{
	"patcher" : 	{
		"fileversion" : 1,
		"appversion" : 		{
			"major" : 7,
			"minor" : 0,
			"revision" : 0,
			"architecture" : "x86",
			"modernui" : 1
		}
,
		"rect" : [ 173.0, 78.0, 548.0, 159.0 ],
		"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" : "fftin~ Example",
		"digest" : "",
		"tags" : "c74example",
		"style" : "",
		"boxes" : [ 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-1",
					"maxclass" : "newobj",
					"numinlets" : 1,
					"numoutlets" : 2,
					"outlettype" : [ "float", "bang" ],
					"patching_rect" : [ 113.0, 129.0, 110.0, 22.0 ],
					"style" : "",
					"text" : "buffer~ ampcurve"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-2",
					"maxclass" : "newobj",
					"numinlets" : 2,
					"numoutlets" : 1,
					"outlettype" : [ "signal" ],
					"patching_rect" : [ 325.5, 101.0, 33.0, 22.0 ],
					"style" : "",
					"text" : "*~"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-3",
					"maxclass" : "newobj",
					"numinlets" : 2,
					"numoutlets" : 1,
					"outlettype" : [ "signal" ],
					"patching_rect" : [ 266.0, 101.0, 33.0, 22.0 ],
					"style" : "",
					"text" : "*~"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-4",
					"maxclass" : "newobj",
					"numinlets" : 2,
					"numoutlets" : 1,
					"outlettype" : [ "signal" ],
					"patching_rect" : [ 385.0, 66.0, 108.0, 22.0 ],
					"style" : "",
					"text" : "index~ ampcurve"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-5",
					"maxclass" : "newobj",
					"numinlets" : 1,
					"numoutlets" : 3,
					"outlettype" : [ "signal", "signal", "signal" ],
					"patching_rect" : [ 266.0, 12.0, 138.0, 22.0 ],
					"style" : "",
					"text" : "fftin~ 1"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-6",
					"maxclass" : "newobj",
					"numinlets" : 2,
					"numoutlets" : 0,
					"patching_rect" : [ 266.0, 129.0, 78.5, 22.0 ],
					"style" : "",
					"text" : "fftout~ 1"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"hidden" : 1,
					"id" : "obj-7",
					"linecount" : 2,
					"maxclass" : "comment",
					"numinlets" : 1,
					"numoutlets" : 0,
					"patching_rect" : [ 31.0, 225.0, 426.0, 36.0 ],
					"style" : "",
					"text" : "fftin~ converts signals input into a pfft~ subpatcher into frequency domain signal pairs with a sync signal indicating the current bin number."
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-8",
					"linecount" : 4,
					"maxclass" : "comment",
					"numinlets" : 1,
					"numoutlets" : 0,
					"patching_rect" : [ 113.0, 12.0, 160.0, 60.0 ],
					"style" : "",
					"text" : "analyze a signal from outside the pfft~ and then resynthesize it back into the parent patch."
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-9",
					"maxclass" : "newobj",
					"numinlets" : 2,
					"numoutlets" : 0,
					"patching_rect" : [ 16.0, 80.0, 56.0, 22.0 ],
					"style" : "",
					"text" : "fftout~ 1"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-10",
					"maxclass" : "newobj",
					"numinlets" : 1,
					"numoutlets" : 3,
					"outlettype" : [ "signal", "signal", "signal" ],
					"patching_rect" : [ 16.0, 12.0, 92.0, 22.0 ],
					"style" : "",
					"text" : "fftin~ 1"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-11",
					"linecount" : 3,
					"maxclass" : "comment",
					"numinlets" : 1,
					"numoutlets" : 0,
					"patching_rect" : [ 408.0, 12.0, 135.0, 47.0 ],
					"style" : "",
					"text" : "use the sync outlet of fftin~ to scan through a spectral envelope."
				}

			}
 ],
		"lines" : [ 			{
				"patchline" : 				{
					"destination" : [ "obj-9", 1 ],
					"disabled" : 0,
					"hidden" : 0,
					"source" : [ "obj-10", 1 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-9", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"source" : [ "obj-10", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-6", 1 ],
					"disabled" : 0,
					"hidden" : 0,
					"source" : [ "obj-2", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-6", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"source" : [ "obj-3", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-2", 1 ],
					"disabled" : 0,
					"hidden" : 0,
					"midpoints" : [ 394.5, 93.0, 349.0, 93.0 ],
					"source" : [ "obj-4", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-3", 1 ],
					"disabled" : 0,
					"hidden" : 0,
					"midpoints" : [ 394.5, 93.0, 289.5, 93.0 ],
					"source" : [ "obj-4", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-2", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"source" : [ "obj-5", 1 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-3", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"source" : [ "obj-5", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-4", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"source" : [ "obj-5", 2 ]
				}

			}
 ],
		"dependency_cache" : [  ],
		"snippetinfo" : 		{
			"name" : "fftin~ Example",
			"objects" : "fftin~",
			"tags" : "c74example",
			"description" : "fftin~ Example",
			"image" : "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"
		}
,
		"embedsnapshot" : 0
	}

}
