{
	"patcher" : 	{
		"fileversion" : 1,
		"appversion" : 		{
			"major" : 7,
			"minor" : 0,
			"revision" : 0,
			"architecture" : "x86",
			"modernui" : 1
		}
,
		"rect" : [ 241.0, 156.0, 425.0, 157.0 ],
		"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" : "delta~ Example",
		"digest" : "",
		"tags" : "c74example",
		"style" : "",
		"boxes" : [ 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-5",
					"maxclass" : "message",
					"numinlets" : 2,
					"numoutlets" : 1,
					"outlettype" : [ "" ],
					"patching_rect" : [ 18.0, 44.0, 128.0, 22.0 ],
					"style" : "",
					"text" : "500, 2000 5000 0.75"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-22",
					"maxclass" : "newobj",
					"numinlets" : 2,
					"numoutlets" : 1,
					"outlettype" : [ "signal" ],
					"patching_rect" : [ 205.0, 106.0, 82.0, 22.0 ],
					"style" : "",
					"text" : "cycle~ atone"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-16",
					"linecount" : 5,
					"maxclass" : "comment",
					"numinlets" : 1,
					"numoutlets" : 0,
					"patching_rect" : [ 295.0, 44.0, 131.0, 74.0 ],
					"style" : "",
					"text" : "change in input signal being used to determine the frequency of an oscillator"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-19",
					"maxclass" : "newobj",
					"numinlets" : 2,
					"numoutlets" : 1,
					"outlettype" : [ "signal" ],
					"patching_rect" : [ 205.0, 73.0, 72.0, 22.0 ],
					"style" : "",
					"text" : "*~ 100000."
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-20",
					"maxclass" : "newobj",
					"numinlets" : 1,
					"numoutlets" : 1,
					"outlettype" : [ "signal" ],
					"patching_rect" : [ 205.0, 44.0, 44.0, 22.0 ],
					"style" : "",
					"text" : "delta~"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-21",
					"maxclass" : "newobj",
					"numinlets" : 1,
					"numoutlets" : 2,
					"outlettype" : [ "signal", "signal" ],
					"patching_rect" : [ 205.0, 15.0, 37.0, 22.0 ],
					"style" : "",
					"text" : "adc~"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-13",
					"linecount" : 2,
					"maxclass" : "comment",
					"numinlets" : 1,
					"numoutlets" : 0,
					"patching_rect" : [ 70.0, 73.0, 111.0, 33.0 ],
					"style" : "",
					"text" : "detect change in slope of the curve"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-2",
					"maxclass" : "newobj",
					"numinlets" : 1,
					"numoutlets" : 1,
					"outlettype" : [ "signal" ],
					"patching_rect" : [ 18.0, 106.0, 44.0, 22.0 ],
					"style" : "",
					"text" : "delta~"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-1",
					"maxclass" : "newobj",
					"numinlets" : 3,
					"numoutlets" : 2,
					"outlettype" : [ "signal", "bang" ],
					"patching_rect" : [ 18.0, 73.0, 48.0, 22.0 ],
					"style" : "",
					"text" : "curve~"
				}

			}
 ],
		"lines" : [ 			{
				"patchline" : 				{
					"destination" : [ "obj-2", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"source" : [ "obj-1", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-22", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"source" : [ "obj-19", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-19", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"source" : [ "obj-20", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-20", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"source" : [ "obj-21", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-1", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"source" : [ "obj-5", 0 ]
				}

			}
 ],
		"dependency_cache" : [  ],
		"snippetinfo" : 		{
			"name" : "delta~ Example",
			"objects" : "delta~",
			"tags" : "c74example",
			"description" : "delta~ Example",
			"image" : "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"
		}
,
		"embedsnapshot" : 0
	}

}
