device-56.home 2026-4-1:0:33:54

This commit is contained in:
oskar
2026-04-01 00:33:54 +02:00
parent d0d827cc3f
commit 603e8845b2
7 changed files with 80 additions and 196 deletions

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@@ -533,6 +533,20 @@
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@@ -5,8 +5,11 @@
/* pdfs, figures... */
.theme-dark .pdf-cropped-embed, /* PDF++ rectangle highlights */
.theme-dark .pdfViewer > .page {
.theme-dark .pdf-cropped-embed, /* PDF++ rectangle highlights embeds */
.theme-dark .pdfViewer > .page,
.pdf-thumbnail-view .thumbnail,
.pdf-thumbnail-view .thumbnail::after
{
filter: invert(0.7)
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/* contrast(1.6) */
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blur(0.5px) /* blur for better antialiasing */
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==⚠ Switch to EXCALIDRAW VIEW in the MORE OPTIONS menu of this document. ⚠==
# Text Elements
# Excalidraw Data
## Text Elements
Nom de classe :: Nom du paquettage
+ attribut_public
@@ -21,183 +23,36 @@ Opération(paramètre mode_passage : type) : type_retour
^vVwbNdaX
%%
# Drawing
```json
{
"type": "excalidraw",
"version": 2,
"source": "https://excalidraw.com",
"elements": [
{
"id": "GJjr-JTmHwg4_VbDXiMsK",
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"text": "Nom de classe :: Nom du paquettage\n\n+ attribut_public\n# attribut_protégé\n- attribut_privé\n+ attribut : type\n+ attribut : type = valeur par défaut\n\nOpération\nOpération(paramètre mode_passage : type) : type_retour\n",
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"originalText": "Nom de classe :: Nom du paquettage\n\n+ attribut_public\n# attribut_protégé\n- attribut_privé\n+ attribut : type\n+ attribut : type = valeur par défaut\n\nOpération\nOpération(paramètre mode_passage : type) : type_retour\n"
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"angle": 0,
"strokeColor": "#000000",
"backgroundColor": "transparent",
"fillStyle": "hachure",
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"strokeStyle": "solid",
"roughness": 0,
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"strokeSharpness": "round",
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"currentItemStrokeStyle": "solid",
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"currentItemTextAlign": "left",
"currentItemStrokeSharpness": "sharp",
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"currentItemEndArrowhead": "arrow",
"currentItemLinearStrokeSharpness": "round",
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"colorPalette": {}
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"files": {}
}
## Drawing
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```
%%

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@@ -1,10 +1,12 @@
up:: [[information]]
#s/médias
> [!smallquery]+ Sous-notes de `$= dv.el("span", "[[" + dv.current().file.name + "]]")`
> ```breadcrumbs
> title: false
> type: tree
> dir: down
> ```
```breadcrumbs
title: "Sous-notes"
type: tree
collapse: true
show-attributes: [field]
field-groups: [downs]
depth: [0, 1]
```

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@@ -10,13 +10,13 @@ year: 1663
# Distinctions sur les différentes notions d'infini
> [!PDF|note] [[sources/0 - cours/LOGOS S2/le savoir en mathématiques/Spinoza - Lettre 12 à Lodewijk Meyer (FR).pdf#page=2&selection=3,33,6,17&color=note|Spinoza - Lettre 12 à Lodewijk Meyer (FR)]]
> [!PDF|definition] [[sources/0 - cours/LOGOS S2/le savoir en mathématiques/Spinoza - Lettre 12 à Lodewijk Meyer (FR).pdf#page=2&selection=3,33,6,17&color=note|Spinoza - Lettre 12 à Lodewijk Meyer (FR)]]
> Cest quils nont pas distingué entre ce dont lêtre infini suit de sa nature, autrement dit de la force de sa définition, et ce qui na aucune fin, non pas du tout par la force de son essence, mais par la force de sa cause
> [!PDF|note] [[sources/0 - cours/LOGOS S2/le savoir en mathématiques/Spinoza - Lettre 12 à Lodewijk Meyer (FR).pdf#page=2&selection=6,18,9,54&color=note|Spinoza - Lettre 12 à Lodewijk Meyer (FR)]]
> [!PDF|definition] [[sources/0 - cours/LOGOS S2/le savoir en mathématiques/Spinoza - Lettre 12 à Lodewijk Meyer (FR).pdf#page=2&selection=6,18,9,54&color=note|Spinoza - Lettre 12 à Lodewijk Meyer (FR)]]
> Ensuite, ils nont pas distingué entre ce qui est dit infini parce quil na aucune fin, et ce dont les parties ne peuvent être égalées ni exprimées par aucun nombre, même si nous en connaissons le maximum et le minimum <et que la chose est ainsi bien déterminée>
> [!PDF|note] [[sources/0 - cours/LOGOS S2/le savoir en mathématiques/Spinoza - Lettre 12 à Lodewijk Meyer (FR).pdf#page=2&selection=9,56,11,47&color=note|Spinoza - Lettre 12 à Lodewijk Meyer (FR)]]
> [!PDF|definition] [[sources/0 - cours/LOGOS S2/le savoir en mathématiques/Spinoza - Lettre 12 à Lodewijk Meyer (FR).pdf#page=2&selection=9,56,11,47&color=note|Spinoza - Lettre 12 à Lodewijk Meyer (FR)]]
> Enfin, ils nont pas distingué entre ce que nous pouvons seulement comprendre, mais pas imaginer, et ce que nous pouvons aussi imaginer
> [!PDF|yellow] [[sources/0 - cours/LOGOS S2/le savoir en mathématiques/Spinoza - Lettre 12 à Lodewijk Meyer (FR).pdf#page=3&selection=20,0,27,18&color=yellow|Spinoza - Lettre 12 à Lodewijk Meyer (FR), p.3]]