From 09ce37aaa4029a031687a35d82bd4516d49454d3 Mon Sep 17 00:00:00 2001 From: Andreas Dieckmann Date: Sun, 23 Jun 2024 09:16:50 +0200 Subject: [PATCH] #406 math functions nodes checked --- package_samples/3.x/dynamo/Math.Functions.dyn | 1761 +++++++++++++++++ 1 file changed, 1761 insertions(+) create mode 100644 package_samples/3.x/dynamo/Math.Functions.dyn diff --git a/package_samples/3.x/dynamo/Math.Functions.dyn b/package_samples/3.x/dynamo/Math.Functions.dyn new file mode 100644 index 00000000..82798769 --- /dev/null +++ b/package_samples/3.x/dynamo/Math.Functions.dyn @@ -0,0 +1,1761 @@ +{ + "Uuid": "ea4b04ce-9858-40ae-a8fb-bb26d8f27873", + "IsCustomNode": false, + "Description": "Math.Functions nodes sample graph", + "Name": "Math.Functions", + "ElementResolver": { + "ResolutionMap": {} + }, + "Inputs": [ + { + "Id": "c3ae5f51748242bb938c50defa6eff93", + "Name": "Number Slider", + "Type": "number", + "Type2": "number", + "Value": "32.893", + "MaximumValue": 50.0, + "MinimumValue": 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