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	"file_version": 2,
	"title": "",
	"creation_date": 1723644877,
	"last_edit_date": 1759345450,
	"time_worked_on": 321990,
	"layers": [
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",
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	],
	"assembly": "bookmark Base\n# base asm cmd\n\n# hlt (halt) - do nothig\nsymbol hlt 0x000000\n\n# jmp (jump) is change to address\nsymbol jmp 0x010000\n\n# jmi (jump if) is jmp if (rst) is 1\nsymbol jmi 0x020000\n\n# jmn (jumo if not) is jmp if (rst) is 0\nsymbol jmn 0x030000\n\nbookmark Rst\n# rst (result) is special register type\n# rst contains one bit and used to \n# create if statments and loops\n\n# set rst to value of first bit of data\n# rtd 0x0000 to false\n# rtd 0x0001 to true\nsymbol rtd 0x040000\n\n# invert rst value\nsymbol rti 0x050000\n\nbookmark Reg\n# write to reg a, b, c, d\nsymbol wta 0x060000\nsymbol wtb 0x070000\nsymbol wtc 0x080000\nsymbol wtd 0x090000\n\nbookmark Stk\n# stk (stak) stores up to (8) values\n# and uses method lifo (last in, first out)\n\n# write value from reg a/b/c/d\nsymbol swa 0x0a0000\nsymbol swb 0x0b0000\nsymbol swc 0x0c0000\nsymbol swd 0x0d0000\n\n# read value and write to reg a/b/c/d\nsymbol sra 0x0e0000\nsymbol srb 0x0f0000\nsymbol src 0x100000\nsymbol srd 0x110000\n\n# delete value\nsymbol std 0x120000\n\nbookmark Test_stk\n#wta 0xffff\n#swa\n#swa\n#swa\n#swb\n#swa\n#std\n#std\n#std\n#std\n#std\n\nbookmark WAL\n# One word arithmetic-logich unit\n\n# read from overload (z-bit) to rst\nsymbol wrz 0x130000\n\n# write to overload (z-bit) from rst\nsymbol wwz 0x140000\n\n# read current value to reg a\nsymbol wra 0x150000\n\n# write current value from reg a\nsymbol wwa 0x160000\n\n# read from lowerload (l-bit) to rst\nsymbol wrl 0x170000\n\n# write to lowerload (l-bit) from rst\nsymbol wwl 0x180000\n\n# reverse bits\nsymbol wmr 0x190000\n\n# left\nsymbol wsl 0x1a0000\n\n# right\nsymbol wsr 0x1b0000\n\nbookmark test_WAL\n#rtd 0x0001\n#wwz\n#rtd 0x0000\n#wrz\n\n#rtd 0x0001\n#wwz\n#wsr\n#hlt\n#wmr\n#wra\n\nbookmark ALU\n\nsymbol ala 0x1c0000\n# write from reg a to a\n\nsymbol alb 0x1d0000\n# write from reg b to b\n\nsymbol alr 0x1e0000\n# write from result to a\n\nsymbol aad 0x1f0000\n# add a to b\n# rst contains reminder\n\nsymbol asb 0x200000\n# substract b from a\n# rst contains 1 if sign changed\n\n# symbol and 0x210000\n# bit and for a b\n\n# symbol aor 0x220000\n# bit or for a b\n\nsymbol aeq 0x210000\n# get 1 if equal\n\nsymbol ael 0x220000\n# get 1 if b less\n\nsymbol ant 0x230000\n# get 1 if not equal\n\nsymbol abg 0x240000\n# get 1 if a bigger\n\nbookmark test_ALU_Fibonachi\n#wta 0x0001\n#wtb 0x0001\n#hlt # start loop\n#ala # wrire to a (alu)\n#alb # write to b (alu)\n#aad # sum\n#swa # read from a to stk\n#swb # read from b to stk\n#src # stk to c\n#std # rm stk\n#srb # stk to b\n#std # rm stk\n#alr # read value to a\n#jmn 0x0003 # if not overflow jump to loop start\n#hlt\n#hlt # reg b contains bigger 16-bit fibonachi number\n\n# WE ARE HERE\n\nbookmark Rst_Stk\n# write to reg a, b, c, d\nsymbol rwta 0x240000\nsymbol rwtb 0x250000\nsymbol rwtc 0x260000\nsymbol rwtd 0x270000\n\nbookmark Rst_Reg\n# stk (staсk) stores up to (8) values\n# and uses method lifo (last in, first out)\n\n# write value from reg a/b/c/d\nsymbol rswa 0x280000\nsymbol rswb 0x290000\nsymbol rswc 0x2a0000\nsymbol rswd 0x2b0000\n\n# read value and write to reg a/b/c/d\nsymbol rsra 0x2c0000\nsymbol rsrb 0x2d0000\nsymbol rsrc 0x2e0000\nsymbol rsrd 0x2f0000\n\n#rtd 0x0001\n#hlt # start loop\n#ala # wrire to a (alu)\n#alb # write to b (alu)\n#abg\n#abg\n#abg\n#abg\n",
	"is_vmem_enabled": true,
	"vmem_settings": [
		16,
		2019,
		297,
		0,
		-9,
		1,
		1,
		24,
		2019,
		143,
		0,
		-6,
		1,
		1,
		0,
		0
	],
	"camera_position": [
		1894.833252,
		417.750092
	],
	"camera_zoom": 0.5,
	"led_palette": [
		"222534",
		"ffffff"
	],
	"docking_sizes": [
		520,
		250,
		0.962065,
		0.962065
	],
	"docking_collapseness": [
		false,
		false,
		false,
		true,
		false,
		true
	],
	"docking_sidepanels": [
		"ASSEMBLY_EDITOR",
		"USER_GUIDE",
		"CIRCUIT_EDITOR",
		"BLUEPRINT_LIBRARY"
	],
	"assembly_is_external": false,
	"vmem_is_external": false,
	"notes": "bookmark About\n\nYou can use this space to write down notes about your project.",
	"clock_interval": 1,
	"timer_interval": 500,
	"random_seed": 1,
	"random_is_time_seed": true,
	"vdisplay_is_enabled": false,
	"vdisplay_is_visible": true,
	"vdisplay_settings": [
		992,
		896,
		8,
		8,
		8,
		8,
		1,
		32
	],
	"vdisplay_color_depth": 1,
	"vdisplay_direction": 0,
	"vdisplay_palette": [
		"222534",
		"ffffff"
	],
	"vinput_is_enabled": false,
	"vinput_settings": [
		16,
		1039,
		939,
		2,
		0,
		1,
		1
	],
	"vinput_mode": 0,
	"vinput_bindings": "Q = 0x20\nW = 16\nE = [3]\nR = 0x4\nT = 0b10\nY = 0b1",
	"vmem_data": "KLUv/YBYAABAAFQAABAAAAEA+/85wAICABAAAgAQAAIAEAACABAAAgAQAAIAEAACABAAAgAQAAIAEAACABAAAgAQAAIAEAACABAAAgAQAAIAEAACABAAAgAQAAIAEAACABAAAgAQAAIAEAACABAAAgAQAAIAEAACABAAAgAQAAIAEAACABAAAgAQAAIAEAADABAAAgAAAAAAQAA=",
	"decoration_palette": [
		"ff6666",
		"ff8366",
		"ff9f66",
		"ffbc66",
		"ffd966",
		"fff566",
		"ecff66",
		"cfff66",
		"b3ff66",
		"96ff66",
		"79ff66",
		"66ff70",
		"66ff8c",
		"66ffa9",
		"66ffc6",
		"66ffe2",
		"66ffff",
		"66e2ff",
		"66c6ff",
		"66a9ff",
		"668cff",
		"6670ff",
		"7966ff",
		"9666ff",
		"b366ff",
		"cf66ff",
		"ec66ff",
		"ff66f5",
		"ff66d9",
		"ff66bc",
		"ff669f",
		"ff6683"
	]
}