MacBook-Pro-de-Oscar.local 2026-1-28:20:31:19

.obsidian/plugins/obsidian-pandoc-reference-list/data.json

@@ -5,12 +5,12 @@
     {
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       "name": "memoire-L3",
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+      "lastUpdate": 1769628422640
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       "name": "Ma bibliothèque",
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.pandoc/zotero-library-1.json

@@ -1,3 +1 @@
-[
-  {"id":"floydParadigmsProgramming1979","author":[{"family":"Floyd","given":"Robert W."}],"citation-key":"floydParadigmsProgramming1979","container-title":"Communication of the ACM","DOI":"10.1145/359138.359140","issue":"8","issued":{"date-parts":[["1979",8,1]]},"language":"English","page":"455-460","title":"The paradigms of programming","type":"article-journal","URL":"https://dl.acm.org/doi/10.1145/359138.359140","volume":"22"}
-]
+[{"id":"floydParadigmsProgramming1979","author":[{"family":"Floyd","given":"Robert W."}],"citation-key":"floydParadigmsProgramming1979","container-title":"Communication of the ACM","DOI":"10.1145/359138.359140","issue":"8","issued":{"date-parts":[["1979",8,1]]},"language":"English","page":"455-460","title":"The paradigms of programming","type":"article-journal","URL":"https://dl.acm.org/doi/10.1145/359138.359140","volume":"22"},{"id":"coriLogiqueMathematique12003","type":"book","event-place":"paris","number-of-volumes":"2","publisher":"Dunod","publisher-place":"paris","title":"Logique mathématique 1. calcul propositionnel, algèbre de boole","volume":"1","author":[{"family":"Cori","given":"René"},{"family":"Lascar","given":"Daniel"}],"issued":{"date-parts":[["2003"]]},"citation-key":"coriLogiqueMathematique12003","library":"Ma bibliothèque","citekey":"coriLogiqueMathematique12003"},{"id":"coriLogiqueMathematique22003","type":"book","event-place":"paris","number-of-volumes":"2","publisher":"Dunod","publisher-place":"paris","title":"Logique mathématique 2. fonctions récursives, théorème de Gödel, théories des ensembles, théorie des modèles","volume":"2","author":[{"family":"Cori","given":"René"},{"family":"Lascar","given":"Daniel"}],"issued":{"date-parts":[["2003"]]},"citation-key":"coriLogiqueMathematique22003","library":"Ma bibliothèque","citekey":"coriLogiqueMathematique22003"}]

Untitled.md

@@ -9,3 +9,5 @@ aliases:
 
 [[groupe abélien#definition]]
 
+[@Gcode2023]
+

partie ouverte d'un espace métrique.md

@@ -70,7 +70,6 @@ tags: "#s/maths/algèbre"
 ^intersection-ouverts
 
 
-
 > [!proposition]+ Ouvert d'une partie
 > Soit $(X, d)$ un [[espace métrique]]
 > Soit $(Y, d) \subset (X, d)$

sources/zotero/Gcode2023.md

@@ -0,0 +1,20 @@
+---
+zotero-key: 7E6L4MG4
+zt-attachments:
+  - "545"
+citekey: Gcode2023
+aliases:
+  - G-code
+---
+up:: [[zotero literature notes]]
+link:: [Zotero](zotero://select/library/items/7E6L4MG4) [attachment](file:///Users/oscarplaisant/Zotero/storage/3JTC97YD/G-code.html)
+#s/PKM #zotero #t/source 
+
+
+> [!zotero]+ <span style="color: #2ea8e5; --link-external-color: #2ea8e5;">[G-code](zotero://select/library/items/7E6L4MG4) - [Page ](zotero://open-pdf/library/items/3JTC97YD?annotation=2PZLUSDX)</span>
+> G-code (also RS-274) is the most widely used computer numerical control (CNC) and 3D printing programming language. It is used mainly in computer-aided manufacturing to control automated machine tools, as well as for 3D-printer slicer applications. The G stands for geometry. G-code has many variants.
+> ^2PZLUSDXa3JTC97YD
+
+> [!zotero]+ <span style="color: #ffd400; --link-external-color: #ffd400;">[G-code](zotero://select/library/items/7E6L4MG4) - [Page ](zotero://open-pdf/library/items/3JTC97YD?annotation=RSS52UR2)</span>
+> G-code began as a limited language that lacked constructs such as loops, conditional operators, and programmer-declared variables with natural-word-including names (or the expressions in which to use them). It was unable to encode logic but was just a way to "connect the dots" where the programmer figured out many of the dots' locations longhand.
+> ^RSS52UR2a3JTC97YD