<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-8145897808055027033</id><updated>2024-08-29T10:55:13.141-07:00</updated><title type='text'>Stomatologie</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://stomatologi3.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145897808055027033/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://stomatologi3.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>admin</name><uri>http://www.blogger.com/profile/03788221746524453224</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>23</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-8145897808055027033.post-2296223397482496850</id><published>2012-02-08T15:39:00.000-08:00</published><updated>2012-02-08T15:39:07.472-08:00</updated><title type='text'>La place d’ORL en O.D.F</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;La place d’ORL en O.D.F&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;br /&gt;&lt;/a&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://www.lescoursdentaire.com/wp-content/uploads/odf_thumb1.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&amp;nbsp;Written by admin   on 09 April 2011&lt;br /&gt;
&lt;br /&gt;
&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;L’examen orthodontique complet doit comprendre l’examen de l’ensemble  de la denture&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;,
 l’examen lingual, l’examen des voies aériennes  supérieures afin 
d’objectiver les facteurs étiologiques fondamentaux  quoique souvent 
ignorés. Ainsi, l’examen des fonctions, a savoir la  respiration qui 
doit être nasale et se faire de façon habituelle et  suffisante, qui 
permettra de mieux connaître son rôle dans le problème  dysfonctionnel 
et morphogénétique du patient. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;br /&gt;&lt;/a&gt;
&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;II – Problème d’insuffisance respiratoire&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•Il
 existe des interactions entre les problèmes d’insuffisance  
respiratoire, et en particulier l’insuffisance respiratoire haute, et  
les matrices fonctionnelles de l’appareil stomatognatique en formation. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•D’après les travaux de &lt;i&gt;Linder – Aronson (1960) ; Harvold (1968) ; &lt;/i&gt;&lt;i&gt;Château, Heskia et Chassignol (1959) ; Talmant, Rouvre, Thilbut et Turpin &lt;/i&gt;&lt;i&gt;(1982) et enfin le symposium de Virginia Beach (1987) ; &lt;/i&gt;Il
  est difficile de nier le rôle de l’obstruction respiratoire haute dans
  l’établissement de comportement linguaux anormaux, générateurs de  
déséquilibres au sein des matrices fonctionnelles lors de la  
morphogenèse de l’appareil stomatognatique . &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•Le
 conduit des voies aériennes supérieures est complexe et  hétérogène 
dans sa structure comme dans sa fonction ; Il comprend  différents 
passages en chaîne, dont les possibilités de constriction ou  de 
l’obstruction à chaque niveau jouent un rôle sur l’ensemble du flux  
respiratoire nasal unilatéral, nasal bilatéral, oral et oro-nasal  
combinés. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•&lt;/b&gt;&lt;b&gt;La &lt;/b&gt;&lt;/a&gt;&lt;b&gt;&lt;a href=&quot;&quot; rel=&quot;external&quot; title=&quot;langue&quot;&gt;langue&lt;/a&gt; prend donc un comportement spécial (en tuile) le plus &lt;/b&gt;&lt;b&gt;souvent pour permettre le passage d’une colonne d’air nécessaire et &lt;/b&gt;&lt;b&gt;suffisante, de ce fait la langue peut avoir besoin de trop d’espace du &lt;/b&gt;&lt;b&gt;fait d’une mobilité importante et tonique soit d’une macroglossie qui &lt;/b&gt;&lt;b&gt;est capable d’entraîner soit une biproversion soit une prognathie &lt;/b&gt;&lt;b&gt;mandibulaire soit un « obtusisme » soit même une « longue face ». &lt;/b&gt;&lt;b&gt;Ce manque de place est parfois aggravé par des amygdales &lt;/b&gt;&lt;b&gt;volumineuses et enflammées . &lt;/b&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;br /&gt;&lt;/a&gt;
&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•&lt;/b&gt;&lt;b&gt;D’autre part, les grosses amygdales allaient parfois de pair &lt;/b&gt;&lt;b&gt;avec une dolichomandibulie. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•&lt;/b&gt;&lt;b&gt;Enfin, si la filière respiratoire est de section trop étroite, la &lt;/b&gt;&lt;b&gt;résistance à l’asphyxie nécessite souvent la propulsion &lt;/b&gt;&lt;b&gt;mandibulaire. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•&lt;/b&gt;&lt;b&gt;C’est l’existence de ces associations qui explique la gène des &lt;/b&gt;&lt;b&gt;déformations graves, c’est à dire relevant de la &lt;/b&gt;&lt;/a&gt;&lt;b&gt;&lt;a href=&quot;&quot; rel=&quot;external&quot; title=&quot;chirurgie&quot;&gt;chirurgie&lt;/a&gt; &lt;/b&gt;&lt;b&gt;orthognatique (&lt;/b&gt;&lt;b&gt;&lt;i&gt;dolichomandibulie importante, obtusisme, &lt;/i&gt;&lt;/b&gt;&lt;b&gt;&lt;i&gt;face longue&lt;/i&gt;&lt;/b&gt;&lt;b&gt;) ; et pourquoi des statistiques venant de thèses &lt;/b&gt;&lt;b&gt;américaines n’ont pas été capable de déceler de corrélation &lt;/b&gt;&lt;b&gt;&lt;a href=&quot;&quot; rel=&quot;external&quot; title=&quot;clinique&quot;&gt;clinique&lt;/a&gt; entre les éléments linguaux, ORL et les déformations, &lt;/b&gt;&lt;b&gt;allant jusqu’à les nier : leurs recherches ne considéraient &lt;/b&gt;&lt;b&gt;qu’un facteur à la fois, alors qu’il s’agit d’évènements &lt;/b&gt;&lt;b&gt;multifactoriels. &lt;/b&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;III – L’examen ORL simplifié au cabinet de l’orthodontiste :      &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;ØLe
 but de cet examen simplifié n’est pas de faire un examen  définitif, 
empiétant sur les responsabilités de  l’oto-rhino-laryngologiste. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;ØNous
 devons nous contenter d’un dépistage des problèmes évidents, ou  même 
simplement de la transmission des connaissances apportées par  
l’anamnèse lors de notre examen clinique, puis notées sur la fiche  
d’orthopédie dento-faciale. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;ØDe plus, nous nous devons de faire connaître à l’oto-rhino-laryngologiste le fruit de nos observations céphalométriques. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;-La question doit donc être abordée selon différents plans : &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;A)L’interrogatoire lors de l’examen initial &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;§L’interrogatoire doit rechercher tout problème antérieur ayant pu affecter les voies aériennes supérieures. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;§En
 dehors de l’aspect physique du patient qui peut donner d’emblée  une 
impression dite de « faciès adénoïdien » bien caractéristique, il  
convient d’observer le comportement fonctionnel naturel du sujet. : &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;§A-t-il, de manière habituelle, les lèvres en opposition, bien fermées, ou ouvertes ? &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;§Pratique t-il des interpositions digitales ou d’objets ? &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;§Le patient respire t-il par la bouche ou par le nez ? &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;§Ronfle t-il ? &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;§Lors d’un effort, respire t-il par le nez, par la bouche et par le nez, ou seulement par la bouche ? &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;§Le patient a-t-il des rhumes récidivants, des allergies, des angines, des problèmes d’otite ? &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;§Ces problèmes ont-il motivé l’intervention du médecin, du pédiatre, de l’oto-rhino-laryngologiste, ou de l’allergologue ? &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;§Quand ? Qu’a t-il été effectué ? &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;§Y’a t-il un traitement médical à long terme ? &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;§Lequel ? &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;§Y’a
 t-il eu chirurgie ? De quel type ? Y’a t-il eu des examens  
fonctionnels, des radiographies, une étude dynamique en cinefluoroscopie
  ? &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;§Quels en sont les résultats ? &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;§Peut-on en avoir communication ? &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;§Un
 tel interrogatoire, ou encore la lecture d’un carnet de santé  bien 
tenu, permettent de savoir si le problème des voies aériennes  hautes a 
déjà été soulevé pour un patient donné. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;§Il
 peut suggérer la nécessité d’une investigation plus poussée, afin  de 
lier notre intérêt diagnostique (la recherche de l’étiologie d’un  
trouble de la morphogenèse) aux considérations fonctionnelles  
conditionnant le futur bien être du patient. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;§Un
 tel interrogatoire peut souvent montrer que le problème d’une  
dysfonction des voies aériennes hautes n’a jamais été soulevé pour un  
patient qui, par ailleurs, semble en avoir un besoin évident. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;br /&gt;&lt;/a&gt;
&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;B)Un test préliminaire&lt;/b&gt;&lt;b&gt;      &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;Dans
 tous les cas où l’on veut tester rapidement la perméabilité  nasale, 
des tests simples et de réponses immédiate peuvent être  employés. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;On
 peut suggérer l’utilisation d’un miroir froid (miroir de Glatzel),  
placé sous les narines et apprécier la buée déposée de façon symétrique 
 ou non lors de l’expiration. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;Par la mesure de la tache de buée, on peut extrapoler des mesures de perméabilité narinaire individuelle. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;De
 plus, on peut noter la rapidité de la disparition de la trace sur  le 
miroir, par simple évaporation, ou lors de l’inspiration. Cette  
observation donne une idée du flux. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;On peut observer alternativement une narine puis l’autre et en observer les conséquences sur le comportement du patient. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;Peut-il respirer par la narine laissée libre ? &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;Doit-il ouvrir la bouche grand en urgence pour respirer ? &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;br /&gt;&lt;/a&gt;
&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;On peut obstruer la 
bouche. Pour ce faire, l’utilisation d’une bande  adhésive peut 
permettre un « scellement » temporaire de la fuite  labiale. Pour éviter
 tout effet de panique chez l’enfant, nous faisons  toujours précéder la
 mise en place du sceau sur les lèvres par une  démonstration sur nous 
même, avec enlèvement en douceur de la bande  adhésive. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;L’observation des conséquences de l’obstruction du conduit oral peut, très vite, donner des signes révélateurs : &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;-Des enfants suffoquent et arrachent eux même la bande adhésive &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;-D’autres changent de rythme respiratoire &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;*Enfin, certains ne semblent pas affectés. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;Parmi
 ces derniers (ceux qui changent seulement de rythme  respiratoire et 
ceux qui ne semblent pas affectés par l’obstruction du  conduit oral), 
un exercice complémentaire simple permet de révéler une  dysfonction du 
débit nasal dont le potentiel de conséquences pathogènes  peut affecter 
le cours de la morphogenèse. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;br /&gt;&lt;/a&gt;
&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;Le patient est prié de
 se tenir debout, lèvres scellées, les bras le  long du corps, puis de 
se baisser brusquement en expirant très fort et  en levant les bras à 
l’horizontale. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;Ensuite, une inspiration forte, en se redressant, est accompagnée de la remise des bras le long du corps. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;Cet exercice est répété à raison d’un cycle de mouvements (haut et bas) toutes les deux secondes &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;Les
 enfants présentant des anomalies du débit nasal perdent  l’équilibre 
avant le trentième cycle (vers le dixième cycle en moyenne).&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;br /&gt;&lt;/a&gt;
&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;Cette approche clinique pourrait être avantageusement enrichie par des mesures de flux , par une rhinomanométrie. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;Nous ne pensons pas que ces enregistrements scientifiques deviennent du domaine de la pratique quotidienne. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;Toutefois,
 il existe un petit appareil, peut couteux, facile à  utiliser, soit 
oralement, soit par narine (après modification de  l’embout), c’est le 
comparateur oro-nasal (Cieros, Paris). &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;Ce
 petit appareil donne une mesure approximative en litre/minute qui  
permet d’utiles comparaisons à des fins diagnostiques (comparaison avec 
 des valeurs moyennes, normales), qui surtout, plus tard, au cours des  
contrôles post thérapeutiques (comparaisons avec les flux enregistrés  
avant et après une intervention oto-rhino-laryngologique ou après un  
temps de thérapeutique orthopédique. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;br /&gt;&lt;/a&gt;
&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;br /&gt;&lt;/a&gt;
&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;br /&gt;&lt;/a&gt;
&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;C)L’examen au fauteuil      &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;Cet examen, visuel, ne donne accès chez l’orthopédiste qu’à un aspect de la chaîne possible des obstructions : les amygdales. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;Cependant,
 il demeure important car il permet de révéler, puis  d’exposer 
simplement à la famille, un problème oto-rhino-laryngologique  latent. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;Pour l’effectuer, nous utilisons un simple miroir dentaire jetable ou un abaisse langue et un bon éclairage. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;En
 demandant à l’enfant de tirer la langue et de faire (Ahhhh…) on  
déprime vers le bas le dos de la langue et l’on tire la pointe vers  
l’avant. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;On peut 
aussi demander à l’enfant d’aspirer doucement par la bouche,  ce qui 
soulève le voile. Les amygdales deviennent alors visibles. Nous  les 
montrons à la famille. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;Il
 faut savoir que chez l’enfant, en croissances, les amygdales sont  
normalement saillantes et que leur taille n’est alors pas négligeable. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;De
 plus, leur volume varie avec l’âge et avec l’histoire médicale du  
patient (il existe une courbe de croissance des organes lymphoïdes, elle
  est totalement indépendante de la courbe de croissance linguale ou  
celle des structures osseuses).&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;br /&gt;&lt;/a&gt;
&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;-Une appréciation de 
la turgescence des amygdales, de leurs cryptes  et de leur infection, de
 leur volume général (certaines amygdales se  touchent sur la ligne 
médiane ‘’Kissing tonsils’’, permet très vite de  se faire une idée de 
l’obstruction potentielle pharyngée.&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;br /&gt;&lt;/a&gt;
&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;-Après cette 
observation, toujours légèrement déplaisante pour un  enfant 
appréhensif, la langue doit être relâchée. Pendant que l’enfant  reprend
 son souffle, il est intéressant de regarder la disposition du  dorsum 
de la langue. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;-En 
cas d’encombrement nasal chronique, on peut noter que le dos de  la 
langue forme une gouttière antéro postérieure significative ‘’en  
tuile’’ : C’est une des anomalies de posture, ‘’de survie respiratoire  
orale’’, capable d‘altérer la fonction , donc la forme, lors de la  
morphogenèse de l’appareil stomatognatique. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;br /&gt;&lt;/a&gt;
&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;-Enfin, les insertions
 du voile du palais sont examinées. Insertions  antérieures et 
postérieures sont écartées par de grosses amygdales  enchâssées. 
Certaines insertions de piliers postérieurs sont fort  distantes et 
décalées vers le bas par rapport aux antérieures. Elles  offrent l’image
 d’un ‘’double voile’’ souvent impliqué dans le  rétrécissement de la 
lumière oro-pharyngée, ainsi que dans la mise en  posture avancée de la 
langue. Son importance dans l’apnée du sommeil est  grande. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;br /&gt;&lt;/a&gt;
&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;D) Confrontation des découvertes de l’examen et des clichés radiologiques :      &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;-Cette
 suite de remarques cliniques permet d’orienter un examen à  visées 
oto-rhino-laryngologiques des céphalogrammes et ce, pendant la  
consultation. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;-Des clichés téléradiographiques ont donc été demandés préalablement. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;-Il est important, pour nous, d’avoir une appréciation tridimensionnelle exacte du problème des obstructions. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;-Nous demandons donc trois clichés : &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;-Un téléprofil (norma lateralis). &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;-Une téléradiographie de face (frontale) &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;-Une téléradiographie verticale (incidence de Hirtz). &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;br /&gt;&lt;/a&gt;
&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;-Les panorex et autres
 orthopantomogrammes qui donnent une vue  d’ensemble de la denture, 
laissant apparaître une image fort déformée  des fosses nasales. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;-Ces documents peuvent cependant permettre d’évoquer un diagnostic d’obstruction à confirmer par des moyens plus précis. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;-Pour
 ces clichés, nous suggérons au technicien de bien mettre en  valeur les
 tissus mous. La numération des clichés et l’utilisation  discrète d’un 
produit de contraste (baryté) peuvent s’avérer fort utile.  Nous 
limitons l’usage de ce dernier au tracé d’une ligne postéro  antérieure 
sur le milieu de la langue. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;-Nous faisons déglutir une fois et prenons le cliché de façon constante une seconde après la déglutition. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;-Cette
 technique est valable pour les trois incidences décrites et  donne une 
bonne constance de situation des tissus mous sur nos clichés. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;br /&gt;&lt;/a&gt;
&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;D – 1- Sur le téléprofil&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;-En commençant par : &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;ØL’orifice des narines &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;ØOn suit le chemin nasal en notant les formes des cornets &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;ØImmédiatement après, plus en arrière, notre attention sera attirée par l’encombrement des végétations adénoïdes. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;ØOn
 s’attachera ensuite à observer le voile du palais, le dos de la  
langue, la paroi postérieure pharyngée dans leurs rapports relatifs. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;br /&gt;&lt;/a&gt;
&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;-L’interprétation des 
distances entre les structures ne prend pas  tout son sens sur les 
téléradiographies. Elle exigerait, en fait, la  dynamique de la ciné 
fluoroscopie pour être valable (voir plus loin),  cependant : &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;.La masse adénoïdienne. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;.L’épaisseur de la luette et du voile ainsi que leur proximité du dos de la langue. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;.La position de la langue et sa distance de la voûte palatine. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;.La
 situation du voile de la langue et de la paroi postérieure  pharyngée, 
peuvent dénoter assez clairement une fonction respiratoire à  
prédominance orale ou nasale. Il suffit de lire le trajet plus sombre de
  la colonne d’air et de l’interpréter avec un peu de bon sens. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;br /&gt;&lt;/a&gt;
&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;-Plus en dessous, on 
peut souvent reconnaître la masse amygdalienne :  il faut pour cela une 
certaine habitude. De grosses amygdales influent  sur la posture de la 
partie dorsale postérieure de la langue que l’on  voit s’incurver. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;-Il est à noter que tous ces comportements sont accentués en cas d’épisodes inflammatoires. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;-La cinéfluoroscopie, bien sûr, quand elle est possible, on rend encore mieux compte. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;-L’utilisation
 d’une règle souple, sur une téléradiographie latérale,  objective 
aisément l’obstruction de la filière respiratoire. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;br /&gt;&lt;/a&gt;
&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;D – 2 – De face :&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;L’observation
 de la téléradiographie de face est souvent trompeuse.  Elle présente la
 cavité nasale et ses cornets qui semblent souvent plus  obstructifs que
 dans la réalité. Là encore (voir plus loin), l’étude en  
cinéfluoroscopie ‘’de face’’ en faisant opérer des mouvements  
d’élévation, puis d’inclinaison de la tête, serait plus révélatrice.  
Elle montrerait que le passage de l’air autour des cornets s’effectue  
assez médialement (près de la cloison nasale) et que la meilleure vue du
  passage se trouve lorsque les rayons X sont parallèles au grand axe du
  cornet inférieur. Cet axe n’est ni très constant ni très linéaire. On 
 peut demander au radiologiste de se baser sur le téléprofil, pour  
choisir une incidence non plus tout à fait de face mais légèrement  
inclinée, donnant un cliché perpendiculaire aux grands axes des cornets 
 inférieurs. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;br /&gt;&lt;/a&gt;
&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;D – 3 – L’incidence de Hirtz :      &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;-Est,
 du point de vue oto-rhino-laryngologique, surtout révélatrice  de 
problèmes d’asymétrie. Elle permet de mettre en évidence une  déviation 
de la cloison. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;-On y voit, de plus, clairement les cornets et leurs rapports avec la cloison nasale. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;-L’un
 des avantages importants de cette tentative d’étude  tridimensionnelle 
sur clichés téléradiographiques est de montrer au  patient et à la 
famille, même si c’est de façon un peu schématique et  inexacte, qu’il 
peut exister un problème d’obstruction nasale. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;-Cette prise de conscience permet d’avoir des bases pour conseiller fermement la consultation avec l’oto-rhino-laryngologiste. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;-Celle-ci sera alors accompagnée d’examens et d’études complémentaires. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;-Au
 total, cet ensemble de remarques nous permet déjà de nous faire  une 
idée du problème oto-rhino-laryngologique. Ceci nous justifie, si  
besoin est, dans notre demande de l’aide de l’oto-rhino-laryngologiste. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;br /&gt;&lt;/a&gt;
&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;IV – Interprétation céphalométrique oto-rhino-&lt;/b&gt;&lt;b&gt;laryngologique&lt;/b&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•L’Interprétation
 céphalométrique en oto-rhino-laryngologie est fort  entachée par des 
problèmes tridimensionnels. En étudiant le cliché en  ‘’norma 
lateralis’’ des mesures ont été proposées. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•Il
 s’agit par exemple de : « la plus courte distance entre la masse  
adénoïdienne et la paroi postérieure de la tubérosité maxillaire  
(Hibbert et Stell 1979). &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•«
 la distance du point pterygo maxillaire au tissu adénoïdien  mesurée 
sur la ligne joignant ce point au milieu de ‘’S.Ba’’ ( Linder,  Aronson 
et Henrikson 1973). &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•Leur
 origine et leur terminaison sont, bien évidemment, sur des  plans 
différents, ces mesures ne représentent donc pas bien la vision  
clinique de l’oto-rhino-laryngologiste. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•Pour nous, elles donnent un faux aspect scientifique à une simple appréciation bidimensionnelle. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•Pour
 simplifier, mais dans le même ordre de précision, nous avons  pour 
habitude de simuler la courbe la plus naturelle (directe) pour le  
conduit nasal postérieur, en plaçant&amp;nbsp; sur la téléradiographie une  
réglette plastique souple . Selon la direction de la paroi postérieure  
pharyngée (verticale) puis en la galbant vers le conduit narinaire. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•&lt;/b&gt;&lt;b&gt;Ce qui dépasse en avant cette limite définie par la réglette, peut &lt;/b&gt;&lt;b&gt;être considéré comme ‘’excès’’ . &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•&lt;/b&gt;&lt;b&gt;Ce simple test, sans valeur de mesure, est évocateur du problème &lt;/b&gt;&lt;b&gt;d’obstruction adénoïdienne préopératoire, il peut alors permettre &lt;/b&gt;&lt;b&gt;des mesures fort parlantes, hélas sans plus de valeur scientifique &lt;/b&gt;&lt;b&gt;que les précédentes.. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•&lt;/b&gt;&lt;b&gt;Les amygdales pharyngiens s’étudient mal, sauf sur les téléprofils &lt;/b&gt;&lt;b&gt;numérisés. L’œil exercé finit par reconnaître une zone ‘’en &lt;/b&gt;&lt;b&gt;amande’’ (amygdaloïde), fort imprécise, et ne permettant pas la &lt;/b&gt;&lt;b&gt;différentiation entre droite et gauche. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•&lt;/b&gt;&lt;b&gt;Les seules observations intéressantes à ce niveau tiennent à &lt;/b&gt;&lt;b&gt;l’étude de la partie postérieure de la langue, en regard des &lt;/b&gt;&lt;b&gt;amygdales. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•&lt;/b&gt;&lt;b&gt;Sa rétraction ou translation antérieure représente une anomalie de &lt;/b&gt;&lt;b&gt;comportement lingual, secondaire à l’encombrement pharyngé. &lt;/b&gt;&lt;b&gt;Elle prend une valeur étio-pathogénique. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•&lt;/b&gt;&lt;b&gt;L’étude des cornets dans la lumière nasale ne peut pas se faire &lt;/b&gt;&lt;b&gt;sérieusement sur les téléradiographies frontales. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•&lt;/b&gt;&lt;b&gt;En fait, il faut tenir compte de l’orientation de la tête et chercher &lt;/b&gt;&lt;b&gt;l’angle sous lequel le passage de la colonne d’air est visible. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•&lt;/b&gt;&lt;b&gt;Seule la cinéfluoroscopie, avec un protocole d’examen &lt;/b&gt;&lt;b&gt;satisfaisant, peut apporter une solution radiographique à ce &lt;/b&gt;&lt;b&gt;problème. Bien sûr, l’examen direct endoscopique au cabinet de &lt;/b&gt;&lt;b&gt;l’ORL est primordial. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;V- Examen cinéfluoroscopique&lt;/b&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•L’examen
 cinéfluoroscopique, à l’amplificateur de brillance ou les  techniques 
radio- cinématographiques sont des techniques fort anciennes  et 
éprouvées. Elles ne sont pas encore entrées dans le domaine courant  du 
diagnostique orthopédique. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•On
 connaît- les travaux de recherche de N. bullot et les progrès  ainsi 
obtenus dans l’interprétation des effets d’appareillage insérés  dans 
l’ensemble stomatognathique, mais on connaît aussi les contraintes  des 
irradiations excessives provoquées par des examens radiographiques  
prolongés.&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•Alors 
l’amélioration des techniques électroniques autorise  maintenant des 
séances de deux à trois minutes sans plus de danger qu’un  cliché 
teleradiographique. Ces examens apportent l’élément dynamique. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•La
 muance des tons , grâce au contraste variable à l’infini permet  de 
bien interpréter les tissus mous , les orientations les plus variées,  
en continue permettent de choisir l’image la plus parlante, ces examens 
 sont aisément enregistrés sur bande magnétique et permettent l’arrêt  
sur l’image. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•Revoir
 à loisir l’examen dynamique radiographique d’un cas est  devenu 
indispensable en orthopedie – dento – facial. C’est souvent à la  3éme 
ou 4éme lecture de ces vidéo – cassettes que se révèle  l’explication 
d’une dysfonction &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•De
 plus la comparaison dans le temps des examens cinéfluoroscopiques  sur 2
 écrans jumelés, permet , si le protocole d’examen à été  standardisé , 
de faire des études parallèles précieuses sur le gain réel  obtenu grâce
 a une thérapeutique ou un geste opératoire. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;br /&gt;&lt;/a&gt;
&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;VI – Quand l’orthodontiste a-t-il besoin de l’oto-rhino-&lt;/b&gt;&lt;b&gt;laryngologiste ?&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•A
 la lumière de ces quelques réflexions , il semble évident que  
l’orthopédiste dento-facial doive demander le concours de l’oto – rhino-
  laryngologiste vraiment compétent à chaque fois que des anomalies de 
la  croissance au niveau de l’appareil stomatognathique semblent liées a
  une insuffisance respiratoire. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•Mais bien peu d’oto-rhino-laryngologistes sont au fait de nos problèmes en orthopédie dento – faciale . &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•En
 particulier, bien peu connaissent les rapports prioritaires entre  une 
dysfonction respiratoire et les anomalies de la morphogenèse. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•Il
 y a des oto-rhino-laryngologistes qui ne demandaient qu’a  approfondir 
les questions que nous posions pour mieux résoudre les  problèmes 
communs et coopérer, mais on a aussi des praticiens qui sont  totalement
 opposés a une réflexion sur les responsabilités de la  respiration 
orale dans la morphogenèse d’un « faciès adénoïdien ».  D’autres , 
enfin, ne ressentent pas clairement les priorités  physiologiques de la 
croissance , Ils laissent ainsi passer pour des  raisons médicales 
mineurs des moments essentiels pour l’action  orthopédique : il est donc
 irresponsable d’adresser nos patients,  indifféremment aux uns ou aux 
autres. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;br /&gt;&lt;/a&gt;
&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;VII- Quand l’oto-rhino-laryngologiste a-t-il besoin d’un orthodontiste ?&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•L’oto-rhino-laryngologiste bénéficie lui aussi de la collaboration avec l’orthopédiste dento – facial. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•Il
 est apparu que des populations d’enfants traités par  adénoïdectomie et
 amygdalectomie suivies d’un traitement d’expansion  palatine haute et 
d’exercices respiratoires ( coopération  oto-rhino-larynyologique et 
orthopédique ) conservaient de façon  beaucoup plus durable les 
améliorations post opératoire . La respiration  par les voies nasales de
 plus, normalise la fonction des muqueuses des  voies aériennes 
supérieures. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;br /&gt;&lt;/a&gt;
&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;VIII- Diagnostic :&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•Outre
 les cas cliniques connus (faciès adénoïdien ; palais ogival)  ou les 
propositions d’expansion maxillaire se couplent à l’amélioration  du 
débit respiratoire nasal , avec ou sans intervention de l’ O. R. L  nous
 pensons que le diagnostic morphologique et fonctionnel préalable de  
l’O. R. L. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•En 
effet, les comportements lingual et vélaire dépendent de la  
fonctionnalité respiratoire haute, on connaît leur importance sur la  
morphogenèse. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•L’évaluation
 de la pathogénicité d’une langue (en cas de syndrome  prognathique , 
comme dans certains cas d’hypomandibulie ) ne peut  devenir 
significative que lorsque l’environnement  oto-rhino-laryngologique a 
été assaini. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•Il en est de même pour les problèmes d’interposition de doigts et d’objets divers. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•La
 thérapeutique normalisatrice de la fonction respiratoire haute  est 
donc un préalable au diagnostic étiologique orthopédique final. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;br /&gt;&lt;/a&gt;
&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;IX – Thérapeutique &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;1-But :&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•L’insuffisance
 respiratoire peut être consécutive au  dysfonctionnement de l’un de ses
 passages en chaîne. Mais il demeure  illusoire, par une thérapeutique 
irréfléchie et trop simpliste,  d’éliminer arbitrairement et 
systématiquement un seul obstacle  (amygdalectomie adénoïdectomie ou 
turbinectomie partielle isolée) tout  en croyant libérer les conduits 
aériens supérieurs. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•L’objet
 d’une approche orthopédique en oto-rhino-laryngologie ou  d’une 
approche oto-rhino-laryngologique en orthopédie dento-faciale est  
l’obtention de la perméabilité optimale des voies aériennes supérieures,
  dans leur ensemble, il est donc nécessaire de considérer une approche 
 globale de ces problèmes oto-rhino-laryngologiques. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;2- Principe :&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•L’amélioration
 de la perméabilité des voies aériennes supérieures  consiste à bien 
localiser l’obstruction ou des obstructions : c’est à  dire du ou des 
rétrécissements dysfonctionnels. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•L’action
 correctrice est initialement essentiellement morphologique,  
réparatrice, son lieu d’élection peut être nasal ou pharyngé, voire  
oral (&lt;i&gt;turbinectomie partielle, luxation du &lt;/i&gt;&lt;i&gt;cornet inférieur, adénoïdectomie, amygdalectomie, chirurgie &lt;/i&gt;&lt;i&gt;vélaire, glossoplastie)&lt;/i&gt;, mais l’effet recherché peut être obtenu par des méthodes variées : &lt;i&gt;médicales seules, orthopédiques, &lt;/i&gt;&lt;i&gt;chirurgicales seules ou par un mélange de techniques &lt;/i&gt;&lt;i&gt;orthopédiques et chirurgicales associées à des méthodes &lt;/i&gt;&lt;i&gt;médicales.&lt;/i&gt;&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•Il
 a apparu, cliniquement que l’action de la chirurgie d’ORL seule,  non 
suivie de modifications structurales et fonctionnelles orthopédiques  
n’aboutissait pas toujours à des progrès durables de l’amélioration de  
la ventilation nasale.&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•Il convient donc d’effectuer un temps de thérapeutique orthopédique post oto-rhino-laryngologique : &lt;i&gt;comprenant des &lt;/i&gt;&lt;i&gt;expansions et des exercices de respiration forcée, afin de &lt;/i&gt;&lt;i&gt;normaliser la structure, puis la fonction au sein des matrices &lt;/i&gt;&lt;i&gt;fonctionnelles des voies aériennes hautes et de l’appareil &lt;/i&gt;&lt;i&gt;stomatognathique&lt;/i&gt;. C’est une observation nouvelle, et elle est essentielle. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•A
 l’inverse, nous avons noté aussi que certaines étapes de  l’orthopédie 
pré orthodontique deviennent aléatoires, impossibles, voire  
contre-indiquées, si les conduits des voies aériennes hautes demeurent  
dysfonctionnelles. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•L’adaptation
 thérapeutique structurale, dans ces cas s’effectue très  anormalement 
autour d’une dysfonction linguale, elle-même secondaire à  la 
dysfonction respiratoire.&lt;i&gt; &lt;/i&gt;&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•&lt;i&gt;Un temps oto-rhino-laryngologique s’impose donc souvent &lt;/i&gt;&lt;i&gt;non seulement pour faciliter, mais surtout pour permettre le &lt;/i&gt;&lt;i&gt;succès d’une thérapeutique orthopédique contrôlée. &lt;/i&gt;&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;&lt;em&gt;&lt;/em&gt;&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;3- Action thérapeutique sur l’environnement du carrefour linguo-pharyngé .&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•La
 zone d’influence oto-rhino-laryngologique n’est pas sous notre  
contrôle direct. Nous devons apprendre à lire les signes cliniques et  
radiologiques d’une dysfonction des voies aériennes supérieures, savoir 
 communiquer avec les oto-rhino-laryngologistes compétents et profiter 
de  leur expertise. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•Cependant, nous devons insister ici sur l’ambiguïté de l’évaluation oto-rhino-laryngologique. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•L’état
 de santé de la muqueuse n’est plus un critère suffisant de  non 
intervention O.R.L., il existe des impératifs morpho-génétiques tel  que
 : le volume des amygdales, des végétations adénoïdes prend un rôle  
prépondérant dans la posture et la fonction linguale, par là même  
l’encombrement pharyngé doit être traité et devient une indication  
majeure d’intervention. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•D’autre
 part, la fonction aérienne haute doit être possible pour  autoriser une
 morphogenèse harmonieuse de l’appareil stomatognathique.  Ceci peut 
conduire à des interventions au niveau des structures nasales.  &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;br /&gt;&lt;/a&gt;
&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;3 – a – Action médicale&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•L’action
 médicale, chère aux ORL, reste extrêmement précieuse.  Cependant, il 
est rare que le problème d’obstruction se lève seulement  du traitement 
médicamenteux. Il Convient donc de contrôler  l’amélioration du flux 
aérien nasal, de contrôler la posture linguale en  relation avec les 
masses lymphoïdes de l’anneau de Waldeyer (cliché  téléradiographique de
 profil, cinéfluoroscopie). &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•En cas d’insuffisance du débit aérien, il faudrait exiger la correction morphologique chirurgicale O.R.L. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;br /&gt;&lt;/a&gt;
&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;3 – b – Action chirurgicale :&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•
 L’action chirurgicale a été définie comme une action « globale »  car 
son but n’est pas spécifique et limité à une action sur les  végétations
 adénoïdes ou les amygdales. Mais il n’est atteint que grâce à  une 
concertation d’actions significatives établissant une fonction  
respiratoire nasale satisfaisante. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•Cette action a été décrite depuis 1978 sous le nom &lt;/b&gt;&lt;b&gt;« chimney sweep » c’est à dire « &lt;/b&gt;&lt;b&gt;le petit &lt;/b&gt;&lt;b&gt;ramoneur ». &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•Ils
 ont pensé que l’emploi d’une terminologie simple, imagée,  pourrait 
rendre le plus grand service dans leurs communications avec les  
patients, il s’est avéré que cet usage a permis, de plus une parfaite  
communication avec les spécialistes. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•« &lt;/b&gt;&lt;b&gt;Petit ramoneur » : ce concept contient, en l’essence, la globalité de tout ce qui gène le passage de l’air doit être nettoyé. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•Le patient n’est alors pas surpris de la variété de techniques oto-rhino-laryngologiques proposées pour parvenir au but. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•D’autre part, le terme de « &lt;/b&gt;&lt;b&gt;petit
 ramoneur » n’est pas  spécifique et le spécialiste 
oto-rhino-laryngologiste garde le choix de  la thérapeutique qu’il veut 
appliquer sélectivement ou globalement dans  la sphère 
oro-pharyngo-nasale sur autant de maillons de la chaîne  
dysfonctionnelle que nécessaire. Alors, le « &lt;/b&gt;&lt;b&gt;petit ramoneur » s’attaque à tout ce qui obstrue la filière. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•Donc &lt;/b&gt;&lt;b&gt;« le petit ramoneur » comprend :&lt;i&gt;&lt;u&gt; &lt;/u&gt;&lt;/i&gt;&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•&lt;/b&gt;&lt;b&gt;&lt;i&gt;&lt;u&gt;Un temps nasal&lt;/u&gt;&lt;/i&gt;
 qui peut aller de la  turbinectomie partielle à la luxation du cornet 
inférieur, voire à la  chirurgie du septum . Mais la turbinectomie a eu 
mauvaise réputation.  Avant les techniques sous guidage endoscopique, il
 était fréquent, dans  les interventions aveugles, de laisser une brèche
 de tissu osseux dénudé  : ce qui entraînait saignement et croûtes. 
L’évolution technique et les  pansements chirurgicaux ont balayé ces 
problèmes. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•On 
attribue aux cornets un rôle de ‘’turbine’’ physiologique :  circulation
 d’air, effet centrifuge, réchauffement de l’air sont, bien  entendu, 
totalement supprimés en cas de gros cornets engorgés, formant  une 
obstruction nasale majeure. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•La
 luxation des cornets et la respiration forcée nasale n’améliorent  pas 
sensiblement ces fonctions. Leur effet n’est pas durable. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•Il
 est apparu que la turbinectomie partielle sous guidage  endoscopique 
était de loin, la solution de sagesse restaurant de façon  optimale les 
fonctions nasales. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•Mieux vaut un passage aérien nasal avec faible effet de turbine mais constant et sûr que pas de passage nasal du tout.&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•&lt;i&gt;&lt;u&gt;Un temps adénoïdien&lt;/u&gt;&lt;/i&gt; Þ adénoïdectomie&lt;i&gt;&lt;u&gt; &lt;/u&gt;&lt;/i&gt;&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•&lt;i&gt;&lt;u&gt;Un temps amygdalien&lt;/u&gt;&lt;/i&gt; Þ amygdalectomie &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•Le « &lt;/b&gt;&lt;b&gt;petit ramoneur » peut de plus comprendre :&lt;i&gt;&lt;u&gt; &lt;/u&gt;&lt;/i&gt;&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•&lt;i&gt;&lt;u&gt;Un temps vélaire&lt;/u&gt;&lt;/i&gt; : extrêmement rare&lt;i&gt;&lt;u&gt; &lt;/u&gt;&lt;/i&gt;&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•&lt;i&gt;&lt;u&gt;Un temps lingual&lt;/u&gt;&lt;/i&gt;
 à type de glossoplastie sélective. En  effet, l’action chirurgicale 
tend à réduire le volume lingual à un  niveau tel que le comportement 
lingual normal de la langue pourra être  établi ou rétabli. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•La quantité d’ablation tissulaire lors de cette intervention doit donc être préalablement, correctement apprécié. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•Le
 site de l’intervention doit aussi faire l’objet d’une étude, tant  il 
est important de conserver les fonctions essentielles et de  supprimer 
seulement les effets contraires à une morphogenèse ou une  adaptation 
favorable. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•Quoi qu’il en soit, le concept du « &lt;/b&gt;&lt;b&gt;petit
 ramoneur » a bien  simplifié nos relations professionnelles en laissant
 chacun prendre ses  responsabilités, dans un domaine où les frontières 
sont encore mouvantes  et mal définies &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;br /&gt;&lt;/a&gt;
&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;3 – C – Action orthopédique &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•L’effet
 de la chirurgie ORL est magnifié par orthopédie  post-opératoire. Les 
expansions et exercices respiratoires selon Gudin  et Macary prennent 
alors une valeur maximale, au point que des  oto-rhino-laryngologistes 
modernes, bien avertis de leur bienfaits  médicaux, prescrivent 
maintenant des traitements de respiration forcée  pratiquée chez les 
orthopédistes dento-facial pour compléter certains de  leurs 
traitements. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;Enfin : &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•La
 thérapeutique orthopédique a pour effet la modification  normalisatrice
 des structures pour permettre la normalisation des  fonctions, qui sera
 suivie en principe de la normalisation structurale  et fonctionnelle de
 croissance. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•Tout
 problème de perméabilité respiratoire affectera un élément au  moins 
des matrices fonctionnelles de l’appareil stomatognathique et en  plus, 
de nombreux systèmes fonctionnels intriqués et coordonnés. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•Réaliser
 une orthopédie corrective sans normalisation des voies  aériennes 
supérieures préalable, conduirait à des compromis incorporant  des 
éléments pathogènes actifs dans l’ensemble stomatognathique en  
croissance. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•Il 
serait illusoire d’espérer contrôler la thérapeutique dans de  tels cas.
 Le résultat final ne peut alors être qu’aléatoire, basé sur  des 
sollicitations imprévues de processus d’adaptation compensatoires.&lt;i&gt; &lt;/i&gt;&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•&lt;i&gt;La thérapeutique normalisatrice de la fonction respiratoire &lt;/i&gt;&lt;i&gt;haute est donc un préalable à la thérapeutique orthopédique, &lt;/i&gt;&lt;i&gt;tant structurale que fonctionnelle. &lt;/i&gt;&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;&lt;em&gt;&lt;/em&gt;&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;X – &lt;/b&gt;&lt;/a&gt;&lt;b&gt;&lt;a href=&quot;&quot; rel=&quot;external&quot; title=&quot;conclusion&quot;&gt;Conclusion&lt;/a&gt; &lt;/b&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•L’orthopédiste
 dento-facial ne peut négliger l’examen des voies  aériennes supérieures
 de ses patients. Il ne peut compter résoudre les  anomalies de la 
morphogenèse sans incorporer dans son diagnostic et dans  son plan de 
normalisation thérapeutique l’un des éléments qui affecte  le plus la 
langue dans sa posture et son comportement. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•Pour
 bénéficier de l’apport indispensable oto-rhino-laryngologique,  il 
convient d’approcher le problème de façon médicale multidisciplinaire  
et comprendre que la normalisation des voies aériennes hautes passe  
avant toute tentative de thérapeutique orthopédique. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/a&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_487871723&quot;&gt;&lt;b&gt;•De
 plus, des techniques orthopédiques, d’effet illusoire sans une  
fonction nasale efficace, prennent un sens nouveau lorsque celle ci est 
 restaurée. &lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://stomatologi3.blogspot.com/&quot;&gt; •Elles conduisent certains oto-rhino-laryngologistes à nous demander  de pratiquer des expansions et faire exécuter des exercices  respiratoires pour leurs propres patientshttp://stomatologi3.blogspot.com/&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://stomatologi3.blogspot.com/feeds/2296223397482496850/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://stomatologi3.blogspot.com/2012/02/la-place-dorl-en-odf.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145897808055027033/posts/default/2296223397482496850'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145897808055027033/posts/default/2296223397482496850'/><link rel='alternate' type='text/html' href='http://stomatologi3.blogspot.com/2012/02/la-place-dorl-en-odf.html' title='La place d’ORL en O.D.F'/><author><name>admin</name><uri>http://www.blogger.com/profile/03788221746524453224</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145897808055027033.post-7953233522970461565</id><published>2012-02-08T15:38:00.000-08:00</published><updated>2012-02-08T15:38:02.232-08:00</updated><title type='text'>MALADIES PARODONTALES ET MALADIES SYSTEMIQUES</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;h2 style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;MALADIES PARODONTALES ET MALADIES SYSTEMIQUES&lt;/b&gt;&lt;/h2&gt;
&lt;h2 style=&quot;text-align: center;&quot;&gt;
       &lt;/h2&gt;
&lt;ul style=&quot;text-align: center;&quot;&gt;
&lt;li&gt;&lt;b&gt;&lt;span class=&quot;titre&quot;&gt; Mots clés : &lt;/span&gt; cardiopathies ; infections            parodontales ; bactéries parodontales ; diabète, &lt;a href=&quot;http://www.eid-paris.com/dentaire/p1-dentaires.htm#parodontite&quot;&gt;parodontite&lt;/a&gt;
            ;  pathologies            buccales ; femmes enceintes ;  
prévention ; bilan de santé ; gingivites,            affections 
pulmonaires ; pathologie respiratoire ; infection pulmonaire.&lt;/b&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;b&gt;        &lt;/b&gt;&lt;div class=&quot;interligne&quot; style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;
&lt;/div&gt;
&lt;b&gt;           &lt;/b&gt;&lt;div class=&quot;retrait&quot; style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;strong&gt; 1/ &lt;a href=&quot;http://stomatologie2012.blogspot.com/2011/06/maladies-parodontales-et-maladies.html&quot; id=&quot;cardiopathies&quot; name=&quot;cardiopathies&quot;&gt;&lt;/a&gt; Cardiopathies&lt;/strong&gt;&lt;/b&gt;&lt;/div&gt;
&lt;b&gt;        &lt;/b&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;Les
 infections parodontales, qui sont des infections bactériennes,         
 peuvent avoir une incidence sur les maladies cardio-vasculaires. &lt;br /&gt;
Des études récentes menées chez des patients atteints          de 
maladie parodontale suggèrent un risque accru de pathologie          
cardiaque avec en particulier un doublement du risque d&#39;infarctus par   
       rapport aux patients indemnes de parodontopathie.&lt;br /&gt;
Des recherches complémentaires sont en cours pour préciser          le 
mécanisme d&#39;action des bactéries parodontales. Une première          
hypothèse est que les bactéries passent dans le sang circulant,         
 à partir de gencives inflammées et forment de petits caillots          
sanguins qui contribuent à obstruer les artères. L&#39;autre          
hypothèse est liée à l&#39;inflammation provoquée          par les bactéries
 parodontales qui contribuerait à la formation          de dépôts 
graisseux dans les artères coronaires. &lt;br /&gt;
&lt;strong&gt;La prévention ou le traitement initié dès qu&#39;une          
maladie parodontale est diagnostiquée sont requis, en particulier       
   chez les patients présentant un risque cardiaque.&lt;/strong&gt;&lt;/b&gt;         &lt;/div&gt;
&lt;b&gt;          &lt;/b&gt;&lt;div class=&quot;retrait&quot; style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;strong&gt; 2/ Diabète&lt;/strong&gt;&lt;/b&gt;&lt;/div&gt;
&lt;b&gt;       &lt;/b&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;Il
 est démontré depuis de nombreuses années que          les personnes 
diabétiques sont plus susceptibles de développer          des maladies 
parodontales, particulièrement si le diabète          est mal équilibré.
 En effet le déséquilibre          de la glycémie accroît la sensibilité
 aux infections.          Les parodontites sont plus fréquentes, plus 
sévères          et se développent plus rapidement chez les patients 
diabétiques,          amenant à plus de pertes dentaires.&lt;br /&gt;
Les études menées ces dix dernières années          ont démontré cette 
relation à double sens. La présence          d&#39;une parodontite peut 
induire des difficultés à équilibrer          un diabète et la présence 
d&#39;un diabète peut minorer          l&#39;efficacité du traitement 
parodontal. &lt;br /&gt;
Il est observé que les maladies parodontales sévères          peuvent 
augmenter la glycémie et entraîner des complications          liées au 
diabète. Il est constaté que le traitement          des parodontites 
peut contribuer à équilibrer le diabète          et à réduire les doses 
d&#39;insuline nécessaires. Les          parodontites sont aujourd&#39;hui 
reconnues comme une complication du diabète          &lt;br /&gt;
Les autres pathologies buccales observées chez les personnes diabétiques
          (surtout si la glycémie n&#39;est pas contrôlée) sont :&lt;/b&gt;&lt;/div&gt;
&lt;b&gt;        &lt;/b&gt;&lt;ul style=&quot;text-align: center;&quot;&gt;
&lt;li&gt;&lt;b&gt;&lt;span class=&quot;definition&quot;&gt;Des sensations de brûlure buccale ou            linguale.&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;&lt;span class=&quot;definition&quot;&gt;Une sècheresse buccale&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;&lt;span class=&quot;definition&quot;&gt;Une cicatrisation retardée.&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;b&gt;       &lt;/b&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;strong&gt;Contrôler les maladies parodontales en éliminant les bactéries          causales peut améliorer le contrôle du diabète.&lt;/strong&gt;&lt;/b&gt;&lt;/div&gt;
&lt;b&gt;       &lt;/b&gt;&lt;div class=&quot;retrait&quot; style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;strong&gt; 3/ Grossesse&lt;/strong&gt;&lt;/b&gt;&lt;/div&gt;
&lt;b&gt;       &lt;/b&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;Les
 femmes enceintes sont plus sensibles aux gingivites du fait de 
variations          hormonales. Les symptômes s&#39;installent 
habituellement au deuxième          ou au troisième mois de grossesse 
avec des gencives qui deviennent          rouges, sensibles, augmentent 
de volume et saignent facilement.&lt;br /&gt;
Il existe par ailleurs de plus en plus de preuves que les femmes 
atteintes          de maladie parodontale sévère et enceintes risquent 
de donner          naissance à un enfant prématuré de faible poids.     
     Certains facteurs de risque de naissance prématurée de bébés       
   de faible poids sont connus : consommation de tabac, d&#39;alcool ou de 
drogue,          présence d&#39;infections.&lt;br /&gt;
Des recherches complémentaires sont requises pour connaître          le 
mécanisme d&#39;action exact des maladies parodontales. Nous savons         
 que les parodontites sont des infections et que toute infection est un 
         danger pour la santé du bébé. Le mécanisme          en cause 
serait le relarguage par les bactéries de produits qui          
accéléreraient, déclencheraient l&#39;accouchement selon          un 
mécanisme inflammatoire.&lt;/b&gt;&lt;/div&gt;
&lt;b&gt;       &lt;/b&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;strong&gt;La prévention est essentielle. &lt;/strong&gt;Les
 femmes envisageant une grossesse          doivent inclure dans leur 
bilan de santé une consultation parodontale          afin d&#39;établir un 
bilan et d&#39;engager une traitement si nécessaire.          Il est 
préférable de débuter une grossesse avec des          gencives saines, 
d&#39;éviter les gingivites et de traiter les maladies          parodontales
 préjudiciables à la santé du foetus.&lt;br /&gt;
Au cours de la grossesse, une hygiène buccale rigoureuse est requise.        &lt;/b&gt;&lt;/div&gt;
&lt;b&gt;       &lt;/b&gt;&lt;div class=&quot;retrait&quot; style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;strong&gt; 4/ Affections pulmonaires&lt;/strong&gt;&lt;/b&gt;&lt;/div&gt;
&lt;b&gt;       &lt;/b&gt;&lt;b&gt;Les
 risques connus de fragilité pulmonaire regroupent le tabac,          
l&#39;âge, les pathologies qui dépriment le système de          défense 
immunitaire. Les maladies pulmonaires peuvent dans ces          cas être
 une bronchite, une pneumonie, un emphysème et une          maladie 
pulmonaire chronique obstructive.&lt;br /&gt;
Les &lt;a class=&quot;extern&quot; href=&quot;http://www.eid-paris.com/dentaire/p1-dentaires.htm#parodontite&quot;&gt;parodontites&lt;/a&gt;
          peuvent être un autre facteur de risque de pathologie 
respiratoire,          en présence d&#39;un terrain fragilisé par 
surinfection d&#39;une          lésion pulmonaire existante. Nous savons 
aujourd&#39;hui que les infections          buccales, incluant les 
parodontites, sont associées à l&#39;augmentation          du risque 
d&#39;infection pulmonaire&lt;/b&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://stomatologi3.blogspot.com/feeds/7953233522970461565/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://stomatologi3.blogspot.com/2012/02/maladies-parodontales-et-maladies.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145897808055027033/posts/default/7953233522970461565'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145897808055027033/posts/default/7953233522970461565'/><link rel='alternate' type='text/html' href='http://stomatologi3.blogspot.com/2012/02/maladies-parodontales-et-maladies.html' title='MALADIES PARODONTALES ET MALADIES SYSTEMIQUES'/><author><name>admin</name><uri>http://www.blogger.com/profile/03788221746524453224</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145897808055027033.post-7820396616051791106</id><published>2012-02-08T15:37:00.001-08:00</published><updated>2012-02-08T15:37:42.510-08:00</updated><title type='text'>Stomatologie2012: La place d’ORL en O.D.F</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
:
 &quot;La place d’ORL en O.D.F   Written by admin   on 09 April 2011   
L’examen orthodontique complet doit comprendre l’examen de l’ensemble  
de la...&quot;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://stomatologi3.blogspot.com/feeds/7820396616051791106/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://stomatologi3.blogspot.com/2012/02/stomatologie2012-la-place-dorl-en-odf.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145897808055027033/posts/default/7820396616051791106'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145897808055027033/posts/default/7820396616051791106'/><link rel='alternate' type='text/html' href='http://stomatologi3.blogspot.com/2012/02/stomatologie2012-la-place-dorl-en-odf.html' title='Stomatologie2012: La place d’ORL en O.D.F'/><author><name>admin</name><uri>http://www.blogger.com/profile/03788221746524453224</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145897808055027033.post-3569075394254954766</id><published>2012-02-08T15:35:00.002-08:00</published><updated>2012-02-08T15:35:55.355-08:00</updated><title type='text'>O NÁS</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;textvpravo_330&quot;&gt;



&lt;div class=&quot;zelena_vetsi&quot;&gt;
O NÁS&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;Stomatologické centrum je privátní zařízení, které bylo založeno v 
roce 1993, kde byla v původních prostorách zřízena zubní laboratoř a 
jedna ordinace zubního lékaře.&lt;/li&gt;
&lt;li&gt;Postupnými úpravami a modernizací  se zařízení rozrostlo o nové 
prostory laboratoří a další dvě zubní ordinace. V současné době zde 
najdete praktické zubní lékaře, specialisty v oboru stomatologie – 
ortodontistu a stomatochirurga a již výše zmíněnou zubní laboratoř.&lt;/li&gt;
&lt;li&gt;Součástí komplexu je také kvalitně vybavené školicí centrum.&lt;/li&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;li&gt;Naším cílem je poskytnutí stomatologické péče v co největším rozsahu a nejlepší kvalitě.&lt;/li&gt;
&lt;li&gt;Doufáme, že zde najdete nejen vysokou odbornou úroveň a vstřícný personál, ale i příjemné domácí prostředí.&lt;/li&gt;
&lt;br /&gt;&lt;br /&gt;

Těšíme se na Vaši návštěvu s přáním, aby jste od nás vždy odcházeli spokojeni.
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://stomatologi3.blogspot.com/feeds/3569075394254954766/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://stomatologi3.blogspot.com/2012/02/o-nas.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145897808055027033/posts/default/3569075394254954766'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145897808055027033/posts/default/3569075394254954766'/><link rel='alternate' type='text/html' href='http://stomatologi3.blogspot.com/2012/02/o-nas.html' title='O NÁS'/><author><name>admin</name><uri>http://www.blogger.com/profile/03788221746524453224</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145897808055027033.post-4473620763494383346</id><published>2012-02-08T15:35:00.000-08:00</published><updated>2012-02-08T15:35:05.932-08:00</updated><title type='text'>La Stomatologie</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;postcontent&quot;&gt;

        Définition de La Stomatologie&lt;br /&gt;
Voici un tout petit définition du mot Stomatologie&lt;br /&gt;

En attendant Stomatologie, nous pensent au dentiste , mais il y a beaucoup de chose a dire sur ce mot là .&lt;br /&gt;

La  stomatologie est la science médicale qui se consacre à la bouche 
et aux  dents. En embryologie, le stomodeum est l’entrée du tube 
digestif.&lt;br /&gt;

La stomatologie est parfois confondue avec l’odontologie pratiquée par les dentistes.&lt;br /&gt;

Les praticiens de la stomatologie sont appelés stomatologues ou stomatologistes1.&lt;br /&gt;

Ce  sont des docteurs en médecine qui ont suivi un cursus médical en 
 faculté de médecine. Les stomatologues sont des chirurgiens spécialisés
  dans la chirurgie buccale, l’implantologie, la chirurgie  
pré-implantaire, la dermatologie buccale. La stomatologie est une des  
branches de la chirurgie maxillo-faciale (CMF).&lt;br /&gt;

      &lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://stomatologi3.blogspot.com/feeds/4473620763494383346/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://stomatologi3.blogspot.com/2012/02/la-stomatologie.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145897808055027033/posts/default/4473620763494383346'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145897808055027033/posts/default/4473620763494383346'/><link rel='alternate' type='text/html' href='http://stomatologi3.blogspot.com/2012/02/la-stomatologie.html' title='La Stomatologie'/><author><name>admin</name><uri>http://www.blogger.com/profile/03788221746524453224</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145897808055027033.post-5696127348718507932</id><published>2012-02-08T15:34:00.003-08:00</published><updated>2012-02-08T15:34:46.084-08:00</updated><title type='text'>Stomatologie : Abcès</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;postcontent&quot;&gt;

        &lt;div style=&quot;text-align: center;&quot;&gt;
&lt;strong&gt;Voici un tout petit définition de ” Abcès “&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img alt=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhw-uV1PXdAGf63yj0xBXGmJ9uEJhdAEGS8J0T_6W7Jlbuiy5JxImy1I1agE60vDZcD0bfO1jRumREFlfv7BY_OW3UW2w1GxNhGjKYJDPFbXmY6gilCo69Fbq9FjRNVj5OzazTO4fz1D7Q/s1600/dents+blanches.jpg&quot; height=&quot;236&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhw-uV1PXdAGf63yj0xBXGmJ9uEJhdAEGS8J0T_6W7Jlbuiy5JxImy1I1agE60vDZcD0bfO1jRumREFlfv7BY_OW3UW2w1GxNhGjKYJDPFbXmY6gilCo69Fbq9FjRNVj5OzazTO4fz1D7Q/s1600/dents+blanches.jpg&quot; width=&quot;236&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
Accumulation de pus qui se forme à la 
suite d’une infection par des micro-organismes, le plus souvent des 
bactéries. Elle peut se former dans n’importe quel tissu de l’organisme 
(peau, muscle, oeil, vessie, intestin, cerveau, rein…). Un abcés “chaud”
 s’accompagne d’inflammation, de douleur, tandis qu’un abcès froid ne 
s’accompagne pas d’inflammation. Il est d’origine soit tuberculeuse, 
soit lié au développement de champignons parasites.&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://stomatologi3.blogspot.com/feeds/5696127348718507932/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://stomatologi3.blogspot.com/2012/02/stomatologie-abces.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145897808055027033/posts/default/5696127348718507932'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145897808055027033/posts/default/5696127348718507932'/><link rel='alternate' type='text/html' href='http://stomatologi3.blogspot.com/2012/02/stomatologie-abces.html' title='Stomatologie : Abcès'/><author><name>admin</name><uri>http://www.blogger.com/profile/03788221746524453224</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhw-uV1PXdAGf63yj0xBXGmJ9uEJhdAEGS8J0T_6W7Jlbuiy5JxImy1I1agE60vDZcD0bfO1jRumREFlfv7BY_OW3UW2w1GxNhGjKYJDPFbXmY6gilCo69Fbq9FjRNVj5OzazTO4fz1D7Q/s72-c/dents+blanches.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145897808055027033.post-6107461932440583531</id><published>2012-02-08T15:34:00.001-08:00</published><updated>2012-02-08T15:34:07.652-08:00</updated><title type='text'>Stomatologie : L’orthodontie</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;postcontent&quot;&gt;

        &lt;div style=&quot;text-align: center;&quot;&gt;
&lt;strong&gt;Stomatologie : L’orthodontie&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img alt=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyfUucvhWBU-pKT-y3lJIHDklCydCujMVKkPFtqyPY8wq9LtiODwuIHTdm9fFhaJiS3NXFXqIrPhdW6Sd4reyKSwKE0_xLJkyxrfj5MgMWsr7hb2irUIHrgUItOMQbBDH5WBKiHGjqRX8/s1600/orthodontie.jpg&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyfUucvhWBU-pKT-y3lJIHDklCydCujMVKkPFtqyPY8wq9LtiODwuIHTdm9fFhaJiS3NXFXqIrPhdW6Sd4reyKSwKE0_xLJkyxrfj5MgMWsr7hb2irUIHrgUItOMQbBDH5WBKiHGjqRX8/s1600/orthodontie.jpg&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
L’orthodontie est le traitement de correction des dents et de la 
mâchoire, destiné à corriger le décalage entre le haut et le bas, la 
mauvaise position d’une ou plusieurs dents, le plus souvent une 
combinaison des deux.&lt;br /&gt;

Pourquoi ?&lt;br /&gt;

Parfois la croissance des deux mâchoires (inférieure et supérieure) 
n’est pas coordonnée, ni harmonieuse, l’une d’elle se développe plus 
vite que l’autre. Il peut y avoir discordance entre la taille des dents 
et celles des maxillaires.&lt;br /&gt;
Il arrive que les dents ne soient pas alignées, elles se chevauchent 
mal, ou sont trop en avant, ou encore trop en arrière. Ce sont souvent 
les conséquences des différentes habitudes respiratoires, alimentaires, 
ou de succion du pouce ou du doudou qui sont à l’origine de ces 
problèmes.&lt;br /&gt;

Les répercussions ne sont alors pas uniquement esthétiques mais aussi
 physiologiques et fonctionnelles. Une mauvaise disposition des 
mâchoires et des dents peut entraîner une mastication incorrecte, 
débouchant sur l’apparition de caries voire même sur des problèmes 
digestifs.&lt;br /&gt;

      &lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://stomatologi3.blogspot.com/feeds/6107461932440583531/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://stomatologi3.blogspot.com/2012/02/stomatologie-lorthodontie.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145897808055027033/posts/default/6107461932440583531'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145897808055027033/posts/default/6107461932440583531'/><link rel='alternate' type='text/html' href='http://stomatologi3.blogspot.com/2012/02/stomatologie-lorthodontie.html' title='Stomatologie : L’orthodontie'/><author><name>admin</name><uri>http://www.blogger.com/profile/03788221746524453224</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyfUucvhWBU-pKT-y3lJIHDklCydCujMVKkPFtqyPY8wq9LtiODwuIHTdm9fFhaJiS3NXFXqIrPhdW6Sd4reyKSwKE0_xLJkyxrfj5MgMWsr7hb2irUIHrgUItOMQbBDH5WBKiHGjqRX8/s72-c/orthodontie.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145897808055027033.post-8573649732647565638</id><published>2012-02-08T15:33:00.007-08:00</published><updated>2012-02-08T15:33:56.669-08:00</updated><title type='text'>Stomatologie : les Dents</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;postcontent&quot;&gt;

        &lt;h2&gt;
&lt;strong&gt;Dents&lt;/strong&gt;&lt;/h2&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
Définition du mot Dents :&lt;br /&gt;
Les dents sont considérées comme des organes digestifs secondaires, mais
 étant donné qu’elles sont faites de tissu osseux et qu’elles sont 
intégrées à la structure du crâne, elles méritent d’être étudiées en 
même temps que le squelette. Les adultes possèdent normalement 
trente-deux dents, dont 16 ancrées dans le maxillaire supérieur et 16 
dans le maxillaire inférieur. La mastication est possible grâce au 
mouvement du maxillaire inférieur vers le maxillaire supérieur qui font 
se rejoindre les deux rangées de dents, qui coupent, déchirent, et 
écrasent la nourriture. Les dents vont par paires, deux de chaque sorte 
dans la rangée supérieure et deux dans la rangée inférieure, chaque dent
 du haut correspondant à une dent du bas. Chez l’adulte, les 16 dents 
d’une rangée se divisent en quatre incisives (2 centrales et 2 
latérales), deux canines, quatre prémolaires (également appelées 
bicuspides), et six molaires (également appelées tricuspides). 
Cependant, chez l’enfant, les quatre prémolaires et les deux dernières 
molaires sont absentes des dents de lait (non permanentes). Parce que 
les deux dernières molaires apparaissent généralement entre 18 et 21 
ans, ces dents sont souvent appelées ” dents de sagesse “.&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
Source : &lt;a href=&quot;http://www.directalive.com/wp-content/plugins/wp-js-external-link-info/redirect.php?blog=Stomatologie&amp;amp;url=http://dictionnaire.doctissimo.fr/definition-dents.htm&quot; target=&quot;_blank&quot;&gt;Dents&lt;/a&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://stomatologi3.blogspot.com/feeds/8573649732647565638/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://stomatologi3.blogspot.com/2012/02/stomatologie-les-dents.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145897808055027033/posts/default/8573649732647565638'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145897808055027033/posts/default/8573649732647565638'/><link rel='alternate' type='text/html' href='http://stomatologi3.blogspot.com/2012/02/stomatologie-les-dents.html' title='Stomatologie : les Dents'/><author><name>admin</name><uri>http://www.blogger.com/profile/03788221746524453224</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145897808055027033.post-2633555894891962662</id><published>2012-02-08T15:33:00.005-08:00</published><updated>2012-02-08T15:33:45.886-08:00</updated><title type='text'>La Stomatologie : Ablation      Written by admin     Posted September 24, 2011 at 10:31 am  http://1.bp.blogspot.com/-sPVOybSZn1A/Tf8znlJ6DmI/AAAAAAAAAUw/2kilJbM1sJw/s1600/blanchiment_dents.jpg  L’Ablation est une Opération qui consiste à éliminer un tissu nécrosé ou pathologique par divers moyens comme l’excision, la cryothérapie, la cautérisation ou le laser. No Comments Filed under: Stomatologie How to Choose the Right Dentist      Written by admin     Posted at 10:30 am  Author: Westfield Dentist  Going to the dentist at least twice a year is essential to having strong and healthy teeth. However, this simple chore is somewhat elusive to many people, simply because they don’t like or enjoy going to the dentist. However, most people don’t like going to the dentist only because they probably haven’t found the right dentist for them. They haven’t found the dentist that makes them feel comfortable before and after any procedure. They haven’t found the dentist that explains everything in a clear and precise manner so no surprises come up. Having the right dentist for you is necessary in order to have a pleasant experience during a dental visit. http://2.bp.blogspot.com/-DuGQ4FIUmwk/TelPMb85IZI/AAAAAAAAAQs/Wwq0boBFLb8/s1600/un-petit-garcon-chez-le-dentiste-10466900yfqhl_2041.jpg  Finding the right dentist for you, one that fits all of your needs such as availability, right personality, and proper skill set, can be challenging if you don’t know where to start or if you don’t have the right tools. For someone who has never had to choose a dentist, the task can even be a bit overwhelming. However, there are some basic simple steps that you can take in order to find the right dentist for you.  First, you should rely on your circle of trust and ask the people closest to you. This includes trusted family members, trusted friends, and trusted co-workers. This may seem like common sense, but those people can most likely recommend a dentist with whom you would get along. You can also ask your doctor to recommend a dentist, as many times doctors and dentists have referral programs with each other.  Second, for residents here in New Jersey, you should contact the NJ Dental Association and ask for a referral. For any other state, you should contact the local state dental association.  Third, again for New Jersey residents, you should call the UMDNJ dental school clinic and ask for a referral. For any other state, you could call any local dental school clinic.  Fourth, you should consult the American Dental Association’s member directory. An ADA approved dentist is definitely one that you should keep in mind and consider as one of your options.  Finally, if you are movig to a new area, you should ask your current dentist for a referral.  After you’ve gathered a couple of dentists to choose from, you should also keep in mind some points and questions to ask yourself in order to better evaluate whether or not the dentist is a right fit for you.  First, you need to determine how accessible the dentist is. Is his or her office near your home or job? Is it easy to get the appointment times that you need?  Second, make sure the office is clean and well kept. The dentist should wear gloves, a mask, and a gown. You should also ask him or her about instrument sterilization procedures.  Third, make sure that the dentist has a pleasant and respectful relationship with his staff. A good dentist will have a good relationship with his or her staff in order to keep things running smoothly.  Fourth, consult with the dentist about your dental history. Make a decision as to whether or not you like the way he or she explains preventative measures and treatments. Do you feel comfortable sharing your concerns with the dentist? Are the dentist’s explanations clear?  Fifth, ask about fees, payment, and insurance plans. You should definitely discuss these before agreeing to any kind of treatment.  Sixth, ask the dentist if he or she provides a way for you to receive emergency, after-hours care in case of a dental emergency.  Lastly, ask how long the dentist has been practicing and what sorts of continuing education he or she has pursued in order to keep up with new developments in the field.  Using these basic steps, you can generate a list of many dentists to choose from in your area. Keeping in mind the latter points and questions can help you easily narrow down that list so you can find the perfect dentist for you. You can use these tips to find the right dentist that will fit your needs so you can have strong and healthy teeth for a long time.  Article Source: http://www.articlesbase.com/dental-care-articles/how-to-find-the-right-dentist-2803420.html About the Author  2010. http://www.westfieldnjdentists-dental.com No Comments Filed under: Stomatologie Types of South Kensington Dentists and Specialists      Written by admin     Posted at 10:30 am  Author: dentist  There are a wide variety of South Kensington dentists and dental specialists to choose from, depending on your unique needs. It is important to find the right South Kensington dentist or specialist for your situation to save you both time and trouble. While there are some dental practices like Kensington Dental that offer general, cosmetic and specialty dentistry, there are many South Kensington dental practices that do not.  In general, dentistry involves the prevention, diagnosis and treatment of diseases and disorders of the gums, jaw, teeth, mouth and maxillofacial areas. The most common type of South Kensington dentist is a general practitioner, or someone who works with a general knowledge in all of the above areas. This type of dentist can take x-rays of your teeth, prescribe medication (including sedatives to take before an upcoming procedure you feel nervous about) and perform minor dental surgeries like simple root canals, tooth extractions and the treatment of cavities. There are also some dentists who specialise in working with children and adolescents—they are known as pedodontists or pediatric dentists.  One of the next most common types of South Kensington dentists is an orthodontist, or a dentist who specialises in correcting conditions like overbites, underbites and crooked or overlapping teeth. Officially, orthodontists are responsible for the straightening of teeth and the modification of certain types of facial and jaw growth. Orthodontists use specialty equipment like braces, headgears and retainers to correct these conditions.  Another common type of South Kensington dentist is an oral surgeon, or a dentist who specialises in complicated surgical procedures in the mouth. Oral surgeons can do anything from more complex tooth extractions and root canals to treating mouth cancers, tumors and cysts. Oral surgeons might also correct conditions like cleft palate, lip reconstruction and TMJ disorders, and may also work with accident victims to help reconstruct facial tissue or insert dental implants.  Cosmetic dentistry is also a popular specialty in South Kensington. Cosmetic dentists do procedures from teeth whitening to veneers to enamel shaping to dental implants. Although people may get braces to improve the way they look, cosmetic dentists do not work with braces.  Less common but still a prominent type of South Kensington dentist is the periodontist. A periodontist specialises is the prevention and treatment of gum disease. Periodontists may use surgical and non-surgical procedures to treat the periodontium, including maintaining and installing related dental implants.  One of the more rare South Kensington dentists is the endontist. An endontist specializes in performing difficult root canals. Endontists are also experts in diseases and disorders related to the dental tissue, known as pulp, that is at the root of our teeth.  Another rare type of South Kensington dentist is either a dental and maxillofacial pathologist or radiologist. A dental pathologist studies, diagnoses and occasionally treats dental and maxillofacial diseases. Likewise, a dental radiologist is an expert in reading and interpreting x-rays that relate to dental and maxillofacial conditions.  There are a wide variety of South Kensington dentists to assist you in any of your dental needs no matter how simple or complex.     Article Source: http://www.articlesbase.com/dental-care-articles/types-of-south-kensington-dentists-and-specialists-2746752.html About the Author  http://www.thurloedentalpractice.com No Comments Filed under: Stomatologie Les Belles dents affectent notre vie</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;postcontent&quot;&gt;

        &lt;div&gt;
Nous ne prenons pas suffisamment soin de nos dents. Une négligence à l’origine de bien des ennuis, surtout pour les sportifs.&lt;/div&gt;
&lt;div&gt;
Combien   d’entre nous se brossent-ils les dents après chaque repas
 ? Et combien   sont-ils à changer de brosse à dents tous les 3 mois 
comme le   recommandent les dentistes ? Les statistiques répondent:
avec  seulement 1,4 brossage par jour  et 2 brosses utilisées par an,
 le   marché français est loin des recommandations des dentistes.&lt;br /&gt;
Pire, 50%  des consommateurs ne se brosseraient pas les dents le soir et
  57% des  enfants de moins de 5 ans n’auraient jamais lavé leurs dents.&lt;br /&gt;
Une   négligence dont les conséquences ne prêtent pas à sourire. 90% des
   Français ont des problèmes de gencives pouvant entraîner à terme la  
 perte de leurs dents, 95% des  adultes et 70% des enfants de 12 ans ont
  au moins une carie.&lt;br /&gt;

&lt;strong&gt;A l’origine de ces troubles se trouve la plaque dentaire et le tartre dont on ne sait pas très bien ce qu’ils recouvrent.&lt;/strong&gt;&lt;br /&gt;

Présentes  dans la salive, les bactéries proviennent en partie de la 
 dégradation  des  aliments que nous mettons en bouche. Elles  
s’agglutinent dans le  sillon entre la dent et la gencive pour former la
  plaque dentaire.  Lorsque celle-ci se calcifie, elle durcit sous forme
 de   tartre. Sous  les gencives, la plaque provoque une inflammation 
des  gencives et, au  moment du brossage, des saignements, premier signe
 d’une  atteinte.  Ensuite, les bactéries grignoteront l’émail pour 
creuser des  caries et  la plaque épaissie finira par déchausser les 
dents.&lt;br /&gt;

&lt;strong&gt;Apparemment  banale et sans gravité, une denture en mauvais 
état  peut avoir des  conséquences  sur la santé, qui deviennent 
dramatiques  pour la  compétition sportive.&lt;/strong&gt;&lt;br /&gt;
Par conduction nerveuse, une infection  dentaire peut, à distance,  
déclencher une tendinite, une douleur  musculaire ou une sinusite. On a 
 relaté de nombreux exemples d’athlètes  qui ont vu disparaitre une  
tendinite rebelle après l’extraction d’une  dent de sagesse. Dans  
d’autres cas, la cause n’est plus l’infection  mais le mauvais  
engrènement des dents supérieures et inférieures. Les  mandibules  
travaillant en porte-à-faux, déclenchant à la longue des  spasmes des  
muscles masticateurs qui se transmettent aux épaules, au  dos et aux  
bras.&lt;br /&gt;
Des visites régulières chez le dentiste doivent faire partie de la préparation sportive.&lt;br /&gt;

&lt;strong&gt;Des principes à inculquer dès l’enfance pour qu’ils deviennent automatismes.&lt;/strong&gt;&lt;br /&gt;

Pour se glisser partout, la brosse  à dents doit avoir une petite tête et des poils de longueur et dureté différentes.&lt;br /&gt;
Brosser  chaque mâchoire, de la gencive vers la dent, en un mouvement  
rotatif  sur toutes les faces des dents. La brosse électrique est idéale
  pour  effectuer ce brossage (3 minutes).&lt;br /&gt;
Le dentifrice doit être adapté à  vos besoins : au fluor en cas de 
caries  fréquentes et pour les enfants,  anti-plaque pour tout le monde,
  anti-tache si vous fumez ou si vous  buvez beaucoup de café ou de thé (&lt;strong&gt;OELESSENCE A L’ARGILE BLANCHE&lt;/strong&gt;) , spécial gencives pour prévenir les saignements (&lt;strong&gt;OELESSENCE A L’ARGILE ROUGE&lt;/strong&gt;).&lt;br /&gt;
Les liquides avant et après-brossage améliorent et prolongent l’efficacité du brossage.&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://stomatologi3.blogspot.com/feeds/2633555894891962662/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://stomatologi3.blogspot.com/2012/02/la-stomatologie-ablation-written-by.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145897808055027033/posts/default/2633555894891962662'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145897808055027033/posts/default/2633555894891962662'/><link rel='alternate' type='text/html' href='http://stomatologi3.blogspot.com/2012/02/la-stomatologie-ablation-written-by.html' title='La Stomatologie : Ablation      Written by admin     Posted September 24, 2011 at 10:31 am  http://1.bp.blogspot.com/-sPVOybSZn1A/Tf8znlJ6DmI/AAAAAAAAAUw/2kilJbM1sJw/s1600/blanchiment_dents.jpg  L’Ablation est une Opération qui consiste à éliminer un tissu nécrosé ou pathologique par divers moyens comme l’excision, la cryothérapie, la cautérisation ou le laser. No Comments Filed under: Stomatologie How to Choose the Right Dentist      Written by admin     Posted at 10:30 am  Author: Westfield Dentist  Going to the dentist at least twice a year is essential to having strong and healthy teeth. However, this simple chore is somewhat elusive to many people, simply because they don’t like or enjoy going to the dentist. However, most people don’t like going to the dentist only because they probably haven’t found the right dentist for them. They haven’t found the dentist that makes them feel comfortable before and after any procedure. They haven’t found the dentist that explains everything in a clear and precise manner so no surprises come up. Having the right dentist for you is necessary in order to have a pleasant experience during a dental visit. http://2.bp.blogspot.com/-DuGQ4FIUmwk/TelPMb85IZI/AAAAAAAAAQs/Wwq0boBFLb8/s1600/un-petit-garcon-chez-le-dentiste-10466900yfqhl_2041.jpg  Finding the right dentist for you, one that fits all of your needs such as availability, right personality, and proper skill set, can be challenging if you don’t know where to start or if you don’t have the right tools. For someone who has never had to choose a dentist, the task can even be a bit overwhelming. However, there are some basic simple steps that you can take in order to find the right dentist for you.  First, you should rely on your circle of trust and ask the people closest to you. This includes trusted family members, trusted friends, and trusted co-workers. This may seem like common sense, but those people can most likely recommend a dentist with whom you would get along. You can also ask your doctor to recommend a dentist, as many times doctors and dentists have referral programs with each other.  Second, for residents here in New Jersey, you should contact the NJ Dental Association and ask for a referral. For any other state, you should contact the local state dental association.  Third, again for New Jersey residents, you should call the UMDNJ dental school clinic and ask for a referral. For any other state, you could call any local dental school clinic.  Fourth, you should consult the American Dental Association’s member directory. An ADA approved dentist is definitely one that you should keep in mind and consider as one of your options.  Finally, if you are movig to a new area, you should ask your current dentist for a referral.  After you’ve gathered a couple of dentists to choose from, you should also keep in mind some points and questions to ask yourself in order to better evaluate whether or not the dentist is a right fit for you.  First, you need to determine how accessible the dentist is. Is his or her office near your home or job? Is it easy to get the appointment times that you need?  Second, make sure the office is clean and well kept. The dentist should wear gloves, a mask, and a gown. You should also ask him or her about instrument sterilization procedures.  Third, make sure that the dentist has a pleasant and respectful relationship with his staff. A good dentist will have a good relationship with his or her staff in order to keep things running smoothly.  Fourth, consult with the dentist about your dental history. Make a decision as to whether or not you like the way he or she explains preventative measures and treatments. Do you feel comfortable sharing your concerns with the dentist? Are the dentist’s explanations clear?  Fifth, ask about fees, payment, and insurance plans. You should definitely discuss these before agreeing to any kind of treatment.  Sixth, ask the dentist if he or she provides a way for you to receive emergency, after-hours care in case of a dental emergency.  Lastly, ask how long the dentist has been practicing and what sorts of continuing education he or she has pursued in order to keep up with new developments in the field.  Using these basic steps, you can generate a list of many dentists to choose from in your area. Keeping in mind the latter points and questions can help you easily narrow down that list so you can find the perfect dentist for you. You can use these tips to find the right dentist that will fit your needs so you can have strong and healthy teeth for a long time.  Article Source: http://www.articlesbase.com/dental-care-articles/how-to-find-the-right-dentist-2803420.html About the Author  2010. http://www.westfieldnjdentists-dental.com No Comments Filed under: Stomatologie Types of South Kensington Dentists and Specialists      Written by admin     Posted at 10:30 am  Author: dentist  There are a wide variety of South Kensington dentists and dental specialists to choose from, depending on your unique needs. It is important to find the right South Kensington dentist or specialist for your situation to save you both time and trouble. While there are some dental practices like Kensington Dental that offer general, cosmetic and specialty dentistry, there are many South Kensington dental practices that do not.  In general, dentistry involves the prevention, diagnosis and treatment of diseases and disorders of the gums, jaw, teeth, mouth and maxillofacial areas. The most common type of South Kensington dentist is a general practitioner, or someone who works with a general knowledge in all of the above areas. This type of dentist can take x-rays of your teeth, prescribe medication (including sedatives to take before an upcoming procedure you feel nervous about) and perform minor dental surgeries like simple root canals, tooth extractions and the treatment of cavities. There are also some dentists who specialise in working with children and adolescents—they are known as pedodontists or pediatric dentists.  One of the next most common types of South Kensington dentists is an orthodontist, or a dentist who specialises in correcting conditions like overbites, underbites and crooked or overlapping teeth. Officially, orthodontists are responsible for the straightening of teeth and the modification of certain types of facial and jaw growth. Orthodontists use specialty equipment like braces, headgears and retainers to correct these conditions.  Another common type of South Kensington dentist is an oral surgeon, or a dentist who specialises in complicated surgical procedures in the mouth. Oral surgeons can do anything from more complex tooth extractions and root canals to treating mouth cancers, tumors and cysts. Oral surgeons might also correct conditions like cleft palate, lip reconstruction and TMJ disorders, and may also work with accident victims to help reconstruct facial tissue or insert dental implants.  Cosmetic dentistry is also a popular specialty in South Kensington. Cosmetic dentists do procedures from teeth whitening to veneers to enamel shaping to dental implants. Although people may get braces to improve the way they look, cosmetic dentists do not work with braces.  Less common but still a prominent type of South Kensington dentist is the periodontist. A periodontist specialises is the prevention and treatment of gum disease. Periodontists may use surgical and non-surgical procedures to treat the periodontium, including maintaining and installing related dental implants.  One of the more rare South Kensington dentists is the endontist. An endontist specializes in performing difficult root canals. Endontists are also experts in diseases and disorders related to the dental tissue, known as pulp, that is at the root of our teeth.  Another rare type of South Kensington dentist is either a dental and maxillofacial pathologist or radiologist. A dental pathologist studies, diagnoses and occasionally treats dental and maxillofacial diseases. Likewise, a dental radiologist is an expert in reading and interpreting x-rays that relate to dental and maxillofacial conditions.  There are a wide variety of South Kensington dentists to assist you in any of your dental needs no matter how simple or complex.     Article Source: http://www.articlesbase.com/dental-care-articles/types-of-south-kensington-dentists-and-specialists-2746752.html About the Author  http://www.thurloedentalpractice.com No Comments Filed under: Stomatologie Les Belles dents affectent notre vie'/><author><name>admin</name><uri>http://www.blogger.com/profile/03788221746524453224</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145897808055027033.post-6029198203527354542</id><published>2012-02-08T15:33:00.003-08:00</published><updated>2012-02-08T15:33:31.768-08:00</updated><title type='text'>Types of South Kensington Dentists and Specialists</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;postcontent&quot;&gt;

        &lt;strong&gt;Author: &lt;a href=&quot;http://www.directalive.com/wp-content/plugins/wp-js-external-link-info/redirect.php?blog=Stomatologie&amp;amp;url=http://www.articlesbase.com/authors/dentist/504845&quot; target=&quot;_blank&quot; title=&quot;dentist&quot;&gt;dentist&lt;/a&gt;&lt;/strong&gt;&lt;br /&gt;

There are a wide variety of &lt;a href=&quot;http://www.directalive.com/wp-content/plugins/wp-js-external-link-info/redirect.php?blog=Stomatologie&amp;amp;url=http://thurloedentalpractice.com/&quot; target=&quot;_blank&quot;&gt;South Kensington dentists&lt;/a&gt;
 and dental specialists to choose from, depending on your unique needs. 
 It is important to find the right South Kensington dentist or 
specialist  for your situation to save you both time and trouble. While 
there are  some dental practices like Kensington Dental that offer 
general,  cosmetic and specialty dentistry, there are many South 
Kensington dental  practices that do not.&lt;br /&gt;

In general, dentistry involves  the prevention, diagnosis and 
treatment of diseases and disorders of the  gums, jaw, teeth, mouth and 
maxillofacial areas. The most common type  of South Kensington dentist 
is a general practitioner, or someone who  works with a general 
knowledge in all of the above areas. This type of  dentist can take 
x-rays of your teeth, prescribe medication (including  sedatives to take
 before an upcoming procedure you feel nervous about)  and perform minor
 dental surgeries like simple root canals, tooth  extractions and the 
treatment of cavities. There are also some dentists  who specialise in 
working with children and adolescents—they are known  as pedodontists or
 pediatric dentists.&lt;br /&gt;

One of the next most common  types of South Kensington dentists is an
 orthodontist, or a dentist who  specialises in correcting conditions 
like overbites, underbites and  crooked or overlapping teeth. 
Officially, orthodontists are responsible  for the straightening of 
teeth and the modification of certain types of  facial and jaw growth. 
Orthodontists use specialty equipment like  braces, headgears and 
retainers to correct these conditions.&lt;br /&gt;

Another common type of South Kensington dentist is an oral surgeon, or a dentist who &lt;a href=&quot;http://www.directalive.com/wp-content/plugins/wp-js-external-link-info/redirect.php?blog=Stomatologie&amp;amp;url=http://thurloedentalpractice.com/&quot; target=&quot;_blank&quot;&gt;specialises in complicated surgical procedures&lt;/a&gt;
 in the mouth. Oral surgeons can do anything from more complex tooth  
extractions and root canals to treating mouth cancers, tumors and cysts.
  Oral surgeons might also correct conditions like cleft palate, lip  
reconstruction and TMJ disorders, and may also work with accident  
victims to help reconstruct facial tissue or insert dental implants.&lt;br /&gt;

Cosmetic dentistry is also a  popular specialty in South Kensington. 
Cosmetic dentists do procedures  from teeth whitening to veneers to 
enamel shaping to dental implants.  Although people may get braces to 
improve the way they look, cosmetic  dentists do not work with braces.&lt;br /&gt;

Less common but still a  prominent type of South Kensington dentist 
is the periodontist. A  periodontist specialises is the prevention and 
treatment of gum disease.  Periodontists may use surgical and 
non-surgical procedures to treat the  periodontium, including 
maintaining and installing related dental  implants.&lt;br /&gt;

One of the more rare South  Kensington dentists is the endontist.  An
 endontist specializes in  performing difficult root canals. Endontists 
are also experts in  diseases and disorders related to the dental 
tissue, known as pulp, that  is at the root of our teeth.&lt;br /&gt;

Another rare type of South  Kensington dentist is either a dental and
 maxillofacial pathologist or  radiologist.  A dental pathologist 
studies, diagnoses and occasionally  treats dental and maxillofacial 
diseases. Likewise, a dental radiologist  is an expert in reading and 
interpreting x-rays that relate to dental  and maxillofacial conditions.&lt;br /&gt;

There are a wide variety of South Kensington dentists to assist you in any of your dental needs no matter how simple or complex.&lt;br /&gt;

&lt;br /&gt;

Article Source: &lt;a href=&quot;http://www.directalive.com/wp-content/plugins/wp-js-external-link-info/redirect.php?blog=Stomatologie&amp;amp;url=http://www.articlesbase.com/dental-care-articles/types-of-south-kensington-dentists-and-specialists-2746752.html&quot; target=&quot;_blank&quot; title=&quot;Types of South Kensington Dentists and Specialists&quot;&gt;http://www.articlesbase.com/dental-care-articles/types-of-south-kensington-dentists-and-specialists-2746752.html&lt;/a&gt;&lt;br /&gt;

&lt;div&gt;

&lt;strong&gt;About the Author&lt;/strong&gt;
&lt;/div&gt;
&lt;a href=&quot;http://www.directalive.com/wp-content/plugins/wp-js-external-link-info/redirect.php?blog=Stomatologie&amp;amp;url=http://thurloedentalpractice.com/&quot; target=&quot;_blank&quot;&gt;http://www.thurloedentalpractice.com&lt;/a&gt;&lt;br /&gt;

      &lt;/div&gt;
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&lt;div class=&quot;postcontent&quot;&gt;

        &lt;div&gt;
&lt;strong&gt;Author: &lt;a href=&quot;http://www.directalive.com/wp-content/plugins/wp-js-external-link-info/redirect.php?blog=Stomatologie&amp;amp;url=http://www.articlesbase.com/authors/westfield-dentist/504929&quot; target=&quot;_blank&quot; title=&quot;Westfield Dentist&quot;&gt;Westfield Dentist&lt;/a&gt;&lt;/strong&gt;
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Going to the dentist at least  twice a year is essential to having 
strong and healthy teeth.  However,  this simple chore is somewhat 
elusive to many people, simply because  they don’t like or enjoy going 
to the dentist.  However, most people  don’t like going to the dentist 
only because they probably haven’t found  the right dentist for them.  
They haven’t found the dentist that makes  them feel comfortable before 
and after any procedure.  They haven’t  found the dentist that explains 
everything in a clear and precise manner  so no surprises come up.  
Having the right dentist for you is necessary  in order to have a 
pleasant experience during a dental visit.&lt;br /&gt;

&lt;div&gt;
&lt;img alt=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLR9Evu8RnlopNY0880QoURC_gcT5-zQ6cwfgtsYmhVYUgpDgxyS16-BnkfOV2gqr7eI3_R-iTcN-jZu5hvRFEVm4534zOJeGQCXTooKdm54POKdDyb8rIX-a5uK6jEPW-vfvgmeFsQkdZ/s1600/un-petit-garcon-chez-le-dentiste-10466900yfqhl_2041.jpg&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLR9Evu8RnlopNY0880QoURC_gcT5-zQ6cwfgtsYmhVYUgpDgxyS16-BnkfOV2gqr7eI3_R-iTcN-jZu5hvRFEVm4534zOJeGQCXTooKdm54POKdDyb8rIX-a5uK6jEPW-vfvgmeFsQkdZ/s1600/un-petit-garcon-chez-le-dentiste-10466900yfqhl_2041.jpg&quot; /&gt;&lt;/div&gt;
Finding  the right dentist for you, one that fits all of your needs 
such as  availability, right personality, and proper skill set, can be  
challenging if you don’t know where to start or if you don’t have the  
right tools.  For someone who has never had to choose a dentist, the  
task can even be a bit overwhelming.  However, there are some basic  
simple steps that you can take in order to find the right dentist for  
you.&lt;br /&gt;

First, you should rely on your  circle of trust and ask the people 
closest to you.  This includes  trusted family members, trusted friends,
 and trusted co-workers.  This  may seem like common sense, but those 
people can most likely recommend a  dentist with whom you would get 
along.  You can also ask your doctor to  recommend a dentist, as many 
times doctors and dentists have referral  programs with each other.&lt;br /&gt;

Second, for residents here in  New Jersey, you should contact the NJ 
Dental Association and ask for a  referral.  For any other state, you 
should contact the local state  dental association.&lt;br /&gt;

Third, again for New Jersey  residents, you should call the UMDNJ 
dental school clinic and ask for a  referral.  For any other state, you 
could call any local dental school  clinic.&lt;br /&gt;

Fourth, you should consult the  American Dental Association’s member 
directory.  An ADA approved dentist  is definitely one that you should 
keep in mind and consider as one of  your options.&lt;br /&gt;

Finally, if you are  movig to a new area, you should ask your current dentist for a referral.&lt;br /&gt;

After you’ve gathered a couple  of dentists to choose from, you 
should also keep in mind some points and  questions to ask yourself in 
order to better evaluate whether or not  the dentist is a right fit for 
you.&lt;br /&gt;

First, you need to determine  how accessible the dentist is.  Is his 
or her office near your home or  job?  Is it easy to get the appointment
 times that you need?&lt;br /&gt;

Second, make sure the office is  clean and well kept.  The dentist 
should wear gloves, a mask, and a  gown.  You should also ask him or her
 about instrument sterilization  procedures.&lt;br /&gt;

Third, make sure that the  dentist has a pleasant and respectful 
relationship with his staff.  A  good dentist will have a good 
relationship with his or her staff in  order to keep things running 
smoothly.&lt;br /&gt;

Fourth, consult with the  dentist about your dental history.  Make a 
decision as to whether or not  you like the way he or she explains 
preventative measures and  treatments.  Do you feel comfortable sharing 
your concerns with the  dentist?  Are the dentist’s explanations clear?&lt;br /&gt;

Fifth, ask about fees, payment,  and insurance plans.  You should 
definitely discuss these before  agreeing to any kind of treatment.&lt;br /&gt;

Sixth, ask the dentist if he or she provides a way for you to receive emergency, after-hours care in case of a dental emergency.&lt;br /&gt;

Lastly, ask how long the  dentist has been practicing and what sorts 
of continuing education he or  she has pursued in order to keep up with 
new developments in the field.&lt;br /&gt;

Using these basic steps, you  can generate a list of many dentists to
 choose from in your area.   Keeping in mind the latter points and 
questions can help you easily  narrow down that list so you can find the
 perfect dentist for you.  You  can use these tips to find the right 
dentist that will fit your needs so  you can have strong and healthy 
teeth for a long time.&lt;br /&gt;

Article Source: &lt;a href=&quot;http://www.directalive.com/wp-content/plugins/wp-js-external-link-info/redirect.php?blog=Stomatologie&amp;amp;url=http://www.articlesbase.com/dental-care-articles/how-to-find-the-right-dentist-2803420.html&quot; target=&quot;_blank&quot; title=&quot;How to Find the Right Dentist&quot;&gt;http://www.articlesbase.com/dental-care-articles/how-to-find-the-right-dentist-2803420.html&lt;/a&gt;&lt;br /&gt;

&lt;div&gt;

&lt;strong&gt;About the Author&lt;/strong&gt;
&lt;/div&gt;
2010.  http://www.westfieldnjdentists-dental.com&lt;br /&gt;

      &lt;/div&gt;
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&lt;img alt=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlL5v9nzRXk8hs1CO2WAfF8oPjAPQcajtF7JY7gKYMchXo1vFo94MXar-S_Y7ykDm80IkSh8n97_kSr7Z-TLO__xT5J0F44bKD_OsFU8rGTRrNQI2slTCQ86JnQFHKyMuE6TEWD-N-BqI/s1600/blanchiment_dents.jpg&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlL5v9nzRXk8hs1CO2WAfF8oPjAPQcajtF7JY7gKYMchXo1vFo94MXar-S_Y7ykDm80IkSh8n97_kSr7Z-TLO__xT5J0F44bKD_OsFU8rGTRrNQI2slTCQ86JnQFHKyMuE6TEWD-N-BqI/s1600/blanchiment_dents.jpg&quot; /&gt;&lt;br /&gt;

&lt;strong&gt;L’Ablation  est une Opération qui  consiste à éliminer un 
tissu nécrosé ou  pathologique par divers moyens  comme l’excision, la 
cryothérapie, la  cautérisation ou le laser.&lt;/strong&gt;&lt;br /&gt;

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La maladie de gencive affecte plus de la moitié de la population adulte.
  Le docteur Bonner utilise le microscope pour gérer la flore buccale et
  éliminer les parasites et les bactéries présents lors de la maladie.  
L&#39;avantage de cette méthode médicale est d&#39;éviter la chirurgie et  
d&#39;accéder à la guérison. Les amibes, petits animalcules protozoaires  
hématophages,sont omniprésents dans les maladies de la gencive. Leur  
élimination amène la guérison et la restructuration de l&#39;os parodontal&lt;br /&gt;
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&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/aB9j7aKlnX8?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;
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Résumé. – La suppression de la douleur peropératoire constitue un des aspects les plus importants de notre&lt;br /&gt;
spécialité. Aujourd’hui, il est possible de la diminuer ou de la supprimer grâce à l’anesthésie locale ou&lt;br /&gt;
locorégionale. La connaissance des sites et de l’anatomie augmente la précision et la fiabilité de ce geste. Le&lt;br /&gt;
matériel utilisé pour insensibiliser les muqueuses évolue constamment vers l’amélioration des performances et&lt;br /&gt;
la sécurité. Les problèmes soulevés ces dernières années par les risques de contamination nous imposent de&lt;br /&gt;
connaître parfaitement les moyens dont nous pouvons disposer pour protéger la santé de nos patients.&lt;br /&gt;
© 2000 Editions Scientifiques et Médicales Elsevier SAS. Tous droits réservés&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
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&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;b&gt;&lt;span class=&quot;short_text&quot; id=&quot;result_box&quot; lang=&quot;fr&quot;&gt;&lt;span class=&quot;hps&quot; title=&quot;انقر للحصول على ترجمات بديلة&quot;&gt;&lt;a href=&quot;http://www.mediafire.com/?w6297k95ye8358h&quot;&gt;http://www.mediafire.com/?w6297k95ye8358h&lt;/a&gt; &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://stomatologi3.blogspot.com/feeds/8328662299126048360/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://stomatologi3.blogspot.com/2012/02/anesthesie-locale-et-locoregionale.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145897808055027033/posts/default/8328662299126048360'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145897808055027033/posts/default/8328662299126048360'/><link rel='alternate' type='text/html' href='http://stomatologi3.blogspot.com/2012/02/anesthesie-locale-et-locoregionale.html' title='Anesthésie locale et locorégionale'/><author><name>admin</name><uri>http://www.blogger.com/profile/03788221746524453224</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145897808055027033.post-1050110718792272951</id><published>2012-02-08T15:30:00.001-08:00</published><updated>2012-02-08T15:30:47.988-08:00</updated><title type='text'>La dysplasie fibreuse</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;Un jeune patient de 11 ans, d&lt;/span&gt;&lt;span style=&quot;font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;’&lt;/span&gt;&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;origine bulgare, pr&lt;/span&gt;&lt;span style=&quot;font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;sente&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;une tum&lt;/span&gt;&lt;span style=&quot;font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;faction de l&lt;/span&gt;&lt;span style=&quot;font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;’&lt;/span&gt;&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;h&lt;/span&gt;&lt;span style=&quot;font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;mi-maxillaire droit, &lt;/span&gt;&lt;span style=&quot;font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;voluant&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;depuis environ 6 ans &lt;/span&gt;&lt;i&gt;&lt;span style=&quot;font-family: Frutiger-LightItalic; font-size: 10.0pt; mso-ascii-font-family: Frutiger-LightItalic;&quot;&gt;(fig. 1 et 2)&lt;/span&gt;&lt;/i&gt;&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;. Ce jeune gar&lt;/span&gt;&lt;span style=&quot;font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;ç&lt;/span&gt;&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;on, qui ne&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;pr&lt;/span&gt;&lt;span style=&quot;font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;sente par ailleurs aucun ant&lt;/span&gt;&lt;span style=&quot;font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;c&lt;/span&gt;&lt;span style=&quot;font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;dent particulier, ne&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;signale pas de douleur li&lt;/span&gt;&lt;span style=&quot;font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;e &lt;/span&gt;&lt;span style=&quot;font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;à&lt;/span&gt;&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt; la tum&lt;/span&gt;&lt;span style=&quot;font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;faction. La biologie&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;est normale. Un scanner du massif facial montre une&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;l&lt;/span&gt;&lt;span style=&quot;font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;sion de l&lt;/span&gt;&lt;span style=&quot;font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;’&lt;/span&gt;&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;h&lt;/span&gt;&lt;span style=&quot;font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;mi-maxillaire droit, se prolongeant au niveau&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;des cadres osseux des sinus maxillaires et correspondant&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;probablement &lt;/span&gt;&lt;span style=&quot;font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;à&lt;/span&gt;&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt; une dysplasie fibreuse &lt;/span&gt;&lt;i&gt;&lt;span style=&quot;font-family: Frutiger-LightItalic; font-size: 10.0pt; mso-ascii-font-family: Frutiger-LightItalic;&quot;&gt;(fig. 3 et 4)&lt;/span&gt;&lt;/i&gt;&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;. Une&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;biopsie de la masse confirme histologiquement ce diagnostic.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;Vu le jeune &lt;/span&gt;&lt;span style=&quot;font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;â&lt;/span&gt;&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;ge du patient, le caract&lt;/span&gt;&lt;span style=&quot;font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;è&lt;/span&gt;&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;re b&lt;/span&gt;&lt;span style=&quot;font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;nin de la&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;tumeur et sa lente &lt;/span&gt;&lt;span style=&quot;font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;volution, l&lt;/span&gt;&lt;span style=&quot;font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;’&lt;/span&gt;&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;abstention th&lt;/span&gt;&lt;span style=&quot;font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;rapeutique&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;est propos&lt;/span&gt;&lt;span style=&quot;font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;e, avec une surveillance semestrielle. Un an&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;plus tard, on constate une &lt;/span&gt;&lt;span style=&quot;font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;volution importante avec un&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;doublement de la taille de la l&lt;/span&gt;&lt;span style=&quot;font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;sion, une d&lt;/span&gt;&lt;span style=&quot;font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;viation du centre&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;inter-incisif et des troubles occlusaux majeurs. Le scanner&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;avec reconstruction 3D confirme cette &lt;/span&gt;&lt;span style=&quot;font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;volution avec&lt;/span&gt;&lt;/div&gt;
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&lt;span dir=&quot;LTR&quot; style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; line-height: 115%; mso-ascii-font-family: Frutiger-Light;&quot;&gt;un effet de masse mod&lt;/span&gt;&lt;span dir=&quot;LTR&quot; style=&quot;font-size: 10.0pt; line-height: 115%; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span dir=&quot;LTR&quot; style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; line-height: 115%; mso-ascii-font-family: Frutiger-Light;&quot;&gt;r&lt;/span&gt;&lt;span dir=&quot;LTR&quot; style=&quot;font-size: 10.0pt; line-height: 115%; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span dir=&quot;LTR&quot; style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; line-height: 115%; mso-ascii-font-family: Frutiger-Light;&quot;&gt; au niveau de l&lt;/span&gt;&lt;span dir=&quot;LTR&quot; style=&quot;font-size: 10.0pt; line-height: 115%; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;’&lt;/span&gt;&lt;span dir=&quot;LTR&quot; style=&quot;font-family: Frutiger-Light; font-size: 10.0pt; line-height: 115%; mso-ascii-font-family: Frutiger-Light;&quot;&gt;orbite.&lt;/span&gt;&lt;/div&gt;
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&lt;/div&gt;
&lt;img alt=&quot;&quot; height=&quot;147&quot; 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&quot; width=&quot;200&quot; /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;img alt=&quot;&quot; height=&quot;200&quot; 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&quot; width=&quot;149&quot; /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;img alt=&quot;&quot; height=&quot;147&quot; 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&quot; width=&quot;200&quot; /&gt;&lt;br /&gt;
&lt;div align=&quot;right&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: #5c5c5c; font-family: Frutiger-BlackCn; font-size: 12.0pt; mso-ascii-font-family: Frutiger-BlackCn;&quot;&gt;RÉPONSE&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: 0.0001pt; text-align: left; unicode-bidi: embed;&quot;&gt;
&lt;br /&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;La dysplasie fibreuse ou maladie de Jaffe-Lichtenstein est&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;une entit&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt; clinique d&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;crite pour la premi&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;è&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;re fois en 1891&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;par von Recklinghausen. L&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;’&lt;/span&gt;&lt;i&gt;&lt;span style=&quot;color: black; font-family: Frutiger-LightItalic; font-size: 10.0pt; mso-ascii-font-family: Frutiger-LightItalic;&quot;&gt;ostitis fibrosa &lt;/span&gt;&lt;/i&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;d&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;signe alors une&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;l&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;sion osseuse au sein de laquelle la m&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;dullaire est remplac&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;e&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;par du tissu fibreux. En 1937, Albright &lt;/span&gt;&lt;i&gt;&lt;span style=&quot;color: black; font-family: Frutiger-LightItalic; font-size: 10.0pt; mso-ascii-font-family: Frutiger-LightItalic;&quot;&gt;et al. &lt;/span&gt;&lt;/i&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;parlent&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;d&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;’&lt;/span&gt;&lt;i&gt;&lt;span style=&quot;color: black; font-family: Frutiger-LightItalic; font-size: 10.0pt; mso-ascii-font-family: Frutiger-LightItalic;&quot;&gt;ostitis fibrosa generalisata &lt;/span&gt;&lt;/i&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;pour nommer l&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;’&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;association&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;de lacunes osseuses polyostotiques, de troubles endocriniens&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;sexuels et d&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;’&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;une pigmentation cutan&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;e. En 1938,&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;Lichtenstein d&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;finit cette association clinique sous le terme&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;de &lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;«&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt; dysplasie fibreuse polyostotique &lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;»&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;La dysplasie fibreuse est donc une tumeur osseuse (certains&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;auteurs la consid&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;è&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;rent n&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;anmoins comme une affection&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;d&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;’é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;tiologie malformative), rare (2,5 % des tumeurs&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;osseuses et 7 % des tumeurs osseuses b&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;nignes) ,&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;qui se localise pr&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;f&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;rentiellement au niveau des os longs&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;(m&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;taphyse et diaphyse), du pelvis, de l&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;’é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;paule, des os de&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;la face et du cr&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;â&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;ne. La l&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;sion de la dysplasie fibreuse consiste&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;en le remplacement du tissu osseux par du tissu&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;fibreux .&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;On distingue 3 types de dysplasie : la forme monostotique,&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;la plus fr&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;quente (70 %), la forme polyostotique,&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;plus agressive et le syndrome de McCune et Albright, plus&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;rare, et qui associe des l&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;sions de dysplasie polyostotique,&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;des manifestations cutan&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;es (t&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;â&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;ches caf&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt; au lait) et des&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;d&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;sordres endocriniens (pubert&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt; pr&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;coce, croissance acc&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;l&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;r&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;e,&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;goitre et hyperparathyro&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;ï&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;die&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;…&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;) .&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;Cliniquement on observe des d&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;formations osseuses&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;parfois responsables d&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;’&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;injures esth&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;tiques ou m&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;ê&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;me de&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;fractures. L&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;’&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;atteinte de la sph&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;è&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;re cranio-faciale m&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;rite une&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;attention particuli&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;è&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;re en raison de l&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;’&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;atteinte possible des&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;structures nobles qui la composent : nerf optique, organe&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;de l&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;’&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;audition, troubles de l&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;’&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;occlusion, troubles respiratoires&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;par atteinte des fosses nasales, atteinte de la base du&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;cr&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;â&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;ne &lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;…&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;Le pronostic des l&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;sions de dysplasie est g&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;n&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;ralement&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;bon en raison de la tendance &lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;à&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt; la stabilisation lors de&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;l&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;’&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;arr&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;ê&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;t de la croissance osseuse. Il existe un tr&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;è&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;s faible&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;pourcentage de transformation maligne (0,5 &lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;à&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt; 4 %) en&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;ost&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;osarcome, chondrosarcome ou fibrosarcome, et il&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;appara&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;î&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;t que 50 % des patients souffrant de transformation&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;maligne ont re&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;ç&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;u une radioth&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;rapie dans le cadre&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;d&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;’&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;un traitement pr&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;coce de la dysplasie.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;Pour d&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;cider du traitement propos&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt; au patient, le praticien&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;devra &lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;valuer la gravit&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt; de la pathologie en tenant&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;compte des complications possibles (endocriniennes, neurologiques,&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;traumatologiques&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;…&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;), de l&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;’&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;aspect radiologique&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;des l&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;sions, de l&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;’&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;augmentation des phosphatases alcalines&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;et de la densit&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt; osseuse qui refl&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;è&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;te l&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;’&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;efficacit&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt; d&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;’&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;un &lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;ventuel&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;traitement m&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;dicamenteux pr&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;alable.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;Le traitement peut &lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;ê&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;tre m&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;dical et/ou chirurgical.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;D&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;’&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;un point de vue m&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;dical, l&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;’&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;administration de biphosphonate&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;a prouv&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt; son efficacit&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt; dans la diminution de&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;l&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;’&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;intensit&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt; des douleurs et des marqueurs biochimiques&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;relatifs au &lt;/span&gt;&lt;i&gt;&lt;span style=&quot;color: black; font-family: Frutiger-LightItalic; font-size: 10.0pt; mso-ascii-font-family: Frutiger-LightItalic;&quot;&gt;turnover &lt;/span&gt;&lt;/i&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;osseux, et une certaine diminution des&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;sites ost&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;olytiques &lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;à&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt; la radiographie (chez 50 % des&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;patients) . Ce traitement est toutefois peu utilis&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;chez les enfants en croissance en raison du peu d&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;’&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;exp&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;rience&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;clinique &lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;à&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt; ce sujet.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;Le traitement chirurgical, quant &lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;à&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt; lui, sera le plus souvent&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;conservateur (ost&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;otomie modelante), s&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;’&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;av&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;rant&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;satisfaisant d&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;’&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;un point de vue esth&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;tique et suffisant lorsque&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;les l&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;sions progressent lentement et ne menacent pas&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;des structures anatomiques importantes. C&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;’&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;est l&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;’&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;attitude&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;th&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;rapeutique la plus largement propos&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;e dans la litt&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;rature&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;pour cette pathologie.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;Certains auteurs pr&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;conisent cependant des r&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;sections&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;larges, &lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;à&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt; vis&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;e curative, mais responsables de d&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;ficits&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;esth&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;tiques majeurs et pas toujours suivies de r&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;missions&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;compl&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;è&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;tes.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;Le patient pr&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;sent&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt; a b&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;n&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;fici&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt; d&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;’&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;une intervention chirurgicale&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;consistant en une ost&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;otomie modelante qui s&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;’&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;est&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;direction: ltr; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: left; text-autospace: none; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;av&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;r&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;e tr&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;è&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;s satisfaisante tant du point de vue esth&lt;/span&gt;&lt;span style=&quot;color: black; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light; mso-bidi-font-family: Frutiger-Light;&quot;&gt;é&lt;/span&gt;&lt;span style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; mso-ascii-font-family: Frutiger-Light;&quot;&gt;tique&lt;/span&gt;&lt;/div&gt;
&lt;span dir=&quot;LTR&quot; style=&quot;color: black; font-family: Frutiger-Light; font-size: 10.0pt; line-height: 115%; mso-ascii-font-family: Frutiger-Light;&quot;&gt;que fonctionnel .&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://stomatologi3.blogspot.com/feeds/1050110718792272951/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://stomatologi3.blogspot.com/2012/02/la-dysplasie-fibreuse.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145897808055027033/posts/default/1050110718792272951'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145897808055027033/posts/default/1050110718792272951'/><link rel='alternate' type='text/html' href='http://stomatologi3.blogspot.com/2012/02/la-dysplasie-fibreuse.html' title='La dysplasie fibreuse'/><author><name>admin</name><uri>http://www.blogger.com/profile/03788221746524453224</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145897808055027033.post-2559199460809944785</id><published>2012-02-08T15:29:00.001-08:00</published><updated>2012-02-08T15:29:53.294-08:00</updated><title type='text'>Actualités en stomatologie et chirurgie maxillofaciale</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;
&lt;div style=&quot;color: red; text-align: left;&quot;&gt;
&lt;b&gt;Introduction &lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;
Une année riche en progrès techniques et&lt;br /&gt;
conceptuels s’est écoulée depuis le dernier&lt;br /&gt;
panorama sur les actualités en stomatologie&lt;br /&gt;
et chirurgie maxillofaciale que nous avions&lt;br /&gt;
rédigé pour l’Encyclopédie médicochirurgicale.&lt;br /&gt;
Une fois de plus, le présent&lt;br /&gt;
article ne peut être exhaustif. De nombreux&lt;br /&gt;
sujets n’ont pas été abordés et la sélection&lt;br /&gt;
retenue est forcément partiale. Cependant,&lt;br /&gt;
la vocation de cet article reste d’éveiller la&lt;br /&gt;
curiosité du lecteur en l’encourageant à&lt;br /&gt;
approfondir les thèmes abordés et en&lt;br /&gt;
l’incitant à comparer la sélection retenue à&lt;br /&gt;
celle qu’il aurait lui-même faite&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;
&lt;/div&gt;
&lt;div style=&quot;color: blue; text-align: left;&quot;&gt;
&lt;b&gt;&lt;span class=&quot;short_text&quot; id=&quot;result_box&quot; lang=&quot;fr&quot;&gt;&lt;span class=&quot;hps&quot; title=&quot;انقر للحصول على ترجمات بديلة&quot;&gt;Télécharger&lt;/span&gt; &lt;span class=&quot;hps&quot; title=&quot;انقر للحصول على ترجمات بديلة&quot;&gt;l&#39;article&lt;/span&gt; &lt;span class=&quot;hps&quot; title=&quot;انقر للحصول على ترجمات بديلة&quot;&gt;complet&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; text-align: left;&quot;&gt;
&lt;b&gt;&lt;span class=&quot;short_text&quot; id=&quot;result_box&quot; lang=&quot;fr&quot;&gt;&lt;span class=&quot;hps&quot; title=&quot;انقر للحصول على ترجمات بديلة&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; text-align: left;&quot;&gt;
&lt;b&gt;&lt;span class=&quot;short_text&quot; id=&quot;result_box&quot; lang=&quot;fr&quot;&gt;&lt;span class=&quot;hps&quot; title=&quot;انقر للحصول على ترجمات بديلة&quot;&gt;&lt;a href=&quot;http://www.mediafire.com/?yywxhgd8jybrbsm&quot;&gt;http://www.mediafire.com/?yywxhgd8jybrbsm&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://stomatologi3.blogspot.com/feeds/2559199460809944785/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://stomatologi3.blogspot.com/2012/02/actualites-en-stomatologie-et-chirurgie.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145897808055027033/posts/default/2559199460809944785'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145897808055027033/posts/default/2559199460809944785'/><link rel='alternate' type='text/html' href='http://stomatologi3.blogspot.com/2012/02/actualites-en-stomatologie-et-chirurgie.html' title='Actualités en stomatologie et chirurgie maxillofaciale'/><author><name>admin</name><uri>http://www.blogger.com/profile/03788221746524453224</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145897808055027033.post-5062362932681714488</id><published>2012-02-07T10:49:00.001-08:00</published><updated>2012-02-07T10:49:58.383-08:00</updated><title type='text'>forex</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;br /&gt;
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 100 Structured Settlement Companies – 43.77&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://stomatologi3.blogspot.com/feeds/5062362932681714488/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://stomatologi3.blogspot.com/2012/02/forex.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145897808055027033/posts/default/5062362932681714488'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145897808055027033/posts/default/5062362932681714488'/><link rel='alternate' type='text/html' href='http://stomatologi3.blogspot.com/2012/02/forex.html' title='forex'/><author><name>admin</name><uri>http://www.blogger.com/profile/03788221746524453224</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145897808055027033.post-3602779901188216175</id><published>2012-02-07T03:31:00.003-08:00</published><updated>2012-02-07T03:31:54.784-08:00</updated><title type='text'>Salivation</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;
&lt;div&gt;
&lt;br /&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;span class=&quot;fullpost&quot;&gt;Les glandes salivaires, annexées à la cavité buccale, sécrètent un&lt;br /&gt;
fluide appelé salive. Son rôle essentiel en physiologie orofaciale&lt;br /&gt;
intervient au cours de la mastication, de la phonation, de la&lt;br /&gt;
déglutition et de la gustation. La sécrétion salivaire résulte de&lt;br /&gt;
processus complexes soumis à de nombreuses régulations nerveuses&lt;br /&gt;
et hormonales.&lt;br /&gt;
La salive est élaborée par deux catégories de glandes exocrines [2, 21] :&lt;br /&gt;
– les glandes salivaires dites « majeures », anatomiquement bien&lt;br /&gt;
délimitées et présentant une architecture interne complexe, sont au&lt;br /&gt;
nombre de trois : les glandes parotides, submandibulaires et&lt;br /&gt;
sublinguales :&lt;br /&gt;
– la glande parotide est la plus volumineuse ; sa situation&lt;br /&gt;
anatomique est superficielle, au-dessous et en avant du méat&lt;br /&gt;
acoustique externe, et en arrière du ramus ; elle est de forme&lt;br /&gt;
pyramidale et possède un canal excréteur, le conduit parotidien,&lt;br /&gt;
qui débouche dans la cavité buccale à la face interne de la joue,&lt;br /&gt;
en regard des molaires supérieures ;&lt;br /&gt;
– la glande submandibulaire a la taille d’une grosse amande ; située&lt;br /&gt;
dans la partie latérale de la région sus-hyoïdienne, elle longe la&lt;br /&gt;
base de la branche horizontale de la mandibule ; son canal&lt;br /&gt;
excréteur, le conduit submandibulaire, long de 5 à 6 cm, chemine&lt;br /&gt;
entre les glandes sublinguales et le muscle génioglosse ; il&lt;br /&gt;
s’abouche au sommet de la caroncule linguale ;&lt;br /&gt;
– la glande sublinguale est de forme allongée, aplatie&lt;br /&gt;
transversalement ; elle est située entre la mandibule et la base de&lt;br /&gt;
la langue, de part et d’autre du frein lingual ; son canal excréteur,&lt;br /&gt;
le conduit sublingual, s’abouche au niveau de la papille&lt;br /&gt;
sublinguale, en dehors de la caroncule linguale&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span class=&quot;fullpost&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;
&lt;span class=&quot;fullpost&quot;&gt;&lt;a href=&quot;http://www.mediafire.com/?c9gai32qg51180j&quot;&gt;http://www.mediafire.com/?c9gai32qg51180j&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;img alt=&quot;&quot; height=&quot;149&quot; 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&quot; width=&quot;200&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
Un
 garçon âgé de deux ans et demi avait une lésion de la langue. Depuis la
 naissance, il avait été constaté une lésion violacée du&lt;br /&gt;
dos de la langue, indolore, en voie de régression. Depuis 3 semaines, était apparue sur cette lésion une tuméfaction jaunâtre&lt;br /&gt;
indolore qui avait rapidement grossi et gênait l’alimentation. Il s’agissait d’un nodule mou, indolore, érosif, mesurant 2 cm de&lt;br /&gt;
diamètre, situé sur la face dorsale de la langue, près de la pointe. Une
 exérèse chirurgicale complète de la lésion a été réalisée sans&lt;br /&gt;
difficulté. L’examen histologique trouvait en superficie un tissu de 
granulation richement vascularisé avec des vaisseaux perpendiculaires&lt;br /&gt;
à la surface de la lésion associé à un infiltrat inflammatoire à prédominances de polynucléaires neutrophiles, concluant&lt;br /&gt;
au diagnostic de granulome pyogénique. L’examen de la partie profonde 
montrait une prolifération de cellules fusiformes sans atypie&lt;br /&gt;
ni mitose, dont l’immunomarquage évoquait des cellules musculaires 
lisses (anticorps anti-actine musculaire lisse positifs) associées&lt;br /&gt;
à de nombreux vaisseaux. Cette lésion profonde bénigne était d’interprétation difficile. Il n’y a pas eu de récidive 2 ans après&lt;br /&gt;
l’exérèse.&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;
&lt;span style=&quot;color: red;&quot;&gt;DISCUSSION&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;
L’aspect clinique évoquait avant tout un granulome pyogénique remarquable par sa grande taille. Le granulome pyogénique est&lt;br /&gt;
une tumeur bénigne acquise, siégeant sur la peau ou les muqueuses. Il peut se développer sur une lésion pré-existante (angiome&lt;br /&gt;
plan le plus souvent) ou de novo. Il était cliniquement assez difficile 
de récuser formellement une tumeur maligne mésenchymateuse,&lt;br /&gt;
en particulier un sarcome.&lt;br /&gt;
L’examen histopathologique a permis de confirmer le diagnostic de granulome pyogénique, l’interprétation était plus difficile&lt;br /&gt;
sur la partie profonde.&lt;br /&gt;
Si l’on considère que la lésion initiale était déjà un granulome 
pyogénique, sa présence dès la naissance n’a pas été rapportée. La&lt;br /&gt;
localisation du granulome pyogénique à la langue est également exceptionnelle1. La gencive est la localisation la plus fréquente&lt;br /&gt;
en cas d’atteinte buccale&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://stomatologi3.blogspot.com/feeds/5227581466213610886/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://stomatologi3.blogspot.com/2012/02/granulome-pyogenique-botryomycome-de-la.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145897808055027033/posts/default/5227581466213610886'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145897808055027033/posts/default/5227581466213610886'/><link rel='alternate' type='text/html' href='http://stomatologi3.blogspot.com/2012/02/granulome-pyogenique-botryomycome-de-la.html' title='Granulome pyogénique (botryomycome) de la langue chez un enfant'/><author><name>admin</name><uri>http://www.blogger.com/profile/03788221746524453224</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145897808055027033.post-3591864870208405098</id><published>2012-02-07T03:30:00.003-08:00</published><updated>2012-02-07T03:30:44.420-08:00</updated><title type='text'>Stomatites du nourrisson et de l’enfant</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;
&lt;span class=&quot;fullpost&quot; style=&quot;font-size: xx-small;&quot;&gt;La cavité buccale de l’enfant est un écosystème biologique complexe.&lt;br /&gt;
La colonisation par les micro-organismes débute dès la naissance&lt;br /&gt;
pour arriver à un équilibre entre les différentes espèces qui vivent&lt;br /&gt;
alors à l’état saprophyte (bactéries aéro- et anaérobies, levures).&lt;br /&gt;
L’amarrage des bactéries à la surface de la dent, grâce au glycocalix,&lt;br /&gt;
leur permet de trouver là un milieu propice à leur multiplication.&lt;br /&gt;
La perturbation de cet écosystème, que ce soit par modification de&lt;br /&gt;
l’immunité, par prolifération bactérienne en cas d’éruption dentaire&lt;br /&gt;
ou de défaut d’hygiène, ou par destruction sélective de la flore&lt;br /&gt;
(antibiotiques) peut aboutir à l’apparition d’une stomatite&lt;br /&gt;
bactérienne ou fongique.&lt;br /&gt;
L’apparition de 48 dents dans la bouche de l’enfant entre l’âge de&lt;br /&gt;
6 mois et l’âge de 12 ans expose la population infantile aux accidents&lt;br /&gt;
d’éruption dentaire.&lt;br /&gt;
L’apprentissage immunitaire de l’enfant ou du nourrisson explique&lt;br /&gt;
le grand nombre de stomatites d’origine infectieuse dans cette&lt;br /&gt;
population : stomatites d’origine virale (herpès, coxsackies, varicelle,&lt;br /&gt;
mononucléose infectieuse [MNI], etc), candidosique (muguet) ou&lt;br /&gt;
bactérienne (gingivite). Ces stomatites infectieuses sont&lt;br /&gt;
habituellement d’un pronostic très favorable. Les autres principales&lt;br /&gt;
causes de stomatites comprennent la stomatite aphteuse récurrente,&lt;br /&gt;
l’érythème polymorphe et les autres maladies bulleuses, la maladie&lt;br /&gt;
de Behçet, les hémopathies (leucémies) et désordres immunitaires&lt;br /&gt;
(agranulocytose, neutropénie cyclique et infection par le virus de&lt;br /&gt;
l’immunodéficience humaine [VIH]), les traumatismes, le lichen plan&lt;br /&gt;
ou les stomatites allergiques [30].&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-size: xx-small;&quot;&gt;Dès le début de la socialisation, l’enfant est exposé à de nombreux&lt;br /&gt;
agents pathogènes viraux. Depuis le développement de la&lt;br /&gt;
vaccination rubéole-oreillons-rougeole (ROR), l’incidence de la&lt;br /&gt;
rougeole, de la rubéole et des oreillons diminue. Ces trois&lt;br /&gt;
pathologies virales peuvent associer dans leur expression clinique&lt;br /&gt;
une atteinte de la muqueuse buccale : énanthème et signe de Koplick&lt;br /&gt;
pour la rougeole, énanthème pour la rubéole, oedème et&lt;br /&gt;
inflammation des orifices de Sténon pour les oreillons. D’autres&lt;br /&gt;
infections virales comprennent également dans leur&lt;br /&gt;
symptomatologie clinique une atteinte de la cavité buccale qui n’est&lt;br /&gt;
pas le plus souvent au premier plan : c’est le cas de la&lt;br /&gt;
pharyngostomatite aiguë des adénovirus ou de la primo-infection&lt;br /&gt;
de la MNI. Si la plupart de ces infections sont prises en charge par&lt;br /&gt;
le pédiatre, certaines pathologies virales à manifestations buccales&lt;br /&gt;
aiguës peuvent conduire à consulter le spécialiste. Bien que n’étant&lt;br /&gt;
pas à proprement parler responsables de stomatite, la famille des&lt;br /&gt;
papovavirus peut être responsable d’atteinte de la muqueuse&lt;br /&gt;
buccale. Ces lésions papillomateuses sont fréquentes chez l’enfant&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;a href=&quot;http://www.mediafire.com/?91h241rglb1lsji&quot;&gt;&lt;span style=&quot;color: #1d81b6;&quot;&gt;http://www.mediafire.com/?91h241rglb1lsji&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://stomatologi3.blogspot.com/feeds/3591864870208405098/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://stomatologi3.blogspot.com/2012/02/stomatites-du-nourrisson-et-de-lenfant.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145897808055027033/posts/default/3591864870208405098'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145897808055027033/posts/default/3591864870208405098'/><link rel='alternate' type='text/html' href='http://stomatologi3.blogspot.com/2012/02/stomatites-du-nourrisson-et-de-lenfant.html' title='Stomatites du nourrisson et de l’enfant'/><author><name>admin</name><uri>http://www.blogger.com/profile/03788221746524453224</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145897808055027033.post-7207868172116036136</id><published>2012-02-07T03:30:00.001-08:00</published><updated>2012-02-07T03:30:27.260-08:00</updated><title type='text'>Extraction des dents incluses Dents de sagesse</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;color: black; direction: ltr; line-height: normal; margin-bottom: 0cm; text-align: left; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;, &amp;quot;sans-serif&amp;quot;;&quot;&gt;R é s u m é. – &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: xx-small;&quot;&gt;La réalisation d’extractions dentaires nécessite le respect d’un certain&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;color: black; direction: ltr; line-height: normal; margin-bottom: 0cm; text-align: left; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: xx-small;&quot;&gt;nombre de règles inhérentes à toute pratique chirurgicale. Les conditions d’installation, la&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;color: black; direction: ltr; line-height: normal; margin-bottom: 0cm; text-align: left; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: xx-small;&quot;&gt;connaissance du matériel et des instruments ainsi que leur utilisation rationnelle sont des&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;color: black; direction: ltr; line-height: normal; margin-bottom: 0cm; text-align: left; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: xx-small;&quot;&gt;éléments qui déterminent une bonne pratique opératoire. Les techniques présentées&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;color: black; direction: ltr; line-height: normal; margin-bottom: 0cm; text-align: left; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: xx-small;&quot;&gt;permettent d’aborder de façon progressive les difficultés correspondant aux différents cas de&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;color: black; direction: ltr; line-height: normal; margin-bottom: 0cm; text-align: left; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: xx-small;&quot;&gt;figure. C’est ainsi que sont d’abord exposées les extractions simples, puis les extractions&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;color: black; direction: ltr; line-height: normal; margin-bottom: 0cm; text-align: left; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: xx-small;&quot;&gt;difficiles et les extractions de dents incluses. Un dernier chapitre présente les complications&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;color: black; direction: ltr; line-height: normal; margin-bottom: 0cm; text-align: left; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: xx-small;&quot;&gt;liées à ces extractions et les différentes méthodes de prévention et de traitement.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;right&quot; class=&quot;MsoNormal&quot; dir=&quot;rtl&quot; style=&quot;color: black; text-align: left;&quot;&gt;
&lt;span dir=&quot;ltr&quot; style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: xx-small; line-height: 115%;&quot;&gt;© 1999, Elsevier, Paris.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;right&quot; class=&quot;MsoNormal&quot; dir=&quot;rtl&quot; style=&quot;color: black; text-align: left;&quot;&gt;
&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;200&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;167&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;right&quot; class=&quot;MsoNormal&quot; dir=&quot;rtl&quot; style=&quot;color: black; text-align: left;&quot;&gt;
&lt;span dir=&quot;ltr&quot; style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: xx-small; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;right&quot; class=&quot;MsoNormal&quot; dir=&quot;rtl&quot; style=&quot;color: black; text-align: left;&quot;&gt;
&lt;span dir=&quot;ltr&quot; style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: xx-small; line-height: 115%;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;right&quot; class=&quot;MsoNormal&quot; dir=&quot;rtl&quot; style=&quot;color: black; text-align: left;&quot;&gt;
&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;color: black; direction: ltr; line-height: normal; margin-bottom: 0cm; text-align: left; unicode-bidi: embed;&quot;&gt;
&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;, &amp;quot;sans-serif&amp;quot;;&quot;&gt;Introduction&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: xx-small;&quot;&gt;L’avulsion
 d’une troisième molaire incluse est un acte de pratique courante etdoit
 répondre à une technique précise et observer des règles 
codifiées.L’indication de ce geste a toujours été l’objet de nombreuses 
discussions etétudes. Si les indications d’avulsions à titre curatif 
(infectieuses, tumorales,neurologiques ou mécaniques) sont claires, 
l’Agence nationale d’accréditation et d’évaluation en santé (ANAES) 
tente d’établir des critères décisionnels dans le cadre des avulsions à 
titre prophylactique. Dans tous les cas, ce geste chirurgical doit être 
décidé avec le consentement éclairé du patient, informé des motifs, des 
techniques et des risques de cet acte. De même, le choix du type de mode
 d’anesthésie, doit être fait avec discernement et tempérance. Les 
risques toujours présents de l’anesthésie générale, la feront réserver à
 des extractions, souvent multiples, particulièrement difficiles ou 
réalisées chez des patients justifiant d’après des critères précis de ce
 type d’anesthésie. Nous étudierons successivement les techniques pour 
les dents de sagesse&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: xx-small;&quot;&gt;inférieures puis supérieures.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: xx-small;&quot;&gt;&lt;a href=&quot;http://www.mediafire.com/?dmqmkt0tnl8qw15&quot;&gt;&lt;span style=&quot;color: #1d81b6;&quot;&gt;http://www.mediafire.com/?dmqmkt0tnl8qw15&lt;/span&gt;&lt;/a&gt; &lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://stomatologi3.blogspot.com/feeds/7207868172116036136/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://stomatologi3.blogspot.com/2012/02/extraction-des-dents-incluses-dents-de.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145897808055027033/posts/default/7207868172116036136'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145897808055027033/posts/default/7207868172116036136'/><link rel='alternate' type='text/html' href='http://stomatologi3.blogspot.com/2012/02/extraction-des-dents-incluses-dents-de.html' title='Extraction des dents incluses Dents de sagesse'/><author><name>admin</name><uri>http://www.blogger.com/profile/03788221746524453224</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145897808055027033.post-7682149861283369211</id><published>2012-02-07T03:28:00.000-08:00</published><updated>2012-02-07T03:29:53.861-08:00</updated><title type='text'>Parodontite aggressive</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/KisAkFve0Po?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;br /&gt;
&lt;br /&gt;
Film de la flore microscopique lorsque vous êtes atteint de parodontite agressive. Des amibes se déplacent dans le fond de votre gencive et se nourissent de vos globules blancs. Il en résulte la perte de l&#39;os autour des dents, de l&#39;infection, une mauvaise haleine, un saignement de la gencive, un déchaussement de vos dents et la perte de vos&lt;br /&gt;
&amp;nbsp;dents. Plus des effets néfastes sur la santé générale&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://stomatologi3.blogspot.com/feeds/7682149861283369211/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://stomatologi3.blogspot.com/2012/02/parodontite-aggressive.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145897808055027033/posts/default/7682149861283369211'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145897808055027033/posts/default/7682149861283369211'/><link rel='alternate' type='text/html' href='http://stomatologi3.blogspot.com/2012/02/parodontite-aggressive.html' title='Parodontite aggressive'/><author><name>admin</name><uri>http://www.blogger.com/profile/03788221746524453224</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8145897808055027033.post-4581092054850754890</id><published>2012-02-07T03:19:00.001-08:00</published><updated>2012-02-07T03:19:56.885-08:00</updated><title type='text'>Complications des extractions dentaires prophylaxie et traitement</title><content type='html'>Complications des extractions dentaires prophylaxie et traitement&lt;br /&gt; &lt;br /&gt;Résumé.&lt;br /&gt;&lt;br /&gt;– La réalisation d’extractions dentaires nécessite le respect d’un certain nombre de règles&lt;br /&gt;inhérentes à toute pratique chirurgicale. Les conditions d’installation, la connaissance du matériel et des&lt;br /&gt;instruments ainsi que leur utilisation rationnelle sont des éléments qui déterminent une bonne pratique&lt;br /&gt;opératoire. Les techniques présentées permettent d’aborder de façon progressive les difficultés correspondant&lt;br /&gt;aux différents cas de figures. C’est ainsi que sont d’abord exposées les extractions simples, puis les extractions&lt;br /&gt;difficiles et les extractions de dents incluses. Un dernier chapitre présente les complications liées à ces&lt;br /&gt;extractions et les différentes méthodes de prévention et de traitement&lt;br /&gt;&lt;br /&gt;Télécharger l&#39;article complet &lt;br /&gt;http://www.mediafire.com/?6y1tb8o30zz8t37</content><link rel='replies' type='application/atom+xml' href='http://stomatologi3.blogspot.com/feeds/4581092054850754890/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://stomatologi3.blogspot.com/2012/02/complications-des-extractions-dentaires.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8145897808055027033/posts/default/4581092054850754890'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8145897808055027033/posts/default/4581092054850754890'/><link rel='alternate' type='text/html' href='http://stomatologi3.blogspot.com/2012/02/complications-des-extractions-dentaires.html' title='Complications des extractions dentaires prophylaxie et traitement'/><author><name>admin</name><uri>http://www.blogger.com/profile/03788221746524453224</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry></feed>