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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="21" MASSIF="UBAYE" 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, rares 3</NATUREL>
    <RESUME>Départs spontanés : en neige fraîche ventée, taille 2, rares 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), rares 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. 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 dans les zones d'accumulation.</TEXTE>
  </STABILITE>
  <QUALITE>
    <TEXTE>Enneigement restant très déficitaire pour la période.  Il s'améliore un peu au-delà de 2200/2400 m avec la succession des chutes de neige, notamment sur l'ouest du massif.
Limite d'enneigement skiable vers 1700 m en ubacs, 2300 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="2100" LimiteNord="1700">
    <NIVEAU ALTI="1500" N="0" S="0" />
    <NIVEAU ALTI="2000" N="55" S="0" />
    <NIVEAU ALTI="2500" N="105" S="50" />
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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="10" MERNUAGES="-1" PLUIENEIGE="1700" ISO0="2100" ISO-10="4700" DD1="NW" FF1="90" DD2="" FF2="-1" />
    <ECHEANCE DATE="2023-03-11T06:00:00" TEMPSSENSIBLE="9" MERNUAGES="-1" PLUIENEIGE="2000" ISO0="2400" ISO-10="4700" DD1="NW" FF1="90" DD2="" FF2="-1" />
    <ECHEANCE DATE="2023-03-11T12:00:00" TEMPSSENSIBLE="8" MERNUAGES="-1" PLUIENEIGE="2200" ISO0="2500" ISO-10="4000" DD1="NW" FF1="90" 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>