e0ba437987
1.1 - Vérification de la disponibilité d'une nouvelle version sur la forge de Chapril. 1.2 - Mise à jour de la base de données lors de l'utilisation d'une nouvelle version. 1.3 - Vérification de la correspondance entre la version de la base et la version de l'application. 1.4 - Création des variables "version" et "newVersion" dans la classe Commandes de l'application. 1.5 - Ajout de l'attribut "version" dans le nœud "base" de la base de données. 1.6 - Affichage des boutons "Nouvelle version disponible" et "Aide au téléchargement et à l'installation" dans la fenêtre de démarrage lorsque une nouvelle version est disponible. ------------- 2 - Mise à jour de la base de données à partir d'un classeur MS Excel : 2.1 - Vérification de la présence des colonnes "Formation" et "Individu_-Code_Etudiant" dans le classeur utilisé pour la mise à jour. 2.2 - Permet à l'utilisateur de choisir l'ordre des colonnes "Formation" et "Individu-_Code_Etudiant" selon ses préférences dans le classeur Ms Excel pour la mise à jour. 2.3 - Les cellules vides sont désormais ignorées lors de la mise à jour de la base.
325 lines
57 KiB
XML
325 lines
57 KiB
XML
<?xml version="1.0" encoding="UTF-8" standalone="no"?>
|
|
<!-- Created with Inkscape (http://www.inkscape.org/) -->
|
|
|
|
<svg
|
|
width="1423.2073"
|
|
height="952.9386"
|
|
viewBox="0 0 376.55691 252.13164"
|
|
version="1.1"
|
|
id="svg5"
|
|
inkscape:version="1.2.1 (9c6d41e410, 2022-07-14)"
|
|
sodipodi:docname="download et install;svg.svg"
|
|
inkscape:export-filename="Exemple de mise à jour.png"
|
|
inkscape:export-xdpi="96"
|
|
inkscape:export-ydpi="96"
|
|
xml:space="preserve"
|
|
xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
|
|
xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
|
|
xmlns:xlink="http://www.w3.org/1999/xlink"
|
|
xmlns="http://www.w3.org/2000/svg"
|
|
xmlns:svg="http://www.w3.org/2000/svg"><sodipodi:namedview
|
|
id="namedview7"
|
|
pagecolor="#ffffff"
|
|
bordercolor="#666666"
|
|
borderopacity="1.0"
|
|
inkscape:showpageshadow="2"
|
|
inkscape:pageopacity="0.0"
|
|
inkscape:pagecheckerboard="0"
|
|
inkscape:deskcolor="#d1d1d1"
|
|
inkscape:document-units="mm"
|
|
showgrid="false"
|
|
inkscape:zoom="0.6355178"
|
|
inkscape:cx="535.78358"
|
|
inkscape:cy="477.56333"
|
|
inkscape:window-width="1920"
|
|
inkscape:window-height="1009"
|
|
inkscape:window-x="-8"
|
|
inkscape:window-y="-8"
|
|
inkscape:window-maximized="1"
|
|
inkscape:current-layer="layer1"
|
|
showguides="true"><sodipodi:guide
|
|
position="7.5799898,167.04015"
|
|
orientation="1,0"
|
|
id="guide745"
|
|
inkscape:locked="false" /><inkscape:page
|
|
x="0"
|
|
y="0"
|
|
width="376.55692"
|
|
height="252.13164"
|
|
id="page801"
|
|
inkscape:export-filename="downloadAndInstall.png"
|
|
inkscape:export-xdpi="96"
|
|
inkscape:export-ydpi="96" /><inkscape:page
|
|
x="229.85687"
|
|
y="165.73956"
|
|
width="0"
|
|
height="0"
|
|
id="page803" /><sodipodi:guide
|
|
position="7.5799905,239.39253"
|
|
orientation="0,-1"
|
|
id="guide1317"
|
|
inkscape:locked="false" /></sodipodi:namedview><defs
|
|
id="defs2"><rect
|
|
x="133.7492"
|
|
y="261.20433"
|
|
width="704.93698"
|
|
height="75.528962"
|
|
id="rect936" /><pattern
|
|
id="EMFhbasepattern"
|
|
patternUnits="userSpaceOnUse"
|
|
width="6"
|
|
height="6"
|
|
x="0"
|
|
y="0" /><clipPath
|
|
clipPathUnits="userSpaceOnUse"
|
|
id="clipPath379"><rect
|
|
style="opacity:0.69;fill:#ffffff;stroke:#ffffff;stroke-width:1.54217;stroke-linecap:round;stroke-linejoin:round;stop-color:#000000"
|
|
id="rect381"
|
|
width="101.26946"
|
|
height="21.528978"
|
|
x="-32.077774"
|
|
y="93.421669"
|
|
ry="2.5629725"
|
|
rx="3.3917999" /></clipPath><clipPath
|
|
clipPathUnits="userSpaceOnUse"
|
|
id="clipPath1001"><rect
|
|
style="opacity:0.5;fill:#800000;stroke:none;stroke-width:1.3;stroke-linecap:round;stroke-linejoin:round;stop-color:#000000"
|
|
id="rect1003"
|
|
width="102.68227"
|
|
height="17.134466"
|
|
x="-275.56924"
|
|
y="434.6424"
|
|
ry="2.5507491" /></clipPath><clipPath
|
|
clipPathUnits="userSpaceOnUse"
|
|
id="clipPath1323"><rect
|
|
style="opacity:0.5;fill:#000080;stroke:none;stroke-width:1.3;stroke-linecap:round;stroke-linejoin:round;stop-color:#000000"
|
|
id="rect1325"
|
|
width="101.51092"
|
|
height="17.144068"
|
|
x="-51.884953"
|
|
y="396.0946"
|
|
ry="0" /></clipPath><pattern
|
|
id="EMFhbasepattern-3"
|
|
patternUnits="userSpaceOnUse"
|
|
width="6"
|
|
height="6"
|
|
x="0"
|
|
y="0" /></defs><g
|
|
inkscape:label="Calque 1"
|
|
inkscape:groupmode="layer"
|
|
id="layer1"
|
|
transform="translate(37.67342,-18.022798)"><rect
|
|
style="fill:#ffffff;stroke:#00aa00;stroke-width:2;stroke-linecap:round;stroke-linejoin:round;stop-color:#000000"
|
|
id="rect906"
|
|
width="376.44141"
|
|
height="252.48607"
|
|
x="-37.615658"
|
|
y="17.845598" /><rect
|
|
style="opacity:1;fill:#800000;stroke:#ffffff;stroke-width:1.3;stroke-linecap:round;stroke-linejoin:round;stop-color:#000000"
|
|
id="rect818"
|
|
width="369.25757"
|
|
height="18.56941"
|
|
x="-33.978394"
|
|
y="23.195837"
|
|
ry="4.8035355" /><text
|
|
xml:space="preserve"
|
|
style="font-size:14.8167px;line-height:1.2;font-family:Arial;-inkscape-font-specification:Arial;stroke-width:0.264583"
|
|
x="75.781914"
|
|
y="161.30907"
|
|
id="text953"><tspan
|
|
sodipodi:role="line"
|
|
id="tspan951"
|
|
style="stroke-width:0.264583"
|
|
x="75.781914"
|
|
y="161.30907" /></text><text
|
|
xml:space="preserve"
|
|
style="font-size:5.64444px;line-height:1.1;font-family:Arial;-inkscape-font-specification:Arial;white-space:pre;inline-size:364.476;display:inline;stroke-width:0.264583"
|
|
x="-41.188705"
|
|
y="27.689817"
|
|
id="text488"
|
|
transform="translate(11.096019,6.0536986)"><tspan
|
|
x="-41.188705"
|
|
y="27.689817"
|
|
id="tspan670"><tspan
|
|
style="font-weight:bold;font-size:7.05556px;-inkscape-font-specification:'Arial Bold';fill:#ffffff"
|
|
id="tspan668">Pour télécharger et installer l'application, veuillez suivre les étapes ci-dessous :</tspan>
|
|
</tspan><tspan
|
|
x="-41.188705"
|
|
y="34.285695"
|
|
id="tspan672">
|
|
</tspan><tspan
|
|
x="-41.188705"
|
|
y="40.494578"
|
|
id="tspan674">
|
|
</tspan><tspan
|
|
x="-41.188705"
|
|
y="46.703463"
|
|
id="tspan676">
|
|
</tspan><tspan
|
|
x="-41.188705"
|
|
y="52.912348"
|
|
id="tspan680">1 Tout d'abord, cliquez sur le lien "<tspan
|
|
style="font-weight:bold;-inkscape-font-specification:'Arial Bold';fill:#0000ff"
|
|
id="tspan678">Gestion_des_inscriptions_groupes_etudiants_Vx.x.x.jar</tspan>" pour télécharger la dernière version de </tspan><tspan
|
|
x="-41.188705"
|
|
y="59.121233"
|
|
id="tspan682">l'application.
|
|
</tspan><tspan
|
|
x="-41.188705"
|
|
y="65.330119"
|
|
id="tspan684">
|
|
</tspan><tspan
|
|
x="-41.188705"
|
|
y="71.539004"
|
|
id="tspan686">
|
|
</tspan><tspan
|
|
x="-41.188705"
|
|
y="77.747889"
|
|
id="tspan688">
|
|
</tspan><tspan
|
|
x="-41.188705"
|
|
y="83.956774"
|
|
id="tspan690">
|
|
</tspan><tspan
|
|
x="-41.188705"
|
|
y="90.165659"
|
|
id="tspan692">
|
|
</tspan><tspan
|
|
x="-41.188705"
|
|
y="96.374545"
|
|
id="tspan694">
|
|
</tspan><tspan
|
|
x="-41.188705"
|
|
y="102.58343"
|
|
id="tspan696">
|
|
</tspan><tspan
|
|
x="-41.188705"
|
|
y="108.79231"
|
|
id="tspan698">
|
|
</tspan><tspan
|
|
x="-41.188705"
|
|
y="115.0012"
|
|
id="tspan700">
|
|
</tspan><tspan
|
|
x="-41.188705"
|
|
y="121.21009"
|
|
id="tspan702">
|
|
</tspan><tspan
|
|
x="-41.188705"
|
|
y="127.41897"
|
|
id="tspan704">
|
|
</tspan><tspan
|
|
x="-41.188705"
|
|
y="133.62786"
|
|
id="tspan706">
|
|
</tspan><tspan
|
|
x="-41.188705"
|
|
y="139.83673"
|
|
id="tspan708">
|
|
</tspan><tspan
|
|
x="-41.188705"
|
|
y="146.04561"
|
|
id="tspan710">
|
|
</tspan><tspan
|
|
x="-41.188705"
|
|
y="152.25449"
|
|
id="tspan712">
|
|
</tspan><tspan
|
|
x="-41.188705"
|
|
y="158.46337"
|
|
id="tspan714">
|
|
</tspan><tspan
|
|
x="-41.188705"
|
|
y="164.67224"
|
|
id="tspan716">
|
|
</tspan><tspan
|
|
x="-41.188705"
|
|
y="170.88112"
|
|
id="tspan718">
|
|
</tspan><tspan
|
|
x="-41.188705"
|
|
y="177.09"
|
|
id="tspan720">
|
|
</tspan><tspan
|
|
x="-41.188705"
|
|
y="183.29888"
|
|
id="tspan722">
|
|
</tspan><tspan
|
|
x="-41.188705"
|
|
y="189.50775"
|
|
id="tspan724">
|
|
</tspan><tspan
|
|
x="-41.188705"
|
|
y="195.71663"
|
|
id="tspan726">
|
|
</tspan><tspan
|
|
x="-41.188705"
|
|
y="201.92551"
|
|
id="tspan728">2 Une fois le téléchargement terminé, déplacez le fichier "Gestion_des_inscriptions_groupes_etudiants_Vx.x.x.jar" dans le dossier de </tspan><tspan
|
|
x="-41.188705"
|
|
y="208.13439"
|
|
id="tspan730">l'application.
|
|
</tspan><tspan
|
|
x="-41.188705"
|
|
y="214.34326"
|
|
id="tspan732">
|
|
</tspan><tspan
|
|
x="-41.188705"
|
|
y="220.55214"
|
|
id="tspan734">3 Supprimez l'ancienne version de l'application du dossier.
|
|
</tspan><tspan
|
|
x="-41.188705"
|
|
y="226.76102"
|
|
id="tspan736">
|
|
</tspan><tspan
|
|
x="-41.188705"
|
|
y="232.9699"
|
|
id="tspan738">4 Double-cliquez sur le fichier "Gestion_des_inscriptions_groupes_etudiants_Vx.x.x.jar" pour exécuter l'application sur votre ordinateur.
|
|
</tspan><tspan
|
|
x="-41.188705"
|
|
y="239.17877"
|
|
id="tspan742"><tspan
|
|
style="font-weight:bold;-inkscape-font-specification:'Arial Bold'"
|
|
id="tspan740">Cela entraînera une modification de la base de données afin d'accueillir les nouvelles données de la version téléchargée.
|
|
</tspan></tspan><tspan
|
|
x="-41.188705"
|
|
y="245.38765"
|
|
id="tspan744">
|
|
</tspan><tspan
|
|
x="-41.188705"
|
|
y="251.59653"
|
|
id="tspan748">5 <tspan
|
|
style="font-weight:bold;-inkscape-font-specification:'Arial Bold';fill:#ff0000"
|
|
id="tspan746">Veuillez noter qu'il ne sera pas possible de revenir à une ancienne version, en utilisant la base de données.</tspan></tspan></text><image
|
|
y="64.648888"
|
|
x="41.276234"
|
|
xlink:href="data:image/png;base64,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"
|
|
height="129.24612"
|
|
width="218.65762"
|
|
preserveAspectRatio="none"
|
|
id="image926" /><text
|
|
xml:space="preserve"
|
|
style="font-size:5.64444px;line-height:1.2;font-family:Arial;-inkscape-font-specification:Arial;stroke-width:0.264583"
|
|
x="-30.09343"
|
|
y="103.11431"
|
|
id="text560"><tspan
|
|
sodipodi:role="line"
|
|
id="tspan558"
|
|
style="stroke-width:0.264583"
|
|
x="-30.09343"
|
|
y="103.11431" /><tspan
|
|
sodipodi:role="line"
|
|
style="stroke-width:0.264583"
|
|
id="tspan562"
|
|
x="-30.09343"
|
|
y="109.88764" /><tspan
|
|
sodipodi:role="line"
|
|
style="stroke-width:0.264583"
|
|
x="-30.09343"
|
|
y="116.66096"
|
|
id="tspan564" /></text><text
|
|
xml:space="preserve"
|
|
transform="matrix(0.26458333,0,0,0.26458333,-37.67342,18.022798)"
|
|
id="text934"
|
|
style="font-size:21.3333px;line-height:1.2;font-family:Arial;-inkscape-font-specification:Arial;white-space:pre;shape-inside:url(#rect936);display:inline" /></g></svg>
|