6ebMaeJplF2jx1N3dLq6T+ee4Xq56FKSY9/RJRmXHa1KddBzNjIx31SGs3Gt5t5ZfWxoxtGNhThw9FCk5OhSkkM/7NU4unoS+hm6QZaC+ePHK5//eOXznge5/uX3RWW4nof64bPNLcofPvuqz3F+vPJ5fhzht2s8hcbRkf9ek3oE3yDOHH2o4l2DUuVcR23UTM9ZT8R8D1i51UqsxdEaj3P9y+/lmE0iwdHDPoJvEG+ODrBaNE7E0NwzrB6QnrNuEF6d5ihzHbo1LM19weX3nh7bNYQC5rkOTUhWVylpEnT0/nj6kFNDPWcrW7f/kJ6zXon8/my8QedwDYuyoHNkR0d2q9XpfH4kpOPoeqpjoFXgOTh6ZPT3b3m3xnkdVotTlDVFcXTM40TDqaMHNfMOHB0BzXvGSnbKNYQ9q/y06sOiBEfj6P6Y5Tr8DKZxdAQa3zO2k5ob1xAqaZx7ZzjP7/GtU4eO1pCcEB3i0dF7KO4ZHgscHYHGt7FtiWGTSpjKteBWfVgeXrsax9EvvPhSaFrVjhdefKnVAXF0f7w5utvcu2OBo53grcSw7T1DK/9aZY2UfcHjfGyAM0dXFT14VhpHQxDl3DvloaI5um2r8h8+k7L2ODoO7hy9HNrLZXD0NGkcbMavqWQixFatyvNFMccOCRpx5mhn4OgJoh9sxqypZCVEfdaocUiOo+OAoyVw9ATpvxbxGDWVNHkMWyE2DslxdBxwtASOniY91yIOkutQSlNJzNuYeFwGR0vg6AmiGdjKa2HMcx3R6nW0OhSOjgOOlsDRTojZ8U/dhPvgWpgHly998PI55ekMl6f375XVajccHQccLYGjPWC7qFpDzybcX7958h/PP3/n9m3NuayWp5uPtfGvE8bp6FCjLXrOportOsNjc+f27Q/P/eLB5UuXzp/XaFq5PL3ndMACw3G0BhzdnzE6ulTkv/oj/QyTRF4wcqQzdjvXndu3L50/n7uylaYbBR05sZCoo0f5kYCjJXpeHfM6wqPEaoRoGE+31MqeoPPHn199VZn0EDCc6ObT0VbvFBwt48bRWami/y6pMUDPWRzdSP8FI+Z0u0EXFLSVpn2Oow1Ph6MFxuno1WI2my/XByrmRes5G3zH8qg+LtZ+OO6jeBs3RdUinq/fPMlz0IceH577xddvnvQIyewq6X591W5W+xSPPu+1ETNGR5fbzFYb0O52wNGOHu2E2PNhJMTdPidnf35y9mzjeU/Onj05+/OuIbWTnRB2ZEe3evR5r42YETq6MkwO9ZeN1nOWV55DGr8OayZa7N3G/OTjj66//ZZgn+tvv/XJxx91DindXIcS3ikCI3R0eJrdED1neeXFxHCdS6N9Hn7xef7HffjF5/kWQdOyoDWnM+w5O+589CgZpaPNYO5dKkRuHvjw2tV8HP3w2tViY1DT37z1pixozRhZOYe6+Ti3TvOoHt86FY6jOZRmH/MyT9MER0vg6FQwnJ+nNMu///7Xf//9r3sb9zT99Ru//fDlc41TVjSnM5nZ8vDa1c3wv/TREsTE0bZlniYLjpbA0U7Q5DE0VZg1aBZnCwPSTz7+6Os3fvvg8qWv/+uND18+p/nY0PjXKpPz8NrVRkFnQ5SrhkPgaAkc7QFNHiNy7/CfPr2Sn+6nT6/Un/3w5XMfvHzuk48/svrYMKzFoXd9zHuGIICjJXC0B1QDW9O1iI1ubax795/PP2/9sdH822kSxPqQYt4zBAEcLYGjPfDo+le5EHtWhlOiFJng8cKnhoYy6ael/ySLPK8DBHC0xDQdHbNYswblrAYrNMN2ZR8Wq4luVkNyfXUqK7fi6P7gaIkJOjp+sWYNMW89Pfzi8828uu3c52A8woDU3NFWmRz90B5H+wFHS0zQ0T6LNccc2j+8drV5Ucm332zSL99+U3+27YoMqwkSkfuwaMDR/cHREhN0dOZvvpRyaK/0uInI/vW3v+Qh/etvf6k/Wzhacy7lupLGQ9n2YcGtfsDREtN0tDc0Q3u9x01E1jivIz+FxnQ/fXrFJB/tsw8L9AdHS+BoJzQO7ZWG0uz26NtvNvcMQ3mMzXFunW4cHRr8FrcclUkMq3y05guQXr442gk4WmKajvY2r0ODfsZCo8jkPEaOvKi6laOVw+3I+egMR7thrI4ulb4rtc2i52wjPud1NGJ4q1M51U9YVF1EojmOVeTx+4JDHMbp6FARf3rOqvA5r0OD8lZnc/tEMY+hOU7hSs3Q3qo2tG0+OsPRbhijo4O9V3C0Gm/zOgzRDDY1xeE0a1j0SWQTR5t3T8fRThijo8vl/HdpDW3P2TI9r06Kid34xLxKSm82FodTrmHRLOC2GkfX2w70BEc7YaSOFntlyT1nrfqCJ5rYtcVqVq+hx62+JTTW69C3PDdJLgXbDvQBRzthjI6uZDXKDWiz3bbj95xNN7FrhdWsXq3sbp02thdR0vOjpZjX0Vj3I8fqY0NZG1oJjnbCGB1dcnBwyByt5+yIE7salJ9SukKgDcfRd4EyGdrL/m01r0OJ5puEbdYIRzthlI4up6S3Mh6i5yw0fkrpEwKNGeTGG33K06k+EhTrDDO71jCRuxzk9E+RgwkjdbQROPrYGGaENN/0rRbsyZMoWq0FzzTTAbUfG5a5NRztBBwtgaMjEDkjZLJgTzOvQzmpzuqbRPy5dzg6DjhaAkePjwgF5Ipch3KRt8n4V3+LUgn+dQKOlsDRTrC6Y6a8H9hzwnLhaCUm3yTMu9XgaCfgaAkc7QHDO2aquncKR8u55raO1mBVd6ntGa2OBp3B0RI42gOGd8w0Sdv+xUKHcvQxzhjtdHAIHC2Boz2gvBumGUXGnNchR7J3tGhNYPXgaCfgaAkc7QHbWWXR5nUo43FbMwBHOwFHS+BoJ8Scn6dOf9uMow0/gWzH2jjaCThaAkdPkP7p7/bjaFWZ6Wj5kOI4zID2AI6WwNFOiFzlVTNsb6x7pz+XVVUpHD1KcLQEjvaAw4ytpu6d/mhWHXVhlOBoCRztAYeGij/3buI1FKfMiB2dN14pipDSczZhHBpKCOkYjobJMlpHr5fz+XK5qDiafoapklbXMRwNhozU0Zu2syscPQIc5qNlcDQYMk5Hb9285+jYPWfBBIf5aBkcDYaM0dE7M4eaGcbqOQuGOMxHC+BoMGSEji53xQq3xorScxYmC44GQ0bo6BLhcXS0nrMwTXA0GDIZR9NzFmKBo8GQcTu6LzgaOlA4Oq0pg+ATHC2Bo6EDxUzBtKYMgk9wtASOhlbkUt4+LqY1ZRB8gqMlcDS0ouroS4YdYGGy4GgJHA0Aw4KjJXA0AAwLjpbA0QAwLDhaAkcDwLDgaAkcDQDDgqMlcDQADAuOlsDRADAsOFoCRwPAsOBoCRwNAMMyTkfveq7sStzRcxYA0mOUjl4tNmoud1yhnyEApMcoHb2j1HEFRwNAeozb0eWmWPScBYD0GLOjD7UtbNVzFgBgQJ577jkrJfpy9Ho5PzhcTrbnLPE04i0k4pEhnkYMQ3LkaLmrbLo9Z4mnEW8hEY8M8TQyRkdXZtltp9+Noucs8TTiLSTikSGeRsboaDteeeWVoUOoQDyNeAuJeGSIpxHDkEboaACA0YCjAQD8gqMBAPyCowEA/IKjAQD8gqMBAPyCowEA/IKjAQD8gqMBAPySsKNXi/0V4ladXEYTUj2eUgDFmQeMJ3jqYa9P6eybcw8XT7kWwu7kbl7S4RrCsf9kA77FQqcu/9Vsrk+ijs4rLO2VwjPr5GIZUul9HjekYDzF6ZeLiqOHiid46iGvT6i64sB/r93zu9fScC/pUmnK6o8DXaJSrbXSj7HiqQvn4I/d40nU0TkHX9A9O7kcIaS9xgXRQqrFs3ljraI7OhjPgI4OxROujTvo32sXQ/l7xnAv6SEdHYin8hfbPRP5Eu3OXH0FlTfj6IPbu3RyMQypOH3p3DFDCowTF6ss23f0UPEETz1cPNXcQij3EvvvFdo88Et6d5V2Jx/0T1Z5r9fTQVEvUVXGFXV3jmeEju7WyeWoIW3+SLW/zvFDqr2gd98LA6+V2PE0nXqA61P8X6hg+UDX52Dri0Fe0qvFbDZfrleLoG+iX6JqUeMBXkLCd+RwprFtPGNztEknF9uQpGeOHlLlBPu3oOrnjhtP8zOR46m8w0IfY4NcH6G9RfyX9P4XMB+XqB5brHj2rkEt12FwfUblaKtOLmYhFTcVDpz9+CEJ6aDAiYeLx8n1qXxpbWXL48RzYFO8ePbPX7ksodMP+pIOK/p48QQOHr5n2CueRB0d+oJj18nFLKTgPKVIIcnfAUuOHjCe4KmHvT67szu4PllorOrnJV2ZUTHQJapPlYwWT1A4wYj6xZOoowEAJgGOBgDwC44GAPALjgYA8AuOBgDwC44GAPALjgYA8AuOBgDwC44GAPALjgYA8AuOBgDwC46GsXOgimaWbWortKugEK4yqwwjauF5GAc4GhJkz62CheVnw46WDiefSqTHP4UJg6MhQVo5Wn+c5sP18iyShg7gaEgQwdG7OpCVYpHz5TpQ3DJ/ar7dulhV9wl29Qj0YZsv15tqwctFsWW12D9Ih8wKAI6GBNkr3VsVbC7rnbcLNRb11Yvq6/lxdj+WyloHx7u1D4PtuRar0qFyO+9+LDdFZSANLcHRkCAHxtE1dR9wdHH7rnycnUBVjt4fFJf+P/yjeGCAQ+BoSBDJ0YcTFPWuODga3IOjIUEO5aNXi0AWebtzoL9c2NGHp9eF99/lOmRHk4+GDuBoSJDD9wwr6Y49T1b7ohf567pztwcJNioPtKkrBumyoxlGQwdwNEyE8ui4+4iW+dEQGRwNk6Eyju6ac2CdIcQFRwMA+AVHAwD4BUcDAPgFRwMA+AVHAwD4BUcDAPgFRwMA+AVHAwD4BUcDAPgFRwMA+AVHAwD4BUcDAPgFRwMA+AVHAwD4BUcDAPgFRwMA+AVHAwD4BUcDAPjlxo0bs5s3b94AAAB/3Lx58/8BZJSPZnFyxPMAAAAASUVORK5CYII=" alt="" /></p>
<p><strong>Weight vs. Age</strong></p>
<p>English units:</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>Metric units:</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
]]></content:encoded>
			<wfw:commentRss>http://90daysgoal.com/group-stats/round-6-initial-group-info/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>R5 Week 3 group stats</title>
		<link>http://90daysgoal.com/group-stats/r5-week-3-group-stats</link>
		<comments>http://90daysgoal.com/group-stats/r5-week-3-group-stats#comments</comments>
		<pubDate>Fri, 21 Oct 2011 21:55:22 +0000</pubDate>
		<dc:creator>Kate</dc:creator>
				<category><![CDATA[Group Stats]]></category>
		<category><![CDATA[R5 Stats]]></category>

		<guid isPermaLink="false">http://90daysgoal.com/?p=505</guid>
		<description><![CDATA[(Click here to view comments on r/90daysgoal.) Overall weight distribution Total number of people currently signed up for Round 5: 800 Number of people checking in this week:  248 The initial and current weight distribution for everyone who checked in &#8230;<p class="read-more"><a href="http://90daysgoal.com/group-stats/r5-week-3-group-stats">Read more &#187;</a></p>]]></description>
			<content:encoded><![CDATA[<p>(<a href="http://www.reddit.com/r/90daysgoal/comments/lkd81/stats_round_5_week_3_group_data/">Click here to view comments on r/90daysgoal.</a>)</p>
<h2></h2>
<h2><strong>Overall weight distribution</strong></h2>
<p>Total number of people currently signed up for Round 5: 800</p>
<p>Number of people checking in this week:  248</p>
<p>The initial and current weight distribution for everyone who checked in this week:</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>Normal distribution of initial and current weights for everyone who checked in this week:</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>&nbsp;</p>
<table width="448" border="0" cellspacing="0" cellpadding="0">
<colgroup>
<col span="7" width="64" /> </colgroup>
<tbody>
<tr>
<td width="64" height="17">All</td>
<td style="text-align: center;" colspan="3" width="192">(lbs)</td>
<td style="text-align: center;" colspan="3" width="192">(kg)</td>
</tr>
<tr>
<td height="17"></td>
<td>Avg</td>
<td>Std</td>
<td>Total</td>
<td>Avg</td>
<td>Std</td>
<td>Total</td>
</tr>
<tr>
<td height="17">Week 1</td>
<td align="right">208.8</td>
<td align="right">52.4</td>
<td align="right">50542</td>
<td align="right">94.73</td>
<td align="right">23.78</td>
<td align="right">22925</td>
</tr>
<tr>
<td height="17">Week 3</td>
<td align="right">205.6</td>
<td align="right">51.0</td>
<td align="right">49751</td>
<td align="right">93.25</td>
<td align="right">23.11</td>
<td align="right">22567</td>
</tr>
<tr>
<td height="17"><strong>Loss</strong></td>
<td align="right"><strong>-3.3</strong></td>
<td></td>
<td align="right"><strong>-790</strong></td>
<td align="right"><strong>-1.48</strong></td>
<td></td>
<td align="right"><strong>-358</strong></td>
</tr>
</tbody>
</table>
<h2></h2>
<h2><strong>Weight distribution by gender</strong></h2>
<p><strong>Women</strong></p>
<p>Total number of women currently signed up for Round 5: 435</p>
<p>Number of women checking in this week:  140</p>
<p>The initial and current weight distribution for women who checked in this week:</p>
<p><img src="data:image/png;base64,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" alt="" /><img 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" alt="" /></p>
<table width="448" border="0" cellspacing="0" cellpadding="0">
<colgroup>
<col span="7" width="64" /> </colgroup>
<tbody>
<tr>
<td width="64" height="17">Women</td>
<td style="text-align: center;" colspan="3" width="192">(lbs)</td>
<td style="text-align: center;" colspan="3" width="192">(kg)</td>
</tr>
<tr>
<td height="17"></td>
<td>Avg</td>
<td>Std</td>
<td>Total</td>
<td>Avg</td>
<td>Std</td>
<td>Total</td>
</tr>
<tr>
<td height="17">Week 1</td>
<td align="right">189.1</td>
<td align="right">41.8</td>
<td align="right">26475</td>
<td align="right">85.78</td>
<td align="right">18.95</td>
<td align="right">12009</td>
</tr>
<tr>
<td height="17">Week 3</td>
<td align="right">186.4</td>
<td align="right">40.9</td>
<td align="right">26094</td>
<td align="right">84.54</td>
<td align="right">18.56</td>
<td align="right">11836</td>
</tr>
<tr>
<td height="17"><strong>Loss</strong></td>
<td align="right"><strong>-2.7</strong></td>
<td></td>
<td align="right"><strong>-382</strong></td>
<td align="right"><strong>-1.24</strong></td>
<td></td>
<td align="right"><strong>-173</strong></td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p><strong>Men</strong></p>
<p>Total number of men currently signed up for Round 5: 360</p>
<p>Number of men checking in this week:  102</p>
<p>The initial and current weight distribution for men who checked in this week:</p>
<p><img src="data:image/png;base64,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" 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3oXEPZCkiEacQHoWQtWtnV0y9uJMQSGRsT3xvkLXWKYVR7/XO8CwkZIMkSk+t59puWivL22qY8YgyRJPf5+Jcweylr92dW+skM9hBnSjySDNtWzEGUBaGIMItUz1N6BQOXxz5V3SNmhnrHxe3qXEdZHkkGbuFaLsnKm53SvcpHaXNfNRQqSJJ1ru6Lq1yqGGe8TpAFJBg3imKGKvYfljVyeEIk41nDxKtfonTH3yeu8W5A2JBnUxBn2NuyYWHmBJiNEp5r/RaIhGmlEkiFE1b5jqknux8bv7Tx6jcf4iKli72HVm4cwQ3rEkWTByX+1pv7V3BvxEHlu4URmwifJ0qi+4axqWsWx8Xt0rUb8xFmG5TXEG1pvimE2ODyudxlhQWld1cVXk5lZU6OxYlkcRUSqNTa1Ks/ts3I3hscYw10RD/Eha9W+Y1Lo6MO8mst9t8b0LiOsJtGVNtVrRofvjXjIxA6ttTfjKCJSqq2jW9X9bHj07vp9nzEFEaZAHL8hd3wlzJBSsZMstNFQnWTheyMdMplgsZPM4/E4BS6Xy4lUWrO+ZOajOfJ158EnctcVb3zPtS27vEm59OSX1eldRpjJe6Wbv535uvyOum/uK6+/td7pdK7bUrNk+1/ld9RL7/9pw5ZKvYsJPXk8noTzKjJnmpIsmF/ckxmLOE3DrAUre/z9w6N313z4qRJjDa039S4jzEc1Qcy5tiuSJJ33fbG04oL8vsqpvOTru613MWERsZMstKkwJIQ092puFJeMTnTdaJIsdVSXm7aO7r5bY3k1l5UY87YP6l1GmJXqS1Jnl1+SpPO+L3IqLxFmSK4YSZbcHh+SJHFPZhyjd8aycjcqMdbY1EqMIbl6/P3iXFbyQgq+vttimJ33faF3MWF6sZJssuN8RobYe97rmPxFa6/2Ril4LEmmP9W0ivUNZ6/dGFVibGnFBa4vSApxYsZHlqyVF7cTw4w3G6YvdpLpzrAFMzWxq7T7YCNXFqSOOMBj/rLi0TtjkiT5+m7zzQnJQpLZ0YYdHnH4Kq09SLXwQfeSJNGajWQhyWxHnFKoaKu7/eowT+CRBu6Djcob743i3fJGwgxJQZLZizjNa07RLnpFI53EyamLtrrljYPD44z6wDSRZDYifil+saC8+fJNJcbyai4TY0iDoq1u1SzDkiSphjAyoQwSRZLZhfh1eP6y4iPNfjHGmD0IaSP2NiLMkBQkmS2ExxiT4EFHYpjlFO2SO4AwYzWmjCSzPrGn4osF5Qea/o9VNqA7McyU3ozhqwixpiviQZJZnOp6UXPimhhjrHwIHYmLmb1YUC4Pmh4bv1d2qEd5l26u6ybMEBNJZmVijK14e/euo8FvuyUHuogx6E7V7i2HmSRJlcc/5ysX4keSWZNqMqo3S6rFRpuyQz18z4VBRAqz2qY+5R1b4L7C01xEQZJZkCrG8t7dI/YKqzz+ud4FBEKIwxznLyuWJxqWJKmh9abYNYmBIogkjiQLrsiitRSL5l6tjcFphRNY0SVYRMQpMDQixtjGX/9HgfsKnZthcGKYKbPmS5L08aWAOHj/sv9v+pYTxpS2VV28jokZ8LVWeomjiIiHuN7YjDnZb++qFacCYvYEGFl9w1llomExzMQlzZhrGJoSXWlTvWZ0+N7oh2htiauIiEkVY6VVh8XP/8eXAnoXEIhBnDV/1oKVbR3d8nZxkmumZ0S42EkW2mioTrLwvZEOUVoXY65O5vF4nAKXy+VELOuKN/7j/NeUGHsur3TJ9r/KH/sX3v/Lui01ehcQiMvrb62/b+4rEwvAPprzi7XvyttLXDtfev9PSpi9VXZA33JimjweT8J5FZkzbUkmHBRHmoUVEVGIy8zPmJNdUnVM+cAzLzBM51zbFWVxzlkLVp5ruyJvV801zCQgUMROstCmwpAI0twb/ZCJbYm0L5Jk0YkxNnNebskHp5iJCmYnrjQ9c15uY1OrvH149G7JgS4mAYFKjCRLWo8Pr0M51OvgnixpVB/4Nbu9zEQFa2jr6H4oa3V4mDEJCMLFSjKx93wwf4JhpLVXc6OwjV74SSLG2KwFKwt3n2YKD1iJqr1h/5FTyi4mAYEodpLpzrAF09eZlotKjD24YGXBb/6XKTxgPapnwGKYMQkIFCSZKYmdlb/59Orc7WeYwgNW1ePvF4eXiGHGJCCQkWTmI8bYd3/yi5wdwa7JTOEBS1KNldxWXafsYhIQSCSZ6ew/ckqJse8884uX3m9mCg/YQZQwYxIQkGRm4j7YqHySH3lh/YvlLUzhAftQTY29YUdwaC2TgNgcSWYOo3fG3ijerXyG5y5Z/3z5eaVFhS+hsAlVmC1e5VJWgem7NSbOMlrf3K9vUZFOJJkJdHb5xXaVh1/YsHjLn5nCA/Y0emcsp2hXsHFiydrOLr+8i0lAbIskM7qPTp5TetvPmJO9YOWvny1vZQoP2Jy4PuesBSs/OnlO3q6aBGT9vs/4jNgBSWZopZW1ysf1K4/mZq2tYwoPQPbRyXNK7yexD4hqEpCcyks8RbY8ksygegcCi1e5lE/pQ884/mVjcAqPPSf8jH0G2jq6xXHTOUW7lMdmR1oGlN758jhL5gGxMJLMiM61XVFmnJsxJ3tu9jbxwVhz55DeBQSMIjA0In7nm7+sWFmi09d3W1wwvcB9hdFmVkWSGU7VvmNim8njb/5ObPSnRREIt2GHR3xsdqblorx9bPyeOEPj0ooL9Gm0pDiSzOuINvWv5l6tjcEphJlBOAJVV/u/n//zf377v5i/A4hHfcNZ8Stg1b5jyq6PLwXE0Wab67r5Rmgx6VrVJbisi8bLxFNEy+vs8j+yZG3wwdjidxY6J+bvWFHVQasIEJOqWf6N4t2jdyY6LvbdGlu/7zMlzFZUdTAK00oSXWlTvWZ0+N7oh2hviqOI1qbqav+D5b8RJ7bnSTUQp96BQFbuRs3HZmPj9zyne5VP1vPbP/Gc7qXnlDXETrLQRkN1koXvjX5IPEHm8XicApfL5bS0zKUFygfvy/Nee6KwXv6YLdn+18Ktf9C7dIDJvFe6+Z9eeEv5TH3tR8vz17yj7F23pWbp9j8rYfZK+el3XBU6lta2PB5PtBhIkDPNSZboDVmkglmDqqv9rKw1z7zXpPSzunZjVO8CAmYlTlI6c16u+2CjsmtweHxzXbc44Ix5Gs0udpKFNhUGf4m0N8ohobsSK6L1qNr0v/WzbcrkHQwXA6ZPXI12xpzsoq1u5bGZJEn1zf0MOLOMGEmWvB4fkteRMYUYi1gwk6vad0z5gN338PJH8n7PcDEg6VSrdGblbuwdCM73cdn/NwacWUOsJBN7zweDKJhKWnu1NgqbEu2Ib7EkCwyNiF3tH5i/+ukNXoaLASmiGtwye1FhW0e3snd49C4DziwgdpLpzrAFmwJVV/tvPFuqTN7BcDEgdcRWkJnzcusbzop7ve2D4oCzkgNdfKc0F5Isfar2HRNb7X+44gOGiwFpoxrrUrTVLbY0XrsxKg44Y9k/cyHJ0qGxqVW8FfvyvBVPrTvGcDEgzVSNIrMWrNxWXad0AwkfcLbnhJ+bM1MgyVKrs8svLnE7Y072g1nr5Mk7llZcaGi9qXcBAXsJDI2IC3XOmJP9UNZqsY/+ed8XK6o6xCdn7pPX+bppcCRZqgSGRsRZTWfMyf7Kj1YpfRQZLgboqL7hrLgcjLz2tLJc5+DwuLhcp9zYWNvUR54ZFkmWEqpHYl+au3x2zm65c8eKqo4jLQMMFwP0NXpnTPU5nTEne/Eq17m2K/IfNHcOiX305Tzjw2tMJFmSqR6JzZiT/fVFJfIimTmVl+qb+/kYAMYRGBoprawVJ9GXV+xUZmv0tg/m1VwW80z+MqpvsaFCkiVN+COxBxYUzF9zmKYJwOB6BwL5m6rFD++MOdkbdniUzo1HWgbEh2fPb/8kr+Yyc1wZB0mWBOGPxO6ft+LhlW4eFwMm0tbRrfoyKnZuHBu/d6RlQBx2Jj/wZlIeIyDJpmX0zljF3sOqpvbvLftX+ZGY++R1uvAC5nKm5aI4wZWqc+Pw6N3apj5Vnq358FMGn+mLJJu6j06eU3V/Uh6JVR7/vO/WWOyXAGBI0Ts3Do/edZ+8Lk5ALM8M0n51WN9i2xZJNhVtHd3iaiziI7GyQz1kGGABMTs3Dg6Pu09eF8Ps+e2fbK7r9vXd1rfkNhRHknkd0eb91dwb4RCvI8HJg4UiGkTvQKBoq1vzkVjZoR7ewYDFxOzc2HdrTJyDWJm7hwGj6ZS2VV3k6fOnsNCmUZKsx99fWln7oNYjMVoVAGvT7NyYv6m6s8sv/8G1G6Nlh3pUecZThrRJdKVN9ZrR4XujHmLKJKtvOKvq0TRjTvasZ4qf3uBdv+8zMgywifDOjXJ7ozKzvq/vtrgatZJnXCVSLXaShTYaqpMsfG/UQ+JKMo/H4xS4XC6nHt5+Z9PCVwr/7kfLVW/crz65+onC+uzyprVb/k2XggHQUV5h8TefWqG6LDz4RO5PX/3luxtLnU7nr7ZULX//lCrPXnr/T2+W/ec7rgq9i28UHo8nkaiKwWnAJNMsYjo1NrWueHu36p0q34c9XnAgr+byx5cCsV8FgHU1NrWqZiKeMSd75rxcpcnxvO+LNR9+qsozuct+Q+tNxuckV+wkC20qDP4SaW/UQwydZIGhkYq9h7/1LwWqd+f981Z896Udi0pP7zx6jVGQABQ9/v4NOzyq/o1ik+Nl/9/2nPCrxp8pvUI+vhRg+rqkiJFkyevxITNokp1ru/La2//v/kfUDYkPZq17LH//hv1XvO2DzNMBQNPonTH3wUbVhKsz5mTPXlRYsfdwYGhEkqSPLwV2Hr0Wnmc5lZd4kDZ9sZJMTqMJyt2V3BEx0l7NjcK2BLvipy7JAkMjv/Y0fPsnDtX770tzl3/rZ9te3vrH+uZ+uh4BiFPMJsfh0bsNrTfFxanFiRw9p3vpuz81sZNMd6ko2F8vX315bdXMH72ues89sKDgn37xh12HP2NkGICpidnkKElS362x2qY+1Sz7PEibMnsl2eidMddvG7737NvhvTm+tWRL4e7TPAYDkBTxNDlKPEhLElsk2V8vX92w+8hTK3d9+TH1TdhXn1y9cM2H9Wd6eAwGIBUiNTnmFO2q2Hv4TMtF+c+iPEjbefSat32Qu7QoLJtk59qubPzNoQW5ZQ88kRd+BzZjTvZ3n99U6j7NYzAAaRCpyVFpeCytrP3o5Dmf/0akB2nyIjLuk9ebO4e4UVOxVJKdabn4TsWBp3Jd94X1QgzehD2+6rk1v21qv5bSMgNAuEhNjqrmx/xN1b/2NGw/8BfNB2nK1Pv1zf080ZeZO8kCQyONTa3vVvz7gpzSKO+M++et+N6STcs37tvX0JbOkgOApraObvfBxvxN1aq1Y8IbIZ9+bfPrmzx5O//4bHmrZqQpzY92bmEyX5L1DgTqG85u2OF59IX1Ud4BX/nRqtlLt75aWvfh8U94BgbAsHoHAh+dPFdaWataKyr85+GfrV/41m8W/uo/nnmvKVLz454Tfhs2P5ogydYVb2xsat1WXZdTtOuHzxVFOc0PLCj4/rIdr5T+5x/++wrDMgCY0ZmWixV7D+cU7Xooa3WUy90/PPXzh18qfWxl9ROF9ZrBtn7fZ/XN/Zf9f9O7QulggiSL/iXlwax131v2ry+VHnU3dtvknAGwiR5///4jp4q2uucvK45+Jbzv4eWznimenbP7sfz9T2/wqpofSw507Tnhr23q+/hSoP3qsPWaqcyXZF+au3zWM8U/yK1a6mzcfaynuXPIemcFAFRG74ydabm4rbpu8SqXauXPSN/yv/vSjodXup9ad0yzKXL9vs9KDnTVNvXVN/e3Xx029Z2ACZLs/nkrlO8ai0r+e+fRaw2tN+38bBMA2jq66xvOyk/XInXuVz18+ebzW3644oOn1h1bvOXPkbpEyjdwO49eq23q87YPtl8dNsU4NhMkWX5ZnfyVgf6mAKCpx98v9yd4saA8en/IibmaP8gAAAeWSURBVPFIT66e9Uzx1xeV/CC36ge5VY/k/f6pdceeWndsobM5Ul+SkgNdm+u6a5v6apv6Glpvtl8dNk7OpTHJvI6pzB9s4IgFAGMKDI3IPUfeKN4d8xlbpMbJhKJObqvUK+rSlWTRV4eJiiQDgGk603LRfbCxaKs7Zl//hKIu/p/vPPvud58L/jy8dOOjL21KVu3SlGRhy28mEGUkGQAkV1tH95mWi/J927bqOvl52+JVrujzjyT9J1nVSV+SCdkVI8k8Ho9T4HK5nACANFqzviSvsDivsPinr/5y4SuFP375F9//8arv/3jVP85/jSSTcU8WFypuN7atuGTjutun4tdujMpPzuSf1e9UbP7d2WS9ePqSLLR1MfhLTPY50ypU3G5sW3HJxnWn4kl8NXp8GBEVtxvbVlyycd2peBJfLR298H01mZO98BO4IZM40/ZDxW3ItnWn4kl8NUOPjK6srNS7CPqg4nZj24pLNq47FU8KEyQZAABRkGQAAHMjyQAA5kaSAQDMjSQDAJgbSQYAMDeSDABgbiQZAMDcjJJkXkfYCpyaK3NOdblOwwqruDAXSkboXJXWqniwnmKFbHDStSpui5Nu2zMu2fikS5I0WVNhaqcUnHQjJJnXkZHh8IZOkK85T+M0Jm80JK2Kq5YNULZZquKSJHkd4RWyyUnXqI0dTrrXMXEps9sZl7TrbouTLkkT9awJzhqfmpNuhCSThVzQNVfmnM5ynQYWO8ksWvEJSn3sdNIlKaQytjrpwbrY7YyHVsceJ32iSsH1T1J00o2bZOHrmU1nkTMDC08ydZODRSsuC7mu2eakS2EXNeufdKWSyiXLPmc8vO42OemTCRaSZKk46SSZ7iJWRLnLtmjFJSnad1Rrn/SINbHBSffVZE5cum11xiVJEuuu3mrJkx7MLxsnWfjKnNNZrtPAIp+2yT0WrbiqXjY66aqKh7D6SZekGHW0csWlCB93i570YB8OoStHik66QZPMNo+CpShJJncIkSRrVjxYO4U9TrpGxTX3WqziSk+XmHW0WMWlCHUP2W/Rkx7ktUOPj5DeqOJD8PAeqlNertOQtCoufo1RJbt1Kq6uuo1OumbFbXHShdrEqqO1Ki5p190WJ10RcpuVipNuhCQDAGDqSDIAgLmRZAAAcyPJAADmRpIBAMyNJAMAmBtJBgAwN5IMAGBuJBkAwNxIMgCAuZFkAABzI8kAAOZGkgFp4XVEnBvVV5OZEff038oSV8pR8RzudcT//wCYDkkGJCA0j+T5zMXlKiLHRcJJpn1AcGtCSRbt/x4wPZIMSIC89kRwIVxxTY4p3/ckkGTCxsSSjCiDlZFkQCKE2FBWVBJWGZuMiuDqUyFrrykrA4esTSXvypzcqjQdRli9SliRUEiykMPF0omlpYER1kSSAQkJDRBHTchjK+FuSf5PjcZAZYVgZXFcOXSC/6mRjBPEbaEFEV/J4RWLoHUsYC0kGZCYyUSYSCTVr1LYutARk0xpjRRvl4J5k1iSqW/UJm8Kgy9AksG6SDIgQXIkOCZzSA6kGkd4moRQ3UKJ7YapSDLll4zw20PAakgyIFGT9zuaj8sm96ujbDJjlDbF8F3KscGbOFXyRH5Oprq789Vkht4J8pwMVkaSAYkKvddR/ypu0upxEewMEtK9IyzJlBcR4ydS30X5plD8a+X/JvyFAashyYB0Eu+0pnKbNNVAIshgZSQZkF4h92SJN/dpNTrG939K0yIsiyQDAJgbSQYAMDeSDABgbiQZAMDcSDIAgLmRZAAAcyPJAADmRpIBAMyNJAMAmBtJBgAwN5IMAGBuJBkAwNxIMgCAuZFkAABzI8kAAOZGkgEAzI0kAwCYG0kGADA3kgwAYG4kGQDA3EgyAIC5kWQAAHMjyQAA5kaSAQDMjSQDAJgbSQa78NVkZtb4Jn7xOjIyHN7gnuAvibxKCK8jIyPCrvRLaWW9jgyZYaoLuyPJYBteh3Lp9dVkCtdhryPua3uEi7vXkZHhqIkYcjpIXWV9NY6JbYm8FJBKJBmM5bzvi7yay89v/yRZP3k1l73tg5IkCVdeX02mkDvCBdlXkzlxuxFpi3JxF6JCUv40wSRrbGqdvahwxpzsZP3MXlS4/8ipdFR2SvUFUoQkg7EkN8bkn6UVF+QXn7yMex2ZNb7JX4IXZF9N5uQ1fWKn5hb52GRc2ZMbY/LPzHm5qa7sZOsiOQajIMlgLPXN/UlPsj0n/PKLT1zHJ67T8v8I+aM8/1Gu0+FbJm5btFrVEk+yir2Hk55kRVvd6ajsxEsQZjAEkgx24qvJzKzxTt57eB0ZDq/XITxPit1eOPkKGpdwo7W2pbSykvKaSS41MAUkGWzF68jIzBQa2DIzM6N169PcMnm3or6IGy3JUlRZr0NogzRWhWFbJBnsJaSvvK8mM7TtLNjlISMYACFblLgKubyHNMwZ5+qe6soap6awOZIMAGBuJBkAwNxIMgCAuZFkAABzI8kAAOZGkgEAzI0kAwCYG0kGADA3kgwAYG4kGQDA3EgyAIC5kWQAAHMjyQAA5kaSAQDMjSQDAJhbMMm2b9/uBADAbLZv3z6RZAAAmNf/B3v/+vmJdAAKAAAAAElFTkSuQmCC" alt="" /></p>
<p>&nbsp;</p>
<table width="448" border="0" cellspacing="0" cellpadding="0">
<colgroup>
<col span="7" width="64" /> </colgroup>
<tbody>
<tr>
<td width="64" height="17">Men</td>
<td style="text-align: center;" colspan="3" width="192">(lbs)</td>
<td style="text-align: center;" colspan="3" width="192">(kg)</td>
</tr>
<tr>
<td height="17"></td>
<td>Avg</td>
<td>Std</td>
<td>Total</td>
<td>Avg</td>
<td>Std</td>
<td>Total</td>
</tr>
<tr>
<td height="17">Week 1</td>
<td align="right">235.9</td>
<td align="right">53.6</td>
<td align="right">24066</td>
<td align="right">107.02</td>
<td align="right">24.33</td>
<td align="right">10916</td>
</tr>
<tr>
<td height="17">Week 3</td>
<td align="right">231.9</td>
<td align="right">51.7</td>
<td align="right">23658</td>
<td align="right">105.21</td>
<td align="right">23.47</td>
<td align="right">10731</td>
</tr>
<tr>
<td height="17"><strong>Loss</strong></td>
<td align="right"><strong>-4.0</strong></td>
<td></td>
<td align="right"><strong>-409</strong></td>
<td align="right"><strong>-1.82</strong></td>
<td></td>
<td align="right"><strong>-185</strong></td>
</tr>
</tbody>
</table>
<h2></h2>
<h2><strong>Distribution of weight change</strong></h2>
<p>Distribution of change from initial to current weight for everyone who checked in:</p>
<p><img src="data:image/png;base64,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" alt="" /><img src="data:image/png;base64,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" alt="" /></p>
<p>&nbsp;</p>
<p>Distribution broken down by gender:</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>&nbsp;</p>
<h2><strong>Are any diets or exercises doing better than others?</strong></h2>
<p>On the sign-up form, there was a page of optional questions about which types of diets or exercises we were planning on following. This data isn&#8217;t necessarily very accurate, because there is no guarantee that a person actually follows the diet or exercise that they said they would. Still, it&#8217;s fun to look at some of the info that we can get from this.</p>
<p>The total number of people who signed up are shown in red. The number of people who checked in this week are shown in blue. The second plot in each category shows the average weight loss for the group of people who checked in this week. The plots are ordered by total number of people who signed up.</p>
<p><strong>Goals</strong></p>
<p><img src="data:image/png;base64,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" alt="" /><img src="data:image/png;base64,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" alt="" /></p>
<p><strong>Diet types</strong></p>
<p><img src="data:image/png;base64,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" alt="" /><img src="data:image/png;base64,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" alt="" /></p>
<p><strong>Calorie trackers</strong></p>
<p><img src="data:image/png;base64,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" alt="" /><img src="data:image/png;base64,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" alt="" /></p>
<p><strong>Exercise types</strong></p>
<p><img src="data:image/png;base64,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" alt="" /><img src="data:image/png;base64,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" alt="" /></p>
<p><strong>Activity trackers</strong></p>
<p><img src="data:image/png;base64,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" alt="" /><img src="data:image/png;base64,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" alt="" /></p>
]]></content:encoded>
			<wfw:commentRss>http://90daysgoal.com/group-stats/r5-week-3-group-stats/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>R5 Week 2 group stats</title>
		<link>http://90daysgoal.com/group-stats/r5-week-2-group-stats</link>
		<comments>http://90daysgoal.com/group-stats/r5-week-2-group-stats#comments</comments>
		<pubDate>Fri, 21 Oct 2011 20:49:36 +0000</pubDate>
		<dc:creator>Kate</dc:creator>
				<category><![CDATA[Group Stats]]></category>
		<category><![CDATA[R5 Stats]]></category>

		<guid isPermaLink="false">http://90daysgoal.com/?p=500</guid>
		<description><![CDATA[(Click here to view comments on r/90daysgoal.) Overall weight distribution Total number of people currently signed up for Round 5: 792 Number of people checking in this week:  361 The initial and current weight distribution for everyone who checked in &#8230;<p class="read-more"><a href="http://90daysgoal.com/group-stats/r5-week-2-group-stats">Read more &#187;</a></p>]]></description>
			<content:encoded><![CDATA[<p>(<a href="http://www.reddit.com/r/90daysgoal/comments/lkd7n/stats_round_5_week_2_group_data/">Click here to view comments on r/90daysgoal.</a>)</p>
<h2></h2>
<h2><strong>Overall weight distribution</strong></h2>
<p>Total number of people currently signed up for Round 5: 792</p>
<p>Number of people checking in this week:  361</p>
<p>The initial and current weight distribution for everyone who checked in this week:</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>Normal distribution of initial and current weights for everyone who checked in this week:</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>&nbsp;</p>
<table width="448" border="0" cellspacing="0" cellpadding="0">
<colgroup>
<col span="7" width="64" /> </colgroup>
<tbody>
<tr>
<td width="64" height="17"> All</td>
<td style="text-align: center;" colspan="3" width="192">(lbs)</td>
<td style="text-align: center;" colspan="3" width="192">(kg)</td>
</tr>
<tr>
<td height="17"></td>
<td>Avg</td>
<td>Std</td>
<td>Total</td>
<td>Avg</td>
<td>Std</td>
<td>Total</td>
</tr>
<tr>
<td height="17">Week 1</td>
<td align="right">209.9</td>
<td align="right">53.2</td>
<td align="right">75776</td>
<td align="right">95.21</td>
<td align="right">24.13</td>
<td align="right">34371</td>
</tr>
<tr>
<td height="17">Week 2</td>
<td align="right">207.7</td>
<td align="right">52.4</td>
<td align="right">74975</td>
<td align="right">94.20</td>
<td align="right">23.79</td>
<td align="right">34008</td>
</tr>
<tr>
<td height="17"><strong>Loss</strong></td>
<td align="right"><strong>-2.2</strong></td>
<td></td>
<td align="right"><strong>-801</strong></td>
<td align="right"><strong>-1.01</strong></td>
<td></td>
<td align="right"><strong>-363</strong></td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<h2><strong>Weight distribution by gender</strong></h2>
<p><strong>Women</strong></p>
<p>Total number of women currently signed up for Round 5: 421</p>
<p>Number of women checking in this week:  209</p>
<p>The initial and current weight distribution for women who checked in this week:</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>&nbsp;</p>
<table width="448" border="0" cellspacing="0" cellpadding="0">
<colgroup>
<col span="7" width="64" /> </colgroup>
<tbody>
<tr>
<td width="64" height="17"> Women</td>
<td style="text-align: center;" colspan="3" width="192">(lbs)</td>
<td style="text-align: center;" colspan="3" width="192">(kg)</td>
</tr>
<tr>
<td height="17"></td>
<td>Avg</td>
<td>Std</td>
<td>Total</td>
<td>Avg</td>
<td>Std</td>
<td>Total</td>
</tr>
<tr>
<td height="17">Week 1</td>
<td align="right">192.4</td>
<td align="right">46.0</td>
<td align="right">40219</td>
<td align="right">87.29</td>
<td align="right">20.87</td>
<td align="right">18243</td>
</tr>
<tr>
<td height="17">Week 2</td>
<td align="right">190.7</td>
<td align="right">45.8</td>
<td align="right">39848</td>
<td align="right">86.48</td>
<td align="right">20.77</td>
<td align="right">18075</td>
</tr>
<tr>
<td height="17"><strong>Loss</strong></td>
<td align="right"><strong>-1.8</strong></td>
<td></td>
<td align="right"><strong>-372</strong></td>
<td align="right"><strong>-0.81</strong></td>
<td></td>
<td align="right"><strong>-169</strong></td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p><strong>Men</strong></p>
<p>Total number of men currently signed up for Round 5: 348</p>
<p>Number of men checking in this week:  152</p>
<p>The initial and current weight distribution for men who checked in this week:</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p><img 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" alt="" /></p>
<p>&nbsp;</p>
<table width="448" border="0" cellspacing="0" cellpadding="0">
<colgroup>
<col span="7" width="64" /> </colgroup>
<tbody>
<tr>
<td width="64" height="17"> Men</td>
<td colspan="3" width="192">(lbs)</td>
<td colspan="3" width="192">(kg)</td>
</tr>
<tr>
<td height="17"></td>
<td>Avg</td>
<td>Std</td>
<td>Total</td>
<td>Avg</td>
<td>Std</td>
<td>Total</td>
</tr>
<tr>
<td height="17">Week 1</td>
<td align="right">233.9</td>
<td align="right">53.2</td>
<td align="right">35556</td>
<td align="right">106.11</td>
<td align="right">24.13</td>
<td align="right">16128</td>
</tr>
<tr>
<td height="17">Week 2</td>
<td align="right">231.1</td>
<td align="right">52.1</td>
<td align="right">35127</td>
<td align="right">104.82</td>
<td align="right">23.64</td>
<td align="right">15933</td>
</tr>
<tr>
<td height="17"><strong>Loss</strong></td>
<td align="right"><strong>-2.8</strong></td>
<td></td>
<td align="right"><strong>-429</strong></td>
<td align="right"><strong>-1.28</strong></td>
<td></td>
<td align="right"><strong>-195</strong></td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p>&nbsp;</p>
<h2><strong>Distribution of weight change</strong></h2>
<p>Distribution of change from initial to current weight for everyone who checked in:</p>
<p><img src="data:image/png;base64,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" alt="" /><img src="data:image/png;base64,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
