{
	"patcher" : 	{
		"fileversion" : 1,
		"appversion" : 		{
			"major" : 7,
			"minor" : 0,
			"revision" : 0,
			"architecture" : "x86",
			"modernui" : 1
		}
,
		"rect" : [ 241.0, 156.0, 465.0, 127.0 ],
		"bgcolor" : [ 1.0, 1.0, 1.0, 1.0 ],
		"bglocked" : 0,
		"openinpresentation" : 0,
		"default_fontsize" : 12.0,
		"default_fontface" : 0,
		"default_fontname" : "Arial",
		"gridonopen" : 0,
		"gridsize" : [ 15.0, 15.0 ],
		"gridsnaponopen" : 0,
		"statusbarvisible" : 2,
		"toolbarvisible" : 1,
		"lefttoolbarpinned" : 0,
		"toptoolbarpinned" : 0,
		"righttoolbarpinned" : 0,
		"bottomtoolbarpinned" : 0,
		"toolbars_unpinned_last_save" : 0,
		"tallnewobj" : 0,
		"boxanimatetime" : 200,
		"enablehscroll" : 1,
		"enablevscroll" : 1,
		"devicewidth" : 0.0,
		"description" : "cos~ Example",
		"digest" : "",
		"tags" : "c74example",
		"style" : "",
		"boxes" : [ 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-5",
					"linecount" : 3,
					"maxclass" : "comment",
					"numinlets" : 1,
					"numoutlets" : 0,
					"patching_rect" : [ 354.0, 66.0, 103.0, 47.0 ],
					"style" : "",
					"text" : "compute a smooth curve  from 0 to 1"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-4",
					"maxclass" : "message",
					"numinlets" : 2,
					"numoutlets" : 1,
					"outlettype" : [ "" ],
					"patching_rect" : [ 314.0, 7.0, 84.0, 22.0 ],
					"style" : "",
					"text" : "0.75, 1. 5000"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-19",
					"maxclass" : "newobj",
					"numinlets" : 2,
					"numoutlets" : 2,
					"outlettype" : [ "signal", "bang" ],
					"patching_rect" : [ 314.0, 34.0, 36.0, 22.0 ],
					"style" : "",
					"text" : "line~"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-20",
					"maxclass" : "newobj",
					"numinlets" : 1,
					"numoutlets" : 1,
					"outlettype" : [ "signal" ],
					"patching_rect" : [ 314.0, 66.0, 36.0, 22.0 ],
					"style" : "",
					"text" : "cos~"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-14",
					"linecount" : 3,
					"maxclass" : "comment",
					"numinlets" : 1,
					"numoutlets" : 0,
					"patching_rect" : [ 209.0, 66.0, 82.0, 47.0 ],
					"style" : "",
					"text" : "calculate cosine wave in real time"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-13",
					"linecount" : 3,
					"maxclass" : "comment",
					"numinlets" : 1,
					"numoutlets" : 0,
					"patching_rect" : [ 56.0, 66.0, 114.0, 47.0 ],
					"style" : "",
					"text" : "lookup in a pre-calculated cosine wave table"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-3",
					"maxclass" : "newobj",
					"numinlets" : 2,
					"numoutlets" : 1,
					"outlettype" : [ "signal" ],
					"patching_rect" : [ 169.0, 29.0, 85.0, 22.0 ],
					"style" : "",
					"text" : "phasor~ 220."
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-2",
					"maxclass" : "newobj",
					"numinlets" : 1,
					"numoutlets" : 1,
					"outlettype" : [ "signal" ],
					"patching_rect" : [ 169.0, 66.0, 36.0, 22.0 ],
					"style" : "",
					"text" : "cos~"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-1",
					"maxclass" : "newobj",
					"numinlets" : 2,
					"numoutlets" : 1,
					"outlettype" : [ "signal" ],
					"patching_rect" : [ 6.0, 66.0, 46.0, 22.0 ],
					"style" : "",
					"text" : "cycle~"
				}

			}
 ],
		"lines" : [ 			{
				"patchline" : 				{
					"destination" : [ "obj-20", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"source" : [ "obj-19", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-1", 1 ],
					"disabled" : 0,
					"hidden" : 0,
					"midpoints" : [ 178.5, 57.0, 42.5, 57.0 ],
					"source" : [ "obj-3", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-2", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"source" : [ "obj-3", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-19", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"source" : [ "obj-4", 0 ]
				}

			}
 ],
		"dependency_cache" : [  ],
		"snippetinfo" : 		{
			"name" : "cos~ Example",
			"objects" : "cos~",
			"tags" : "c74example",
			"description" : "cos~ Example",
			"image" : "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"
		}
,
		"embedsnapshot" : 0
	}

}