{
	"nodes":[
		{"type":"file","file":"pgcd.md","id":"b0635401d2625010","x":869,"y":-734,"width":853,"height":595},
		{"type":"file","file":"théorème de Bézout.md","id":"6f9b58660762a230","x":1047,"y":236,"width":928,"height":1213},
		{"type":"file","file":"divisibilité.md","id":"520650be2fc22851","x":30,"y":-636,"width":561,"height":400},
		{"type":"file","file":"division euclidienne.md","id":"ef98dc17dc3145c5","x":-696,"y":-74,"width":805,"height":502},
		{"type":"text","text":"![[congruence#Propriétés]]","id":"9dc29f8c63d85e15","x":1526,"y":-1954,"width":1638,"height":579},
		{"type":"file","file":"nombres premiers entre eux.md","id":"a1d3bc2c29212d51","x":-1426,"y":-2435,"width":1374,"height":698},
		{"type":"text","text":"Slide:\n- 520650be2fc22851\n- ef98dc17dc3145c5\n- 9bbd690cdb6e5478\n- 9dc29f8c63d85e15\n- 1fcb32ac05d967c2\n- 960a7a836e039ff5\n- a1d3bc2c29212d51\n- b0635401d2625010\n- 6f9b58660762a230\n","id":"74e83a18d4e32465","x":2964,"y":-2435,"width":200,"height":200},
		{"type":"file","file":"congruence.md","id":"9bbd690cdb6e5478","x":-73,"y":-1664,"width":1369,"height":453},
		{"id":"387d8b47377bb4f5","x":-954,"y":-415,"width":517,"height":179,"type":"text","text":"![[nombre premier#^definition]]"},
		{"type":"text","text":"![[nombre premier#Tous les nombres ont un divisibilité diviseur premier]]","id":"960a7a836e039ff5","x":-1880,"y":-680,"width":650,"height":200}
	],
	"edges":[
		{"id":"5470ad82cfe3c6b3","fromNode":"6f9b58660762a230","fromSide":"top","toNode":"b0635401d2625010","toSide":"bottom"},
		{"id":"3b7d1dfb4bd8552e","fromNode":"b0635401d2625010","fromSide":"left","toNode":"520650be2fc22851","toSide":"right"},
		{"id":"c7e7b432afc8aeb5","fromNode":"9bbd690cdb6e5478","fromSide":"bottom","toNode":"520650be2fc22851","toSide":"top"},
		{"id":"980cfabaaf74036c","fromNode":"9dc29f8c63d85e15","fromSide":"left","toNode":"9bbd690cdb6e5478","toSide":"right"},
		{"id":"6f7eac5233955d62","fromNode":"520650be2fc22851","fromSide":"bottom","toNode":"ef98dc17dc3145c5","toSide":"right"},
		{"id":"fb5dc0de89e05667","fromNode":"a1d3bc2c29212d51","fromSide":"bottom","toNode":"520650be2fc22851","toSide":"top"},
		{"id":"edea100e691fca33","fromNode":"387d8b47377bb4f5","fromSide":"left","toNode":"960a7a836e039ff5","toSide":"right"},
		{"id":"5de7c844883b5c60","fromNode":"520650be2fc22851","fromSide":"left","toNode":"387d8b47377bb4f5","toSide":"right"}
	]
}