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	<title>Rally for Reed</title>
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	<link>http://rallyforreed.com</link>
	<description>Life as Dad of a Kid with Sanfilippo Syndrome</description>
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		<title>The Grassroots are United Behind ULTRA</title>
		<link>http://rallyforreed.com/2012/02/the-grassroots-are-united-behind-ultra/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=the-grassroots-are-united-behind-ultra</link>
		<comments>http://rallyforreed.com/2012/02/the-grassroots-are-united-behind-ultra/#comments</comments>
		<pubDate>Fri, 03 Feb 2012 04:10:44 +0000</pubDate>
		<dc:creator>zeighami</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://rallyforreed.com/?p=489</guid>
		<description><![CDATA[The Unlocking Lifesaving Treatment Act of 2012 (HR 3737) is giving the rare disease world new hope.  Across the country, people with rare diseases (roughly 10% of the population) and others are coming together at the grassroots level to show &#8230; <a href="http://rallyforreed.com/2012/02/the-grassroots-are-united-behind-ultra/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>The Unlocking Lifesaving Treatment Act of 2012 (HR 3737) is giving the rare disease world new hope.  Across the country, people with rare diseases (roughly 10% of the population) and others are coming together at the grassroots level to show support.</p>
<p>I have heard some of the criticisms of the bill, namely:</p>
<ol>
<li>It exposes the patients to greater risk</li>
<li>It completely eliminates any burden to prove efficacy.</li>
</ol>
<p>The standards for safety would not change.  Safety is established during the first phase of drug trials.  As far as I can tell, I don&#8217;t see any changes to requirements for establishing safety for new drugs.</p>
<p>Regarding efficacy, any accelerated approval requires post-market surveillance to prove effectiveness against clinical endpoints.  Initial approval is based on biomarkers.  This is nothing new.</p>
<p>The only thing new would be a change in the rules for getting a biomarker approved.  ULTRA would prevent the FDA from requiring previous clinical data to qualify a surrogate endpoint.  This data just doesn&#8217;t exist for many rare diseases.  For diseases where clinical data is not available, ULTRA would ask the FDA to use valid science and our understanding of biology to qualify biomarkers that are reasonably likely to predict that the drug works.</p>
<p>Is this the right choice?  You&#8217;re damn right it is.  I do not want to wait until there is rock-solid bulletproof evidence that a drug works before I can treat my kid.  I think that 99% of people who have terminally ill family members feel the same way.  Anyone that says that the system is working is crazy.  95% of rare diseases have NO TREATMENT.  By definition, that is broken.  We need game changing new laws.  New laws that will transform the landscape.</p>
<p>The world is changing.  Information technology enables people to make their own decisions.  Long gone are the days when people had to rely on a single group to &#8220;be their voice&#8221;.  This is a new world of ideas; A world where each of us can watch congressional hearings on Ustream and don&#8217;t have to travel to Washington.  This is a world where ideas spread fast and the grassroots can make their voice heard directly.  When it comes to ULTRA, the rare disease community has spoken.  We want treatment and we want it now.</p>
<p>We thank Congressmen Towns and Stearns for their leadership.  By introducing this bi-partisan bill they have shown that the giving hope to people with rare disease is not a Democratic or Republican issue.  Rather, it is a human issue. Drug development for this under-served population isn&#8217;t where it needs to be.  Everybody with a disease deserves treatment.</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Telling our story</title>
		<link>http://rallyforreed.com/2012/01/telling-our-story/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=telling-our-story</link>
		<comments>http://rallyforreed.com/2012/01/telling-our-story/#comments</comments>
		<pubDate>Tue, 10 Jan 2012 16:03:02 +0000</pubDate>
		<dc:creator>zeighami</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://rallyforreed.com/?p=485</guid>
		<description><![CDATA[&#160;]]></description>
			<content:encoded><![CDATA[<p><iframe width="640" height="360" src="http://www.youtube.com/embed/V8tMDNW9JSs?fs=1&#038;feature=oembed" frameborder="0" allowfullscreen></iframe></p>
<p>&nbsp;</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Unlocking Lifesaving Treatment Act of 2012</title>
		<link>http://rallyforreed.com/2011/12/unlocking-lifesaving-treatment-act-of-2012/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=unlocking-lifesaving-treatment-act-of-2012</link>
		<comments>http://rallyforreed.com/2011/12/unlocking-lifesaving-treatment-act-of-2012/#comments</comments>
		<pubDate>Wed, 28 Dec 2011 21:36:44 +0000</pubDate>
		<dc:creator>zeighami</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://rallyforreed.com/?p=477</guid>
		<description><![CDATA[Patient advocates have amazing power.  The 1983 Orphan Drug Act enabled an entire industry treating rare diseases.  However, the fact is it wasn&#8217;t enough.  A huge portion of the 7000+ rare diseases are still without treatment. This upcoming year, a &#8230; <a href="http://rallyforreed.com/2011/12/unlocking-lifesaving-treatment-act-of-2012/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>Patient advocates have amazing power.  The 1983 Orphan Drug Act enabled an entire industry treating rare diseases.  However, the fact is it wasn&#8217;t enough.  A huge portion of the 7000+ rare diseases are still without treatment.</p>
<p>This upcoming year, a number of patient groups have pulled together to endorse ULTRA, the Unlocking Lifesaving Treatment Act.  It will remove key barriers to enabling accelerated approval for rare genetic diseases.  We believe it will unleash a huge amount of biotech investment and result in many new treatments for those suffering from the rarest of diseases.</p>
<p><span id="more-477"></span></p>
<p><iframe src="http://player.vimeo.com/video/34303089" width="640" height="360" frameborder="0" webkitAllowFullScreen mozallowfullscreen allowFullScreen></iframe></p>
]]></content:encoded>
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		<item>
		<title>If by Rudyard Kipling</title>
		<link>http://rallyforreed.com/2011/12/if-by-rudyard-kipling/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=if-by-rudyard-kipling</link>
		<comments>http://rallyforreed.com/2011/12/if-by-rudyard-kipling/#comments</comments>
		<pubDate>Wed, 21 Dec 2011 05:08:42 +0000</pubDate>
		<dc:creator>zeighami</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://rallyforreed.com/?p=473</guid>
		<description><![CDATA[If you can keep your head when all about you Are losing theirs and blaming it on you; If you can trust yourself when all men doubt you, But make allowance for their doubting too: If you can wait and &#8230; <a href="http://rallyforreed.com/2011/12/if-by-rudyard-kipling/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><span style="color: #000000;">If you can keep your head when all about you</span><br />
<span style="color: #000000;"> Are losing theirs and blaming it on you;</span><br />
<span style="color: #000000;">If you can trust yourself when all men doubt you,</span><br />
<span style="color: #000000;"> But make allowance for their doubting too:</span><br />
<span style="color: #000000;">If you can wait and not be tired by waiting,</span><br />
<span style="color: #000000;"> Or, being lied about, don&#8217;t deal in lies,</span><br />
<span style="color: #000000;">Or being hated don&#8217;t give way to hating,</span><br />
<span style="color: #000000;"> And yet don&#8217;t look too good, nor talk too wise;</span></p>
<p><span id="more-473"></span></p>
<p><span style="color: #000000;">If you can dream&#8212;and not make dreams your master;</span><br />
<span style="color: #000000;"> If you can think&#8212;and not make thoughts your aim,</span><br />
<span style="color: #000000;">If you can meet with Triumph and Disaster</span><br />
<span style="color: #000000;"> And treat those two impostors just the same:.</span><br />
<span style="color: #000000;">If you can bear to hear the truth you&#8217;ve spoken</span><br />
<span style="color: #000000;"> Twisted by knaves to make a trap for fools,</span><br />
<span style="color: #000000;">Or watch the things you gave your life to, broken,</span><br />
<span style="color: #000000;"> And stoop and build&#8217;em up with worn-out tools;</span></p>
<p><span style="color: #000000;">If you can make one heap of all your winnings</span><br />
<span style="color: #000000;"> And risk it on one turn of pitch-and-toss,</span><br />
<span style="color: #000000;">And lose, and start again at your beginnings,</span><br />
<span style="color: #000000;"> And never breathe a word about your loss:</span><br />
<span style="color: #000000;">If you can force your heart and nerve and sinew</span><br />
<span style="color: #000000;"> To serve your turn long after they are gone,</span><br />
<span style="color: #000000;">And so hold on when there is nothing in you</span><br />
<span style="color: #000000;"> Except the Will which says to them: &#8220;Hold on!&#8221;</span></p>
<p><span style="color: #000000;">If you can talk with crowds and keep your virtue,</span><br />
<span style="color: #000000;"> Or walk with Kings&#8212;nor lose the common touch,</span><br />
<span style="color: #000000;">If neither foes nor loving friends can hurt you,</span><br />
<span style="color: #000000;"> If all men count with you, but none too much:</span><br />
<span style="color: #000000;">If you can fill the unforgiving minute</span><br />
<span style="color: #000000;"> With sixty seconds&#8217; worth of distance run,</span><br />
<span style="color: #000000;">Yours is the Earth and everything that&#8217;s in it,</span><br />
<span style="color: #000000;"> And&#8212;which is more&#8212;you&#8217;ll be a Man, my son! </span></p>
]]></content:encoded>
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		</item>
		<item>
		<title>Sanfilippo Congress: Geneva 2011(Updated)</title>
		<link>http://rallyforreed.com/2011/12/sanfilippo-congress-geneva-2011/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=sanfilippo-congress-geneva-2011</link>
		<comments>http://rallyforreed.com/2011/12/sanfilippo-congress-geneva-2011/#comments</comments>
		<pubDate>Fri, 16 Dec 2011 22:43:40 +0000</pubDate>
		<dc:creator>zeighami</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://rallyforreed.com/?p=459</guid>
		<description><![CDATA[Just a short note highlighting our trip to Geneva for Sanfilippo Congress.  Sorry for any typos, I am blasting this out fast. I have tried my best to relay the information as I received it.  I am not a scientist &#8230; <a href="http://rallyforreed.com/2011/12/sanfilippo-congress-geneva-2011/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>Just a short note highlighting our trip to Geneva for Sanfilippo Congress.  Sorry for any typos, I am blasting this out fast.</p>
<p>I have tried my best to relay the information as I received it.  I am not a scientist nor am I a doctor.  So, with that said, I ask that you take my interpretation with a grain of salt.</p>
<p>Of course, I want everything to be positive.  I am a positive person!  However, I have tried to share the good news and the bad news as I received it without filtering.  In particular, I have already had parents reach out to me about Prof. Hopwood&#8217;s data showing a reduced efficacy of ERT in mice past a certain age. Regarding this data, I will share with you what I was told;  Humans are not mice.  There significant differences in anatomy in humans and mice; enough so that one cannot translate clinical outcomes of animal data to humans.  The primary hypothesis that was proven via the mice data was that, indeed IT ERT does work in animals. What this data may suggest is that there is A point where IT ERT doesn&#8217;t work anymore.  Understanding where the &#8220;point of no return&#8221; for humans is will require testing in humans, there is no way around that.</p>
<p>The temptation to extrapolate from mice data to humans is understood.  It doesn&#8217;t only happen to laypeople; researchers do it too.</p>
<p><span id="more-459"></span></p>
<p>What I liked:</p>
<p>&nbsp;</p>
<p>1) Meeting the researchers</p>
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" alt="" width="384" height="288" /><p class="wp-caption-text">Professor John Hopwood - a true hero</p></div>
<p>2) Meeting the families:</p>
<div class="wp-caption aligncenter" style="width: 394px"><img 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" alt="" width="384" height="288" /><p class="wp-caption-text">Frederic and Charlotte Morel</p></div>
<p>3) Getting latest Info (Good and Bad), more details to follow</p>
<ul>
<li>Hopwood: Intrathecal ERT - In mice IT ERT doesn't seem to work if started after symptoms present clinically.  However, HUMANS ARE NOT MICE, and we hope to see data from Shire's Phase I/II in 6 months, at the end of the Phase I/II .  At that point they will have some efficacy data along with an idea of the correct dosing regimen.  Fingers crossed!</li>
<li>Genistein: Professor Wergzyn and Brian Bigger presented data on genistein. There is growing consensus that it has an effect in mice at high doses.  There is interest in launching a double-blind placebo controlled trial for genistein within the next year.</li>
<ul>
<li>Important note: Dr. W showed that there was significant variability of genistin content in the "natural" version of these products.  Further, he showed that there were some negative synergies involved with some of the other compounds used in those products.  In other words, you may be better off using nothing than using the natural versions of this compound used in some supplements.</li>
<li>As far as I know, the only way to obtain the pure synthetic version of genistein in the US is to either be part of Dr. Burton's study in Chicago or through <a href="http://www.fallonpharmacy.com/">Fallon Pharmacy</a>.</li>
</ul>
<li>Natural History Study - Shire has identified several new biomarkers and learned much about the disease through the University of Minnesota study.  These biomarkers are so important, not only to understand what works from a treatment pespective but also to get drugs approved.  Accelerated approval relies on proper biomarkers as surrogate endpoints. Here are some of the key findings:</li>
<ul>
<li>Brain volume decreases along with time.  Also, it was shown to correlate well with the cognitive decline, as measured by the ratio of cognitive age to chronological age.</li>
<ul>
<li>Brain volume can be computationally measured by analyzing MRI data.</li>
</ul>
<li>Cerebro-spinal Fluid GAG levels are fairly constant with time.  In other words, the do not increase with disease progression</li>
<li>Two new bio-chemical markers were found.  I don't recall both of their names but one was called Hepatocyte Growth Factor.</li>
</ul>
</ul>
<div id="attachment_467" class="wp-caption alignleft" style="width: 490px"><a href="http://rallyforreed.com/wp-content/uploads/2011/12/photo2.jpg"><img class="size-full wp-image-467" title="photo(2)" src="http://rallyforreed.com/wp-content/uploads/2011/12/photo2-e1324397162865.jpg" alt="" width="480" height="640" /></a><p class="wp-caption-text">Me and Dr. Patrick Haslett from Shire</p></div>
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<div id="attachment_468" class="wp-caption aligncenter" style="width: 310px"><a href="http://rallyforreed.com/wp-content/uploads/2011/12/photo1.jpg"><img class="size-medium wp-image-468 " title="photo(1)" src="http://rallyforreed.com/wp-content/uploads/2011/12/photo1-300x225.jpg" alt="" width="300" height="225" /></a><p class="wp-caption-text">Dr. Haslett Presenting Shire&#39;s NHS Data.</p></div>
<ul>
<li>Inter cerebral Gene Therapy (France): At least one patient has been treated.  No safety issues so far.  Four French patients will be included.  The trial will expand to a phase III in a couple of years based on data from the Phase I/II.  A phase I/II study for Sanfilippo B patients will open by the end of next year.  They are looking to include eight European patients younger than 6 years of age.</li>
<li>Dr Fu's Gene Therapy: Dr. Fu is using a new gene therapy vector than the folks in France.  Her vector can be administered intravenously - versus through direct injection to the brain.  They are completing the animal toxicology work and hope to open a Phase I/II trial in three or so years.</li>
<li>Prof. Doug Mccarty, Dr. Fu's colleague, also described a program for gene therapy for MPS IIIA.  Like their type B program, it can be administered intravenously.  It is several years behind the Type B program and lagging further behind from a funding perspective.  On the positive side, they have learned much for their MPS IIIB gene therapy that has allowed them to produce a much more "efficient" vector for MPS IIIB.  That means that the viral vector used can work with fewer vectors.  This makes it more cost-effective and even safer.</li>
</ul>
<p>I am very grateful for drug companies and the researchers who have taken up this fight along with families.  I am also grateful for the families that have participated in the <a title="Our First Visit to the Natural History Study" href="http://rallyforreed.com/2011/05/our-first-visit-to-the-natural-history-study/">Natural History Study </a>of these diseases.  It is a tough choice for families to get involved.  The procedures are invasive and the time commitment is a burden.  However, the data is so valuable in the fight against these awful diseases.</p>
<p>Finally, we should all be very grateful for the contributions of Shire to our children.  They have shown an amazing commitment to Sanfilippo.  By their own f<a href="http://www.zacks.com/stock/news/63897/Shire+Reports+Revenue+Growth">inancial statement </a>one can assume that they have poured tens of millions into research.  Further, their openness in sharing their natural history findings and biomarkers is a contribution to the community as a whole.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Why I support ULTRA</title>
		<link>http://rallyforreed.com/2011/12/why-i-support-ultra/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=why-i-support-ultra</link>
		<comments>http://rallyforreed.com/2011/12/why-i-support-ultra/#comments</comments>
		<pubDate>Sat, 03 Dec 2011 00:41:39 +0000</pubDate>
		<dc:creator>zeighami</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://rallyforreed.com/?p=454</guid>
		<description><![CDATA[Dear EveryLife Foundation for Rare Diseases, Thanks for your support of ultra-orphan diseases. I am 100% behind this effort because its result would be tangible and measurable &#8211; namely how many rare diseases are granted accelerated approval based on a &#8230; <a href="http://rallyforreed.com/2011/12/why-i-support-ultra/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p data-ft="{&quot;type&quot;:1}">Dear EveryLife Foundation for Rare Diseases,</p>
<p data-ft="{&quot;type&quot;:1}">Thanks for your support of ultra-orphan diseases. I am 100% behind this effort because its result would be tangible and measurable &#8211; namely how many rare diseases are granted accelerated approval based on a biomarker. For patients and their families the wait for treatment is agonizing &#8211; it simply cannot be described.</p>
<p data-ft="{&quot;type&quot;:1}"><span id="more-454"></span></p>
<p data-ft="{&quot;type&quot;:1}">
My son has Sanfilippo &#8211; a devastating and life limiting disease with no treatment. In the complete absence of hope, almost any parent I know would prefer get access to treatment based on some evidence of efficacy. Sanfilippo is based on a single genetic defect which results in the deficiency of a particular enzyme. The lack of this enzyme results in accumulation of a well-known substance that is implicated in the pathology of the disease. It stands to reason that reduction of this accumulated material should serve as a reasonable biomarker for efficacy of treatment. Parents of affected children who do not gain access to a clinical trial should not have to wait until trial patients are shown to not die to help their kids.</p>
<p data-ft="{&quot;type&quot;:1}">http://www.kakkis.org/blogs/post/2011/11/29/Ultra-orphan-Life-saving-TReatments-Act-of-2012.aspx</p>
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		<title>Support ULTRA &#8211; The Ultra-Orphan Lifesaving TReatment Act of 2012</title>
		<link>http://rallyforreed.com/2011/11/support-ultra-the-ultra-orphan-lifesaving-treatment-act-of-2012/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=support-ultra-the-ultra-orphan-lifesaving-treatment-act-of-2012</link>
		<comments>http://rallyforreed.com/2011/11/support-ultra-the-ultra-orphan-lifesaving-treatment-act-of-2012/#comments</comments>
		<pubDate>Sat, 19 Nov 2011 04:33:13 +0000</pubDate>
		<dc:creator>zeighami</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://rallyforreed.com/?p=447</guid>
		<description><![CDATA[Did you know: More people, collectively, suffer from a rare disease than HIV + AIDs combined Accelerated Approval has only been used once for a rare disease treatment (since 1992) Accelerated Approval has been used dozens of times for HIV &#8230; <a href="http://rallyforreed.com/2011/11/support-ultra-the-ultra-orphan-lifesaving-treatment-act-of-2012/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>Did you know:</p>
<ul>
<li>More people, collectively, suffer from a rare disease than HIV + AIDs combined</li>
<li>Accelerated Approval has only been used once for a rare disease treatment (since 1992)</li>
<li>Accelerated Approval has been used dozens of times for HIV and AIDs</li>
</ul>
<p><span id="more-447"></span></p>
<p>The typical drug approval process involves requires that companies prove a clinical benefit before it can be marketed.  This may take many, many years.</p>
<p>This is bad because:</p>
<ol>
<li>It prevents many patients from gaining access to potentially beneficial treatments</li>
<li>It causes the development cost of new treatments to be high&#8230; so high that many extremely rare diseases just aren&#8217;t economically viable for treatment</li>
</ol>
<p>Accelerated Approval involves granting tentative approval for a promising drug based on a biomarker versus clinical outcome.</p>
<p>Example:</p>
<p style="padding-left: 30px;">To get initial approval to market the drug &#8211; in the case of Cancer, the drug would simply need to show that it shrinks a tumor rather than extending the life of the patient.  Post-market surveillance is used to determine clinical efficacy.</p>
<p>Of course, this approach has many applications outside of cancer.  In the case of many rare genetic diseases, the underlying mechanism can be isolated to a single genetic defect and biological pathway.  I am told that this makes the identification of biomarkers much easier.</p>
<p>In contrast to the classical approach, accelerated approval has the following advantages:</p>
<ol>
<li>It gets drugs to as many patients as quickly as possible</li>
<li>It is grounded in science, assuming appropriate biomarkers are chosen</li>
<li>It reduces drug development cost by over 60%</li>
</ol>
<p>The Ultra-Orphan Lifesaving Treatment Act of 2012 will help make accelerated approval available to rare disease.  Only a small percentage of rare diseases have treatment and this could be a game changer.</p>
<p>You can help.</p>
<p><span style="color: #ff0000;">Ask your patient group to sign on to the Congressional support letter</span></p>
<blockquote><p>Talk to Julia Jenkins at <a href="email:patientadvocate@kakkis.org">patientadvocate@kakkis.org</a> &#8211; Remember, you don&#8217;t have to be the a big foundation to sign on.  We need as many patient groups as possible to add their name to the letter.</p></blockquote>
<p>Want to learn more? Watch the video PSAs:</p>
<p><iframe src="http://player.vimeo.com/video/32205989?title=0&amp;byline=0&amp;portrait=0" frameborder="0" width="398" height="224"></iframe></p>
<p><iframe src="http://player.vimeo.com/video/32367732?title=0&amp;byline=0&amp;portrait=0" frameborder="0" width="398" height="224"></iframe></p>
<p>&nbsp;</p>
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		<title>Technology and Rare Disease</title>
		<link>http://rallyforreed.com/2011/11/technology-and-rare-disease/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=technology-and-rare-disease</link>
		<comments>http://rallyforreed.com/2011/11/technology-and-rare-disease/#comments</comments>
		<pubDate>Thu, 10 Nov 2011 05:32:09 +0000</pubDate>
		<dc:creator>zeighami</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://rallyforreed.com/?p=440</guid>
		<description><![CDATA[I believe that the rare disease community is on the verge of a revolutionary shift.  What once was a weakness has become a strength.  Our community is spread far and wide by its very nature.  This broad distribution of people &#8230; <a href="http://rallyforreed.com/2011/11/technology-and-rare-disease/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>I believe that the rare disease community is on the verge of a revolutionary shift.  What once was a weakness has become a strength.  Our community is spread far and wide by its very nature.  This broad distribution of people has historically led to an inability to communicate or organize.  However, in the age of social media, this community has embraced the internet and mastered it.  If you need proof, simply look at the way rare disease populations have coalesced to win online charity voting contests through Facebook.  If this energy can be focused on resolving the real barriers to treating rare diseases, the landscape for ultra-rare disease will be transformed.  I think we are at a tipping point in history.</p>
<p><span id="more-440"></span></p>
<p>In a way, online charity contests are a scientific measurement of how important issues are to people. These contests, by their very nature, are a test of how willing people are to get involved with pitching in to solve an issue.  They place some burden on participants and to some degree &#8220;measure&#8221; their willingness to overcome those burdens.</p>
<p>Contests force participants to:</p>
<ul>
<li>Release data to the company running the campaign</li>
<li>Push promoters to campaign, engage traditional media and cajole people to vote</li>
<li>Burden voters to vote each day for campaigns that run for weeks</li>
</ul>
<p>Team Sanfilippo has already earned $350,000 this year alone through online contests. They won the Pepsi Challenge (earning $250K) and earned 2nd place in Vivint Gives Back (earning $100k).  They lost the Vivint event to FAST, who is raising money for Angelman&#8217;s Syndrome research.</p>
<p>Why do rare disease charities win?</p>
<p>Because, long before these contests arose, the patient population embraced social media!  They have mastered it.  Facebook is &#8220;home&#8221; to many parents dealing with these catastrophic diseases.  They use social media to follow each others stories.  They empathize as their friend&#8217;s children go to the hospital and even more with them after their children pass.</p>
<p>Traditional charities don&#8217;t compete well.  Many are stodgy, traditional groups that still rely on old school means to communicate and engage their patient population.  They can&#8217;t mobilize in the same way.</p>
<p>Here is the rub: basic research is great but I don&#8217;t believe that it will help my son or children like him.  He is four and already has a disease.  It is intellectually satisfying to believe that the reason our children aren&#8217;t being treated because the science just doesn&#8217;t exist.  Granted, for some diseases, this is true. But for many diseases it simply isn&#8217;t cost-effective to bring a drug to market.  We need to make the process of developing treatment more economically viable and that can&#8217;t be done by increasing drug costs ad infinitum.   We need to look at the cost side of the balance sheet.</p>
<p>Rare diseases need access to the accelerated approval pathway.  Yes, that will of course get drugs in the pipeline out faster, but perhaps even more importantly it what it does for drug development costs.  Kakkis et al. showed in their paper that accelerated approval reduces the cost of drug development by over 60%.  There are over 7000 official rare diseases.  Even with the Orphan Drug Act, many are still not economically viable for treatment (even though the science exists).  AA has been used 26 Cancer Drugs and 29 HIV drugs since 1992 but only once for rare genetic disease.</p>
<p>I understand that many patients have a fundamental distrust of pharma.  But it is important to understand that without them no treatments exist!  And without a sufficient ROI they can&#8217;t convince their shareholders to invest in developing treatment.</p>
<p>We need to harness all our resources to tackle the actual problem.   But to convince people to solve this problem, we have to package it in an easy to understand way.  It will happen, it&#8217;s bound to.</p>
<p>As a footnote, I love the following quote (attributed to Margaret Meade):</p>
<blockquote><p><span style="color: #ff0000;">Never doubt that a small group of thoughtful, committed citizens can change the world. Indeed, it is the only thing that ever has.</span></p></blockquote>
<p>I believe that it is our turn to make a dent in the universe.</p>
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		<title>The Good, The Bad and the Ugly</title>
		<link>http://rallyforreed.com/2011/10/the-good-the-bad-and-the-ugly/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=the-good-the-bad-and-the-ugly</link>
		<comments>http://rallyforreed.com/2011/10/the-good-the-bad-and-the-ugly/#comments</comments>
		<pubDate>Thu, 27 Oct 2011 15:06:18 +0000</pubDate>
		<dc:creator>zeighami</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://rallyforreed.com/?p=436</guid>
		<description><![CDATA[Most days I just go about my daily business.  Of course I am always aware of my son&#8217;s illness and it rarely leaves my mind but most days I am not bitter.  I don&#8217;t often shake my fist at God &#8230; <a href="http://rallyforreed.com/2011/10/the-good-the-bad-and-the-ugly/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>Most days I just go about my daily business.  Of course I am always aware of my son&#8217;s illness and it rarely leaves my mind but most days I am not bitter.  I don&#8217;t often shake my fist at God and ask &#8220;Why Me?&#8221; or &#8220;Why Reed?&#8221;.  But not every day.  Some days I am can&#8217;t shake the negative thoughts from my mind.  I get angry and I lash out.  I admit it.</p>
<p>As an example, the other day I was giving Reed a bath.  His sister walked in and was upset because I was using her new Loofah (not sure how you spell it &#8211; but you know what I mean) on him.  Aziza asked me not to use her Loofah on him because she was afraid she would get Sanfilippo.  Keep in mind she is eight years old.  I paused and then got angry and raised my voice at her.  I raised my voice because I thought she was being mean to him; that she really and truly understood and was just disrespecting him.  I said something to the affect of:</p>
<blockquote><p>I don&#8217;t ever want to hear you disrespect your brother like that again.  You know that you can&#8217;t catch Sanfilippo.  Where did you get that from?  Are you friends saying stuff like this to you?</p></blockquote>
<p>She walked into the room with the toilet, shut the door and cried&#8230; and I felt like crap.  There are days when I can&#8217;t do anything right.  As if I didn&#8217;t feel bad enough about Reed, now I was hurting his sister&#8217;s feelings too!  After I calmed down, I &#8211; of course &#8211; explained the situation.  I clarified that she can&#8217;t catch Sanfilippo and I think that she now understands; but I thought that she already understood, sigh.</p>
<p>Most days I can keep it together, but today I cried a bit.  Dear God, we need a bit of luck to come our way.  There are days when I can&#8217;t help but feel responsible &#8211; stupid as that sounds.</p>
<p>This video does cheer me up a bit.  It&#8217;s the kids getting ready for Halloween:</p>
<p><object width="640" height="480"><param name="movie" value="http://www.youtube.com/v/uUMcWccK5Gk?version=3&#038;feature=oembed"></param><param name="allowFullScreen" value="true"></param><param name="allowscriptaccess" value="always"></param><embed src="http://www.youtube.com/v/uUMcWccK5Gk?version=3&#038;feature=oembed" type="application/x-shockwave-flash" width="640" height="480" allowscriptaccess="always" allowfullscreen="true"></embed></object></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
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		<title>Perception vs. Reality and How They Impact Rare Disease</title>
		<link>http://rallyforreed.com/2011/09/have-we-lost-our-way/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=have-we-lost-our-way</link>
		<comments>http://rallyforreed.com/2011/09/have-we-lost-our-way/#comments</comments>
		<pubDate>Fri, 09 Sep 2011 19:39:43 +0000</pubDate>
		<dc:creator>zeighami</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://rallyforreed.com/?p=423</guid>
		<description><![CDATA[I wanted to take just a short minute so crystallize a thought.  As I read stories on the FDA and drug approval, I am struck by the way consumers/patient groups are characterized.  There is an impression that is given that &#8230; <a href="http://rallyforreed.com/2011/09/have-we-lost-our-way/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>I wanted to take just a short minute so crystallize a thought.  As I read stories on the FDA and drug approval, I am struck by the way consumers/patient groups are characterized.  There is an impression that is given that the industry pushes drugs on reluctant patients.  Perhaps that is true for many drugs but not for the issues that face many patients with rare disease.</p>
<p>Quoting from Fran Hawthorne&#8217;s book &#8220;Inside the FDA&#8221;</p>
<blockquote><p>The FDA has to focus on Type I mistakes, because the risks of allowing a dangerous drug on the market are simply so much higher than the risks of not allowing a good one.  The first type of risk is that the status quo will be disrupted and people will die much sooner than they otherwise would.  The second type is simply that people will not gain an improvement &#8212; that the status quo will remain.</p></blockquote>
<p>For context, Hawthorne uses Type I vs. Type II errors to differentiate sins of commission vs sins of omission.  This statement is justifying the need to tilt toward being conservative because being too aggressive puts a large, reasonably healthy population at risk.  However, this argument breaks down with the risk of death without treatment is 100%.  That is true for Sanfilippo and for so many other rare diseases.</p>
<p>I have to be honest, this mistake is our own. The industry and patient groups have allowed this faulty reasoning to persist and we haven&#8217;t made our case: to regulators, lawmakers and apparently pundits and the media.  Applying a blanket set of rules based on reasoning that applies to the general population is killing people with rare disease &#8211; bottom line.</p>
<p>Parents of children with Sanfilippo are beating down the doors to get access to treatment (trust me, I know first hand).  Patient advocacy groups, Industry, parents and patients have to get together and get better at telling our story.  As Dr. William Gahl from NIH explains, &#8220;Patients with rare disease want to be protected but they don&#8217;t want to be protected to death&#8221;.</p>
<p>Until we do a good job of conveying this message, we only have ourselves to blame.</p>
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