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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="2022-11-03T16:00:00" DATEECHEANCE="2022-11-04T18:00:00" DATEVALIDITE="2022-11-04T18:00:00" DATEDIFFUSION="2022-11-03T14:37:11" AMENDEMENT="false">
  <DateValidite>2022-11-04T18:00:00</DateValidite>
  <CARTOUCHERISQUE>
    <RISQUE RISQUE1="1" EVOLURISQUE1="" LOC1="" ALTITUDE="" RISQUE2="" EVOLURISQUE2="" LOC2="" RISQUEMAXI="1" COMMENTAIRE="Risque faible." />
    <PENTE NE="false" E="false" SE="false" S="false" SW="false" W="false" NW="false" N="false" COMMENTAIRE="" />
    <ACCIDENTEL>très rares petites accumulations instables en altitude.</ACCIDENTEL>
    <NATUREL>rares coulées.</NATUREL>
    <RESUME>Départs spontanés : rares coulées.
Déclenchements skieurs : très rares petites accumulations instables en altitude.</RESUME>
    <AVIS />
    <VIGILANCE />
    <ImageCartoucheRisque Format="png" Width="345" Height="134">
      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</Content>
    </ImageCartoucheRisque>
  </CARTOUCHERISQUE>
  <STABILITE>
    <TEXTE>TRÈS RARES ACCUMULATIONS INSTABLES EN FORMATION PRÈS DES PLUS HAUTS SOMMETS DU MASSIF
Situation avalancheuse typique : neige ventée à haute altitude.

Départs spontanés : peu d'activité naturelle à attendre, tout au plus quelques coulées de neige fraîche dans les rares pentes raides suffisamment chargées par le vent. En effet, les chutes de neige qui ont débuté ce jeudi se déposent souvent à même le sol, ou sur un manteau neigeux très mince et regelé. 

Déclenchements provoqués : de très rares petites accumulations instables peuvent se former dès jeudi soir au fil des chutes de neige ventées, plutôt dans les versants nord au-dessus de 2800/3000 m.</TEXTE>
  </STABILITE>
  <QUALITE>
    <TEXTE>Vendredi matin, même si la montagne est blanchie dès 1700/1800 m, on trouve une couche de neige fraîche significative seulement au-dessus de 2500/2600 m environ, souvent travaillée par le vent. Plus bas que 2500 m, la neige tombée en grande partie plus humide prend parfois un aspect croûté.
Vendredi après-midi, on attend à nouveau un peu de neige fraîche dès 1300/1500 m, tombant sur une sol nu ou très peu enneigé sous 2000/2500 m.</TEXTE>
  </QUALITE>
  <ENNEIGEMENT DATE="2022-11-03T00:00:00" LimiteSud="-1" LimiteNord="2700">
    <NIVEAU ALTI="1500" N="0" S="0" />
    <NIVEAU ALTI="2000" N="0" S="0" />
    <NIVEAU ALTI="2500" N="0" S="0" />
    <ImageEnneigement Format="png" Width="355" Height="260">
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</Content>
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</Content>
    </ImageNeigeFraiche>
  </NEIGEFRAICHE>
  <METEO ALTITUDEVENT1="3000" ALTITUDEVENT2="9999">
    <COMMENTAIRE>Nuit : 20/30 cm &gt; 2500 m, vendredi : 5/10 cm à 2000 m</COMMENTAIRE>
    <ECHEANCE DATE="2022-11-04T00:00:00" TEMPSSENSIBLE="10" MERNUAGES="-1" PLUIENEIGE="1800" ISO0="2100" ISO-10="4100" DD1="W" FF1="50" DD2="" FF2="-1" />
    <ECHEANCE DATE="2022-11-04T06:00:00" TEMPSSENSIBLE="4" MERNUAGES="-1" PLUIENEIGE="-1" ISO0="1700" ISO-10="3800" DD1="NW" FF1="40" DD2="" FF2="-1" />
    <ECHEANCE DATE="2022-11-04T12:00:00" TEMPSSENSIBLE="10" MERNUAGES="-1" PLUIENEIGE="1300" ISO0="1700" ISO-10="3500" DD1="W" FF1="40" DD2="" FF2="-1" />
  </METEO>
  <TENDANCES>
    <TENDANCE DATE="2022-11-05T00:00:00" VALEUR="0" />
    <TENDANCE DATE="2022-11-06T00:00:00" VALEUR="0" />
  </TENDANCES>
</BULLETINS_NEIGE_AVALANCHE>