{
	"patcher" : 	{
		"fileversion" : 1,
		"appversion" : 		{
			"major" : 7,
			"minor" : 0,
			"revision" : 0,
			"architecture" : "x86",
			"modernui" : 1
		}
,
		"rect" : [ 876.0, 566.0, 421.0, 247.0 ],
		"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" : "slide~ Example",
		"digest" : "",
		"tags" : "c74example",
		"style" : "",
		"boxes" : [ 			{
				"box" : 				{
					"id" : "obj-16",
					"margins" : [ 1.0, 0.0, 1.0, 0.0 ],
					"maxclass" : "plot~",
					"numinlets" : 1,
					"numoutlets" : 1,
					"numpoints" : 44100,
					"outlettype" : [ "" ],
					"patching_rect" : [ 21.0, 116.0, 125.0, 70.0 ],
					"subplots" : [ 						{
							"color" : [ 0.4, 0.4, 0.75, 1.0 ],
							"thickness" : 1.2,
							"point_style" : "none",
							"line_style" : "lines",
							"number_style" : "none",
							"filter" : "none",
							"domain_start" : 0.0,
							"domain_end" : 1.0,
							"domain_style" : "linear",
							"domain_markers" : [ 0.0, 0.125, 0.25, 0.375, 0.5, 0.625, 0.75, 0.875, 1.0 ],
							"domain_labels" : [  ],
							"range_start" : 0.0,
							"range_end" : 1.0,
							"range_style" : "linear",
							"range_markers" : [ 0.0, 0.25, 0.5, 0.75, 1.0 ],
							"range_labels" : [  ],
							"origin_x" : 0.0,
							"origin_y" : 0.0
						}
 ]
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-9",
					"maxclass" : "newobj",
					"numinlets" : 3,
					"numoutlets" : 1,
					"outlettype" : [ "signal" ],
					"patching_rect" : [ 160.0, 57.0, 110.0, 22.0 ],
					"style" : "",
					"text" : "slide~ 1000 1000"
				}

			}
, 			{
				"box" : 				{
					"id" : "obj-6",
					"margins" : [ 1.0, 0.0, 1.0, 0.0 ],
					"maxclass" : "plot~",
					"numinlets" : 1,
					"numoutlets" : 1,
					"numpoints" : 44100,
					"outlettype" : [ "" ],
					"patching_rect" : [ 160.0, 116.0, 125.0, 70.0 ],
					"subplots" : [ 						{
							"color" : [ 0.4, 0.4, 0.75, 1.0 ],
							"thickness" : 1.2,
							"point_style" : "none",
							"line_style" : "lines",
							"number_style" : "none",
							"filter" : "none",
							"domain_start" : 0.0,
							"domain_end" : 1.0,
							"domain_style" : "linear",
							"domain_markers" : [ 0.0, 0.125, 0.25, 0.375, 0.5, 0.625, 0.75, 0.875, 1.0 ],
							"domain_labels" : [  ],
							"range_start" : 0.0,
							"range_end" : 1.0,
							"range_style" : "linear",
							"range_markers" : [ 0.0, 0.25, 0.5, 0.75, 1.0 ],
							"range_labels" : [  ],
							"origin_x" : 0.0,
							"origin_y" : 0.0
						}
 ]
				}

			}
, 			{
				"box" : 				{
					"id" : "obj-7",
					"maxclass" : "comment",
					"numinlets" : 1,
					"numoutlets" : 0,
					"patching_rect" : [ 290.0, 112.0, 37.0, 20.0 ],
					"style" : "helpfile_label",
					"text" : "1"
				}

			}
, 			{
				"box" : 				{
					"id" : "obj-15",
					"maxclass" : "comment",
					"numinlets" : 1,
					"numoutlets" : 0,
					"patching_rect" : [ 290.0, 169.0, 37.0, 20.0 ],
					"style" : "helpfile_label",
					"text" : "0"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"hidden" : 1,
					"id" : "obj-14",
					"maxclass" : "newobj",
					"numinlets" : 1,
					"numoutlets" : 1,
					"outlettype" : [ "" ],
					"patching_rect" : [ 355.0, 132.0, 70.0, 20.0 ],
					"style" : "",
					"text" : "loadmess 1"
				}

			}
, 			{
				"box" : 				{
					"id" : "obj-13",
					"maxclass" : "ezdac~",
					"numinlets" : 2,
					"numoutlets" : 0,
					"patching_rect" : [ 355.0, 160.0, 45.0, 45.0 ],
					"style" : ""
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-1",
					"maxclass" : "comment",
					"numinlets" : 1,
					"numoutlets" : 0,
					"patching_rect" : [ 21.0, 194.0, 323.0, 20.0 ],
					"style" : "",
					"text" : "signal is smoothed logarithmically over 1000 samples."
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-4",
					"maxclass" : "newobj",
					"numinlets" : 2,
					"numoutlets" : 1,
					"outlettype" : [ "signal" ],
					"patching_rect" : [ 160.0, 20.0, 72.0, 22.0 ],
					"style" : "",
					"text" : "phasor~ 4."
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-11",
					"linecount" : 3,
					"maxclass" : "comment",
					"numinlets" : 1,
					"numoutlets" : 0,
					"patching_rect" : [ 274.0, 57.0, 136.0, 47.0 ],
					"style" : "",
					"text" : "input is smoothed logarithmically across 1000 samples."
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"hidden" : 1,
					"id" : "obj-12",
					"maxclass" : "comment",
					"numinlets" : 1,
					"numoutlets" : 0,
					"patching_rect" : [ 39.0, 273.0, 275.0, 21.0 ],
					"style" : "",
					"text" : "slide~ does logarithmic smoothing on a signal."
				}

			}
 ],
		"lines" : [ 			{
				"patchline" : 				{
					"destination" : [ "obj-13", 0 ],
					"disabled" : 0,
					"hidden" : 1,
					"source" : [ "obj-14", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-16", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"midpoints" : [ 169.5, 49.0, 30.5, 49.0 ],
					"source" : [ "obj-4", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-9", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"source" : [ "obj-4", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-6", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"source" : [ "obj-9", 0 ]
				}

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

}