{
	"patcher" : 	{
		"fileversion" : 1,
		"appversion" : 		{
			"major" : 7,
			"minor" : 0,
			"revision" : 0,
			"architecture" : "x86",
			"modernui" : 1
		}
,
		"rect" : [ 119.0, 78.0, 534.0, 253.0 ],
		"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" : "zerox~ Example",
		"digest" : "",
		"tags" : "c74example",
		"style" : "",
		"boxes" : [ 			{
				"box" : 				{
					"id" : "obj-12",
					"maxclass" : "ezdac~",
					"numinlets" : 2,
					"numoutlets" : 0,
					"patching_rect" : [ 202.0, 185.0, 45.0, 45.0 ],
					"style" : ""
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-1",
					"maxclass" : "comment",
					"numinlets" : 1,
					"numoutlets" : 0,
					"patching_rect" : [ 168.0, 51.0, 168.0, 20.0 ],
					"style" : "",
					"text" : "number of vectors/second."
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-2",
					"linecount" : 3,
					"maxclass" : "comment",
					"numinlets" : 1,
					"numoutlets" : 0,
					"patching_rect" : [ 344.0, 94.0, 147.0, 47.0 ],
					"style" : "",
					"text" : "synchronize a max event with the zero-crossing of an lfo."
				}

			}
, 			{
				"box" : 				{
					"id" : "obj-3",
					"maxclass" : "button",
					"numinlets" : 1,
					"numoutlets" : 1,
					"outlettype" : [ "bang" ],
					"patching_rect" : [ 309.0, 180.0, 24.0, 24.0 ],
					"style" : ""
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-4",
					"maxclass" : "newobj",
					"numinlets" : 1,
					"numoutlets" : 2,
					"outlettype" : [ "bang", "bang" ],
					"patching_rect" : [ 309.0, 155.0, 48.0, 22.0 ],
					"style" : "",
					"text" : "edge~"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-5",
					"maxclass" : "newobj",
					"numinlets" : 2,
					"numoutlets" : 1,
					"outlettype" : [ "signal" ],
					"patching_rect" : [ 21.0, 121.0, 46.0, 22.0 ],
					"style" : "",
					"text" : "*~ 0.5"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-6",
					"maxclass" : "newobj",
					"numinlets" : 2,
					"numoutlets" : 1,
					"outlettype" : [ "signal" ],
					"patching_rect" : [ 21.0, 92.0, 73.0, 22.0 ],
					"style" : "",
					"text" : "*~"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-7",
					"maxclass" : "newobj",
					"numinlets" : 2,
					"numoutlets" : 1,
					"outlettype" : [ "float" ],
					"patching_rect" : [ 126.0, 51.0, 38.0, 22.0 ],
					"style" : "",
					"text" : "/ 64."
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-8",
					"maxclass" : "newobj",
					"numinlets" : 1,
					"numoutlets" : 4,
					"outlettype" : [ "int", "float", "int", "int" ],
					"patching_rect" : [ 106.0, 22.0, 77.5, 22.0 ],
					"style" : "",
					"text" : "dspstate~"
				}

			}
, 			{
				"box" : 				{
					"fontface" : 0,
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-9",
					"maxclass" : "number~",
					"mode" : 2,
					"numinlets" : 2,
					"numoutlets" : 2,
					"outlettype" : [ "signal", "float" ],
					"patching_rect" : [ 21.0, 206.0, 104.0, 22.0 ],
					"sig" : 0.0,
					"style" : ""
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-10",
					"maxclass" : "newobj",
					"numinlets" : 1,
					"numoutlets" : 2,
					"outlettype" : [ "signal", "signal" ],
					"patching_rect" : [ 21.0, 51.0, 51.0, 22.0 ],
					"style" : "",
					"text" : "zerox~"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-13",
					"maxclass" : "newobj",
					"numinlets" : 1,
					"numoutlets" : 2,
					"outlettype" : [ "signal", "signal" ],
					"patching_rect" : [ 265.0, 126.0, 63.0, 22.0 ],
					"style" : "",
					"text" : "zerox~"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-14",
					"maxclass" : "newobj",
					"numinlets" : 2,
					"numoutlets" : 1,
					"outlettype" : [ "signal" ],
					"patching_rect" : [ 265.0, 97.0, 71.0, 22.0 ],
					"style" : "",
					"text" : "cycle~ 0.2"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-15",
					"maxclass" : "newobj",
					"numinlets" : 2,
					"numoutlets" : 1,
					"outlettype" : [ "signal" ],
					"patching_rect" : [ 21.0, 22.0, 78.0, 22.0 ],
					"style" : "",
					"text" : "cycle~ 500."
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"id" : "obj-18",
					"linecount" : 5,
					"maxclass" : "comment",
					"numinlets" : 1,
					"numoutlets" : 0,
					"patching_rect" : [ 100.0, 92.0, 130.0, 74.0 ],
					"style" : "",
					"text" : "derive the frequency of an oscillator (accuracy is dependent on the signal vector size)."
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 12.0,
					"hidden" : 1,
					"id" : "obj-19",
					"maxclass" : "comment",
					"numinlets" : 1,
					"numoutlets" : 0,
					"patching_rect" : [ 26.0, 233.0, 330.0, 21.0 ],
					"style" : "",
					"text" : "use zerox~ to count zero-crossings on an input signal."
				}

			}
 ],
		"lines" : [ 			{
				"patchline" : 				{
					"destination" : [ "obj-6", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"source" : [ "obj-10", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-4", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"source" : [ "obj-13", 1 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-13", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"source" : [ "obj-14", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-10", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"source" : [ "obj-15", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-3", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"source" : [ "obj-4", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-9", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"source" : [ "obj-5", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-5", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"source" : [ "obj-6", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-6", 1 ],
					"disabled" : 0,
					"hidden" : 0,
					"midpoints" : [ 135.5, 83.0, 84.5, 83.0 ],
					"source" : [ "obj-7", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-7", 1 ],
					"disabled" : 0,
					"hidden" : 0,
					"source" : [ "obj-8", 2 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-7", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"source" : [ "obj-8", 1 ]
				}

			}
 ],
		"dependency_cache" : [  ],
		"snippetinfo" : 		{
			"name" : "zerox~ Example",
			"objects" : "zerox~",
			"tags" : "c74example",
			"description" : "zerox~ Example",
			"image" : "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"
		}
,
		"embedsnapshot" : 0
	}

}
