{
	"patcher" : 	{
		"fileversion" : 1,
		"appversion" : 		{
			"major" : 7,
			"minor" : 0,
			"revision" : 0,
			"architecture" : "x86",
			"modernui" : 1
		}
,
		"rect" : [ 1112.0, 436.0, 252.0, 239.0 ],
		"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" : "asin~ Example",
		"digest" : "",
		"tags" : "c74example",
		"style" : "",
		"boxes" : [ 			{
				"box" : 				{
					"id" : "obj-3",
					"maxclass" : "ezdac~",
					"numinlets" : 2,
					"numoutlets" : 0,
					"patching_rect" : [ 17.0, 165.0, 45.0, 45.0 ],
					"style" : ""
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-2",
					"maxclass" : "newobj",
					"numinlets" : 1,
					"numoutlets" : 1,
					"outlettype" : [ "signal" ],
					"patching_rect" : [ 17.0, 114.0, 40.0, 22.0 ],
					"style" : "",
					"text" : "asin~"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-1",
					"maxclass" : "newobj",
					"numinlets" : 2,
					"numoutlets" : 1,
					"outlettype" : [ "signal" ],
					"patching_rect" : [ 17.0, 10.0, 82.0, 22.0 ],
					"style" : "",
					"text" : "cycle~ 1.345"
				}

			}
, 			{
				"box" : 				{
					"id" : "obj-38",
					"margins" : [ 1.0, 0.0, 1.0, 0.0 ],
					"maxclass" : "plot~",
					"numinlets" : 1,
					"numoutlets" : 1,
					"numpoints" : 44100,
					"outlettype" : [ "" ],
					"patching_rect" : [ 72.0, 150.0, 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" : -1.57079,
							"range_end" : 1.57079,
							"range_style" : "linear",
							"range_markers" : [ -1.57079, -0.78539, 0.0, 0.78539, 1.57079 ],
							"range_labels" : [  ],
							"origin_x" : 0.0,
							"origin_y" : 0.0
						}
 ]
				}

			}
, 			{
				"box" : 				{
					"id" : "obj-39",
					"maxclass" : "comment",
					"numinlets" : 1,
					"numoutlets" : 0,
					"patching_rect" : [ 202.0, 173.0, 37.0, 20.0 ],
					"style" : "helpfile_label",
					"text" : "0"
				}

			}
, 			{
				"box" : 				{
					"id" : "obj-40",
					"maxclass" : "comment",
					"numinlets" : 1,
					"numoutlets" : 0,
					"patching_rect" : [ 202.0, 146.0, 37.0, 20.0 ],
					"style" : "helpfile_label",
					"text" : "π/2"
				}

			}
, 			{
				"box" : 				{
					"id" : "obj-41",
					"maxclass" : "comment",
					"numinlets" : 1,
					"numoutlets" : 0,
					"patching_rect" : [ 202.0, 203.0, 37.0, 20.0 ],
					"style" : "helpfile_label",
					"text" : "-π/2"
				}

			}
, 			{
				"box" : 				{
					"id" : "obj-14",
					"margins" : [ 1.0, 0.0, 1.0, 0.0 ],
					"maxclass" : "plot~",
					"numinlets" : 1,
					"numoutlets" : 1,
					"numpoints" : 44100,
					"outlettype" : [ "" ],
					"patching_rect" : [ 72.0, 46.0, 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" : -1.0,
							"range_end" : 1.0,
							"range_style" : "linear",
							"range_markers" : [ -1.0, -0.5, 0.0, 0.5, 1.0 ],
							"range_labels" : [  ],
							"origin_x" : 0.0,
							"origin_y" : 0.0
						}
 ]
				}

			}
, 			{
				"box" : 				{
					"id" : "obj-15",
					"maxclass" : "comment",
					"numinlets" : 1,
					"numoutlets" : 0,
					"patching_rect" : [ 202.0, 69.0, 37.0, 20.0 ],
					"style" : "helpfile_label",
					"text" : "0"
				}

			}
, 			{
				"box" : 				{
					"id" : "obj-16",
					"maxclass" : "comment",
					"numinlets" : 1,
					"numoutlets" : 0,
					"patching_rect" : [ 202.0, 42.0, 37.0, 20.0 ],
					"style" : "helpfile_label",
					"text" : "1"
				}

			}
, 			{
				"box" : 				{
					"id" : "obj-17",
					"maxclass" : "comment",
					"numinlets" : 1,
					"numoutlets" : 0,
					"patching_rect" : [ 202.0, 99.0, 37.0, 20.0 ],
					"style" : "helpfile_label",
					"text" : "-1"
				}

			}
 ],
		"lines" : [ 			{
				"patchline" : 				{
					"destination" : [ "obj-14", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"midpoints" : [ 26.5, 38.0, 81.5, 38.0 ],
					"source" : [ "obj-1", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-2", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"source" : [ "obj-1", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-38", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"midpoints" : [ 26.5, 139.0, 81.5, 139.0 ],
					"source" : [ "obj-2", 0 ]
				}

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

}