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	<title>Institute of Paediatric Orthopaedic Disorders (IPOD) &#187; admin</title>
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		<title>Treatment of overriding fractures of distal forearm in children</title>
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		<comments>http://ipodindia.org/2012/01/treatment-of-overriding-fractures-of-distal-forearm-in-children/#comments</comments>
		<pubDate>Tue, 10 Jan 2012 14:29:12 +0000</pubDate>
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		<category><![CDATA[Fractures in Children]]></category>
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		<description><![CDATA[6 year old with distal forearm fracture displaced in plaster]]></description>
			<content:encoded><![CDATA[<p>6 year old with distal forearm fracture displaced in plaster</p>
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&#215;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&#215;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&#8221; alt=&#8221;" width=&#8221;282&#8243; height=&#8221;239&#8243; /></p>
<p>What are the options of treatment?</p>
<p>a. Remanipulation and plaster</p>
<p>b. Manipulation and closed pinning</p>
<p>c. Manipulation with blunt wire and pinning and plaster</p>
<p>d Accept the reduction</p>
<p>Now watch the video in this link of a study from Hawaii titled</p>
<div id=&#8221;pagetitle&#8221;>
<h2>Closed Treatment of Overriding Distal Radius Fractures Without Reduction in Pediatric Patients</h2>
<h3>Byron Izuka, MD</h3>
<p><a href=&#8221;http://posna.gmetonline.com/ViewPresentation.aspx?subscriptionpackageid=84&#8243;>http://posna.gmetonline.com/ViewPresentation.aspx?subscriptionpackageid=84</a></p>
<p>Coming back to the case&#8230;</p>
<p>How will you treat this now!</p>
<p>﻿<a href=&#8221;http://ipodindia.org/wp-content/themes/tma/images/uploads/diatal-radius.jpg&#8221;><img class=&#8221;alignleft size-full wp-image-562&#8243; title=&#8221;diatal radius&#8221; src=&#8221;http://ipodindia.org/wp-content/themes/tma/images/uploads/diatal-radius.jpg&#8221; alt=&#8221;" width=&#8221;275&#8243; height=&#8221;183&#8243; /></a></p>
</div>
]]></content:encoded>
			<wfw:commentRss>http://ipodindia.org/2012/01/treatment-of-overriding-fractures-of-distal-forearm-in-children/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>What is the correct treatment for tarus (buckle ) fractures of distal radius in children</title>
		<link>http://ipodindia.org/2012/01/what-is-the-crrect-treatment-for-tarus-buckle-fractures-of-distal-radius-in-children/</link>
		<comments>http://ipodindia.org/2012/01/what-is-the-crrect-treatment-for-tarus-buckle-fractures-of-distal-radius-in-children/#comments</comments>
		<pubDate>Wed, 04 Jan 2012 01:46:44 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Featured]]></category>
		<category><![CDATA[Fractures in Children]]></category>
		<category><![CDATA[Paediatrician's Section]]></category>
		<category><![CDATA[Patient's Section]]></category>

		<guid isPermaLink="false">http://ipodindia.org/?p=537</guid>
		<description><![CDATA[5 year old with injury to forearm due to fall in the playground How do you manage these fractures? a above elbow plaster b below elbow plaster c splints How long will you continue immobilisation? a 2 weeks b 3 weeks c 4 weeks d 6 weeks How often will you repeat the rays? a. [...]]]></description>
			<content:encoded><![CDATA[<p><a href="http://ipodindia.org/wp-content/themes/tma/images/uploads/drad305.jpg"><img class="alignleft size-medium wp-image-539" title="drad305" src="http://ipodindia.org/wp-content/themes/tma/images/uploads/drad305-175x300.jpg" alt="" width="175" height="300" /></a><a href="http://ipodindia.org/wp-content/themes/tma/images/uploads/drad3061.jpg"><img class="alignleft size-medium wp-image-540" title="drad306" src="http://ipodindia.org/wp-content/themes/tma/images/uploads/drad3061-293x300.jpg" alt="" width="293" height="300" /></a></p>
<p><em><strong>5 year old with injury to forearm due to fall in the playground</strong></em></p>
<p><em>How do you manage these fractures?</em></p>
<p>a above elbow plaster</p>
<p>b below elbow plaster</p>
<p>c splints</p>
<p><em>How long will you continue immobilisation?</em></p>
<p>a 2 weeks</p>
<p>b 3 weeks</p>
<p>c 4 weeks</p>
<p>d 6 weeks</p>
<p><em>How often will you repeat the rays?</em></p>
<p>a. every week</p>
<p>b After 3 weeks</p>
<p>c. At week 1 and at plaster removal</p>
<p>Here is an attempt to find an answer to some of the questions&#8230;</p>
<h2>What does the term <em>tarus fractures</em> mean</h2>
<p>Torus is derived from Latin (tori) meaning a swelling or protuberance. Torus (buckle) fractures  of distal metaphysis of radius &amp; ulna are the most common fractures of in lower forearm in young children</p>
<p>When the child falls on the outstretched hand, the bone buckles under the weight of the body.  Typically, you will see a slight bend in the bone, but only on one side.  It literally looks like the bone buckled, but didn’t break all the way through.</p>
<p>There is usually little if any deformity in the bone because the periosteum and cortex are intact on the side. Technically speaking, the bone has failed in ‘compression’, making the small ripple in the bone that you see on the x-ray.</p>
<p>Torus fractures hurt, but will not cause a visible deformity.  If you push directly on the arm where it is broken, it will hurt, and the child can localize the spot very clearly.  However, they can usually move the wrist joint without much trouble.  Because of this, many of these fractures are diagnosed late because it can be difficult for parents to tell if it is broken or not</p>
<p>These are generally stable fractures, meaning that the alignment will probably not change with protection such a a cast or splint.</p>
<h2>What is the evidence from the literature</h2>
<ul>
<li>Davidson (JBJS B 83-B 20011173-1175 ) did a RCT comparing treatment in traditional forearm cast V/S splint and concluded that there was no difference in the results of both the treatment methods.  In fact the splint treatment had major benefits in terms of cost and<sup> </sup>reduction of the number of attendances.</li>
<li>Pint et al (Pediatrics. 2006 Mar;117(3):691-7) in a radomised control trial of 87 fractures : 42 in the splint group and 45 in the cast group concluded that children treated with removable splinting have better physical functioning and less difficulty with activities than those treated with a cast. Splinted children had less difficulty with bathing throughout the entire study. There were no significant differences in pain between groups as measured by visual analog scale. There were no refractures.</li>
<li>Farbman KS 9Arch Pediatr Adolesc Med September 1999;153:923-5.) while evaluating the role of serial radiographs in the management of pediatric torus fractures concluded that radiographs after application of a cast for a nondisplaced torus fracture are not required. Clinical examination is appropriate during follow-up, with consideration given to repeat radiographs only at four weeks postfracture to document healing.</li>
</ul>
<h2>What are the pitfalls</h2>
<ul>
<li>Greenstick fractures of lower radius: need to be reduced and put in cast as they can deform and redisplace. The failure in greenstick fractures in distraction and is on the side of angulation</li>
</ul>
<p><a href="http://ipodindia.org/wp-content/themes/tma/images/uploads/forearm_greenstick.jpg"><img class="alignleft size-medium wp-image-541" title="forearm_greenstick" src="http://ipodindia.org/wp-content/themes/tma/images/uploads/forearm_greenstick-218x300.jpg" alt="" width="147" height="203" /></a></p>
<ul>
<li>Eren (Journal of Pediatric Orthopaedics B:January 2009 &#8211; Volume 18 &#8211; Issue 1 &#8211; pp 35-36) reported onTorus fracture of the distal radius associated with distal radioulnar joint instability. They suggested that torus fractures of the children are not always innocent, and simple physical examination of the DRUJ for tenderness and instability is mandatory before and after roentgenographic evaluation to adequately treat these kinds of injuries and prevent malpractice. In cases of doubt, MRI examination of the wrist may also reveal the torn triangular fibrocartilage complex leading to instability.</li>
<li>Some of the buckle fractures may have extension to the physis . Aminian A, Schoenecker PL (J Pediatr Orthop. 1995 Jul-Aug;15(4):495-8) reported on premature closure of the distal radial physis after fracture of the distal radial metaphysis.</li>
</ul>
<h2>So coming back to the case how do you manage the 5 year old child with the tarus fracture of distal radius and ulna?</h2>
<p>Will wait for the responses from the readers&#8230;</p>
<h2>References</h2>
<p><span style="color: #ff0000;"><strong>Simple treatment for torus fractures of the distal radius</strong></span></p>
<p><strong>J. S. Davidson, FRCS Orth, Specialist Registrar in Orthopaedic Surgery; D. J. Brown, FRCS, Specialist Registrar in Orthopaedic Surgery; S. N. Barnes, FRCS, Specialist Registrar in Orthopaedic Surgery; and C. E. Bruce, FRCS Orth, Consultant in Paediatric Orthopaedics </strong>From Alder Hey Children’s Hospital, Eaton Road, West Derby, Liverpool L12 2AP, UK.</p>
<p>Journal of Bone and Joint Surgery &#8211; British Volume, Vol 83-B, Issue 8, 1173-1175.<br />
doi: 10.1302/0301-620X.83B8.11451<br />
Correspondence should be sent to Mr D. J. Brown at 6 Caldy Road, West Kirby, Wirral CH48 2HG, UK.</p>
<p><!-- ABS -->Torus (buckle) fractures of the distal radius are common in<sup> </sup>childhood. Based on the results of a postal questionnaire and<sup> </sup>a prospective, randomised trial, we describe a simple treatment<sup> </sup>for this injury, which saves both time and money.<sup> </sup></p>
<p>Over a six-month period, we randomised 201 consecutive patients<sup> </sup>with this injury to treatment with either a traditional forearm<sup> </sup>plaster-of-Paris cast or a ‘Futura-type’ wrist splint.<sup> </sup>All patients were treated for a period of three weeks, followed<sup> </sup>by clinical and radiological review.<sup> </sup></p>
<p>There was no difference in outcome between the two groups, and<sup> </sup>all patients had a good result. Only one patient did not tolerate<sup> </sup>the splint which was replaced by a cast.<sup> </sup></p>
<p>The questionnaire showed a marked variation in the way in which<sup> </sup>these injuries are treated with regard to the method and period<sup> </sup>of immobilisation, the number of follow-up visits and radiographs<sup> </sup>taken.<sup> </sup></p>
<p>We suggest that a ‘Futura-type’ wrist splint can<sup> </sup>be used to treat these fractures. The patient should be reviewed<sup> </sup>on the following day to confirm the diagnosis and to give appropriate<sup> </sup>advice. There is no evidence that further follow-up is required.<sup> </sup></p>
<p>This simple treatment has major benefits in terms of cost and<sup> </sup>reduction of the number of attendances.<sup> </sup></p>
<p><span style="color: #ff0000;"><strong>A randomized, controlled trial of removable splinting versus casting for wrist buckle fractures in children.</strong></span></p>
<div><a href="/pubmed?term=%22Plint%20AC%22%5BAuthor%5D">Plint AC</a>, <a href="/pubmed?term=%22Perry%20JJ%22%5BAuthor%5D">Perry JJ</a>, <a href="/pubmed?term=%22Correll%20R%22%5BAuthor%5D">Correll R</a>, <a href="/pubmed?term=%22Gaboury%20I%22%5BAuthor%5D">Gaboury I</a>, <a href="/pubmed?term=%22Lawton%20L%22%5BAuthor%5D">Lawton L</a>.</div>
<div>
<p>Source</p>
<p>Department of Pediatrics, University of Ottawa, Ottawa, Ontario, Canada. plint@cheo.on.ca</p>
</div>
<div><a title="Pediatrics." href="#">Pediatrics.</a> 2006 Mar;117(3):691-7.</div>
<p>Abstract</p>
<p>OBJECTIVE:</p>
<p>Wrist buckle fractures are a frequent reason for emergency department visits. Although textbooks recommend 2 to 4 weeks of immobilization in a short arm cast, management varies. Treatment with both casts and splints is common, and length of immobilization varies. The objective was to determine if children with distal radius and/or ulna buckle fractures treated with a removable splint have better physical functioning than those treated with a short arm cast for 3 weeks.</p>
<p>METHODS:</p>
<p>This was a randomized, controlled trial in the emergency department of an academic, tertiary care children&#8217;s hospital. Participants were children 6 to 15 years of age with distal radius and/or ulna buckle fractures who were randomly assigned to treatment with a short arm cast for 3 weeks or a removable splint. Cast removal was at 3 weeks. A validated self-reported outcome tool, the Activities Scales for Kids performance version (ASKp), was used to measure physical functioning over a 4-week period. The main outcome was the ASKp score at 14 days postinjury.</p>
<p>RESULTS:</p>
<p>We randomly assigned 113 patients, and 87 were included in the final analysis: 42 in the splint group and 45 in the cast group. Study groups were similar in age, gender, bone fractured, and dominant hand injured. There were significant differences in ASKp score at day 14 and change in ASKp from baseline at days 14 and 20, indicating better functioning in the splint group. Splinted children had less difficulty with bathing throughout the entire study. There were no significant differences in pain between groups as measured by visual analog scale. There were no refractures.</p>
<p>CONCLUSIONS:</p>
<p>Children treated with removable splinting have better physical functioning and less difficulty with activities than those treated with a cast.</p>
<p><strong><span style="color: #ff0000;">Are Serial Radiographs Needed in Torus Fractures in Children?</span></strong></p>
<div>
<div>March 17, 2010</div>
<p>By <a title="Posts by Charlie Barocas" rel="author" href="http://www.asop.org/author/Charlie%20%20Barocas/">Charlie Barocas</a></p>
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<div>
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<div>
<p><a title="http://www.findarticles.com/p/articles/mi_m3225" rel="nofollow" href="http://www.findarticles.com/p/articles/mi_m3225" target="_blank">American Family Physician</a>,  <a title="http://www.findarticles.com/p/articles/mi_m3225/is_4_61" rel="nofollow" href="http://www.findarticles.com/p/articles/mi_m3225/is_4_61" target="_blank">Feb 15, 2000</a> by <a title="http://www.findarticles.com/p/search?tb=art&amp;qt=%22Jeffrey+T.+Kirchner%22" rel="nofollow" href="http://www.findarticles.com/p/search?tb=art&amp;qt=%22Jeffrey+T.+Kirchner%22" target="_blank">Jeffrey T. Kirchner</a></p>
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</div>
<div>A torus, or “buckle,” fracture of the distal radius is a common type of fracture in children. The standard treatment for these nondisplaced fractures is casting for three to four weeks. Serial radiographs are often obtained, such as immediately after application of the cast and again a week or so later. To determine whether repeat radiographs are necessary, Farbman and colleagues assessed the utility of follow-up radiographs in 70 children (46 boys and 24 girls) with torus fractures of the distal radius or ulna.The authors’ medical center had no standard protocol for follow-up radiography in patients with torus fractures. Radiographs before and immediately after casting were obtained in the emergency department in 24 of the children.</div>
<p>All but five of the 70 children were subsequently seen in the orthopedic clinic at least four weeks after the injury. Repeat radiographs were obtained as early as two days and as late as seven weeks after the fracture. Follow-up films were obtained twice in 21 children, three times in 12 children and four times in five children. The most common reasons for repeat radiographs were documentation of healing and diagnostic confirmation. The casts remained in place for at least two weeks in all of the children, and casts were removed before the fourth week in 20 children.</p>
<p>The average number of follow-up radiographs was 3.3 studies per patient. At a cost of $119 per study at the authors’ institution, this translates to a total cost of $27,251 for radiology services rendered to the 70 patients in the study. The authors cite a study of follow-up radiographs in adults with stable ankle fractures. That study revealed that an average of 4.5 ankle radiographs per patient was obtained, but no radiographs demonstrated a change in fibular alignment in any patient. The authors calculated that as much as $35 million would be saved annually if routine follow-up radiographs were not performed in patients with torus fractures.</p>
<p>To compare protocols for the management of torus fractures at other hospitals, the authors sent a survey to the directors of seven orthopedic surgery residency programs in the New England area. Responses were received from all seven directors. Each said that they did not advise their residents to obtain radiographs after application of a cast in patients with a torus fracture. However, one director noted that the emergency department at the hospital had a standing policy to do so. In response to the question of why repeat films may be obtained, one residency director noted medicolegal reasons, and another mentioned educational purposes, to assess proper placement of a cast.</p>
<p>The authors note that there are no national guidelines that stipulate any medical indications for postcasting radiographs in children with torus fractures, nor does the medical literature support the need for follow-up radiographs one or two weeks after the fracture. Repeat films are recommended to check for displacement after casting only in the presence of dorsal angulation and bicortical fracture or of unicortical fracture through the entire bone to the opposite cortex.</p>
<p>The authors conclude that radiographs after application of a cast for a nondisplaced torus fracture are not required. Clinical examination is appropriate during follow-up, with consideration given to repeat radiographs only at four weeks postfracture to document healing.</p>
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		<title>Management of Septic Arthritis in children</title>
		<link>http://ipodindia.org/2011/10/management-of-septic-arthritis-in-children/</link>
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		<pubDate>Sun, 09 Oct 2011 01:51:29 +0000</pubDate>
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		<description><![CDATA[Dr Taral Nagda Pediatric Orthopedic Surgeon www.ipodindia.org The Guru Mantra “The risks of delayed drainage far outweigh the benefits of waiting and watching for a response to antibiotics.” The Facts and figures The knowledge of these general facts regarding pattern of involvement may be invaluable in diagnosis of the condition. 1.     Septic arthritis is more [...]]]></description>
			<content:encoded><![CDATA[<p>Dr Taral Nagda</p>
<p>Pediatric Orthopedic Surgeon</p>
<p>www.ipodindia.org</p>
<h2><a href="http://ipodindia.org/wp-content/themes/tma/images/uploads/guru.jpg"><img class="alignleft size-medium wp-image-527" title="guru" src="http://ipodindia.org/wp-content/themes/tma/images/uploads/guru-300x280.jpg" alt="" width="300" height="280" /></a></h2>
<h2><span style="color: #000080;"><strong>The Guru Mantra</strong></span></h2>
<p>“The risks of delayed drainage far outweigh</p>
<p>the benefits of waiting and watching for a response to antibiotics.”</p>
<p><img src="file:///C:/Users/taral/AppData/Local/Temp/moz-screenshot-3.png" alt="" /></p>
<h2><span style="color: #000080;"><strong>The Facts and figures</strong></span></h2>
<p>The knowledge of these general facts regarding pattern of involvement may be invaluable in diagnosis of the condition.</p>
<p>1.     Septic arthritis is more common than osteomyelitis in infancy and childhood.</p>
<p>2.     Most common joints-the hip and knee – 60 % cases</p>
<p>3.     Polyarticular in about 5 percent</p>
<p>4.     Age group 75 percent occur in children below 5 years</p>
<p><img src="file:///C:/Users/taral/AppData/Local/Temp/moz-screenshot-4.png" alt="" /></p>
<h2><span style="color: #000080;"><strong>Pathophysiology</strong></span><img src="file:///C:/Users/taral/AppData/Local/Temp/moz-screenshot-5.png" alt="" /></h2>
<p><strong>The organisms </strong><strong> </strong></p>
<p>It has been a traditional teaching that the most common organisms are gram-positive aerobes (80%) and approximately 20% of cases are caused by gram-negative anaerobes with <em>Staphylococcus aureus </em>the most common among the gram positive with less commonly implicated bacteria include  group A and group B streptococci, <em>Streptococcus pneumoniae </em>and <em>Haemophilus influenza.</em> Neonates are more susceptible to group B streptococcal infection.</p>
<p>Over recent years, the microbes isolated in bone and joint infections have changed. In the 1970s and 1980s. The introduction of the Haemophilus influenzae type B vaccine has resulted in a vast reduction in cases secondary to hemophilus, but a number of new organisms have appeared. Recent publications would suggest that perhaps only 40% of infections are the result of S. aureus. We have noticed a  recent upsurge of septic arthritis caused by methicillin-resistant strains of <em>Staphylococcus aureus </em>(MRSA). Although these infections were once thought to be predominantly hospital acquired, but of late, several cases of community-acquired MRSA also have been identified</p>
<h2><span style="color: #000080;"><strong>Diagnosis</strong></span></h2>
<p><strong>Need for an early diagnosis</strong></p>
<p>The damage to the cartilage, growth plate and bone due to avasularity and enzymatic distruction sets in early.The cartilage destruction starts as early as 8 hours following the onset.The avascularity sets in within 24-48 hours of the temponade. The biggest challenge is therefore to control the  infection and drain the joint before the damage takes place</p>
<p><span style="color: #ff0000;"><strong><em>The challenges of diagnosis septic arthritis</em></strong></span></p>
<p><span style="color: #ff0000;"><strong><em>-No single test can be relied upon</em></strong></span></p>
<p><span style="color: #ff0000;"><strong><em>-Inflamatory markers may be normal or only slightly elevated early in the disease</em></strong></span></p>
<p><span style="color: #ff0000;"><strong><em>-The xrays may be normal early in the disaease</em></strong></span></p>
<p><span style="color: #ff0000;"><strong><em>-The imaging modalities such as xrays, ultrasound, bone scan  or MRI  suggest a process of inflammation and effusion but can not diagnose septic arthritis</em></strong></span></p>
<p><span style="color: #ff0000;"><strong><em>-The laboratory investigations such as blood counts, erythrocyte sedimentation rate (ESR) and C-reactive protein (CRP) may help in suggesting that there is an infective process going on but cannot definitely confirm the diagnosis of septic arthritis.</em></strong></span></p>
<p><span style="color: #ff0000;"><strong><em>-The only way the joint infection can be conclusively diagnosed is by demonstrating bacteria in</em></strong></span></p>
<p><span style="color: #ff0000;"><strong><em>the fluid removed from the joint. However, an organism may only be cultured in approximately 60 percent of cases of true septic arthritis.</em></strong></span></p>
<p><span style="color: #ff0000;"><strong><em> -Knee jerk antibiotics may blunt clinical preasentation</em></strong></span></p>
<p><span style="color: #ff0000;"><strong><em> &#8211; Realizing the limitations of investigations in confirming the diagnosis of septic arthritis, it is imperative that treatment is commenced on the basis of a high index of suspicion. Definitive treatment</em></strong></span></p>
<p><span style="color: #ff0000;"><strong><em>should not be withheld for want of confirmatory laboratory tests.</em></strong></span></p>
<p><span style="color: #ff00ff;"><br />
</span></p>
<p>On the basis of a careful clinical examination, a tentative diagnosis of septic arthritis needs to be made. If joint aspiration does not yield fluid with bacteria demonstrable either in a Gram-stained smear or on culture, a presumptive diagnosis may be made with the help of the results of other laboratory tests in conjunction with clinical findings.</p>
<p><span style="color: #ff0000;"><em>Kocher’s cliteria</em></span></p>
<p>Kocher et al  identified clinical and laboratory predictors of septic arthritis:</p>
<p>1.     history of fever</p>
<p>2.     inability to bear weight on the limb</p>
<p>3.     ESR _40 mm/hour</p>
<p>4.     White blood cell (WBC) count 12 000/mL.</p>
<p>The predicted probability of septic arthritis was 0.2 if none of these predictors was present. This means if none of the factors were present there was only 2 % chance of the condition being septic arthritis</p>
<p>The probability of a diagnosis of septic arthritis was 40, 93.1 and 99.6 percent if two, three or four of these predictors, respectively, were present.</p>
<p>Although Kocher noted these four risk factors and validated these risk factors in a subsequent report,  other centers have found that these four factors may not have as high a predictive value in determining a septic hip as was originally thought. In a recent paper from Melbourne it was noted that a significant number of patients had normal parameters and suggested that clinical acumen still plays a crucial role in management</p>
<p><em> </em></p>
<p><em>Cliteria of Jung et al:</em></p>
<p>The following were identified as were identified as independent multivariate predictors of septic arthritis.</p>
<p>Temperature&gt;37°C</p>
<p>ESR &gt; 20 mm/hour</p>
<p>CRP&gt; 1 mg/dL</p>
<p>WBC&gt; 11 000/mL</p>
<p>An increased joint space&gt;2 mm</p>
<h2><span style="color: #003366;"><strong>Radiology</strong></span></h2>
<p><strong>X-rays</strong> are findings are often normal.Look for soft tissue swelling around the joint, widening of the joint space, and displacement of tissue planes.</p>
<p><strong>Ultrasound </strong>is very sensitive in detecting joint effusions generated by septic arthritis. It also  can be used to define the extent of septic arthritis and help guide treatment. Sometimes Ultrasound helps to differentiate septic arthritis from other conditions (eg, soft tissue abscesses, tenosynovitis) in which treatment may differ. <strong> </strong></p>
<p><strong>MRI</strong> Can show changes of marrow edema and help to differentiate between transient synovitis, inflammatory arthritis and septic arthritis by virtue of changes in marrow edema and synovial lining. It can also diagnose additional osteomyelitis. In a recent study markers of SA on MRI included  bone marrow oedema  and absence of T1-weighted and T2-weighted low signal intensity synovial tissue. Furthermore, soft-tissue oedema and reduced contrast enhancement in the epiphyses were more frequent in children with SA.</p>
<p><strong>Differential diagnosis</strong></p>
<p><strong> </strong></p>
<p>Conditions that Mimic infection</p>
<ul>
<li>Transient synovitis: May be difficult to differentiate early on.      The lab reports, presence of mixed echogenesity on US and severity of      symptoms and signs point to infective process. When in doubt a joint      aspiration should be performed</li>
<li>Inflamatory arthritis: Fluid out of proportion to symptoms</li>
<li>Other conditions to keep in mind
<ul>
<li>Malignancies:leukemia, Ewing’s sarcoma, Metastasis</li>
<li>Langerhans cell histiocytosis</li>
<li>Sickle cell disease and bone infarct</li>
<li>Storage disorders: Gaucher disease</li>
</ul>
</li>
</ul>
<h2><span style="color: #003366;"><strong>Management</strong></span></h2>
<p><strong>Antibiotic therapy</strong></p>
<p><strong> </strong></p>
<p><em>Aim </em></p>
<p>To control and eradicate the infective process</p>
<p><em>Which </em><em>antibiotic</em></p>
<p>The antibiotic selected should be effective against the organism responsible for the infection. Since</p>
<p>Gram-positive organisms are most frequently responsible for the infection, an antibiotic that is</p>
<p>effective against these organisms should be started empirically. In hospital acquired infection a combination broad spectrum antibiotic is started to be effective against gram positive and gram negative organisms</p>
<p><em> </em></p>
<p><em>How long?</em><em> </em></p>
<p>In the past it was recommended that treatment with antibiotics should be continued for six weeks.</p>
<p>However, recent studies suggest that the duration of medication may be reduced to four weeks or</p>
<p>less without adverse outcome in the long term</p>
<p>To start with an IV route is preferred  Once the clinical signs improve and CRP levels touch baseline</p>
<p>the antibiotic may be given orally.</p>
<p><strong> </strong></p>
<p><em>Monitoring the treatment</em></p>
<p><em> </em></p>
<p><em>1Clinical parameters: Fever, heart rate, Pain, range of movements,Weight bearing status </em></p>
<p><em>2. Lab p[arameters: ESR, TC/DC, CRP Among this CRP is the best indicator of response to therapy.</em></p>
<p><em>3. USG to look for reduction in joint effusion</em></p>
<p><em>4. Xrays To look for lytic areas and joint position</em></p>
<p><em> </em></p>
<p><em>Failure of CRP to fall by 1 week</em></p>
<p>1 Recollection</p>
<p>2. Missed multifocal septic arthritis</p>
<p>3. Systemic infection- pneumonitis, pleuritis, pyelonephritis, peritonitis</p>
<p>4. Wrong antibiotic, resistant organism</p>
<p>5. Associated osteomyelitis</p>
<p><strong> </strong></p>
<p><strong>Shortened antibiotic course</strong></p>
<p>A recent paper from Melbourne suggests a shortened antibiotic regimen of 3 days Iv antibiotic with 3 week oral antibiotics in patients with childhood septic arthritis and osteomyelitis. After 3 full days of intravenous antibiotics the patients were assessed with regard to converting to oral therapy. An improvement in symptoms (pain, movement), normalization of temperature, and stabilizing CRP were defined as prerequisites for conversion. Persistent pain, fever, and rising inflammatory markers dictated that therapy should continue and that surgical exploration could be indicated. All patients were kept in hospital for 1 day after conversion to oral therapy to ensure tolerance. Oral antibiotics were continued for 3 weeks, usually at half the intravenous dose if tolerated. They found that a temperature of greater than 38.4 on admission and CRP greater than 100 were the best predictor of needing antibiotics for more than 3 days The addition of ESR, WCC, or both did not help in determining which patients will require prolonged therapy. They could successfully convert 59% of patients by day 3 and 86% by day 5 resulting in only 14% of patients requiring intravenous therapy for 6 days or more.</p>
<p><strong> </strong></p>
<p><strong>Surgical Intervention</strong></p>
<p><strong> </strong></p>
<p><em>Aim</em></p>
<p>1.     Joint decompression: To reduce temonade, relieve pain and spasm, and obtain sample for smear and culture</p>
<p>2.     Joint lavage: To washout the enzymes and debris harmful to joint cartilage</p>
<p><em>Methods</em></p>
<p><strong> </strong></p>
<p>1.     Aspiration and lavage:  Minimally invasive. Repeated joint aspirations are not a good option for hip joint as it does not decompress joint adequately, prolongs antibiotic therapy and hospital stay</p>
<p>2.     Arthrotomy:  Allows joint inspection and complete joint clearance. Septic hips in young children are drained anteriorly to avoid disrupting the posterior blood supply to the femoral epiphysis. It is critical to do a definitive capsulotomy. Be sure that the joint is aggressively irrigated and that there is no purulent collection left behind. Some have recommended decompression of the femoral neck if there is associated osteomyelitis that has not decompressed itself into the joint</p>
<p>3.     Arthroscopy: All advantages of arthrotomy being minimally invasive</p>
<p><strong>Immobilization of the joint</strong></p>
<p><em>Aim</em></p>
<p>To relieve spasm, prevent deformity and instability</p>
<p><strong> </strong></p>
<p><em>Methods </em></p>
<p>With brace, plaster or traction</p>
<p><strong>Prognosis</strong></p>
<p>Depends on the following factors</p>
<p>-Duration of disease</p>
<p>-Type of organism</p>
<p>-Age of child</p>
<p>-The joint involved</p>
<p>-Intervention</p>
<p>-Associated systemic disorders and immune status</p>
<h2><span style="color: #003366;">Summary</span></h2>
<p>We recommend high index of suspicion while diagnosing septic arthritis in children and an aggressive treatment approach. Initial investigations include blood cultures, and hematologic markers (WCC, CRP, and ESR) followed by appropriate imaging. Ultrasound should be used to confirm SA and MRI can be used in selected cases. Empirical antibiotics (Amoxycillin Clav combination with amikacin) should be commenced after prompt drainage of joint collections. Further choice of antibiotics will depend on culture report and clinical course. Short antibiotic treatment guided by improvement in clinical parameters and CRP is effective in most cases.</p>
<p>References</p>
<p>Arnold SR, Elias D, Buckingham SC, et al. Changing patterns of acute hematogenous osteomyelitis and septic arthritis: emergence of community-associated methicillin-resistant Staphylococcus aureus. J Pediatr Orthop. 2006;26:703–708</p>
<p>Buxton RA, Moran M. Septic arthritis of the hip in the infant and young child. Curr Orthop. 2003;17:458–464</p>
<p>Caird MS, Flynn JM, Millman JE, et al. Factors distinguishing septic arthritis from transient synovitis of the hip in children. A propective study. <em>J Bone Joint Surg Am. </em>2006;88(6):1251-1257.</p>
<p>Jagodzinski, Kanwar, Graham K  Prospective Evaluation of a Shortened Regimen of Treatment for Acute Osteomyelitis and Septic Arthritis in Children Journal of Pediatric Orthopaedics Volume 29(5), July/August 2009, pp 518-525</p>
<p>Jung ST, Rowe SM, Moon ES, et al. Significance of laboratory and radiologic findings for differentiating between septic arthritis and transient synovitis of the hip. <em>J Pediatr Orthop. </em>2003;23(3):368-372.</p>
<p>Kirkhus E, Flatø B, Riise O, Reiseter T, Smith HJ. Differences in MRI findings between subgroups of recent-onset childhood arthritis.Pediatr Radiol. 2010 Dec 7. [Epub ahead of print]</p>
<p>Kocher MS, Mandiga R, Murphy JM, et al. A clinical practice guideline for treatment of septic arthritis in children: efficacy in improving process of care and effect on outcome of septic arthritis of the hip. <em>J Bone Joint Surg Am. </em>2003;85A(6):994-999.</p>
<p>Kocher MS, Mandiga R, Murphy JM, et al. A clinical practice guideline for treatment of septic arthritis in children: efficacy in improving process of care and effect on outcomes of septic arthritis of the hip. J Bone Joint Surg Am. 2003;85:994–999<strong> </strong></p>
<p>Kocher MS, Mandiga R, Zurakowski D, et al. Validation of a clinical prediction rule for the differentiation between septic arthritis and transient synovitis of the hip in children. <em>J Bone Joint Surg Am. </em>2004;86A(8):1629-1635.</p>
<p>Luhmann SJ, Jones A, Shootman M, et al. Differentiation between septic arthritis and transient synovitis of the hip in children with clinical prediction algorithms. <em>J Bone Joint Surg. </em>2004;86A:956-962.</p>
<p>Lyon RM, Evanich JD. Culture-negative septic arthritis in children. J Pediatr Orthop. 1999;19:655–659</p>
<p>Moumile K, Merckx J, Glorian C, et al. Bacterial aetiology of acute osteoarticular infections in children. Acta Paediatr Int J Paediatr. 2005;94:419–422.</p>
<p>Vinod MB, Matussek NC, Graham HK, et al. Duration of antibiotics in children with osteomyelitis and septic arthritis. J Paediatr Child Health. 2002;38:363–367</p>
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		<title>Thinking smart in the management of lateral condyle fractures in children</title>
		<link>http://ipodindia.org/2011/01/thinking-smart-in-the-management-of-lateral-condyle-fractures-in-children/</link>
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		<pubDate>Sat, 08 Jan 2011 09:28:52 +0000</pubDate>
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			<content:encoded><![CDATA[<p><a href="http://www.authorstream.com/Presentation/taralnagda-763540-lateral-condyle-fractures-in-children/">Click here to see the presentation</a></p>
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			<wfw:commentRss>http://ipodindia.org/2011/01/thinking-smart-in-the-management-of-lateral-condyle-fractures-in-children/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Evaluation of a child with elbow injury</title>
		<link>http://ipodindia.org/2010/12/evaluation-of-a-child-with-elbow-injury/</link>
		<comments>http://ipodindia.org/2010/12/evaluation-of-a-child-with-elbow-injury/#comments</comments>
		<pubDate>Sun, 05 Dec 2010 15:34:24 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Featured]]></category>
		<category><![CDATA[IPOD Focus]]></category>
		<category><![CDATA[Orthopaedician's Section]]></category>

		<guid isPermaLink="false">http://ipodindia.org/?p=503</guid>
		<description><![CDATA[Click here to see the presentation]]></description>
			<content:encoded><![CDATA[<p><img 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R0dy8vLarUaSEdgTkDVq1QqlUqlVqs1Gk1XV1d3d7fZbO7p6Tk4ODg/Pz8/P49EIjiO9/T0FBUV1dfXgy6JRqN+v1+r1ep0OpPJZDKZjEZjV1dXZ2dnV1cX3AA7otFoOjs7TSZTT08P2OOEhIT8p3L16lWhUNje3k6hUK5evcrlcrOysvLy8igUypUrV27evJmenk6j0VgsFpPJ5PF4ycnJN2/eBPW7t7d3cnISDAaXlpbodHpbWxtcvNlsNhqNRqOxp6fHZDKRH8psNvf29sLi6Onp6e7utlqtUqk0PT2dz+eLRKLq6uru7u7l5eWBgYGmpia9Xr+5uRmJRF70eB09TTnEYrH+/v66ujqtVru2tgYPNTQ0FBYWpqamVlRUWK1Wh8Nht9uHhoZGR0cdDsfAwADsb5PJlJ2dPTk5ubq6urGxMT8/LxKJWltbPR5PU1PT1tbW7u7uwcGBSCSSSqWwgcA7c7lc4+PjExMTExMTMzMzDAbjww8/HBkZcbvdpBoAL9Jut4PKATOv0WhoNFp8fLxIJEpPTwfrU19f39LSolQq1Wo1GA7ASafT5efnDw4OgnKamZlpb29//fXXWSyWx+MZGRkZHh4eHR0FBQbXMz4+Dtz75OTkxMQE+ZDL5RoZGRkcHLTZbENDQ01NTSwWC2iJk5MTl8s1NjYGJNLXL1/Ym3O73fX19Wq1emNjA+6PRCIOh0MkEvX39w8NDVmt1tPTU4vFAhvR8FRgW1gsltzc3OrqarFYDOxYe3s7Qsjr9UokkqWlJaPRCCbD4XAcHR0dHx8Da316enp6enp+fn5xcREIBNLT0+Pi4mQyWW1tbW1trUKhAEqup6fHbrcPDw+7XK78/Pz09PSysrInT54kJiYWFBTcuXOnuLiYSqXS6XQWiwXEg0wma2xsBBpVIpHcvXu3tLSUQqFQKBQ6nf7kyZM7d+5cvXq1pqZma2trdXV1bW1ta2trZ2dncXERMB4aGvJ4PJOTk7BAJycnfT6f1+v1er2Q15mbm9NoNJmZmZCVcDgcHo/H6/WenZ296Boe4vXFxUWgyhFC0Wh0YmJCLpdrtVrw6Twej8lkmp2dLS0t7e3tHRsbc7lcsDlGR0dh4YPV1Ov1+fn5CoUCTuX1ekEbX7lyRSAQNDQ0dHZ2Tk9PT09PX716VS6XLy0tLSwsrKysrK2tTU1NpaamqlSq9vZ2ALurqwuyIBqNRqPRtLa2qlSqxsbGxsZGMDF6vR6WXV9fX3d3t9Fo1Ov1QN+q1eqWlhaVSgVrtKurC/JJoAy0Wu3g4GBtbe0//MM/FBcXu91uIJV9Ph+Px/v7v//7jIyM1tbWhoYGqVRaW1sLQUFdXR2sJLBxzc3NTU1NQBvDbZlMplQqj46OvgWRG2mHCIKYnZ1VKpVtbW2Li4vwhMPDw/b2dolEYjabi4qKHA7H+Pj41NTUzMzMysrK5uYmpEoDgQBotv7+fofDAa/1er0PHjy4desWBPRcLre1tXV0dJTJZP74xz8GHgZWj9vtdjgchYWFg4ODsNU8Hg9sncnJyZmZGb/fv7S0tLq6urW1tbm5Cftyb2/v4OCA1BYgwWAwHA6Hw+FoNEpWTHxmKOVyuXJyct5+++3k5OTe3t6+vj673S4SiXJzc69cuaLT6cLhcCAQgHPC32g0CpnZSCQSiUQ+s5Dk2xG5YRgWiUSWlpbUarVCoQC3DiF0fn4uEAheeumlH//4xz/72c9++tOffuc73/nVr371y1/+8uc///krr7zy9ttvX7lyJS4u7urVq59++umtW7cePXr0u9/97urVq8nJyQ8ePPjoo4+++93vms3mgYEBHo9XWVkJXuFPfvKTl1566cqVKx988MGVK1euXLny6aefXr169eWXX37vvffeeeedt9566ze/+c2HH3547dq1O3fuJCYmJiQkPHr06OHDh/Hx8Xfu3Ll3796NGzc++eST27dv37179+bNm3fu3Ll+/frNmzfv3r374MGDe/fu3blz5+HDh3fu3ElISMjOzi4sLMzOzqZQKBMTEycnJxcXFyaTiclkqtXqN998MzExUavVarVaJpPZ0tIikUjeeOON8vJyUEVLS0srKytbW1tcLve11167fv36kydPMjIy0tLSMjIyHj9+fPXq1aSkpJycnLS0NJ/Phz5faddXK18M9WAwaDab5XL59PQ0uXgdDsfjx4+zs7NLSkpA+8GmHBoaGhgYsNls4O729PRAjAt/oVZicHBwaGhoZGSko6NDIpEghEwmE5vNzs/Pl0qlQPYNDQ3ZbLbBwUGXy+V0Oh0Oh81mA/dwaGhoaGgIIuy+vj7wn3t6esh3sdvt4JrBhcEZQD1MT0+DVgDb4fP5hoeHwQZBFvWtt95KT093uVxLS0tAtphMpqampjfeeCM5OVmtVpeUlDQ0NJhMpubm5ri4uJSUlOHhYZ/PB3a9uLj42rVrr7zyCp/Ph4oBl8uVl5f3m9/85sc//rFQKLRYLDs7O9+CeD0SiWxtbZGe58rKSkVFRVJS0uDg4PHxcWtrK+yM/f391dXVzc3N4+PjYDAI4Rm85HIZHcj8/PzU1JTFYmEwGGNjYwwGIzk5+fr16xkZGenp6VQqFVbPwMAApKpIBQvuNITIAwMDULsyOjoKAfTIyAg4/OBSDA8PA9hwD0TVg4ODfX19ZrPZYDD09/dHIhHyqk5OTnJycm7dulVYWNjf38/n86lUKpBFNTU1b775ZmpqamlpaW1trU6n6+zs7OjoiI+Pv3btGpRODA4O0ul0s9nM5/Pj4uKKi4unpqY2Njbq6urm5ubq6upu377d1dUFmv9FR53URaenp3K5PD4+vra29vDwECF0dHQkk8nW19etVuv169eTk5Pz8vJycnKys7MZDIZMJmOxWPX19RAKHxwcHB0dBYPBnp6eDz74IDExMS0tLSEhITExMTExMT4+/ubNm/fu3Uu6JCkpKWlpaZmZmVlZWU+ePElNTU1PT8/Nzc3Pz8/JyYElkpaWlpKSAiTgzZs34+Pjb926Ba/NzMxMT09PSkpKTU3NysrKz88vLi7Ozc3NysrKzc29f//+1atX7XY7EAaRSGR3dxdy/Ddu3GAymRQKpbKy0mAwAPEgFApffvnlt99+Wy6X63S6jo4OeCgzM/O9996TyWRWq7WkpESn0w0MDGg0mrt3737wwQeQtpmdnT0/P+/t7c3Pz9/a2nrRfXj0tG7O4XBkZGRkZ2fPzs6ip9UWx8fHAoFApVKlpqZmZmZCiml4eLi/v7+9vf3999+/fft2QUHB4uIi5Mh3dnbsdvvdu3czMzOdTmcwGDw7O4NQDTw+cLjOzs4ODw9PT0/B5wqHw6FQKBQKwRMCgcBlBy0QCMD9oVDo8PCQwWA0NTVFIhFw2YLBYCAQCD6VSCQSi8WgvHNzc/Pu3bsVFRWnp6dnZ2fn5+erq6tlZWV6vb6srAyWTkVFBdRLQUQqFApfeumlgoKCzs5OjUYDnJLRaCwuLn711VfLy8shU9zb2wtqiUKhvPXWWzdv3lxcXDw+Pg6FQnAZL643R15WMBisra1NTEzU6XSgD6FkFiG0srKSnJyclpY2NDQ0NjbW19d3dnYG335VVdWjR4/cbnddXZ3b7Z6ampqbm7Pb7Z988klTU5Pdbne5XOA8/yFf90tIJBLhcDhtbW0IIew5geeQ2nV7e7u4uDguLm5gYODo6Gh/f396erq4uBgqsdLS0t544w0ajWY0GgFg2PE8Hu+jjz6qqqqCUiJ4yGw2M5nMn/zkJ7/97W/BwwDOyufzdXZ2Xr16taysbH19/eLigqQmv5LP+4Xki6EeCAS6u7shXsdxHNYpjuNAltHp9Lm5OYSQ0+lsaWlZXFwcGhp68uRJWlra9vZ2IBAQiUQDAwMul8tqtV67dq2qqgrDMHDNIAEaDoe3t7dJzwuE9MLA1QILTXpk8/Pzfr9/amrq4uICIiUIh4LBIJvNVqlUcOZQKBS+JAcHBwcHB3Abw7CVlRU+n5+WllZcXLy2tra+vg4kj0aj0el0zc3N8fHxhYWF8C+g3tHR0dnZyWQyP/30Uzab3dnZCUsEKuZqa2tff/31u3fv9vT0gFMyOjoKhVNAG3u9Xvi8Ly4jS8bol3cJbPFgMGgymfLz8+VyORS6I4QcDgeUL964caO8vBySsEdHR8BFm0ymmzdvpqWlBQIBhBDUC0cikfPz87OzMz6f/+GHH969ezc+Pj4pKSkxMTElJeXRo0dgj9PS0tLS0tLT03NycnJzc3Nzc3NycvLz8x8/fuxyuaBQPxwOw9nYbHZzc3MoFLq4JPBdV1VVlZeXg7GIRCJ+v5/L5Uql0vv37xuNxuXlZaAEAGAo8nn48CHURQERRD5Eo9Hi4uIAeHJZQGHBhx9++P777xuNRli1ExMTi4uLh4eHpaWllZWVEMq/uKhfFrJHBCG0tbUllUpLSkr6+/uj0Sh62tTi8XhSUlLi4uJ4PN7p6SnQTycnJ6By79+//+DBg+3tbTihzWZzOByQjDGbzRAELiwsQJkRECyHh4ewO8HqHx0d7ezsQKHcwsJCXV3d9evXYemQ0J6cnFRXVysUCtCllyUYDJaXl3/66adQmxwKhXw+HxR65OXlVVZWjo+PWyyWnJwcsNaAJZVKTUhIkMlker0eUCeBp1Kp169f5/F4oOr1er1er4danYSEhDfeeKOtrQ042vn5+b29PbVaTaPRIpHI5aaRr1O+TO8LoOj1eisrK7lc7srKCkIIPCNAXavVvvXWWwqFIhaLgSFACB0dHVVWVoJ3vbKyQmoOqDs+PT31+/0FBQUikaihoeELpSXUanVcXJzD4QCX8Pz8PBAIHB0dCYVCpVJ5cnJycnICywVuXFxc1NbWPnz40GQywSKenp5ms9lQ3pSamiqXyyFLpNPpSIOt1Wqzs7MTEhJUKhVsaEBdq9UaDIby8vK4uDihUAhVcp2dnZ2dnd3d3Xa7PSsr6+WXX66trfX7/cvLy4eHhzqdjkKhgL78FqAOWzwcDvf29kLtN9Dv8AHgUZ1OFxcXp9friadtY2BoT05Obt++HRcX5/F4EELkErHZbH19ffv7+zKZLD093ePxCASCtbW1s7Ozs7Mz2Ljg64JKhBeC4DgeCAR4PF5CQgIUXJNRwO7urkAgaG5uPjg4AFVx+FTOzs7q6+uzsrIEAoHVagUvJCMjQyAQMBiM1NRUCoXS2tqalZVFanLY00qlEhLzJOSktoe0wscffywWiwF4sgZkdHSUz+f/+te/Li8vBwJfJpOlpKR8azKtsVjs8PBQqVSWlJR0d3fDRQOosKdVKtXHH39sNBoRQiS5DSu6t7f37t27FosF/X7PmMVisVgsfX19SUlJd+7cuX379scff5yamlpQUFBUVFRUVARVrSUlJYeHh9FoNBqNgssGDvD29nZ5eXlmZqbH4zk5OTk4ONjf34dqH4FAUFtbCzZib29vf38f/h4cHNTV1RUWFj58+PDBgwcPHz68e/fuvXv3EhMTk5KSSktLCwsLCwsLs7Kynt/TUqn02rVrTCYTojhSQLHn5+dDht5oNEKXT09Pj81m83g8Wq323Xfffe211x4+fHjt2rVXX321urqabL37muWLoR4KheRyOYVCcblcsFNhK0M6TiwWX7lyxWq1okttpAC8y+W6deuWSqW6TEAC6j09PWazWaFQiMXi3t5e+PoaGxuhPLKhoYHP5z948ODu3btra2vRaDRySTAMm5uby83NLS0tdblce3t7pDewvr4ulUqlUilUR8GdwBHt7+9LpdLi4mKhUEi2JQA1C4nUvr4+YIRIUMlN39nZSafTb9261dTURAIPOx5sQVZWFqRloYwOUIcWMJ1OV1VV5fV6Z2ZmpqamgKL5ivH8fPKFUbfZbKQhJy3TxcUFh8P53e9+53Q6YQWAvYSVsba2lpCQwGazAScyEIDPDOXJ7e3ty8vLn/mmZrP5yZMnPB5vc3MTnC8yAIvFYoODg/n5+Vwu1+Vyra+vA2xwo8u8kNUAACAASURBVLa2ViKRLCwsbG1tbWxsbG5uwprY3d0VCoUVFRU9PT3oaTQPKgSubXt7OycnJz09nbTol7HX6/WJiYk3b96EEitSycOO1+l0OTk5cXFxsIihwGZwcNDtdoPCv/zRvqnG2C+cc4PvBbYy2PKjoyMqlXrnzp2pqSl0yd0DOTs7KygoKC4uBuL2M/e6VqtVKpU+n4942iYONzAM29/fLygoaGhoaGxs3NzcJCktkGg0qtFo6HS6TCZzOp3Ly8uLi4tLS0tA/9XX1wsEAuiGWV9f33gqm5ubgLpWqyVdARCgBVdWVrKyslJSUp5BnYRWpVJ99NFHGRkZXV1dl1GHwk6j0VhWVnb9+nWhUNjX1wepI0AdcrLPpHe/fvnC3hzZ1A8UzcHBQUlJSWJi4szMzDNPQAjFYjEej/fo0aPNzc0/lFyyWCxQfeD3+8FLILUIjuOw0aenp5ubm3d2doBVJYPvUCjU0tICfW4Oh8Pv98/Nzc3Ozs7NzS0tLcnlcjabPTMzs/ZUSE0gEokqKytVKtVlowAm4ODgYG5uLisrKykpCViXywE66dnV19e/8847NBoNOqIv6wOw6FQqNTExUSwWQxmZ1+vt6ekxGo3AEMDifmY2wtcmX2ZCCWCDENrf3y8rK0tJSYE+4cuJNVAJbW1tn3766R9S3SDQCN7S0rK6ugpMOzDn0Wj08PCwpKQEupPkcvne3t7lsBsC8YaGBuhYtlgs09PTU1NTk5OTQPrK5fLy8nKPx7O/v0/iCs6dVCqtrKxsb2/f398HsEk5PDycmZmBRleowCHrwECBa7XatrY2g8FQWlr6ox/9SCKR6PX6Z9w6AL6qqurBgwfV1dXA29TW1orF4vHx8ZmZmcXFxfX19Reah39eCII4OjpKSUl58ODB6uoq2HISdVjFg4ODP/vZz8A6KpXK1tZWpVIpfyoKhaKxsdHv9/f399fU1DQ0NKytrZHJFdDeVqs1MzPT6/VeXFwoFIr9/X2onjs7Ozs9PQ0EAtvb2xUVFQqFQqPRGI1GsnZxfHzc5/NJJBIKhcJkMltbW6EBVq1Ww77My8tLTEysrKwkpxxoNBoowNJqtVKp9OrVq1evXoUKOyqVWlFRUVpaWlJSUlpaCpV3UFn7+PHjnJwc6KW9jDpUYpnNZhaL9d5775FsIxkyQIlHX1/fV4bkF5EvP4Nqbm4uNTXVbDaj5yqBCII4PDxMT09/8uTJkydP7t27Fx8fD6xqdnZ2Tk5OTk4OZFS1Wu3AwIBQKJTJZGtra5FIBAjUUCh0fn5Op9OZTGYkEjk5OVGpVAcHByeX5OzsbGZmJiMjw263t7a2dnV1kbX3MPuEw+EUFxfn5eWlp6cnJycnJCRAmc2jR48eP378+PHjBw8epKamPnnyJCsrq6CgIDs7Oy8vD4heyMAWFRVBLw6FQqmqquLxeGKxuKampqmpqa2tra2tTalUQjkJbHfw5KEiD4ZldHV1lZWVzc/PX9Yom5ub6+vrCwsLMOzj65cvj/rU1BSbzXa73Z/56ObmplwuJ/lRMv8B+3hubi47O1smk0HFhFAolEqlq6urUHQWCAQikcj4+DggihA6OjpqaWkBRvb4+Pjo6Ojo6Oj8/HxgYCAjI8Pv9zc1NXV2djqeCvQhcDiclpYWsqoJfPjNzc2NjY2tra29vb3d3d3t7e2trS3yX9K67+/vHx4ewnvBCjs9PYX3BaOwubm5trbm8Xg++eSTe/fu8Xg8MPAkIwssjcFg4PP5EG58VenEP12+pF1HCLlcrqqqKkD9ecu0s7OjVCqB9Aa8gWDBcTwajUokEhaLNTExAcVPfD5fKBQuLy/DJCCw2fX19eXl5eD57+7uNjU1HTwV4NrOzs50Ol1paen29rZMJtNoNFCwZbfboUZbLBZbLJZgMEhmzSHBc3Z2Bol2MlUDLiQZvJGuFtisP+JzhcNhGo2Wl5eXlJQkk8nAWJCm3WQydXZ2stnsvb09MEnwbQC9eHmi1ZdA4U+RL4/6yMgInU6fnp7+zOdsbGyo1WqSFCOjo2AwaLVas7Ozl5eXIcs+MjICbclLS0uASiAQWFxczM/Pb2lpgffa3d29fDaQw8PDmpoaFot1fn7O5/Pb2tr6+vosT8Vut9fW1ur1+v39fWiuIPcxydDBbj45OTl9KrAmgMkHLQV+BiwO4IPJlQFEBYVCaW5uhhpLaF/VaDTgBkJPDIvFWl1dBUUFNSChUIi0id8y1AcHB6lUKvS+PH/dc3NzarV6fX0dKtjX19dBi0IZoU6nQwh5vV6Y3QBtRwsLC2CwA4GAVqvNzc2FWh2E0M7Ojlar3d/fB8wAtu3tbeiVj8VifD5fqVRCGhc6pHp7e2tqalQq1dbWFlwDCMTrW1tbZEIPVgC5kg4PD0kyn1wHZLh4OVUPFUSlpaUdHR319fWFhYWlpaUtLS3g7RuNRkCdwWDMz89vbm7u7OyAawImDBTMi1tVQcrlSxwdHc3Jydnf3//MZ3q9XgjGlp7KysrKysoKj8eD3YkQmpiYGBoa8vl8NBqNyWSSqO/s7HA4HKFQCIO5EEIbGxuAOukT7e3tLS8vwz5DCAmFQpiQA2IymSwWC/TEbGxskCtvfX0drDsUyZN18mAySKKG3P2Q/gHvMhwOn5+fg42HUq1QKLS/v19cXAxtU1wul0ql0mi0trY2o9HY3d3d29trsVjodPrU1BQQw4eHhwA5WA1A/UXf6xiGnZ6ezszMrK6uqtXqmzdvulyutbW1hYWFubk5qBWZmZmZn59vbm7mcrkwBs5iscCoMaVSmZeX5/V64WwwumlmZqa0tLSqqsrv94MO7OnpefjwIeRpwANaXV1tbW3d2dkBzwuwn5mZyc3NFYlEfr8/Pz+fwWAIhUIul8t7KgUFBSUlJa2tra2treqn0tHRAZOM4H7IqZBtMdAZA2jB6oHmRbAa6+vrR0dHUOp5dHR0dna2tbUFTVvA3jAYDDabDdNp6urqmpqampqasrOzDQZDX19ff38/2bQLzdihUOjFRf3yZbnd7rS0tOzs7IyMjMTExMzMTCg/JYteHjx48PjxYwiQkpOTIWp6/PhxfHx8XFycQqEgvSQYMDE/P19SUlJZWTk3NwcegFQqvXPnDkw2gLdeWlpqaWnZ3t4m9fP+/r7ZbIbgMDc3F5IlhYWFZWVlMJOuqKiITqfTaLSKioqqqioGg0GhUOBRYIiLiopycnIgs1dQUJCbmwuBeGVlJQToNBqNTqfT6fTKysqKiorMzEyRSEQ6B8DnLC4ulpaWkpF6W1tbUVFRRUVFeXl5eXl5RUVFcXFxTk5OUVFRSUkJhUKh0WhUKhWuRKVSvdDz5sgKKpgyODMz4/P5oO0bSkSmpqags2lhYWFxcRE2/dzc3PT0tNfrhSZvl8tVX18PkRhIZ2fn4uLi4uIixMRzc3Ngs6FtCuquQJaWltrb2wF1AH53dxfqkZeWlvx+P5gPUuXMzc35/X6w4qDbIWAjLTr4dzAdCp4AAR4Q+Kurq3C22dnZ2dnZhYUFv9/v9XrZbDa0nsOZd3Z2pqeni4qKSB6+q6sLhh3Ozs7OPBX4HuB6wLQfHR0dHh5+U+NJ0JdA/fNc5R96jtPpBL0NYjAYFhcXNzY2iouLKRTK3Nwc7CGVSiWRSMieWYTQ/Pw8oA5JFPANof3x81z/VyKBQABGrfj9fmiagXgdqigBdb1eD8NnPuc5vx2ok0VzELpAjAul5mSQQ7o/cCfJqwNHexl1GDS7t7cHU0FnZ2fB0YXmsa2tLfKtZ2dn29ragBgB2dzc7Ozs9Hq9kPojczbACjxfCk3G3GQgfvnfyxEUcUkuZ5IODg6qq6snJiag0xZ0wPDwcF5eHknC6/V6DofT3t4O3RTw2clKEPIy8Evy4qJOyuVvCr5igJzsQCBpFvJfMuCJRqPAxJFnM5vN8/PzBwcHFAqlvLx8ZmYGNrFarZZKpQcHB+gS6u3t7aCHQQNvbm7qdLrp6WmgfUiBqDr2WfL8OvgjX/3zKwBqfEdGRmBCAhi4/v7+/Px8EnWDwcBmszUaDdRtwjdzGX6ykJBcAX8qgF9KviTq5C4HvM/Pz0mi4zJVfpn3CIVCVqt1aGiIPFtnZ6ff7z88PATvxufzra6urq+vt7S0yGQyqMiD72V6erq1tXVtbW15eRlM7/r6ul6vX1hYIFuFQUi6LfqcfP5F8MyCIAsFoM5udHQUxkPD4OyCggIy9WIwGJhMptFoBEKQXP1kRfZlnudbiTp8xYFAADjq4+NjiHpJ2otkT0na3GQyXd7rOp0ObDm4uF6vF1LgjY2NDQ0NMGsWvpfJyUmVSrW2tgYO1/Ly8urqql6vh5mQ4T8qkefkM1fD80YBTBhJw0FlN5S9wkCioaEhYJPIvd7Z2QmtMOfn55eJP1j3pMkjgf92oI6etrxgGAb5MdjlEMUCvQVpjGcY0L29vePjY5gRTp5Kr9cD6vfv33/06JHH4wEyRy6X19TUAJMD38v4+LharYZRcSCrq6tarXZ2dhb0zTNpHvAqSDL1skBRw/OL4DONApgMsmQIxoNCUy20SatUqpycHDK/bjAY6HS6wWA4Pj4mWT9Y9DDAFBQ+nPNbgzq50QF16D6EXb63twcwk1mszc1NMlLa3t4+ODgwGAzDw8Pk2TQazfz8vMlkksvlUql0ZGQE6p9gADvsdZCpqSmVSvUM6h0dHV6vFzodL/sQl1cAKaHnhFwEz6iEZwoyyVrs/f19Go0GVCuMtOvt7W1ubn4G9aqqKo1GA0k5qNED7IGAggQMifo35dB9eUYW/iWxPzw8JPc6yOWNDrNJzGbz2NgY+XKtVguDH8/Ozrq6ugYHByEogiHU0A8FMj8/r1Qqn0fd6XSCviFdSPIGOBwQO5Ba+pI3+i9uGrwF6auTt+GF5J1QHghqnKx6bmxszMrKMhgMkF2FHxhob2/f29sjOUT47ODZQFsd+bkwDIt9E9VzXwz1cDg8PT0NcwH7+/utVmt3dzeM9IMhEV1dXZBUhuUPU4HUajWM7KdSqVwut7e3FxIktbW1NBpNIBAMDw/r9XooGZ6fn5fJZEKh8PJeX15ebmpqWllehrkSCwsLy8vLGo3G7XYHAoHLziO4k6QLuby8bDQajV1Go8nY09PT29Njs9n+eYDYyCgMRBwZHYURYUAbT01NwVx38CGWlpZgxvvAgD0tLY3P5wmFAqFQKBaLa+vqmExmQkJCc3OzvLGxvr6+sbExPz9fLBbDCUdHR+HnMsD7A6rK4/G43e7BwUGj0bi/v08ylV+nfDHUz8/PGQxGZmZmQUEBlJdAhQmbzWaz2QwGA6axAq/OYrEYDAZM2KdSqfCDHVVVVTQaDYZ6wcTn2tra5OTkhw8f+ny+6enpmZkZGBF5enpKvu/KyopC0by6uryysgTHxsZ6Z2eny+UCE3NZ/hn+k7NQMNLbYyksLJJIJGwOi1fNYbEZTCadxami0Ssp1Mri4sLsnMys7Iys7MycvNyCosKCoqLsvNy8wryCgqKCguLcnPyCgsKc7Ozs7OzcvLzU1NTHjx+npqampD5OTUt6kpGampp8+/btpKSkjPQn6amp2ZlZaSkpaSmp2ZlZWRmZhfkFeTm5OVlZqSkpiYmJMAPnxo0bd+/dfZSU+CgpadzrxRCBES826sFgsLu7u7W1Va/Xw+8wwD6G6ZGwvzs6Otra2oCygJwE/A4K5B87OjrIO8kKVCDAYWQbNAQJBAKyQ5YgiNXV1fr6ep/P5/GMw+H2jDc3N4+MjEC/y+Vg4Sn6BxfBY7PZQKVXaHTqFmWLqqWtRaFqbob5wy1KVYtS2aLX64ymLoNBD7UQWp1Wo9NqdB0qlbKtrbWtTW00Grp7TFZbn93ebzIZNZp2o7Gz19LdZ7X09Hb39HSbzSaNpkOn1Rr0emNX14C9v99ms9v6R4aHhxyOQbvdOTrqdDph/A40YI86R+0D9j6bbXNrC8Nx/AVH/V/D7yAIQq1WV1ZWut1umNAIQ7UBdXjHtbXVJ+kZlRWMinJGZQWTSmFTKhlPMjJGRkagpOlyuAg58r3DneOLg16becBhf+YNEYoh9KL8vh6OYcTv/z7eZZbwX+lNv0y8/syVPUNrfB7G47LviuN4U1NTUVERDPKdmpqSSqVsNvsyS7OysszniwbsTpt12GYdsfePDg95ZLJap9N5cHBA+o/k0JuDg4Ptw9O13WO1tmvQMXoRCA4NjY6MeJyj3nHPzNSkf34O7PXC8sryxsb66trK8trC0sri8ury0srq8vLqysrm8tLG1sbe/t7xwf7x3u4eBCYH+/ukXxYM/nPYcHp6ClH56dnZRTAYi8VwgsA/H2YkX/PMd/iv2u76J6FOXOLk/7iQH+byv3CGWCzW2NhYXFwM47m8Xq9UKuXz+Wdn/2LXV1dXW1pUq6vbS0vry0vry0sbG+s7bW3to6MjUGpBcgPk7fX9k5m1HUFtbWe3bmi0JzPvHldYxOKWUqilDCabw+WLJUKhWCAU80ViPl/M49cJ+HVSYV19TZNSXKeqqW2uqakTivkMNqWKVVJeXl5aQi8rpdNpXD6/popJp1QVM9lUaU1NfX2ztKZBVFMnrqmXyOqldXJZfaO8uUWhalW2tbdptBq9XqfTdxq6jEaztc9ms9n6HUOWwYH2Tn2foz+GEI4QIhBBIIJAWIwIh2LRKDSBfBtQj8X+4IFhOIY9uz7wp/UkdXV1JSUlY2NOt9s1Pu6WSCQsFvv05F9QX1xa0Bu0oVAkGAxdXISCwVAkEoMfzNnd3d16KiRVsLW1tbpzMDrj0fTIxmea13ebT0J1EVQXQU1nocbtQ9nKRt3ScvvCUsfsnH52zjDr1874jVOL2unl3ullx+RC1+yian6h3b/UNr8sW1itXdzkr+xwN/bFW4ei9T3R/LJ0wlfjdNe4PA0ud+voWPuwSzXiaRv1dAy7WvuHWnr79SaLwWTR6Yyt2k6NzqjXdxtMFpO5t6+3z2EZtGq7DQmp+ek5VcMe7+bO9u7O7sbGxsLS7Oz82NR0/9z82HkwECWiBIqhfwWj/02iDjF0NBqtqakpLS11ucbGJ9yTU5N1dXUUCuWphkcIoekZX2eX/vI1IIRgCDWZdIcCKTKJvrS222M3bBzocNSKkAAhFkLcSweHQAwcMRGSIFSDEB+hehwJl7c4s0uiIMbFUDWBtyCkREiEkBQhEUJ8hIQIVSMkQkiCkIhA0hhRHY3VhCLNwVj9RbQhEJafherOwnUn4cbjoOo42HJ43rR/1rp7qtg5bdg5qds+bN7caVvbk6ztN6o7+R9de6eCcWNihj+/1LC40bR+IN87l55FGhaW1Ysbc2EUw1AY/Svs+G8e9VgsJpFIsrKyzObu3l5LX5+Vw+GUl5cfHR8gFEMIQwiNjbk7O42XIUcIAWEAHQVQ6UDWQ25sbKytHYy57Ydn6iiqJnAugQtxVA0HgapxJMAwaQyTbmxTpmaK/MtV3pmy+VUWg3ODRvkUJ2QEzscwKYFLEGIjxEZENUFwCYJLENU4YuGIhhMshKoJRCMQkyAkGBJiqBpDHBzxCMRHqAqhKoRYCHEIxESEBOFShEsRIUWEBCFBJKrKzf1AqcrBcHUEF8RQNYYEEcQNo6oIYpxe1E/M9V5gMQxhCIW/ct/zT0Kd9DtisRjJZ18+nkH9+XwXnAHmc1dVsbkcoVAoKS0tKy0tOTjcQSgKVm94aMRo7HnmYgB1aFqG6hdIwj5tYdwbnxha227AEZ3AWQQmvYQ6jyD4WKwmGm0xmVJzMj74p1/+OCfvSoMivbj4TmXZDYQUCPGj0SoCsRESISQg8Go8xsJxAUJqhBoREiNUj1AThnOiMTpCMoQUGOLGcDpCYoQaEZJhGBOhOoRaEMGKxajRGBshGUJ1CIkR4kxP0u7ceCUYaENIGI0yMVxAIBGGSzBchuHcKM6ZXW7dOdmP4QROnL/IqEfC4WeP5+D/bNRlMllxcfH83PLSws7a2m5HhyY7O/Po6CgSwTa3diNRwueb6e55FnWYHQtluPPz8zAzGma/rKysrGwte3zO+dX2KOJiBJ3AxQTiXTqYOKJiiIej6qVF0btv/mBpmYmQks75IDP7Hastzb9UFSWk5yGRxZrjGC4NXEgwnL21y25vL9abKkfHKR6PsK09d21TdHAqqm+8TaX+zr/E3NzlaA2Jhs5shyPvIsx3u4u7zdlHJ1SMoMcI2cQUo6UtzTyQFyPqO7XFv3r5v2j1Tw6OKmIEC0MsHFVhiIEhHk5wYzhr41A+t+aN4AjHX4C9/kwwBompaDRKprafPyCnHI3GLleVgEXAMDwWw+obGhgMZuAsFAnHYrFYl8nCZHO8U2MsNrUgN03RWM3lVg6NDCCEcIzAiShYe/hxX6DuJycn3W438KnQzzy3Mjvm80wvGaJIGCXoGCEkEP/pwSOIaoKQYoQMR8ylddYH7/5wbY2GkJTFvv7++y+npV2Jj39t96g5M/u377/76isv/f3wcCVCIttg3o9++PcllTd/8dp/yi/46P7936RlvHkcavL6pHduv0GlXl/bFsibH77x+t9RKLdFkkfvvfvyKy99T1xzE6G6UUdF/O2XKyuufvTxz2rrHhUX3Pkvf/ufa+WPtg9YUVyCEUIM8TBUjREiHBdjGPskJJtc6AtFMAz7vVKfbwB19LRf9TLqgCqZzv5DwJPHM5o/FsMkEimNRg+GwwidIXQ+MbOs1iokte/K5N8ftMfNTN8xdt/kixMmJoYjETyCnSIcR4gYHh622Wywxb1er9vthinxHo/H6XS63eOjE+MT82oCCQjExJCEQIJLB48gxBghwVCVf5X7zm9fWlqpRojNpCWUlnwwPVd9Ne41rb7wV7/4noCfVsX6cG6Oh5DEasv55IN3Dk9r3vvtD8Y8DKdLeu3aT48Cou7e0k9+98rjR+8jpPD6qpIS35yYrHrj9X8oK05kcq5Z7PnhmPhJytsGfRlC5jZ1ecKDX6iURdc/fQNHKgLV4DiXQMJ/OQgBQTAiSDS9qD85P8dw9O1APRQKw/GHsCc1P7h4tbJaJpMVjEQQiiAiNjk1lhD/Q/fg/4vQ/42jH0bQPxHovm/u/pOMK/75RYyAYCbsco0ODjqge3l6ehra1n0+H8wCdzrHRj2esem2GC5BiIUj8e+jLiAIKUZIcVS9sMJ+842/XVpmISSiVVytKH+7x5pWL8vpt9M+ifvpwEDV4jLj5FSKI0FfX9pH7/10+4Dz3m//bszF7uoqEvIfdBlTP7jyyu1bH6ak/nZ+Rfj6W99RKHM3tuSffPRzlaJidl6wfywLRgWPH71RUnhvaJT98NHbGm2KzVb80Uc/OgsJCSQjiOrfvzAxgfNiSLywrtne38AQRhBf8XCDP0nDY5d+6wBy1nBAV9Dl4w/pANj3tbV1bDYnFIsAId1lkCbf+nde079Fx/8tFv23YeI/RfHXjo6vV1J/u7S0gBEEjiOELiyWbqvVBsTOzCXxeDxjY2Nul8c1NeOY0AUjdYhg48TvQY4TQpyQYoQkRgj3DkVy+YPjIz5C0kF7ibUvy2ZPXl6tiuBNXcaM0sLr7KqHqytsnBDMzhY3NyYcnwuamx+srFYLRO95JiqnZ6jlpTfjfvd6ypN/tAwUZ2Z/pGxL4bLvt7dl0ytvlhVfHXXmEoizuFBdVvxBfuEbtQ33QtF6/1KJqu1hMCYg8Fr0e6jzCaKGwCUY4m/sqZfXp6IojH/jqF8GHntaJnsZ9WAw9PlRj0SisRgmk9XS6VWhaBDhKBqJMFgpt9/9N5Lc/9Fp+u+Ii79G4f+aCP2vuzs/Ki15x95vxVAUQygaC5jMXX19fT6fD6rxJycnJycnp6enoUR/xusb9y1Y3cazi0ZEcBDBfw51IYGqYxgvEpUgVI8IHoGLCdQQw+sjMWkM8WKIjxAbQw2RmATDGRjGi8aEGKoJx8QEagjHxKfnPBzJcVSPkMo3IxgYyo4StRjSH51WLy6XhCIyAsnCGDtC8GIYCyExQs2RWANCdVFcEMW5MdQQwasRVosIzjOo44QQR1WHp6qZBWcYxfBvVsM/E6PHYlg0Go1EouFwBMAOBkMXF8GLi+Bnov78IohEIrEY1tTURKXSgqEzhIjNrbX3P/7prff+48cv/S93r/z3i/3/LjL331ws/U99pv/w4fvfEfBZOApGMezg6AAG/Uw9FfhNpX/W81NT0xOT45Pz1rHe3SM5gUOc/RR4QogTgijBxhALoZpIlIsQCyEGgUkxrDqKMyIYL4xxY7g0iqgxvD6Gy3CcTuCCWIwdwSjhmCCMs3HUMDfHNJqSzi8EMVQJsVyMKMEQAyOqcSSLEdQIXhWJ1URxDo6JMJwdIxhRXBIleDFMEMVZYUwUxXkEVkMQHIIQEkiAIz6O+BghwQgeQpRAsGVyzn4WjeIEENhfGUv3JSM3EnWw0yTqsNcB+MvHMwrgEurhWCymUCgqKytDwVMCRY9DJzn5SW+88v/89Lv//nv/8b/KvPpv6gr+ByXrf85N+Q8FxXeXV2cIgohGY/sHe1arFby5ZwScu0mv2zs5Y7abJpfFUUIcw6sxxCMgWMdFOMGJ4VUHhxxLb/7xqXB5hXF0zI1hIixWiwgqgQkJXIyeagWMqMYJLkEICIKJEDdG1MSQ2GQsTE16u6srI3hRRxBMhPMRLkGIiggmwqsJjI9j4hjGQkgdI4Q4qsJxKU5QCYKN4xKc4OGIjSMeQUghoEAEvF01hgQxJMAJCUKMcFQ86W89DoUwFMbwMIGwryqE+4pRB8gDgYtnjssKgHwmVLNFo9HGxsaKiorgxRmO8BhC3smxnORr777+vb/5v/76+3/zV1de/esbcf+7rPZJMHxAEBiOEQSBBy7ObDZrT08P/IYnOPBkpfr4+PjExNiEd7qtq0OhzwmjegwX4EhIIC6GWDGCiyM+QdTMzTA+eu8H5iulHgAAIABJREFUGxt16SlvdhnyCcSI4XyC4BEEF+EihNgEqkConEA0DDExRMcRm0B8hGr2D6Q3Pn3Z5eQhpMDwhhjOQIiJUA1CQgJVE7gYIS5CNZEY324vWVljIMQiCBmOqATBxwkBQkKEuAgxCYKPEItAVTjiEKiaQHycEGAEDyekCDGjuGjKrzi8uHjRUI8B5KC9g8FQIHABVWvn5wG48Qz2v4/6Pw9uUCgUFArl4iKII0Qg1G/vZ1aWlOYmvfyD/+P2hz+6+tsfclnF58FThBCGIQJDCBEIEYODAwaDwePxkGPkL4vH7fR4J1U6LUeSfRZsxHEBTggwxI0iLoHqEWpFqHXKR73yzg83tmrv3fl1RzsFoTYcySIEFSEFQiqE6hASIkKGYkqEFGFEi+IyHNUhJBoeot66+ctQtDFMUMMxQQwJTs8Fe/uSSEQRJSgYEiBUj1Dj+hbn9df+88QkF6F6HDVHCAZC7WGcE4nU4lgtTlSTbB2BahBqQkgew4QxvBonahBiRHGhb0mxe3KCo8iLiDqp2EmAz87OYebDZfif0/wXgLpcLqdSqaFwBOoIR0edfB6fW1WRfOcDfmUGJTfJZu5CCBEEIhBBEDiwNG63y2AwkL8fAKOI/uW3BFxjHu+4WmcS1XAOj1UI8XGChyNBMFpv7imk0e7ZrPkzs1UfvPej9d2qu/d+cf3Wa5W02332sigS93RTyoviqeV3xz11esMT32y5vPne9iF3yscfHs5FiFcjSvve331XLE0wmbNo5Tecoxxzb2Zy8quV5Z9exFgr61we+3FV1d3MjE+++zffr6h8bOp+YtCnHBxxte0FR2ccseiGXJ7gm6EtLEpqJI8kNfcnfHyB4H59/YPzc1EMr8aJWoQYGCGcXW1e399GKIoTkRcUdRLy8/PA6ekZFP+T8z4+6whcXFyEw2GZTMZgMMLRSIzAEMLPz87a2rSPHqWyWNWCaoFIIKDTaDu7OwghDA9FY0Hwa0ZGRjSaDhg69Yw4nU7X2Kh7wq1o75LI6nd22wlUjRFsAsnatcmv/OJv337zjeuf/Mjt4X7w3itru5X37v0jhZ4oVz759a+/19hUkJT0m3bDwwralQ8/eu1R4kds3qPv/O3/1qhMbpIXCXm/Q4iTl/3mP/7q++6JaoXiyY+//3+2KJOOLySdxvLXfvWTkTFqRsZ7AmHisLNMo8957bWXTNZ8NvsjDvv66jrvt298f2ObfevWLz6Oe0lnrLjywU8/eP+tV37+/ceP49558yVlc1EgUBfF2DghQwQDQ/zlbeXi5vILgfozSRdAndzo5+eBs7Pzy6iTxzNbH45QKCStkdLplHA4ghPE4cmhsrUjNYPyOJNLqW5r7hjoH5mpFtazOAJNR0cgcBLDQlBo1t/fr1QqYfQB/MoX9CKBOJ2Dbve4sq29vkmxtNEZRVyMoEUw2d3br+blJ/T18ye8lAkv7b23f7C2KYi/+4suY0Ug1J6S/Nata+/USNMR0o9PF3167fXszIRfv/rTosJbKY/fvXfzbU1HGkL1BkPWjU//CaHmNk38jU9+FcbrOs25+Xl3f/nzHzQ1F3zw/i/OLloRkmztit5954e7h6LKyo802oKpGd4/vfq3a9uM+/fealLkWWwVr//6pyaT2D5YvrzS0qaix9/+p1k/M0qIMYKP8GqCEO0c1swveREicCJKIAwhHCH8T8f+T0I9Go1dhhzw/iPHM6ifnwefoi6pqCyNYKGTiwsWvykpg1stsyr005re5W7HusO9MbNw4PWt8qolvb0WcskPDg42NTXBb7XBD7iRMjw8PDJqH3N6VO2tDf9fe+8d3dhx5Ql/3579c853ds/Od2b2m80zZ75Zz+ysj2e9Hu3YXsseR9mSZcmSJdmygi1ZWWp1t6QObLKbzWYESQQiBxIEA5hzzgFgAkASJEESIBGIHB5yeq/q7h9FQlCzu9VWajncc//Ae6hXr1796lbdunWrblOT6WAwhUQIsxGWyGVvnDn7WEdP8cradeNWxS+euM/pkr784jeryl40bBZubBW0q9/7xWPfkkrOvPzSd7t7L3A5r37ly39xaKstKnj8u/f/N6ujDIN0bOTaS7/6AY3lXd2/eePlR4NR/i9++Q/vnP3NP9//5ZlZ3isv/+DKpSf6+t/yeNTXi54pvPzo228+8dKLD5TeePZ7//wll0f2xms/7Ox5c/+Q9fJvvi+WnBkZuzA1VSITXX7isX8y7XJoqGegDpAQkDgYFe7sLSGMEaY/F6iTpRSivScSSQJnJBINhyNkb1c+3xL7WCwRi8WTyVR9vaKsvCSDqaXNjWde5Vwsm73Gma+ULAqa15Vdxu7R3fF5y+q6e2l1r17ZGksmSWGWlpYbGxvzY93nk1Yzu7S02trZ2tCk2tofTGTrESNmgJumVbNzpQ3K16dm3gqE+Gu6inhKtLpasrJUFU9xAGpS2fqp8fJ62dvTk1dp3GA+KNfrKzDU2+zszc3qDCNII47LXWcwVGQQ12av0q3yU4xAu1wol7791M++urNbc+QStKgudbRdDlHSaFwyNHBFr+N0dLy8bry2vHwtmqpY1RXZnTcQiA+sgpaWl9Ttv1pZKVU1vq5bq6JRYxYLGeABEmJGGEuLjLuTmWwGYRrje4o6GddvQp3Iejgcoajwab6pKZy0gHg0So6Wqy+vLM0w4fb+0X/87rtPvNLzRtHEhYrpEt5yjVwvbd1U9+0MTR7wpf3lNeLtvePgsCsrKxKJhIRgzCfSCLSLc1rNaktnk7qzY3NnJJpWYCxjgIdBANAK0A7ApzEbQJZB1QB1AOwsU5dFHAQ1AHIANQCLQVwANoCKzrYQF4l0uiFDCxmoBhBkURmAAKAhjcoAFACqg4PaWLIGARugFaCNgRoGSshfAE0AUgAFjWoAGgEEDFQBKABaARoAZABKACkDtTRwGOABEmGGn2B4xr3BWDyapTOfO9RzGhxFhUMhihzcdUvsP9gHxKLRWDweF4tFrJoKlE1X1yr+7n+9+PWH2c++2fvyheG3r89cqV6sECwJlLqmrq3zBaKCEl7P4AgpjF6nk0gkJFxnPh1jvzCnWVxpVCta2ts3tyfDaQkDEoRkCHMxVAPUIuAg4CHgMkjM4DoEPMQoERJgqMBYiBkJZgQYcwFxAfExEiPgMZgNIEJYmKXrGMxlELGyVQNwANdnUTmAhEEChPgMZjO4BiEJgyQMZmFcixkBZgQYsTEtBaYekBCgBuNazNRhxGcwB0ENAzUI6hgsYoAHSIyYujSwjeauYCjAMFmE6c8h6rFIJEpR0VAoHApFKOp9DoUioVA4FApTVDwcjofDsZzoE1VAJBJVV7MS0cgbZ0v+7r53vvj1C4880/b4S73Pnul/tWDofMn0VY6mWr7w8xeKisoU4vomGmUAYFW3KhQL5xbnZuZnZuZnZufnZuaOeXZ+fn5hZlE736huam3r2jINxNJiBAKExAjXYWBj4CDMR5jYvSUY+AhEAK0I1WNch5GUQWKUbQRGAqgOYQ7GNYD5CAsnx8+trJTSqIHGVRjLMZbRiKdfqzSuVyBcl2W4iVRdPKlEjBTjOmAUmG7CqA5DOYZKwHWA2RizEOZhLCTmPAbVMcerL8RKI0JIirEQYz6DeFksPnC0HPmOaExjTAMg4kz7uUI9RlHRUCgSCkWCwQ8wuUmFElQwToVi4fDx8B+NxigqolDUczhcn9v7yJNnvvCPF//yS7/8+sPc7zzZ/MjTrT9/qflXb/a+VTh6rrjtOw+9ea2sraJGTMWCALCo1YjlEu3K0oJ2YV67OKdZXNBqF7TaeY1mcWlJu7S8tKpp6ehRqtp29ttSjBhhPsJ1GAQYhMdL7MfMw8DzBfmbxpJkVkIDi4EbWSjPIjZmhBhxs0iMkAQwDwPv7TPfEQpfRaBkoDJLC33emkxGVFzwM3btEwAKGvONppKrJT+Jx7hk1ADMAajFWMYgIc3IGFrFIEkW82nMwagOkILGQho4H1xpFQEWY+DSmEtjhdPXuHe0S0MWAw2APwFJ/6S0uZysh0KRYDB8mo+bQiAWDERDQdIHHHf4FBWWyxV8vsDn8v34sbf+y5de/zd//dDffKPyf/yg6ZsPqn7wRMPDv1Q//VrvE78R3feNV9+52Hy5iOdwOwBgbmHx1dffLKusKq2oKK2oLC2vqmSxy6tqyipYpRWs0tLa0vLqt98p5PBE+9a2DBYizEfvr7zxc6gj4AFIJybKXn75a9EUJ4MFGOQY6hHIGMSmEYsBJUAfIDWC+vPnfiiTnwHoBVAkM3XaxaJoVHzt8pO1NU8BKABallY4Dz/8vwJBdpaWACgAJABygGYMwhQqzzIKDCoM7VkswLgakIDBQgR1H0RdCFgEUMdAHQNiL6XctuozKE0WmNG9kvV8x6mcfeake49+KOrBIOnw3x/+JRIpl8sLh4I/e/btP///f/2v/8Ojf/UP1X/zNekXv8354vcqv/6o9HvPNP/kBcl933jlhz++8szzlyxWKwZm32KVyBoFIoVQUi9TNNUr1Q2NbYqGVnl9i0Sm4vMbhSJleZWAwxOZbW0ZECJcd3vUJUPDxc89d38ooqgsf1oseLP0xjOrKyyMhQhYngBHJn6JU/3LfQvnwntPvf32T2s5z6wsl8VSgorSp46c3OKiX9TUPoOhbcNY8e7Fx771rS9b7YLq6p/39l7YN/NnZ0pra14cnyhc1V8rLHxIKHqWy3spGJZgXAPAxh9c+M+hjkHAAJ8BQSih2DiYTzNxYptCwNxL1Il7JIE8Go2Fw5FQKBwMRgIB6nZ8E+rBUCgUoiKRiEQirapiJVPhNy6U/Ol/euZf/dnX/vTfPfBnf/Pwn/z51/7k3/7T39330n3//O4Xv/rcX37hgR/95OIvn7tod7qT6bjlwLW7f2Tas2/tWI3bB8Zt66bRurF5sL5hMayb1w0Hm0ZzT/+MvL51/7Azg8V3RF0wPFLw6+cfcPtU377/b4V1r5UUv/zaq/czSJFICa9ceYRd88LSUokvJDj/zsMvvfJASenTr774z/5g3YPf/9ud3ZLr157g8l7QaEsLCx/h8M4++JOv2F3Snzz85dde/XE164Vv3//Fxx794VNPfF+hKPrOt74yMlb20EPfGBu/CiAEYAGuOw08gBCDiAEBDbw4o1g/mExkQqRrR0B//lAPRAJ+KuAPB/zhYOBmDvijAX8kECCDfTgYoIJBKhyOyGTysrLyeCIqa+n+f//zT//jX//vXzz/6Le/f9/XvvqPr7/6/Jf+/n888/TLTz/7qwcfff4r//Srx58856dC8UTU5w/5gxGfP+zzU14f5fVSHg/lcodcrsCRM+B0el3uwNTsYlNTx/Z+XxpLERYgXEf81fMZQR2AeHi46PlnHnB6lI8+/JUdE29+gf/aq9/IIpXdUffIQ99w2AYBuhDIzp57oL7h0tQU/+K7Pw5QdQ8/8NWd3avXrj5ZWfXC+XcfnJzibe2rn3jmH11+xVNP3T8yWnXu/KMFF1+Zma3dMkmbWt945ZUfMNB//szPB/sLACQY8TES3OxBdVwwIQMCBjhpkK0fDoZiXgwAgO+xrOcP6ieoR4KBaMAfCfgiAV846I/exAF/hHAwED3mYCQUiiiVjSwWiwpRy4aN//K3j3zhiz967ZUflBT8kl97xmnpE7DeaJBd5fDPFxRd+g//6VvPvXAlRacZJkXTWeZ9Z2v65GSRdCaTTqdTqXSUptH6hk6lat40DSawFGExgjoEXAz8U7IlHR+/+vIL3/F4pU8/+U/bO1U9vZcqyn+GoDGakL5z9sfn33qqt++8LyC7cvmJBsV5peLcwnxROF792I+/ume5WFb6M17dr64VP3bm7E9quK8/8tiXXV7Fs89+c2H5amPTm2+99XB392Wdrqaj/fV3zz8QTze++9aPNvQVAHyM6jESY2CfQr2ONEcMnAxIDJbuYMzHAHwi07ZPC3Wfl/L5woHTfCvUKSrc2NjIYrGiVNjlcX/5vif+8i//5yvP3F/2zuOswicne4r45c9rp0XDgyWXr/zm3//7/17OEpHggbk9sh8oHrkLGCALABubupaW1k3TcJyR3QF1DAK3T6jTl0fi/LVVVjjGX1gsWFgsoLEgjTher6Kr7Ua7+j3HkcS0I7JahZvGykhMEMuULGmqw4mSnd3iQ3uFyyvt6L7Eqzv75JNf9YdEyytlngA3RTcsaopUyrMzU6WHh5KdHVY4Xt3e9qLfz0WYjUCMQYyBd6o8fDL0YKhLMwqDeSCcDDEAAMwnocx9EqgT+0woRAUCFAHV7wv7vJTPS/k/yPnAH6f0UxQVrq+vr6qsCvkDDJO6XMj5m7/62/O//lbBr77/6uNff/c33y1445GKy08bFuv43Ld/+L0Hdfp1gCxGCJ+4DJ8qIfnJAMCmca2pucWwNRajGzDcFnUEfBrEAPIs5gK0ZjGXwXIMKhpzaFyBjhe/hRlUg0EKIMdQz0AdDWUAbRnMwsADUGCQAjR7A+K5xfNZJASoZ7CExmwABUA9QAMDcgBhhqkDaMAgRphDevLTTRCDAAOXwVwGCRNp1fr+eDwbR2Tn/T1HPZPJ3hL1Y3E/hbrfFw74I/6bUY/U19eXlJT4vB6A5O6h/fvfuf/yq9/ivfv0u8/94KkHv/jCk/dXFz1r1PDkvHPXLhbEYxRADDC688cjzACAaVff3NyyahiLpJV3QB2DCIMAQRUGLoAIgA3AARAD8AFqAIQAlQClANUALAAOgBCgDoALIAQQAVQAkgPmIFxJI7IDkg1wA5D82KEKagAEGIkZKEFIAlBH9LVjj66bC0Mc4zkMqkVIHAqrtg81KZRhMA2Q+TygnkkmkyeohwOBsN8f9vvCfl/Y5wv5vCE/Yc8J5wu971i5C1NRVaPqevF1j9vNQCpOZ86dffXyK99tZb0201EurPx1xZWnO+Tn1uerlYJLo4ODAAggjjFzZ5dRhBAAOrTtNDd1rhlmA1ElxiKE6hDmYczHmI8w2eZI6p2PgYOhGkBOgzKJZJG0MBCRuQMKu5tvdQgtDoXZ0XzgbD1011s9DUcBpSugcAeVnpDCR7UFo6JYTJnNygGkAI0M4mNUjdE1QCKAagDuiSm+AaAcQAAgBNwAqAFAAiAGEJ20HiH5gUEAwGWAh0B1aGtwePeyCDGY+ZzIej7q0UAg4veHfL4gYa834PcG/N6Az3PM5DLgO/4R9IeD/kiEiqmUTQWXr3hdXgBAAOWl1y6+9FBz9a9nOyp5hc+Vvv1Ih+DM2jhbIby8uLIAAABZGpgP+XYMACm7Y1+p6DWs6+zuBoA6fFytQgRiGqQ0lmSxOAviLJIkUwqPT7l/0LKx27W23bu8OaXVL62sb62u769t7C8b95a29pe29pa2trXGLa1Rt7K1vGxc1m5otBtazYZGszG9ujWwZWlx+pThRH2SqY9n65N0SzDSaHdJD+yNdnfLoaPe6pQ5/QqXXxyKysNxWSAq8lI8PyXyhqTekNQTkLq8oiOPxOqW2T2SA4d8z9x+aF0k55WhT+6oqo9yLg3GOB/1ePwY9aA/6vdTPm+ICLrXE8yx3xvyeUN+X8DvD/h9fp/P5/f5Av5AMBCKRGLt6q5zZy8emm0AQAMquVZ46aWHVJXPT6nLai78vOL8Y52is/pJTr2oQGckgcTuEvWM4+hQKlabLRb9VofF2XLoajtwqc3OFrO91XzYuWtWb+01G3ebjLtt65uTGxsrO9u7ll3H0aHP5aS8noTXk/Z5sl5Pyu+MhJxU2EOFvSHK7Q+4Qj53LOBN+D1xnzvmdkdsnuD+kWvr0LJm2tAaF2YNLTP6jmrR9fNX3rtRXStsaBiZnXr6Ny88/+or7xVfffy5Zy6VFouaFbVSnm7PsG7Z2DzYMB5ubtuMJrtxz7Z9aDdZHdt2557T7UylaMTgT/bAkt8C9dOqE5xE4k6lsolEJhZJR8LpMJWKUKkwlaRCiYA/GvBHg4F4MBgPBuIUFaPCsVAoHDyx24RC4UgkrlCoXnzxdZfDjQFlAZVcK7z40oONFc9NtpZWnH+85uJTnaKz+glOo7TQZCHxfz4cdYwxALLabFUV/J1ty9q6YXppeWZpeWZpZXZ5ZWHFoNWaNNodjWZnZdmsMxwYdswmi2t/z7O/7TRv2/ZMJovZZLfv2x17R06z+8jlcQScNs+R1el2OL1Hft8R5bWHvI6Qyxo4OvDYzY5D89HBodts8xi2zU2t7QKx7MWXX7tYcFWqaGxoahoYGVW1tJdXcYpLWO9dufb6uXdKWNVipSIYj6YRygImW/VRHjMADACN36ffEtzb0m+HutvtVqlULS0t5ADNrq4udWurSqWqr2+QyxtkUqVIoBAKFHU8KZcj5vGktRwRhyvm8CRsrpjDk/Dq5ByutJYtrmGLqmtFNWxxda2wlit448wZvkiAEULAMIBLrxe99+IPleXPjqqKS9/+Ka/wmS7ROd04u1FadOCwAMDdoZ4FAIfd/c75y4UFldevs4vLWTeqam5U1V6vqC6prCmr4pSzeCy2oJorKq1iF1dWl1RxbpRzbpSxSsvKS0r4ly9XX7pcXnS1uqiIc/0Gv6SCf62UU1LBvVHJqazms6oFFZXcsnJ2dY2QVcWpLq+oKq8sL6ti1fBKy9ln3rx88b1rLBabXVstEHLlclG9QqJuVapbG5qbZS1NzZ1tXeqWVnVLs2lnC5gMoHSOMUrRkCTMQAJB8h7vZA4Gg/Pz84uLizMzMyRsbW9ff1dXb2trR2Njq1SiEosbRSKlgK/gcqUcjpQrqOcLG3iC+jphQ52wgcdXsXmN3DqVQKKWyDvE0nZFQ+fI+Mz+oSWRjSDMYEAMoBvFhe+9+CNF6S9HVddunHlUcO1X3eJza2O1SslVq9OKAe6A+smpPghDBiNk3nf0dI+0NA+rm2faWqfbW6fbWqfaWqfa1FPq9ml1x3R712x715y6Y7KpfbS5faK5bbK5fbylY7S1Y7yxZUDa0C5v7JHWD0hlfXJZr6K+V9nY36DsldR3ixt6xQ29IkWPVNWvaB5Rtk6p2idVHWNNnSMtPcNdg2Pdg1PdA3N9w8sDI/qJqc35xW39usVosu5bj9yeYDAYDlFhKhxOppIMSgNOAU4fM6TJIR0YI4wZjD/5c9I+enTeTDYTiSZd3vCB1btjchjWLUvLprnFjalZ3cTUytjE0siYdmhkeXBkeWh0ZXh0ZXh0dXB0dXB0ZWBkqW94YWBUo9Guu93Bk2NXEDE3ImAqSq6995sfyW78YkRVWHb2UWHx812SsysjNSpphcPtwgAADA237u8wMBgyCJIIaCoUm55eGxjU9A9p+wY1/YSHtAOD2oFBTf/QQh4vvs/Dmv7hxf7h+YGRhRNeHBzWEB4YWhwc1gwMawZGtIMj2oER7cBx+oX+4cW+IU3/kHZgZGlofGl4fGl0cnVixjA9Z1xY3F5d29802nb3nFaH3+sLhSORVCqZZTIMyuBP48ChO9JvfXowscCnUqlYNOoPUPajgPnAZdyyrun2NUvbswvrU7O6iemVscnl0fGl0fHVfB4eWxkeWxoaXZyYXjaabNFY6kQ2yaCFETAAWMyrfeeFB6QlPx9SFpSfe5R/9dlO0RntQJVKWnHkdQPAHVFHGGgMmUwmvbmxNzqiHRtfGx5fGZ5YGhlfHhlfHhlfugMPj+WS3Y5ziW+dYHR8eWxiZXxybXxqbWpGPzO/Ma/ZWlre0ev3jduHe+Yju8Pv9YYoKhyLxdOZFP07gTrDMER1j0Yi/gB15A4e2jw7u/aNTcuafle7alzQGuYWdbMLa9Nza1NzuqnZtak53fScfnpOPz27NjO3uqbfcXlDGfqmEBsAGBAwAKBSSM49/z1x8ZMDiksV5x/jXnm6U3Rmoa9Cwr3q8HyYrB9vuWVcLu/CvG5mxjAzuzE1Z5ia002/z/p8npnXz8znLvOT6aZmdVOz+ny+ZbIPsn5m3jAzb5hdWJ/XbGqWt5fXTDr93obRsmOymg+cDqff589DnSEOcZ8p/dYzN7L/gUSBCIbCLm/AfuQ1Hzh3dm2b2wf6zb1Vw87SmlGzskFYu7pJfiwuG9Z0xsPDo0QijY53sdAAWcg595+gPtjd/vaz3xFe+1mv7L2K8z/lFPyiS/z2dGcJt/KC2++/PerkBkYIRyOJjXWTdnFTqzEtancWljcXltcXlzZvxRu3uf9RWLNs1K5saVe2lla3l9d2VvUm/ca+YdOyuXVg2rPvmR2HNteR2+cPhCKRaCKRyGTTvzOo0zRNIjBQ4Yg3EHJ5gzaHZ99yZNq3b+0eGk2HG9vmdeOefnPXYNzTb+7qN0z6zd29A0eIiiByygogjGmMUyeaywdQ185Onnn2O4Krj3eJzpeffbTmwhPd4rdHmq/Ulr1DxaO3R53MdyCbQQ67V68zGfQWg8GqXz/Ube7rNnf1m/u34j395t76ltlwy3839j7Am3u3yeR9NhjNBqN53Wje2D7Y2LZsbFuMu1bTnn3fcmS1exwur8vrDwSpaDSWTKZ+Z1AnJhoS2ikai4WosD8QdHt8R0cum91lsToth879A8eexb67b93dte7sHJrNdo83kM5k38/mRNM+WTokqBNHfzCt68+/8BD/2i86hWdrLz5Ve/Hng/WX+hsK+TXF2WyaPt7ohm6yTB5rBggoKrq3d7C9fbC9Y9022bZN1m3T4W1593DLdLhu3NsyHdwuwftsOtzZs+7s3jlDq2nfZtqz7e7bd832XbPjwOqemlpob+/xuINeT4gYoUkYmEw2Q9Of+6gAcCLuRKFLJIjjVDgQCPp8PrfHd+TyOpweh8tjd7rtDrfd5vG4golEimy4v7OZAUMGQRYDBD2ud1996urZn4mq3rz8xuMXX3ucV/paReGL4rpqjGn6ePf+zSvNZIk1k8m4XN7DQ4fV6jq0fThb7e6tHTObK9ww7lorbu8WAAAZB0lEQVTtntslO7A6CZsPHPsW+8HtM7fa3Va7+9DmttrdNofXceTz+KjOrh42mxcKRYKBcJiKxaLHG/xysb5+WxQ+Jn0UWc8dR5NOZ8iul0gkSoWoQDDkDQQ9/qA3EHT7fb5AKBJJZo43qt4pvDy5jyCDgAaAZCrz3C+f/PM//ZO//qu/+N9f/cqXvviF/+/P//VTTz40PNSPcS4KCYZTsk7TdDgc8fuDHnfA7Q26PAGnx+/2Bd2+oNPjd3r8Hn8oQEV8wbDLG3B6/C6v3+UNbJv2CwqLt0z7JJnLG3D7giQBYbc34PGH3N6gxx+anlscGB5zewNuX9DjC+Yyd3kDHn/I5Q043X6PP+QPRrx+yhegvP5QkIr29Q8KBKJoNB6JxOKJZC7KzO8S6vm7G9/f+xJLRGMxKhqhopFwLBqJx1PZLHpfxG/rvn+idSMAyNBoY9dWJ2v/xrce/r/+xZ/83//y//mH//ntf/sXX/gX//Jf/egnT2zumWmEEKJJlvhUPqlUOhyOuFxeKhR1e/zhWDyaTLn9AV8wFI7Fg+HIgc2+tLpm2reEIrEAFQ5ForFkyuo4ul5abrHaQ5FoNJEMUGGnx0tFY6FINBiOhGNxjz/gdHsDFBUMR0x7+3uWg2A47PT4AlTYGwgGqHAinSFPReKJUCRmO3IaNo3eQNDl9UUTyUQ6MzQ0LBZLEolkOp1JJBIUReXHFfvdQB3nHU2TzTLkUKF0KpNMpeKpZCKdSjN0Fh3HrcIYMCZG5VvbmE46AOz3BvsHpt66UPHgk29/56HXv/K1J//+Hx74+y899F//2w//7C++8sBPXjzwBrMIkc0Ap1sQmVk4na7q6tqW5jaxRN6sVo9NTjSoVFyBYGvXFE0kBkdGlE1N10tLl9fW4qlUPJnc3t1Vt7e//tZb+o2NNE3vms0d3d31jY3NanWAomLJ5IpO19jcLJJK1wwGKhoViiUWqzVNZ1va2oQSiaqlRSAWT0xPqTs6eALB4MhIKpNZ0GqLios7e3rEMllnT08kkRgbHxeLRNls1mw29/b2qlSqtra2aDSaO0z3o8L3Eekjog4nMpp/JjDNMO+fcf+BUL74lKwjAERmbxhwlsEms0Om7LlYxHv9naoX36x49qXSJ58rfPCnZ7/5vdfu+9rzX/vmsyr1WIpGNMNgzBzL+gfXJMjr7Hb7+fPnNYtay8HBu++916pWO10udVubRCpNZTKJZBIABgYHJVIpg5BGo+nq6pqZm7t4+ZLVZjtyOq+XlMgVila1+u2zZw+t1mQqVVVV1dLaenB4GIlGw5HI9ZISs8UCAGwORyyRuNxuuVxeXFy8bzZvGo1F1655vd7hkZGiq1ePXE6P11vH509MTs7MzCjkcrfbfePGDYlEolarz549u7+/D3cc+D49+ogWWUIoP0BWfunxh+7LweS8QgyQZdCG0SJr6KuobSmvbb7BUhXekF8oFL1+nv38KxU/e7r4gYfeLrwu8VNJAKBpGkiDOzlePrfwTN7udDpLS0tjsRjD0CwWa2dnBwBWV1fr6+sxxpFIZGJ8vKqqisPheL1eiUQSpqhIJFJVWRkKhbq7u0Ui0draGgn2FI/Fstns5uZmU1OTTCbb3t6ORqMV5eWHh4cAIBAISETCkZERlUoFAIlEgsPheDye5eVlLpdLytPV1TU1NTU7M6NQKPr6+vh8/vLyskajIXGKPk7lfxz6WKj/9nRsfs1dJ5NpnWFH1TwoEPfwJb1cUSdH0MnitJVXt1wtbXz3iuLVM7yXXyuf1RgRwMmYchxymUwiCOokLh7G2Ol0Xr9+PRQKZTKZ8vLyjY0NAJidndVoNMFgUKFQbG1tDQ0N8fl8o9HIYrFomvb7/WVlZYFAoLW1taurK1c2hFA2ezzb7O3tFQgE4XC4tLT04OAAAOrq6mZnZwFgcHCwoaEBADwej1qtzmazq6urbDY7FostLS01NzfHYrGpqSmpVNrR0aFWqz9YHZ+1lBP6LFHHGLIIsqSfxwgi4fjK0oa6baRRNdKgGpU2DIgVvUJpL1/cyxN0szjtN6paLxfKLlziLa9uIQCapqPR6MDAQDAYBAC9Xj8/P88wTDKZ7Ovr8/v9AOB0Oqurq8PhcDqd5vF4JpMpmUy2tLT4fD6r1Xrx4kUSSpXNZpOowEqlcmhoqLCwMBAIOJ1OHo/X2to6Ojo6NzcXj8czmczo6Ghvb69QKNTpdLFYjMVi2Ww2AJDL5cvLywAwOjra2tqKEJqcnCRRaFdWVl577TUOh6NWq0lk6enp6cbGRrfbzefzW1paRkZGZmZmotHoHwjqKQwZhGiKiu3tWudn9P3d812di+2ds62do03q4camkYbGYUX9kFQ2KBB3sQWtFaym8ooGw7qZQUDTdDKZPDw8TCQSNE2TSKEIoXQ6bTabidzH43G73U4icDqdzkQiEQwGV1dXyUzJZDKtra0NDAzU1dXRNO10Okm0rZKSEp/PBwDxeHx7e1uj0RgMhkQikc1m9/b2FhcX9/f3iTHA4XCkUiniahCLxRiGIUErM5nM2toayUSj0RQUFOzs7DAMAwAIoWAw6PF4cvlrtVqDwRCPx3+XUL/FQH4XjwBgADpLpx2Oo5UVw/TU4vjo0ujw6tDgSn+/pqdvpr17srVjorltQtUy1qAakzX0ixVddeL21vZRHxWnESZHjMPJ0l++8SC3QJCLL0E0ADIikDvMSajMUChksVhy86VIJKLRaFKp1E1lJvOU3CXJHD6ofzEngUBJGUieKysrHA4n91f+Scv5+d8T7Z3QZ4Q6oVSStlqda6ubWo1+cV43N6efmlmbmFwdG18dGV7pG9B09c129MyoO6da2idVraPKpsHWzpEdsy2DcRaYW770JnUy/3BjfIogbyjFJ3HF8qfLt/uo231vLs9cbgCwsrJSU1OTTqdveir/x0eovU+QPgvUMcYIo1gsbj10GzctmxuWdb15bWVveWVHozXOL2zOzW9OT6+PT6yNjC0PDmv6Bua6e6c6usZHx7UHNk8GYRowg28tGadBPY303XzLJ5KMNDWv17uxsZHJZG6X/vcZ9Xz5i8ViR0fO/T3b/u7R3s7RzpbDuGFb3zDrDLsrqztLyzuLmq25+c2pad3ExNLo2PzUtGbTuB+k4mSOjzBGmGEYhkTehdtrvxjj/G45/35O+m+6f9MlTdNardZms+GTUSNni8ydlJ0zUt2yqZGscuaK/Hx+i1r+NOlT1OZytcAwjM/nczgcNpvTdug6PHBbzK49k8O0a98yWTeMFr3BvLSyu6Q1aRaMmgXD5uZuMEAxzHF0O2LSIZ33wMDAyMjInV/KMEwsFnO73X6/n6IoEuTN7/cT2O7cUomBr7q6enFxEZ+YIBOJBLGZk8tUKhUOhzOZzF2iiDEeGxsjloPPCX0WqBNZDwSCfn/A4/G6nB6Hw22zug4Onftmu2nPatq1m83OgwPPkT3g84aTyQwAABDRJCdkH9v1mpub29vbIc96j281lu/t7XV0dIjF4hs3brS1tanV6pmZmUyGZAu5lHCrcT2bzbLZbDIrI5m3tra2tLTkhHVpaammpiYSiZxWCG6S9VzxOBzOzMwMnBraP73KvzN9FjM38oVEr47HEwR7j9vjcnkcDpfV6nC5vOl0Nl8Qb1cpbW1tnZ2duUtS7yTnXL+S61GXlpYqKipSqRTZsxGNRj0eD5FRsoWDiC9N0/F43OfzETWeYRg2m72ysgInqLNYrBdffHF+fp68bmBgoKqqiiyckEjAOSshKVUmk7Hb7TkLEgCIxWIylU+lUn6/n8zU72GH/xmhfuJmmU0kkhQVDgZDgUDQ7w96PH6n0+N2+ygqks3SuQAnt0O9vb29uLi4s7OzubnZaDTa7faFhQUyNwsGgyaTKTdfAoD19XU2m03ASKVSAwMDYrFYKBT6/X6M8ezs7MLCAgnkPTY2JpVKuVyuy+XCGOejzjBMXV1dd3e3SqXa3t4GgKGhIalUCgCHh4cqlYrL5fb19ZG3xGKxtbW19vb2oqIit9sNAOl0emdnp7CwsK+vDyGk0+kaGhpYLNba2tpnUPO3o0+9hycuGCRwcSTygfPmKCoSCFBkR5zT6aGo8MnazW1RJ/222WyenJwkvXdlZWUkEmEYRiAQdHd35wuQXq9ns9nEqprJZAKBQCQSEQgEExMTAEAAm5ycPDg4CAQCiURCqVSSHHKoAwBCiM/n63Q6r9crl8tDodDIyIhCocAYk++xWCzXr193u90URXV0dIyPj2u12oKCApfLRe6Mjo5evny5v7+fYRi/3x+LxWZmZng8HrH23JN+/tNFPWctJ3TTmdGxWCISiVPU8QFGsVj8lup3PnV0dPT09JDfAwMDTU1N7e3tq6urFovl8uXLPp8vvxJzqJObiURCq9XeuHGjtbUVAFpbW2UyWTweRwilUim9Xl9TUyOVShmG4XK5OdQxxgKBYGlpCQB0Ol1nZ2dPT09TUxP59+joqL+///z58/v7+93d3WNjYwAQiUTKy8tdLtfAwMDU1BTGmJyGSHIzmUyNjY1FRUWRSOT3E/W8iF/vU348mEQiFYsl4/FkKpW98/eTClKr1WSBJJVKDQ0N7ezsWK1WPp8vFouHhoYAIF/WdTpdTU0NQd3n83V3dy8vL4vFYrIEQtZayNDQ09Oj0WiamprEYjHDMLW1tfnaHJ/P12q15HJ8fPzChQtNTU0IIYPB0NfXt7y8XFRUtL29zePxSDKKosrLyy0WS1VVldPpBAChUDg/P0/T9Pj4+MTExMTExPXr139vUc+dGJPnOkICPWZP4roe+5N86MeTBK2trWw22+VyGY3Gvb098qxUKn3ppZeIoN+EOovFIqr7wsJCcXHx+vp6WVkZQV2lUnV0dACAwWAoKCggC2VisTibzVZXV+dgpmmay+WSRVWMcSKRKCkpaWhoyGQybDZbqVTOz8+fO3fOYrHMz8+XlJRMTk4uLCwUFBQ4HA6JRCKVSjc2NoqLi4kOUVBQMDY21tnZeeXKFYL6p1b9d6JPF3V0KyKDd/5EC+5iJkPGC7PZPDEx4fF4kslkzhqv1+v5fD5Zgc3PxO/3G41GMk0PhUKjo6NjY2NcLre5uRkAdnZ2LBYLWcebnp4eHR2VSCQikYim6a2tLb/fT/JnGGZra8vr9cJJR3J0dGQ2m2maNpvNPT09ExMTly5d2tvbYxhmc3Ozt7eXaHM+n8/n8/X09CwsLJSXl8/OzpKi9vf3d3d3X716NRwO/36ijj9ousqfKN+U7G6+/6apTu6p/v5+Mu7mZ3K73yTKYy6rfE3i4ODAYDDk7uSa5i3LkEtG0/Tc3FwoFMqloShKIpHkO02Mjo5aLJbcZTgcnp+fT6VS92oB5rObr98O9bvP5Jb37XY7l8vNr/TbUX43k1PxcpTvk3P3wy3RXUieXq93a2vL5XL19PR0d3fnECWvy29A5MfHqY2PSZ8p6rnLj5bJLc0aW1tbOp3ubqqPDNI3DS653uj0iHM3pcofuTY2NoRCoVKpbGtrC4VCOZhRngEx/1t+/600N6GeW6i++4/HGGcymcnJSaIV5yhnjLsbtYColrmXnm6LN2VyOtntvi4XpTiVShGYcy0MYxwKhYaHh5MnUSw+NM9Pmz5jvzmAE7BTqVQoFCIY3OWDyWQy5wp3Os8PfSnGeHt7e2ho6JbLX7kcYrGYw+FwOBzE1+Vuht7c+JWPJTpZqcMY22y2wsLCcDh8V9/56dO9QZ2m6fb29q6uLqJ45/+VL3w3VXcqlWKxWEajMT/B6WH4NEi50WFqaorL5d40HOQeDwQCRJNXKpX19fU1NTWLi4v5I8It88+/n9+YyBTAarVOTU1ZrVYyQb+p5Le8hLxV2tMf8on0EPcGdYZhKioqyJyYYRiKopxOZzqdBgCaplOpFJlkI4QikYjT6SR9YzKZrKmp2dzchA/q3qQZBYNBl8uVWw8lf6VSKavVSk7uAgCNRiMWi0kCv9/vdrtzoux0OlUq1czMjNPp9Hg8Vqt1eXm5tLSUzNlIYdxut8/nQye+s6cBIPNAp9MZj8fJpc/n29/ft9lsJSUlBHWM3z9QKufvddP4ghA67ZRxN8PNXdI9QD2VSk1OTr711lskQpPL5SKO6CKRKBAIYIz7+vqWlpa8Xq/X6+3r65NKpXV1dV6vN51OE9Rpmu7u7iZxfubm5hKJhM/na2trEwqFcrmcVG4wGFxcXGxsbCQzY5qmDw8PpVJpWVlZMpk8Ojpqbm7mcrmtra3ZbDYej6tUqp2dnXA4PDo6Wl1d3d/fDwAcDmdrawsATCbT+Pj41atXOzs7GYZpb2/v7u5Wq9V9fX1bW1u9vb1KpXJ3dzedTg8PD8tkMjabbbPZaJru7Oy0Wq3EX5sUjKwHUhQ1MTHR3NxcX18fDAadTmdnZ2dLS4tEIpmdnWUYZmxsTK1W9/b2qtXqra2t0dFRhUKh0Wg+kcnePUA9nU6vrKyUlJQ0NTWtrq4Gg8FIJBKLxTgcDlmOJC1gYmLCZrNRFJXJZGQy2dDQEEF9a2srlUpdvHiRzWbPzs6WlpaOjY2lUql4PB6JRKqrqw0Gg8fjaWtrW1hYWFpaKi4u9vl8Y2NjQ0NDEomkoqKCnJEXj8c9Hk95efnh4eHq6mpPT084HJbJZNPT0w0NDdvb25lMRi6XezwejUbT2dm5s7MjlUqJx/uVK1caGxt3d3dLS0t5PJ7RaBwYGKitrY1EIqFQKJ1Oq1Qq0j4qKirW1tbcbndJSQmZwSOEotGoWq0eGxvb399fXV09ODiQSqVDQ0Nms1mj0RQVFS0sLAgEAhaLtbu7KxaLr169urKyotVqCwsLiRvux6R7gDohLpdLxAhj7Pf7JycnCwoKiC1dJpO1tbURHTgSiczOzl6/fr25uTmbzdbU1Gxvb6dSqdLSUvL49PS0WCwGAL/fPzY2dunSpfHx8ZaWFmK38Xq9LBZrdna2ubmZpumFhQWxWExkxW639/b2nj9/Xq/Xt7S06HS68fHx9vZ2nU5XVFR0dHS0srIyNTV1cHCQM7n09fV1dHQwDFNZWUn2QiiVyvHxcTjxw4/FYtFolBjj5HI5QojNZhsMBrLXKWe3WV5elsvluaoYHBwcHR3NXY6OjiqVSoVCQRwxxsfHSeJsNltRUeFwOD5+5d+zcV0qlRLJttls7e3tm5ubtbW1AwMDACCTySYnJwHA4/G0t7cbDAaZTEZQZ7FYRNbLysr29vYAYH5+fmxszGKxkExYLNbw8HBtba3BYAAAv9/PYrGEQiHxu5qfnxeJRBhjg8HQ1dVlMBiuXr1qMBjkcnlHRwdZZZ+ZmRGJRPX19RMTE6lUymAwVFdXk4GcoE7TdHl5OXm7QqEg62xms7mrq8vv93d0dKytrSmVSplMhjGuqanR6/Uul+v69es51BcXF3k8Xm5jjUQiybmFZTIZlUq1srIil8tJJZCFXQCIRCINDQ2xWOzjQ3APUCcKKkFIp9ONjo6WlJQsLS1dvnx5cHAQACQSCVkC12q1ly9fXlpaunHjRlNTUyaTITp8IpGoqKjY399nGGZgYMBms/X29paXly8uLl64cGFqampubq68vHxsbIxkPjg4eP36da1WW19fLxQKMcZyuZzH401PT589e3Z9ff3g4KCsrEwkEvX19a2trZlMJqLoAUA4HBYIBBKJhOxea29vJzJHLKwKhWJ8fBxjPDQ0tLW1ZTQaCwoKFhYWqqqqyKItQf3o6IigHgqF1tfXw+GwWCyWy+UajUav109NTRUVFfX19S0uLjY0NLS2tmYyGalUSnZUjYyMkB1VWq12YmLid1uHZxiG7ALx+XxTU1MzMzMsFovoUDs7O8SnJRqNTk1NTUxMiMXi5uZmhmFMJhNFUcRBJRaLeb3erq6uZDJJJl3T09OVlZWkxezu7g4NDanV6pKSEq/Xu7CwMD093dbWxuPxGIZxOp0jIyMLCwvXrl0jbi2BQGBiYmJkZITYzHOOsGQYnpubGxsbq6ys7OnpQQiRtyOEDg8PPR4P0U8piorH4+RFUqlUJpPRNG0ymYLBYDQaJYpCMBjc3NzMZrPhcHh2dpY4f3q93t3d3f7+/qGhobW1NbKwtL+/T3x+3G63zWZjGGZmZsbhcPwOo54/tc3Nsra2tvK3pOR/ntls3tvbI38R0wecTG+Ie1ou5cbGht1uz106nU65XE7mhACws7ND1rlzCYiTzOnpUL5PdO5mT08PGZXyi4FP9tXm7gCAzWYjy325BACQO6DgzivLOM8FL38ud3pa/5Hpnmlzt6NbLsrlftzSCpb7N9dirFarXq8/ODjIaVv4xM05B9JNz57OjaRMJBJ6vd5sNut0urq6uqOjo9tZh273LafTfyLIfRz6HKGeg/P0/XxE75yM0NramlQqValU/f39xEcq38SWv9ByGpj8DBmGiUajbW1tjY2NSqWSdM45A/udP+R2kH8e6HOEOtze8HQ31XdakvCpTuJ2f92hMKfzvEsIP1cw30SfL9T/SJ8N/RH1P0T6I+p/iPRH1P8Q6Y+o/yHSH1H/Q6Q/ov6HSP8HyRnnX2cKxN8AAAAASUVORK5CYII=" alt="" width="167" height="156" /></p>
<p><a href="http://www.authorstream.com/Presentation/taralnagda-705475-evaluation-of-child-with-elbow-injury/">Click here to see the presentation</a></p>
]]></content:encoded>
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		</item>
		<item>
		<title>Pulled Elbow in Children</title>
		<link>http://ipodindia.org/2010/09/pulled-elbow-in-children/</link>
		<comments>http://ipodindia.org/2010/09/pulled-elbow-in-children/#comments</comments>
		<pubDate>Fri, 17 Sep 2010 09:19:17 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Featured]]></category>
		<category><![CDATA[Paediatrician's Section]]></category>
		<category><![CDATA[Post graduate Corner]]></category>
		<category><![CDATA[Techniques in Children's Orthopedics]]></category>

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		<description><![CDATA[The article describes clinical fratures of the pulled elbow or nursemaid's elbow and describes methods to treat it]]></description>
			<content:encoded><![CDATA[<h2><a href="http://ipodindia.org/wp-content/themes/tma/images/uploads/pulled_elbow001.jpg"><img title="pulled_elbow001" src="http://ipodindia.org/wp-content/themes/tma/images/uploads/pulled_elbow001-300x200.jpg" alt="pulled_elbow001" width="243" height="204" /></a></h2>
<h2>What is Pulled Elbow?</h2>
<p>Pulled Elbow or “Nursemaids Elbow” is common in young children between 1 and 4 years of age.It is rare beyond the age of 6 years. It is due to the annular ligament of the radial head becoming stretched and entrapped. There is usually a history of a pull on the affected arm, such as when a child tries to run off in a different direction when walking with the hand held by a parent.Sometimes the incident is unobserved or thought to be too trivial to have caused any injury. The child typically allows the arm to hang loosely by their side in a pronated position. They are usually undistressed unless the arm is moved.</p>
<p><strong> </strong></p>
<h2>Clinical Features</h2>
<ul>
<li>The parents come with complaint of the child not using the affected limb</li>
<li>here is usually a history of a pull on the affected arm, such as when a child tries to run off in a different direction when walking with the hand held by a parent. Although there may not be history of pull in half the cases</li>
<li>Inspection: The child keeps the elbow in extension and the forearm in pronation and is distressed only on elbow movement. Usually there is no swelling, deformity or bruising of the elbow or wrist</li>
<li>Palpation:  tenderness is usually absent</li>
<li>Movements: marked resistance and pain with supination of the forearm.</li>
</ul>
<h3>Diagnosis</h3>
<ul>
<li>Clinically established with a classic history and examination.</li>
<li>X rays are unnecessary if there is a typical history and no visible swelling or deformity. If the child has a pulled elbow the X ray is normal. The child may have normal use of the arm on return from radiology since positioning by the radiographer may solve the problem.</li>
<li>Plain radiographs are indicated when a differential diagnosis is suspected:
<ul>
<li>significant tenderness, swelling, bruising or deformity</li>
<li>reduction fails</li>
</ul>
</li>
</ul>
<h2>Treatment</h2>
<p>The treatment consists of reducing the ligament back to its original position</p>
<p><a href="http://ipodindia.org/wp-content/themes/tma/images/uploads/grasping_elbow_closed1.jpg"><img title="grasping_elbow_closed" src="http://ipodindia.org/wp-content/themes/tma/images/uploads/grasping_elbow_closed1.jpg" alt="grasping_elbow_closed" width="163" height="131" /></a></p>
<ol id="intelliTxt">
<li>Have your child sit in a chair facing you or stand facing you. Ask an older sibling or adult to distract the child as that there is slight temporary pain when you treat a pulled elbow, and it will be easier to slip the ligament back into place if the child is relaxed.</li>
<li>You should support the elbow with one of your hands, placing your thumb over the radial head with some gentle pressure. Hold<br />
the child’s hand in your other hand as if you are shaking hands.</li>
<li>Fully supinate the forearm and then fully flex the elbow. A click is usually felt over the radial head either when the elbow is fully supinated or fully flexed. This is known as supination/flexion manoeuvre. Alternatively one can also try full pronation followed by flexion (pronation flexion manoeuvre).<br />
<h2><a href="http://ipodindia.org/wp-content/themes/tma/images/uploads/supination_only.jpg"><img title="supination_only" src="http://ipodindia.org/wp-content/themes/tma/images/uploads/supination_only.jpg" alt="supination_only" width="170" height="136" /></a></h2>
<h2><a href="http://ipodindia.org/wp-content/themes/tma/images/uploads/part_flexion1.jpg"><img title="part_flexion" src="http://ipodindia.org/wp-content/themes/tma/images/uploads/part_flexion1.jpg" alt="part_flexion" width="169" height="135" /></a></h2>
<h2><a href="http://ipodindia.org/wp-content/themes/tma/images/uploads/full_flexion.jpg"><img title="full_flexion" src="http://ipodindia.org/wp-content/themes/tma/images/uploads/full_flexion.jpg" alt="full_flexion" width="172" height="137" /></a></h2>
</li>
<li>A click is felt as the ligament moves back into the correct position. You may not always hear this happen.</li>
<li>Offer the child a toy to see if he or she will once again use his or her arm.  A good test for successful reduction is whether the child will actively reach for a toy at arms reach. Most children will use the arm normally within 5 minutes of the reduction. There may be residual pain, but overall, the child should feel much better.</li>
<li>Failure may be due to not putting the elbow through the complete range of motion. Repeat the reduction if the ligament is still out of place. This process should cure and treat your child’s pulled elbow in a few seconds, and they should be ready to play once again.</li>
<li>If the reduction has been delayed for 12 hours or longer the child may not use the arm normally for a longer period of time.  A sling ± backslab can be used for comfort, with review of whether the child will use the arm 24 hours late</li>
</ol>
<h2>Recurrant Pulled Elbow</h2>
<p>Recurrances with pulled elbow are common till 3-4 years age. The repeat injuries are treated in the similar manner. Repeated subluxations do not produce long term problems. The problem generally disappears by 5 year age. Very rarely, in child with multiple recurrances the doctor may advice cast for 3 weeks</p>
<h2><strong>Updates in the management of pulled elbow</strong></h2>
<p>Obscure pathology of pulled elbow: dynamic high-resolution<br />
ultrasound-assisted classificationHossam S. Diab • Manal M. S. Hamed •Yasser Allam</p>
<p>J Child Orthop (2010) 4:539–543</p>
<p>Of the 50 included children, 39 (78%) had intact,yet interposed annular ligament (classified as type I) and 11<br />
(22%) had torn annular ligament (classified as type II). The latter underwent splinting for 7 days. Three out of the 50<br />
children had recurrent subluxation and constituted falsenegative cases for the detection of torn ligament and represented<br />
the reoccurrence rate of 6%.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Ponseti&#8217;s treatment for Clubfoot</title>
		<link>http://ipodindia.org/2010/07/ponsetis-treatment-for-clubfoot/</link>
		<comments>http://ipodindia.org/2010/07/ponsetis-treatment-for-clubfoot/#comments</comments>
		<pubDate>Fri, 16 Jul 2010 14:04:30 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Club foot]]></category>
		<category><![CDATA[Patient's Section]]></category>

		<guid isPermaLink="false">http://ipodindia.org/?p=436</guid>
		<description><![CDATA[Click here to download Ponseti clubfoot manual ]]></description>
			<content:encoded><![CDATA[<p><a href="http://ipodindia.org/wp-content/themes/tma/images/uploads/ctev1.pdf" target="blank">Click here to download Ponseti clubfoot manual</a> </p>
<p><object classid="clsid:d27cdb6e-ae6d-11cf-96b8-444553540000" width="480" height="385" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0"><param name="allowFullScreen" value="true" /><param name="allowscriptaccess" value="always" /><param name="src" value="http://www.youtube.com/v/Xu-E0R16lzw&amp;hl=en_US&amp;fs=1" /><param name="allowfullscreen" value="true" /><embed type="application/x-shockwave-flash" width="480" height="385" src="http://www.youtube.com/v/Xu-E0R16lzw&amp;hl=en_US&amp;fs=1" allowfullscreen="true" allowscriptaccess="always"></embed></object></p>
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		<item>
		<title>Idiopathic Toe Walking</title>
		<link>http://ipodindia.org/2010/07/idiopathic-toe-walking/</link>
		<comments>http://ipodindia.org/2010/07/idiopathic-toe-walking/#comments</comments>
		<pubDate>Tue, 13 Jul 2010 01:47:42 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[IPOD Focus]]></category>
		<category><![CDATA[Patient's Section]]></category>

		<guid isPermaLink="false">http://ipodindia.org/?p=431</guid>
		<description><![CDATA[1. What happens if we do not treat ITW J Am Podiatr Med Assoc. 1997 Jan;87(1):17-22. Effect of persistent toe walking on ankle equinus. Analysis of 60 idiopathic toe walkers. Sobel E, Caselli MA, Velez Z. New York College of Podiatric Medicine, New York, USA. Abstract Sixty idiopathic toe walkers (age range 1 to 15 [...]]]></description>
			<content:encoded><![CDATA[<p><strong>1. What happens if we do not treat ITW<br />
</strong><br />
J Am Podiatr Med Assoc. 1997 Jan;87(1):17-22.<br />
Effect of  persistent toe walking on ankle equinus. Analysis of 60 idiopathic toe  walkers.</p>
<p>Sobel E, Caselli MA, Velez Z.</p>
<p>New York College of  Podiatric Medicine, New York, USA.<br />
Abstract</p>
<p>Sixty idiopathic  toe walkers (age range 1 to 15 years) were evaluated to determine the  natural history of toe-to-toe gait and the relationship between the  range of ankle dorsiflexion and increasing age. The majority of toe  walkers had a normal birth weight (average 7.06 pounds), walked on time  (average 11.14 months), began toe walking immediately (87%), stood  plantigrade (90%), were able to demonstrate a heel-toe gait (88%), and  toe walked intermittently (68%). Forty-six percent of all toe walkers  were found to have 0 degree or less of passive ankle dorsiflexion. <span style="background-color: #ff9966;">Equinus toe walkers (mean  dorsiflexion -5.2 degrees) had significantly less dorsiflexion than the  remaining toe walkers</span> (mean dorsiflexion 16.9 degrees; p &lt;  0.01). An average of 12 degrees of dorsiflexion was resent in the 1-to  2-year age group, which gradually diminished to -4 degrees in the 6- to  15-year age group. <span style="background-color: #cc6600;">It  appears that there may be a relationship between persistent toe walking  and the development of ankle equinus in some children and therefore  interventions should be considered to inhibit the toe walking  progression.</span></p>
<p><em style="color: #6666cc;"><strong>The  article concludes that toe walkers where there is equinus deformity need  treatment to improve dorsiflexion<br />
</strong></em><br />
<strong>2. What are the results of conservative treatment and serial casting?<br />
</strong><br />
Acta Paediatr. 2004 Feb;93(2):196-9.<br />
The natural history of  idiopathic toe-walking: a long-term follow-up of fourteen conservatively  treated children.<br />
Hirsch G, Wagner B.</p>
<p>Department of  Paediatric Orthopaedics, Astrid Lindgren&#8217;s Children&#8217;s Hospital,  Karolinska sjukhuset, Stockholm, Sweden. georg.hirsch@ks.se<br />
Abstract</p>
<p>AIM:  To determine the long-term results after conservative treatment  (physiotherapy, casting, orthoses, or a combination of these) of  idiopathic toe-walking (ITW). METHODS: Tiptoe-walking is diagnosed as  idiopathic (habitual) if no signs of neurological, orthopaedic, or  psychiatric disease are detected. The diagnosis is one of exclusion.  Sixteen former patients with ITW, all now at least 13 y old, were asked  to participate in a follow-up investigation 7-21 y after being first  diagnosed. Two cases were excluded because heel-cord lengthening had  been performed later on in other hospitals. The remaining 14 patients  completed a questionnaire. Eleven patients consented to a clinical  examination, during which they were videotaped and their active and  passive ankle-joint dorsiflexion measured. These data were compared with  the assessment at the initial evaluation. In one instance, the  toe-walking ceased after conservative treatment (plaster cast). In all  other cases the toe-walking pattern recurred. RESULTS: At follow-up  three patients showed some toe-walking when they were unobtrusively  observed. When videotaped, they did not toe-walk, although a distinct  heel-strike was missing. The remaining eight patients all walked with a  heel-strike. Two patients had slight symptoms possibly related to  toe-walking. No fixed contracture was present at the first evaluation,  and none was found at follow-up.<span style="color: #33ccff;"> <span style="background-color: #ffff99; color: #000000;">There was no systematic change in  ankle-joint dorsiflexion from initial assessment to follow-up  examination</span></span>. CONCLUSION: <span style="background-color: #ff9900;">Non-surgical treatment of ITW does not have a  lasting effect and the long-term results in this study are considered to  reflect the natural history, i.e. the toe-walking pattern eventually  resolves spontaneously in the majority of children. Surgical treatment  of ITW should be reserved for the few cases with a fixed ankle-joint  contracture.</span></p>
<p><em style="color: #6666cc;"><strong>The article concludes that toe  walkers where there is equinus deformity need treatment to improve  dorsiflexion<br />
</strong></em><br />
Acta Orthop Belg.  2006 Dec;72(6):722-30.<br />
Serial casting in the  treatment of idiopathic toe-walkers and review of the literature.</p>
<p>Fox  A, Deakin S, Pettigrew G, Paton R.</p>
<p>Blackburn Royal Infirmary,  Blackburn, United Kingdom. annafox2k@btopenworld.com<br />
Abstract</p>
<p>Idiopathic  toe-walking is defined as persistent toe-walking in a normal child in  the absence of developmental, neurological or neuromuscular conditions.  True idiopathic toe-walking is a rare referral, representing  approximately 1:100 new patients seen in the Paediatric Orthopaedic  Clinic. A prospective study of idiopathic toe-walking (ITW) was  organised between 1999 and 2003. Patients underwent full history,  neurological examination and assessment of ankle dorsiflexion, followed  by below-knee weight-bearing casting. Forty four developmentally normal  children with no delay in walking age were in this study. There was an  age range on presentation from 2 years to 14 years 4 months, with median  60.5 months. Sixty eight percent were male. Thirty four percent had a  family history of the condition. <span style="background-color: #ffcc99;">Following casting, 66% of patients had  improved gait on patient and clinician determined outcomes, with the  majority of children ceasing to toe-walk. Ankle dorsiflexion  significantly improved in those children who were successfully treated  (p = 0.001).</span></p>
<p><strong><em><span style="color: #3366ff;">The article conclused that  in one third of patients the serial casting did not work these are  likely to be patients with ankle equinus</span><br style="color: #3366ff;" /> </em></strong><br />
<strong>3. What is the outcome of surgery for ITW<br />
</strong><br />
J Pediatr Orthop.  2006 May-Jun;26(3):336-40.<br />
Outcome of  patients after Achilles tendon lengthening for treatment of idiopathic  toe walking.</p>
<p>Hemo Y, Macdessi SJ, Pierce RA, Aiona MD, Sussman  MD.</p>
<p>Dana Children&#8217;s Hospital, Tel Aviv Medical Center, Tel Aviv,  Israel.<br />
Abstract</p>
<p>Fifteen children who were diagnosed with  idiopathic toe walking that cannot be corrected by nonoperative  treatment were assessed by clinical examination and computer-based gait  analysis preoperatively and approximately 1 year after Achilles tendon  lengthening. Passive dorsiflexion improved from a mean plantarflexion  contracture of 8 degrees to dorsiflexion of 12 degrees after surgery.  Ankle kinematics normalized, with mean ankle dorsiflexion in stance  improving from -8 to 12 degrees and maximum swing phase dorsiflexion  improving from -20 to 2 degrees. Peak ankle power generation increased  from 2.05 to 2.37 W/kg but did not reach values of population norms. No  patient demonstrated clinically relevant triceps surae weakness or a  calcaneal gait pattern. Seven patients had a stance phase knee  hyperextension preoperatively, and 6 of these corrected after surgery. <span style="background-color: #ff9900;">Achilles tendon lengthening  improves ankle kinematics without compromising triceps surae strength;  however, plantarflexion power does not reach normal levels at 1 year  after surgery.</span><br style="background-color: #ff9900;" /><br />
<strong style="color: #6633ff;"><em>The article conclused that  surgery in selected cases who do not improve with conservative treatment  improves ankle dorsiflexion and way the child walks inclusing the  energy efficiency. There may be calf weakness post operatively which  corrects in one year time</em></strong></p>
<p>J Pediatr Orthop.  2001 Nov-Dec;21(6):790-1.<br />
Simplified approach to  idiopathic toe-walking.</p>
<p>Kogan M, Smith J.</p>
<p>Primary  Children&#8217;s Medical Center, Salt Lake City, Utah, USA.<br />
Abstract</p>
<p>Controversy  exists as to the treatment of idiopathic toe-walking (ITW). Since 1993,  the authors have managed children with ITW using an outpatient  percutaneous lengthening of the Achilles tendon, followed by placement  of below-knee walking casts for 4 weeks. The authors reviewed 15  children who were treated for ITW with percutaneous Achilles tendon  lengthening between 1993 and 1999. Ten of the 15 patients could be  contacted for a follow-up survey. None of the parents stated that their  child&#8217;s toe-walking had recurred. There were no painful scars. All of  the children were able to keep up with other children and did not notice  any calf weakness. Two children had occasional Achilles tendinitis,  which was relieved with antiinflammatory medications. All parents were  satisfied with their child&#8217;s outcome. <span style="background-color: #ff9966;">The authors believe that percutaneous  tendo-Achilles lengthening in ITW greatly simplifies the management of  ITW.</span></p>
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		<title>Current management of cerebral palsy</title>
		<link>http://ipodindia.org/2010/06/current-management-of-cerebral-palsy/</link>
		<comments>http://ipodindia.org/2010/06/current-management-of-cerebral-palsy/#comments</comments>
		<pubDate>Fri, 18 Jun 2010 05:40:06 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Cerebral palsy]]></category>
		<category><![CDATA[Featured]]></category>
		<category><![CDATA[IPOD Focus]]></category>
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		<description><![CDATA[The article explores the curent management of cerebral palsy]]></description>
			<content:encoded><![CDATA[<div><strong><a href="http://ipodindia.org/wp-content/themes/tma/images/uploads/default258.gif"><img class="alignnone size-medium wp-image-460" title="default258" src="http://ipodindia.org/wp-content/themes/tma/images/uploads/default258-300x234.gif" alt="default258" width="300" height="234" /></a></strong></div>
<div><strong></strong></div>
<div><strong>What causes deformity in cerebtra palsy?</strong></div>
<div></div>
<div>a.The spastic muscles are not able to relax and cuase unequal muscle forces leading to <strong>dynamic deformities</strong>.</div>
<div>b.The muscles under tension can not grow as well as the normal muscles This causes relative shortening of muscles and <strong>fixed contractures (secondary deformity)</strong></div>
<div>c. As the child&#8217;s age advances there are secondary contractures in joints and rotational deformities in bones which cause <strong>lever arm dysfunction (tertiary deformities)</strong></div>
<div></div>
<div><strong>What is lever arm dysfunction?</strong></div>
<div></div>
<div>Disruption in the moment generation of a muscle joint complex because of an ineffective lever or moment arm despite normal muscle force. Four types of lever arm dysfunction are described by Gage: malrotation, loss of a stable fulcrum, loss of bony rigidity, and lever arm shortening. The result of lever arm dysfunction is functional weakness and decreased power production</div>
<div></div>
<div><strong>How does one assess the extent of the deformities</strong></div>
<div></div>
<div>a. The amount of spasticity and muscle shortening is assessed by tardeau scale</div>
<div>b. The amount of bony and joint deformities is assessed by clinical evaluation, xrays and CT scan</div>
<div></div>
<div><strong>How do we at IPOD decide appropriate treatment for CP patients</strong></div>
<div><strong></strong></div>
<div>a. Small children where spasticity is an issue and who do not have contractures or muscle shortening. The spasticity is controlled with therapy, splints and botulinum toxin injection</div>
<div><strong></strong></div>
<div>b. Children in age group 4-6 years with spasticity and muscle shortening: We treat them with a combined approach spasticity is treated with botulinum toxin injection and the shortening is treated with PAS (percutaneous aponeurotic slide). PAS is a percutaneous minimally invasive surgery where muscle covering is incised with a special needle to elongate the muscles yet retaining the power. The lower limbs are immobilised in plaster cast for 2 weeks sfter the procedure and then exercises started. The advantage of the procedure is that there are no stitches or scars, the procedure takes a short time of anaesthesia, the muscle healing is faster, The muscle power is retained and the need for repeated injections is avoided.</div>
<div></div>
<div>c. the children with lever arm disorders need single event multilevel surgery with percutaneous bony osteotomies to correct the angulation and rotation along with multilevel aponeurotic releases. the advantage of percutaneous bony osteotomies again is shorter healing time, smaller scars and early recovery.</div>
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		<title>Technique of genu valgum correction with growth modulation</title>
		<link>http://ipodindia.org/2009/10/technique-of-hemiepiphysiodesis-with-e-plate/</link>
		<comments>http://ipodindia.org/2009/10/technique-of-hemiepiphysiodesis-with-e-plate/#comments</comments>
		<pubDate>Sat, 31 Oct 2009 15:24:51 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Featured]]></category>
		<category><![CDATA[IPOD Focus]]></category>
		<category><![CDATA[Paediatrician's Section]]></category>
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		<category><![CDATA[Techniques in Children's Orthopedics]]></category>

		<guid isPermaLink="false">http://ipodindia.org/?p=373</guid>
		<description><![CDATA[E plate hemiepiphysiodesis is a modern method to correct the deformities of long bones in a growing child. It works on the principle that controlling the growth on one side of growth plate results in angulation on the oppositefinal side.]]></description>
			<content:encoded><![CDATA[<p><strong>Dr Taral V Nagda<a href="http://ipodindia.org/wp-content/themes/tma/images/uploads/3.JPG"><img class="alignnone size-full wp-image-476" title="3" src="http://ipodindia.org/wp-content/themes/tma/images/uploads/3.JPG" alt="3" width="254" height="229" /></a></strong></p>
<p><strong><em>Institute of Paediatric Orthopaedic Disorders</em></strong><br />
<strong><em> </em><a href="http://www.ipodindia.org/">www.ipodindia.org</a><br />
<a href="mailto:taralnagda@gmail.com">taralnagda@gmail.com</a></strong></p>
<p><span style="color: #800080;"><span style="color: #000000;">E plate hemiepiphysiodesis is a modern method to correct the deformities of long bones in a growing child. It works on the principle that controlling the growth on one side of growth plate results in angulation on the opposite side.</span></span></p>
<p><span style="color: #800080;"><span style="color: #000000;">In presence of deformity the growth modulation on the convex side/ apical side can result in slow controlled correction of the deformity. The advantages of such a procedure will be</span></span></p>
<ul>
<li><span style="color: #800080;"><span style="color: #000000;">No need of immobilisation or plaster as the bone is not cut</span></span></li>
<li><span style="color: #800080;"><span style="color: #000000;">Earlier mobilisation and return to activities</span></span></li>
<li><span style="color: #800080;"><span style="color: #000000;">Slow and safe correction</span></span></li>
<li><span style="color: #800080;"><span style="color: #000000;">The growth resumes normally after plate removal hence can be done even at younger age</span></span></li>
<li><span style="color: #800080;"><span style="color: #000000;">Timing of surgery not important as long as atleast 1 year available for corection before the growth stops.<br />
</span></span></li>
</ul>
<h2><span style="color: #800080;">Indications</span></h2>
<ul>
<li><strong>Correcting angular deformity in a growing child with open physis</strong></li>
</ul>
<h2><span style="color: #993366;">Prerequisites</span></h2>
<ul><strong> </strong></p>
<li><strong>1 year of growth remaining</strong></li>
<li><strong>One plane deformity frontal sagital oblique</strong></li>
<li><strong>Growth potential on opposite side<br />
</strong></li>
</ul>
<h2><span style="color: #800080;">Contraindications</span></h2>
<ul>
<li><strong>Closed Physis </strong></li>
<li><strong>Skeletal Maturity</strong></li>
<li><strong>Physio</strong> <strong>logical Deformities</strong></li>
</ul>
<h2><span style="color: #0000ff;">Case Study</span></h2>
<p><strong>8 yr old girl with renal osteodystrophy with genu valgum shows excellent correction in 1 year</strong></p>
<h2><a href="http://ipodindia.org/wp-content/themes/tma/images/uploads/final1.JPG"><img class="alignleft size-full wp-image-496" title="final" src="http://ipodindia.org/wp-content/themes/tma/images/uploads/final1.JPG" alt="final" width="794" height="203" /></a></h2>
<h2><span style="color: #800080;">Equipments needed</span></h2>
<ul>
<li><strong>C ARM</strong></li>
<li><strong>Radiolucent table</strong></li>
<li><strong>1mm and 1.5 mm guide wires</strong></li>
<li><strong>E plate</strong></li>
<li><strong>4.5mm self tapping cannulated screws (15-30mm)</strong></li>
<li><strong>Stop Drill</strong></li>
</ul>
<h2><span style="color: #993366;">Surgical steps</span></h2>
<h2><span style="color: #0000ff;">Step 1 : LOCALIZATION OF PHYSIS</span></h2>
<ul>
<li><strong>Under image intensifier 1.5 mm guide wire is passed at the center of physis</strong></li>
<li><strong>Confirmed in both AP &amp; Lat </strong><strong>views</strong></li>
</ul>
<p><strong> </strong></p>
<p><strong><a href="http://ipodindia.org/wp-content/themes/tma/images/uploads/Clipboard013.jpg"><img class="alignnone size-medium wp-image-374" title="Clipboard01" src="http://ipodindia.org/wp-content/themes/tma/images/uploads/Clipboard013-300x224.jpg" alt="Clipboard01" width="299" height="225" /></a></strong></p>
<h2><span style="color: #0000ff;">Step 2: SKIN INCISION</span></h2>
<ul>
<li><strong>About 1.5 cm centered over guide wire</strong></li>
<li><strong>The incision is deepened till perichomdrium</strong></li>
<li><strong>E plate is positioned with its central hole sliding over the guide wire over the perichondrium</strong></li>
<li><strong>The plate should be along the midline of the bone axis on lateral view</strong></li>
</ul>
<h2><span style="color: #0000ff;">Step 3 GUIDE WIRES</span></h2>
<ul>
<li><strong>2 guide wires are passed  through the holes on either sides of the physis </strong></li>
<li><strong>They  need not be parallel but  care sho</strong><strong>uld be taken is not to violate the physis </strong></li>
</ul>
<p><strong><a href="http://ipodindia.org/wp-content/themes/tma/images/uploads/Clipboard042.jpg"><img class="alignnone size-medium wp-image-377" title="Clipboard04" src="http://ipodindia.org/wp-content/themes/tma/images/uploads/Clipboard042-300x224.jpg" alt="Clipboard04" width="300" height="224" /></a></strong></p>
<h2><a href="http://ipodindia.org/wp-content/themes/tma/images/uploads/Clipboard022.jpg"><img class="alignnone size-medium wp-image-399" title="Clipboard02" src="http://ipodindia.org/wp-content/themes/tma/images/uploads/Clipboard022-300x224.jpg" alt="Clipboard02" width="300" height="224" /></a></h2>
<h2><strong><img class="alignnone size-medium wp-image-378" title="Clipboard05" src="http://ipodindia.org/wp-content/themes/tma/images/uploads/Clipboard051-300x224.jpg" alt="Clipboard05" width="300" height="224" /></strong></h2>
<h2><span style="color: #0000ff;">Step 4 SELF TAPPING CANNULATED SCREWS</span></h2>
<ul>
<li><strong>Screw length is measured</strong></li>
<li><strong>Should not be too short</strong></li>
<li><strong>Generally 15-30 mm screws are sufficient</strong></li>
<li><strong>Cortex is drilled</strong></li>
<li><strong>Self tapping screws are passed</strong></li>
</ul>
<p><strong> </strong></p>
<p><strong><a href="http://ipodindia.org/wp-content/themes/tma/images/uploads/Clipboard081.jpg"><img class="alignnone size-medium wp-image-380" title="Clipboard08" src="http://ipodindia.org/wp-content/themes/tma/images/uploads/Clipboard081-300x224.jpg" alt="Clipboard08" width="305" height="222" /></a></strong></p>
<h2><a href="http://ipodindia.org/wp-content/themes/tma/images/uploads/Clipboard094.jpg"><img class="alignnone size-medium wp-image-398" title="Clipboard09" src="http://ipodindia.org/wp-content/themes/tma/images/uploads/Clipboard094-300x247.jpg" alt="Clipboard09" width="300" height="247" /></a></h2>
<h2><span style="color: #0000ff;">Step 5 Closure and Dressing</span></h2>
<p><strong>The closure is done in layers and compression dressing is applied.</strong></p>
<p><strong>No cast or immobilization is needed</strong></p>
<p><strong>Full weight bearing supported walking and knee mobi</strong><strong>lization are started the next day</strong></p>
<p><strong>Post op Protocol</strong></p>
<ul>
<li><strong>Day care surgery</strong></li>
<li><strong>No immobilisation </strong></li>
<li><strong>Immediate mobilisation </strong></li>
<li><strong>Xrays once in 3 months </strong></li>
<li><strong>Implant removal once the deformity is corrected</strong></li>
</ul>
<p><strong><a href="http://ipodindia.org/wp-content/themes/tma/images/uploads/Clipboard10.jpg"><br />
</a></strong></p>
<p><strong><br />
</strong></p>
<p><strong> </strong></p>
<p><strong> </strong></p>
<p><strong> </strong></p>
<p><strong> </strong></p>
<p><strong> </strong></p>
<h2><span style="color: #0000ff;"><br />
</span></h2>
<p><a href="../wp-content/themes/tma/images/uploads/untitled1.JPG"><br />
</a><span style="color: #0000ff;"> </span></p>
<p><span style="color: #0000ff;"><br />
</span></p>
<p><strong> </strong></p>
<p><strong> </strong></p>
<p><strong> </strong></p>
<p><strong> </strong><strong> </strong></p>
<p><strong> </strong></p>
<p><strong> </strong></p>
<p><strong> </strong></p>
<p><strong> </strong></p>
<p><strong> </strong></p>
<p><strong></strong></p>
<h2><span style="color: #0000ff;">Advantages of E plate over </span><span style="color: #0000ff;">staples</span></h2>
<ul>
<li>Flexi<span style="color: #0000ff;"> </span>bility</li>
<li>Unconstrained implant</li>
<li>Load sharing</li>
<li>One plate per physis</li>
<li>Fully threaded cannulated screws resist pull-out forces</li>
<li>Diverging screws function like a hinge to gently guide natural growth</li>
<li>Easy to remove</li>
</ul>
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