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?? shuma.sim.vwf

?? 流水燈和跑馬燈的程序 已經編譯 可以用 是quartus的開發環境
?? VWF
?? 第 1 頁 / 共 2 頁
字號:

TRANSITION_LIST("yout[3]")
{
	NODE
	{
		REPEAT = 1;
		LEVEL 0 FOR 517.0;
		NODE
		{
			REPEAT = 2;
			LEVEL 1 FOR 1000.0;
			LEVEL 0 FOR 1000.0;
			LEVEL 1 FOR 2000.0;
			LEVEL 0 FOR 1000.0;
		}
		NODE
		{
			REPEAT = 4;
			LEVEL 1 FOR 4000.0;
			NODE
			{
				REPEAT = 2;
				LEVEL 0 FOR 1000.0;
				LEVEL 1 FOR 2000.0;
				LEVEL 0 FOR 1000.0;
				LEVEL 1 FOR 1000.0;
			}
			LEVEL 0 FOR 1000.0;
			LEVEL 1 FOR 2000.0;
			LEVEL 0 FOR 1000.0;
		}
		LEVEL 1 FOR 4000.0;
		NODE
		{
			REPEAT = 2;
			LEVEL 0 FOR 1000.0;
			LEVEL 1 FOR 2000.0;
			LEVEL 0 FOR 1000.0;
			LEVEL 1 FOR 1000.0;
		}
		LEVEL 0 FOR 1000.0;
		LEVEL 1 FOR 2000.0;
		LEVEL 0 FOR 483.0;
	}
}

TRANSITION_LIST("yout[2]")
{
	NODE
	{
		REPEAT = 1;
		LEVEL 0 FOR 508.0;
		LEVEL 1 FOR 1000.0;
		LEVEL 0 FOR 1000.0;
		LEVEL 1 FOR 1000.0;
		LEVEL 0 FOR 4000.0;
		LEVEL 1 FOR 1000.0;
		LEVEL 0 FOR 3000.0;
		LEVEL 1 FOR 2000.0;
		LEVEL 0 FOR 3000.0;
		LEVEL 1 FOR 1000.0;
		LEVEL 0 FOR 4000.0;
		NODE
		{
			REPEAT = 3;
			LEVEL 1 FOR 1000.0;
			LEVEL 0 FOR 1000.0;
			LEVEL 1 FOR 1000.0;
			LEVEL 0 FOR 2000.0;
		}
		LEVEL 1 FOR 1000.0;
		LEVEL 0 FOR 1000.0;
		LEVEL 1 FOR 1000.0;
		LEVEL 0 FOR 4000.0;
		LEVEL 1 FOR 1000.0;
		LEVEL 0 FOR 3000.0;
		LEVEL 1 FOR 2000.0;
		LEVEL 0 FOR 3000.0;
		LEVEL 1 FOR 1000.0;
		LEVEL 0 FOR 4000.0;
		NODE
		{
			REPEAT = 3;
			LEVEL 1 FOR 1000.0;
			LEVEL 0 FOR 1000.0;
			LEVEL 1 FOR 1000.0;
			LEVEL 0 FOR 2000.0;
		}
		LEVEL 1 FOR 1000.0;
		LEVEL 0 FOR 1000.0;
		LEVEL 1 FOR 1000.0;
		LEVEL 0 FOR 4000.0;
		LEVEL 1 FOR 1000.0;
		LEVEL 0 FOR 3000.0;
		LEVEL 1 FOR 2000.0;
		LEVEL 0 FOR 3000.0;
		LEVEL 1 FOR 1000.0;
		LEVEL 0 FOR 4000.0;
		LEVEL 1 FOR 1000.0;
		LEVEL 0 FOR 1000.0;
		LEVEL 1 FOR 1000.0;
		LEVEL 0 FOR 2000.0;
		LEVEL 1 FOR 1000.0;
		LEVEL 0 FOR 492.0;
	}
}

TRANSITION_LIST("yout[1]")
{
	NODE
	{
		REPEAT = 1;
		LEVEL 0 FOR 508.0;
		LEVEL 1 FOR 1000.0;
		LEVEL 0 FOR 3000.0;
		LEVEL 1 FOR 2000.0;
		NODE
		{
			REPEAT = 2;
			LEVEL 0 FOR 3000.0;
			NODE
			{
				REPEAT = 3;
				LEVEL 1 FOR 3000.0;
				LEVEL 0 FOR 2000.0;
			}
			LEVEL 1 FOR 3000.0;
			NODE
			{
				REPEAT = 3;
				LEVEL 0 FOR 3000.0;
				LEVEL 1 FOR 2000.0;
			}
		}
		LEVEL 0 FOR 3000.0;
		NODE
		{
			REPEAT = 3;
			LEVEL 1 FOR 3000.0;
			LEVEL 0 FOR 2000.0;
		}
		LEVEL 1 FOR 3000.0;
		LEVEL 0 FOR 492.0;
	}
}

TRANSITION_LIST("yout[0]")
{
	NODE
	{
		REPEAT = 1;
		LEVEL 0 FOR 2508.0;
		NODE
		{
			REPEAT = 2;
			NODE
			{
				REPEAT = 2;
				LEVEL 1 FOR 4000.0;
				LEVEL 0 FOR 1000.0;
			}
			LEVEL 1 FOR 4000.0;
			NODE
			{
				REPEAT = 4;
				LEVEL 0 FOR 2000.0;
				LEVEL 1 FOR 3000.0;
			}
			LEVEL 0 FOR 2000.0;
		}
		NODE
		{
			REPEAT = 2;
			LEVEL 1 FOR 4000.0;
			LEVEL 0 FOR 1000.0;
		}
		LEVEL 1 FOR 4000.0;
		NODE
		{
			REPEAT = 2;
			LEVEL 0 FOR 2000.0;
			LEVEL 1 FOR 3000.0;
		}
		LEVEL 0 FOR 1492.0;
	}
}

DISPLAY_LINE
{
	CHANNEL = "CLK";
	EXPAND_STATUS = COLLAPSED;
	RADIX = Binary;
	TREE_INDEX = 0;
	TREE_LEVEL = 0;
}

DISPLAY_LINE
{
	CHANNEL = "cat";
	EXPAND_STATUS = COLLAPSED;
	RADIX = Binary;
	TREE_INDEX = 1;
	TREE_LEVEL = 0;
	CHILDREN = 2, 3, 4, 5, 6, 7;
}

DISPLAY_LINE
{
	CHANNEL = "cat[5]";
	EXPAND_STATUS = COLLAPSED;
	RADIX = Binary;
	TREE_INDEX = 2;
	TREE_LEVEL = 1;
	PARENT = 1;
}

DISPLAY_LINE
{
	CHANNEL = "cat[4]";
	EXPAND_STATUS = COLLAPSED;
	RADIX = Binary;
	TREE_INDEX = 3;
	TREE_LEVEL = 1;
	PARENT = 1;
}

DISPLAY_LINE
{
	CHANNEL = "cat[3]";
	EXPAND_STATUS = COLLAPSED;
	RADIX = Binary;
	TREE_INDEX = 4;
	TREE_LEVEL = 1;
	PARENT = 1;
}

DISPLAY_LINE
{
	CHANNEL = "cat[2]";
	EXPAND_STATUS = COLLAPSED;
	RADIX = Binary;
	TREE_INDEX = 5;
	TREE_LEVEL = 1;
	PARENT = 1;
}

DISPLAY_LINE
{
	CHANNEL = "cat[1]";
	EXPAND_STATUS = COLLAPSED;
	RADIX = Binary;
	TREE_INDEX = 6;
	TREE_LEVEL = 1;
	PARENT = 1;
}

DISPLAY_LINE
{
	CHANNEL = "cat[0]";
	EXPAND_STATUS = COLLAPSED;
	RADIX = Binary;
	TREE_INDEX = 7;
	TREE_LEVEL = 1;
	PARENT = 1;
}

DISPLAY_LINE
{
	CHANNEL = "cat[0]";
	EXPAND_STATUS = COLLAPSED;
	RADIX = Binary;
	TREE_INDEX = 8;
	TREE_LEVEL = 0;
}

DISPLAY_LINE
{
	CHANNEL = "cat[1]";
	EXPAND_STATUS = COLLAPSED;
	RADIX = Binary;
	TREE_INDEX = 9;
	TREE_LEVEL = 0;
}

DISPLAY_LINE
{
	CHANNEL = "cat[2]";
	EXPAND_STATUS = COLLAPSED;
	RADIX = Binary;
	TREE_INDEX = 10;
	TREE_LEVEL = 0;
}

DISPLAY_LINE
{
	CHANNEL = "cat[3]";
	EXPAND_STATUS = COLLAPSED;
	RADIX = Binary;
	TREE_INDEX = 11;
	TREE_LEVEL = 0;
}

DISPLAY_LINE
{
	CHANNEL = "cat[4]";
	EXPAND_STATUS = COLLAPSED;
	RADIX = Binary;
	TREE_INDEX = 12;
	TREE_LEVEL = 0;
}

DISPLAY_LINE
{
	CHANNEL = "cat[5]";
	EXPAND_STATUS = COLLAPSED;
	RADIX = Binary;
	TREE_INDEX = 13;
	TREE_LEVEL = 0;
}

DISPLAY_LINE
{
	CHANNEL = "yout";
	EXPAND_STATUS = COLLAPSED;
	RADIX = Binary;
	TREE_INDEX = 14;
	TREE_LEVEL = 0;
	CHILDREN = 15, 16, 17, 18, 19, 20, 21, 22, 23, 24;
}

DISPLAY_LINE
{
	CHANNEL = "yout[9]";
	EXPAND_STATUS = COLLAPSED;
	RADIX = Binary;
	TREE_INDEX = 15;
	TREE_LEVEL = 1;
	PARENT = 14;
}

DISPLAY_LINE
{
	CHANNEL = "yout[8]";
	EXPAND_STATUS = COLLAPSED;
	RADIX = Binary;
	TREE_INDEX = 16;
	TREE_LEVEL = 1;
	PARENT = 14;
}

DISPLAY_LINE
{
	CHANNEL = "yout[7]";
	EXPAND_STATUS = COLLAPSED;
	RADIX = Binary;
	TREE_INDEX = 17;
	TREE_LEVEL = 1;
	PARENT = 14;
}

DISPLAY_LINE
{
	CHANNEL = "yout[6]";
	EXPAND_STATUS = COLLAPSED;
	RADIX = Binary;
	TREE_INDEX = 18;
	TREE_LEVEL = 1;
	PARENT = 14;
}

DISPLAY_LINE
{
	CHANNEL = "yout[5]";
	EXPAND_STATUS = COLLAPSED;
	RADIX = Binary;
	TREE_INDEX = 19;
	TREE_LEVEL = 1;
	PARENT = 14;
}

DISPLAY_LINE
{
	CHANNEL = "yout[4]";
	EXPAND_STATUS = COLLAPSED;
	RADIX = Binary;
	TREE_INDEX = 20;
	TREE_LEVEL = 1;
	PARENT = 14;
}

DISPLAY_LINE
{
	CHANNEL = "yout[3]";
	EXPAND_STATUS = COLLAPSED;
	RADIX = Binary;
	TREE_INDEX = 21;
	TREE_LEVEL = 1;
	PARENT = 14;
}

DISPLAY_LINE
{
	CHANNEL = "yout[2]";
	EXPAND_STATUS = COLLAPSED;
	RADIX = Binary;
	TREE_INDEX = 22;
	TREE_LEVEL = 1;
	PARENT = 14;
}

DISPLAY_LINE
{
	CHANNEL = "yout[1]";
	EXPAND_STATUS = COLLAPSED;
	RADIX = Binary;
	TREE_INDEX = 23;
	TREE_LEVEL = 1;
	PARENT = 14;
}

DISPLAY_LINE
{
	CHANNEL = "yout[0]";
	EXPAND_STATUS = COLLAPSED;
	RADIX = Binary;
	TREE_INDEX = 24;
	TREE_LEVEL = 1;
	PARENT = 14;
}

DISPLAY_LINE
{
	CHANNEL = "yout[0]";
	EXPAND_STATUS = COLLAPSED;
	RADIX = Binary;
	TREE_INDEX = 25;
	TREE_LEVEL = 0;
}

DISPLAY_LINE
{
	CHANNEL = "yout[1]";
	EXPAND_STATUS = COLLAPSED;
	RADIX = Binary;
	TREE_INDEX = 26;
	TREE_LEVEL = 0;
}

DISPLAY_LINE
{
	CHANNEL = "yout[2]";
	EXPAND_STATUS = COLLAPSED;
	RADIX = Binary;
	TREE_INDEX = 27;
	TREE_LEVEL = 0;
}

DISPLAY_LINE
{
	CHANNEL = "yout[3]";
	EXPAND_STATUS = COLLAPSED;
	RADIX = Binary;
	TREE_INDEX = 28;
	TREE_LEVEL = 0;
}

DISPLAY_LINE
{
	CHANNEL = "yout[4]";
	EXPAND_STATUS = COLLAPSED;
	RADIX = Binary;
	TREE_INDEX = 29;
	TREE_LEVEL = 0;
}

DISPLAY_LINE
{
	CHANNEL = "yout[5]";
	EXPAND_STATUS = COLLAPSED;
	RADIX = Binary;
	TREE_INDEX = 30;
	TREE_LEVEL = 0;
}

DISPLAY_LINE
{
	CHANNEL = "yout[6]";
	EXPAND_STATUS = COLLAPSED;
	RADIX = Binary;
	TREE_INDEX = 31;
	TREE_LEVEL = 0;
}

TIME_BAR
{
	TIME = 21375;
	MASTER = TRUE;
}
;

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