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<BULLETINS_NEIGE_AVALANCHE xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns:xsd="http://www.w3.org/2001/XMLSchema" TYPEBULLETIN="BRA" ID="16" MASSIF="PELVOUX" PRODUCTEUR="STA-Briancon" DATEBULLETIN="2023-03-10T16:00:00" DATEECHEANCE="2023-03-11T18:00:00" DATEVALIDITE="2023-03-11T18:00:00" DATEDIFFUSION="2023-03-10T15:17:21" AMENDEMENT="false">
  <DateValidite>2023-03-11T18:00:00</DateValidite>
  <CARTOUCHERISQUE>
    <RISQUE RISQUE1="3" EVOLURISQUE1="" LOC1="&lt;2100" ALTITUDE="2100" RISQUE2="4" EVOLURISQUE2="" LOC2="&gt;2100" RISQUEMAXI="4" COMMENTAIRE="Au-dessus de 2100 m : Risque fort. En-dessous : Risque marqué." />
    <PENTE NE="true" E="true" SE="true" S="true" SW="true" W="true" NW="true" N="true" COMMENTAIRE="" />
    <ACCIDENTEL>plaques en altitude, facilement déclenchables</ACCIDENTEL>
    <NATUREL>en neige fraîche ventée, taille 2, quelques 3</NATUREL>
    <RESUME>Départs spontanés : en neige fraîche ventée, taille 2, quelques 3
Déclenchements skieurs : plaques en altitude, facilement déclenchables</RESUME>
    <AVIS>FORT RISQUE D'AVALANCHE</AVIS>
    <VIGILANCE />
    <ImageCartoucheRisque Format="png" Width="345" Height="134">
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</Content>
    </ImageCartoucheRisque>
  </CARTOUCHERISQUE>
  <STABILITE>
    <TEXTE>NOMBREUSES PLAQUES FRAGILES EN ALTITUDE. 
Situation avalancheuse typique : neige fraîche, neige ventée

Départs spontanés : coulées et avalanches moyennes (taille 1 à 2), quelques grandes (taille 3) dans les zones de fortes accumulation. Départs de neige fraîche pendant les chutes de la nuit puis samedi matin, principalement aux altitudes supérieures à 2100 m, se raréfiant l’après-midi. En dessous, le redoux de fin de nuit et matinée peut provoquer des coulées de neige humidifiée par la pluie.
Déclenchements provoqués : de nouvelles structures de plaques se forment pendant les chutes très ventées de la nuit et matinée, plus tard par transport de neige par le vent. Elles s’ajoutent aux plaques récentes formées lors des chutes de ces derniers jours. Instabilités possibles en toute orientation, même loin des crêtes, surtout aux altitudes supérieures à 2100 m environ. Localement très fragiles et  pouvant être déclenchées par un seul skieur. Plaques parfois durcies par le vent, mais souvent d’aspect friables et difficilement détectables, reposant sur de la neige froide récente, des sous-couches fragiles localisées (observations fréquentes de neige roulée), ou plus persistantes en versants nord (vieille poudreuse). Les cassures peuvent être importantes et mobiliser d'importants volumes de neige.</TEXTE>
  </STABILITE>
  <QUALITE>
    <TEXTE>Enneigement restant très déficitaire pour la période en moyenne montagne. Il s'améliore un peu au-delà de 2200/2400 m avec la succession des chutes de neige.
Limite d'enneigement skiable vers 1500/1600 m en ubacs, 2200 m en adrets.
Samedi, couche de neige fraîche au dessus de 1600/1800 m, mais humidifiée par la pluie jusque vers 2000/2200 m environ.</TEXTE>
  </QUALITE>
  <ENNEIGEMENT DATE="2023-03-10T00:00:00" LimiteSud="2000" LimiteNord="1500">
    <NIVEAU ALTI="1500" N="5" S="0" />
    <NIVEAU ALTI="2000" N="65" S="5" />
    <NIVEAU ALTI="2500" N="135" S="60" />
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</Content>
    </ImageNeigeFraiche>
  </NEIGEFRAICHE>
  <METEO ALTITUDEVENT1="3000" ALTITUDEVENT2="9999">
    <COMMENTAIRE>Rafales 100/120 km/h en altitude.</COMMENTAIRE>
    <ECHEANCE DATE="2023-03-11T00:00:00" TEMPSSENSIBLE="12" MERNUAGES="-1" PLUIENEIGE="1700" ISO0="2200" ISO-10="4500" DD1="NW" FF1="80" DD2="" FF2="-1" />
    <ECHEANCE DATE="2023-03-11T06:00:00" TEMPSSENSIBLE="9" MERNUAGES="-1" PLUIENEIGE="2000" ISO0="2400" ISO-10="4300" DD1="NW" FF1="80" DD2="" FF2="-1" />
    <ECHEANCE DATE="2023-03-11T12:00:00" TEMPSSENSIBLE="8" MERNUAGES="-1" PLUIENEIGE="2200" ISO0="2400" ISO-10="3700" DD1="NW" FF1="70" DD2="" FF2="-1" />
  </METEO>
  <TENDANCES>
    <TENDANCE DATE="2023-03-12T00:00:00" VALEUR="0" />
    <TENDANCE DATE="2023-03-13T00:00:00" VALEUR="-1" />
  </TENDANCES>
</BULLETINS_NEIGE_AVALANCHE>