{
	"patcher" : 	{
		"fileversion" : 1,
		"appversion" : 		{
			"major" : 7,
			"minor" : 0,
			"revision" : 0,
			"architecture" : "x86",
			"modernui" : 1
		}
,
		"rect" : [ 366.0, 78.0, 448.0, 551.0 ],
		"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" : "jit.linden Example",
		"digest" : "",
		"tags" : "c74example",
		"style" : "",
		"boxes" : [ 			{
				"box" : 				{
					"hidden" : 1,
					"id" : "obj-24",
					"maxclass" : "newobj",
					"numinlets" : 1,
					"numoutlets" : 4,
					"outlettype" : [ "int", "bang", "bang", "bang" ],
					"patching_rect" : [ 337.0, 46.0, 54.0, 22.0 ],
					"style" : "",
					"text" : "t 1 b b b"
				}

			}
, 			{
				"box" : 				{
					"hidden" : 1,
					"id" : "obj-23",
					"maxclass" : "newobj",
					"numinlets" : 1,
					"numoutlets" : 1,
					"outlettype" : [ "bang" ],
					"patching_rect" : [ 337.0, 16.0, 60.0, 22.0 ],
					"style" : "",
					"text" : "loadbang"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 13.0,
					"id" : "obj-1",
					"maxclass" : "newobj",
					"numinlets" : 2,
					"numoutlets" : 2,
					"outlettype" : [ "bang", "" ],
					"patching_rect" : [ 157.0, 291.0, 40.0, 23.0 ],
					"style" : "",
					"text" : "sel 0"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 13.0,
					"id" : "obj-2",
					"maxclass" : "comment",
					"numinlets" : 1,
					"numoutlets" : 0,
					"patching_rect" : [ 176.0, 233.0, 130.0, 21.0 ],
					"style" : "",
					"text" : "Restart vertical scan"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 13.0,
					"id" : "obj-3",
					"maxclass" : "comment",
					"numinlets" : 1,
					"numoutlets" : 0,
					"patching_rect" : [ 153.0, 361.0, 122.0, 21.0 ],
					"style" : "",
					"text" : "Clear output matrix"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 13.0,
					"id" : "obj-4",
					"linecount" : 2,
					"maxclass" : "comment",
					"numinlets" : 1,
					"numoutlets" : 0,
					"patching_rect" : [ 244.0, 262.0, 139.0, 36.0 ],
					"style" : "",
					"text" : "Draw each generation as a new scanline"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 13.0,
					"id" : "obj-5",
					"maxclass" : "comment",
					"numinlets" : 1,
					"numoutlets" : 0,
					"patching_rect" : [ 171.0, 195.0, 136.0, 21.0 ],
					"style" : "",
					"text" : "F is black, G is white"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 13.0,
					"id" : "obj-6",
					"linecount" : 2,
					"maxclass" : "comment",
					"numinlets" : 1,
					"numoutlets" : 0,
					"patching_rect" : [ 298.0, 133.0, 138.0, 36.0 ],
					"style" : "",
					"text" : "Production rules in a matrix feedback loop"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 13.0,
					"id" : "obj-7",
					"maxclass" : "comment",
					"numinlets" : 1,
					"numoutlets" : 0,
					"patching_rect" : [ 179.0, 34.0, 138.0, 21.0 ],
					"style" : "",
					"text" : "Initialize the L-system"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 13.0,
					"id" : "obj-8",
					"maxclass" : "message",
					"numinlets" : 2,
					"numoutlets" : 1,
					"outlettype" : [ "" ],
					"patching_rect" : [ 132.0, 34.0, 29.5, 23.0 ],
					"style" : "",
					"text" : "FG"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 13.0,
					"id" : "obj-9",
					"maxclass" : "newobj",
					"numinlets" : 1,
					"numoutlets" : 2,
					"outlettype" : [ "jit_matrix", "" ],
					"patching_rect" : [ 132.0, 63.0, 136.0, 23.0 ],
					"style" : "",
					"text" : "jit.str.fromsymbol 300"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 13.0,
					"id" : "obj-10",
					"maxclass" : "message",
					"numinlets" : 2,
					"numoutlets" : 1,
					"outlettype" : [ "" ],
					"patching_rect" : [ 113.0, 360.0, 41.0, 23.0 ],
					"style" : "",
					"text" : "clear"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 13.0,
					"id" : "obj-11",
					"maxclass" : "message",
					"numinlets" : 2,
					"numoutlets" : 1,
					"outlettype" : [ "" ],
					"patching_rect" : [ 158.0, 232.0, 21.0, 23.0 ],
					"style" : "",
					"text" : "0"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 13.0,
					"id" : "obj-12",
					"maxclass" : "newobj",
					"numinlets" : 2,
					"numoutlets" : 2,
					"outlettype" : [ "jit_matrix", "" ],
					"patching_rect" : [ 39.0, 195.0, 130.0, 23.0 ],
					"style" : "",
					"text" : "jit.op @op > @val 70"
				}

			}
, 			{
				"box" : 				{
					"id" : "obj-13",
					"maxclass" : "jit.pwindow",
					"numinlets" : 1,
					"numoutlets" : 2,
					"outlettype" : [ "", "" ],
					"patching_rect" : [ 72.0, 435.0, 300.0, 100.0 ]
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 13.0,
					"id" : "obj-14",
					"maxclass" : "newobj",
					"numinlets" : 5,
					"numoutlets" : 4,
					"outlettype" : [ "int", "", "", "int" ],
					"patching_rect" : [ 94.0, 262.0, 146.0, 23.0 ],
					"style" : "",
					"text" : "counter 0 99"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 13.0,
					"id" : "obj-15",
					"maxclass" : "newobj",
					"numinlets" : 1,
					"numoutlets" : 2,
					"outlettype" : [ "bang", "" ],
					"patching_rect" : [ 39.0, 224.0, 33.0, 23.0 ],
					"style" : "",
					"text" : "t b s"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 13.0,
					"id" : "obj-16",
					"maxclass" : "message",
					"numinlets" : 2,
					"numoutlets" : 1,
					"outlettype" : [ "" ],
					"patching_rect" : [ 94.0, 331.0, 212.0, 23.0 ],
					"style" : "",
					"text" : "dstdimstart 0 $1, dstdimend 299 $1"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 13.0,
					"id" : "obj-17",
					"maxclass" : "newobj",
					"numinlets" : 1,
					"numoutlets" : 2,
					"outlettype" : [ "jit_matrix", "" ],
					"patching_rect" : [ 72.0, 406.0, 234.0, 23.0 ],
					"style" : "",
					"text" : "jit.matrix 1 char 300 100 @usedstdim 1"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 13.0,
					"id" : "obj-18",
					"maxclass" : "newobj",
					"numinlets" : 1,
					"numoutlets" : 2,
					"outlettype" : [ "jit_matrix", "" ],
					"patching_rect" : [ 39.0, 104.0, 160.0, 23.0 ],
					"style" : "",
					"text" : "jit.matrix string 1 char 300"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 13.0,
					"id" : "obj-19",
					"maxclass" : "newobj",
					"numinlets" : 1,
					"numoutlets" : 2,
					"outlettype" : [ "jit_matrix", "" ],
					"patching_rect" : [ 39.0, 166.0, 92.0, 23.0 ],
					"style" : "",
					"text" : "jit.matrix string"
				}

			}
, 			{
				"box" : 				{
					"id" : "obj-20",
					"maxclass" : "toggle",
					"numinlets" : 1,
					"numoutlets" : 1,
					"outlettype" : [ "int" ],
					"parameter_enable" : 0,
					"patching_rect" : [ 39.0, 34.0, 24.0, 24.0 ],
					"presentation_rect" : [ 39.0, 34.0, 24.0, 24.0 ],
					"style" : ""
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 13.0,
					"id" : "obj-21",
					"maxclass" : "newobj",
					"numinlets" : 2,
					"numoutlets" : 1,
					"outlettype" : [ "bang" ],
					"patching_rect" : [ 39.0, 63.0, 77.0, 23.0 ],
					"style" : "",
					"text" : "qmetro 200"
				}

			}
, 			{
				"box" : 				{
					"fontname" : "Arial",
					"fontsize" : 13.0,
					"id" : "obj-22",
					"maxclass" : "newobj",
					"numinlets" : 1,
					"numoutlets" : 2,
					"outlettype" : [ "jit_matrix", "" ],
					"patching_rect" : [ 39.0, 133.0, 255.0, 23.0 ],
					"style" : "",
					"text" : "jit.linden @production * F G GF * G F GFG"
				}

			}
 ],
		"lines" : [ 			{
				"patchline" : 				{
					"destination" : [ "obj-20", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"midpoints" : [ 166.5, 322.0, 26.0, 322.0, 26.0, 18.0, 48.5, 18.0 ],
					"source" : [ "obj-1", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-17", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"midpoints" : [ 122.5, 392.0, 81.5, 392.0 ],
					"source" : [ "obj-10", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-14", 2 ],
					"disabled" : 0,
					"hidden" : 0,
					"midpoints" : [ 167.5, 246.0, 167.0, 246.0 ],
					"source" : [ "obj-11", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-15", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"source" : [ "obj-12", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-1", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"source" : [ "obj-14", 2 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-16", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"source" : [ "obj-14", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-14", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"source" : [ "obj-15", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-17", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"midpoints" : [ 62.5, 289.0, 81.5, 289.0 ],
					"source" : [ "obj-15", 1 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-17", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"source" : [ "obj-16", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-13", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"source" : [ "obj-17", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-22", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"source" : [ "obj-18", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-12", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"source" : [ "obj-19", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-21", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"source" : [ "obj-20", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-18", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"midpoints" : [ 48.5, 85.0, 48.5, 85.0 ],
					"source" : [ "obj-21", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-19", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"source" : [ "obj-22", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-24", 0 ],
					"disabled" : 0,
					"hidden" : 1,
					"source" : [ "obj-23", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-1", 0 ],
					"disabled" : 0,
					"hidden" : 1,
					"source" : [ "obj-24", 1 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-10", 0 ],
					"disabled" : 0,
					"hidden" : 1,
					"source" : [ "obj-24", 2 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-20", 0 ],
					"disabled" : 0,
					"hidden" : 1,
					"source" : [ "obj-24", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-8", 0 ],
					"disabled" : 0,
					"hidden" : 1,
					"source" : [ "obj-24", 3 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-9", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"source" : [ "obj-8", 0 ]
				}

			}
, 			{
				"patchline" : 				{
					"destination" : [ "obj-18", 0 ],
					"disabled" : 0,
					"hidden" : 0,
					"midpoints" : [ 141.5, 93.5, 48.5, 93.5 ],
					"source" : [ "obj-9", 0 ]
				}

			}
 ],
		"dependency_cache" : [  ],
		"snippetinfo" : 		{
			"name" : "jit.linden Example",
			"objects" : "jit.linden",
			"tags" : "c74example",
			"description" : "jit.linden Example",
			"image" : "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"
		}
,
		"embedsnapshot" : 0
	}

}