{
	"patcher" : 	{
		"boxes" : [ 			{
				"box" : 				{
					"maxclass" : "scope~",
					"id" : "obj-8",
					"range" : [ 0.0, 1.0 ],
					"displaychan" : 4,
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					"numinlets" : 2
				}

			}
, 			{
				"box" : 				{
					"maxclass" : "comment",
					"text" : "7-channel output function",
					"id" : "obj-7",
					"numoutlets" : 0,
					"patching_rect" : [ 113.0, 146.0, 154.0, 20.0 ],
					"numinlets" : 1
				}

			}
, 			{
				"box" : 				{
					"maxclass" : "comment",
					"text" : "add some points",
					"id" : "obj-6",
					"numoutlets" : 0,
					"patching_rect" : [ 158.5, 10.0, 97.0, 20.0 ],
					"numinlets" : 1
				}

			}
, 			{
				"box" : 				{
					"maxclass" : "comment",
					"text" : "drive with phasor~",
					"id" : "obj-5",
					"numoutlets" : 0,
					"patching_rect" : [ 10.0, 10.0, 106.0, 20.0 ],
					"numinlets" : 1
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			}
, 			{
				"box" : 				{
					"maxclass" : "message",
					"text" : "0 1 0.5, 1 0",
					"id" : "obj-3",
					"fontsize" : 13.0,
					"numoutlets" : 1,
					"outlettype" : [ "" ],
					"patching_rect" : [ 170.0, 36.5, 74.0, 23.0 ],
					"numinlets" : 2
				}

			}
, 			{
				"box" : 				{
					"maxclass" : "newobj",
					"text" : "phasor~ 0.5",
					"id" : "obj-47",
					"fontsize" : 13.0,
					"numoutlets" : 1,
					"outlettype" : [ "signal" ],
					"patching_rect" : [ 24.0, 36.5, 78.0, 23.0 ],
					"numinlets" : 2
				}

			}
, 			{
				"box" : 				{
					"maxclass" : "newobj",
					"text" : "mc.gradient~ 7",
					"id" : "obj-1",
					"fontsize" : 13.0,
					"numoutlets" : 3,
					"outlettype" : [ "multichannelsignal", "float", "list" ],
					"patching_rect" : [ 89.0, 116.0, 95.0, 23.0 ],
					"numinlets" : 1
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			}
 ],
		"lines" : [ 			{
				"patchline" : 				{
					"source" : [ "obj-1", 0 ],
					"destination" : [ "obj-8", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"source" : [ "obj-3", 0 ],
					"destination" : [ "obj-1", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"source" : [ "obj-47", 0 ],
					"destination" : [ "obj-1", 0 ]
				}

			}
 ],
		"appversion" : 		{
			"major" : 8,
			"minor" : 0,
			"revision" : 0,
			"architecture" : "x64",
			"modernui" : 1
		}
,
		"classnamespace" : "box",
		"description" : "271 x 237, containing 7 objects",
		"tags" : "audio",
		"snippetinfo" : 		{
			"name" : "mc.gradient Example",
			"objects" : "comment, message, phasor~, mc.gradient~, scope~",
			"tags" : "audio",
			"description" : "271 x 237, containing 7 objects",
			"image" : 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"
		}

	}

}
