hw-experiments/out/waves.vcd

$date
	Mon May 22 18:16:34 2017
$end
$version
	Icarus Verilog
$end
$timescale
	1s
$end
$scope module fifo_tb $end
$var wire 1 ! full $end
$var wire 1 " empty $end
$var wire 16 # data_out [15:0] $end
$var reg 1 $ clk $end
$var reg 16 % data_in [15:0] $end
$var reg 1 & fifo_pop $end
$var reg 1 ' fifo_push $end
$var reg 1 ( reset_n $end
$var reg 16 ) tmp [15:0] $end
$scope module dut $end
$var wire 1 $ clk $end
$var wire 16 * data_in [15:0] $end
$var wire 1 & pop $end
$var wire 1 ' push $end
$var wire 1 ( reset_n $end
$var reg 16 + data_out [15:0] $end
$var reg 1 " empty $end
$var reg 1 ! full $end
$var reg 3 , rd_ptr [2:0] $end
$var reg 3 - wr_ptr [2:0] $end
$upscope $end
$upscope $end
$scope module fifo_tb $end
$scope module dut $end
$var reg 16 . \data[0] [15:0] $end
$upscope $end
$upscope $end
$scope module fifo_tb $end
$scope module dut $end
$var reg 16 / \data[1] [15:0] $end
$upscope $end
$upscope $end
$scope module fifo_tb $end
$scope module dut $end
$var reg 16 0 \data[2] [15:0] $end
$upscope $end
$upscope $end
$scope module fifo_tb $end
$scope module dut $end
$var reg 16 1 \data[3] [15:0] $end
$upscope $end
$upscope $end
$scope module fifo_tb $end
$scope module dut $end
$var reg 16 2 \data[4] [15:0] $end
$upscope $end
$upscope $end
$scope module fifo_tb $end
$scope module dut $end
$var reg 16 3 \data[5] [15:0] $end
$upscope $end
$upscope $end
$scope module fifo_tb $end
$scope module dut $end
$var reg 16 4 \data[6] [15:0] $end
$upscope $end
$upscope $end
$scope module fifo_tb $end
$scope module dut $end
$var reg 16 5 \data[7] [15:0] $end
$upscope $end
$upscope $end
$enddefinitions $end
#0
$dumpvars
bx 5
bx 4
bx 3
bx 2
bx 1
bx 0
bx /
bx .
bx -
bx ,
bx +
b0 *
bx )
1(
x'
x&
b0 %
0$
bx #
x"
x!
$end
#10
1"
0!
b0 -
b0 ,
1$
#20
0$
#30
1$
#40
b1111111111111111 %
b1111111111111111 *
0(
0$
#50
0"
b1111111111111111 .
b1 -
1'
1$
#60
b0 %
b0 *
0'
0$
#70
b0 /
b10 -
1'
1$
#80
b1111111111111111 %
b1111111111111111 *
0'
0$
#90
b1111111111111111 0
b11 -
1'
1$
#100
b0 %
b0 *
0'
0$
#110
b0 1
b100 -
1'
1$
#120
b1111111111111111 %
b1111111111111111 *
0'
0$
#130
b1111111111111111 2
b101 -
1'
1$
#140
b0 %
b0 *
0'
0$
#150
b0 3
b110 -
1'
1$
#160
b1111111111111111 %
b1111111111111111 *
0'
0$
#170
b1111111111111111 4
b111 -
1'
1$
#180
b0 %
b0 *
0'
0$
#190
1!
b0 5
b0 -
1'
1$
#200
b1111111111111111 )
b1111111111111111 %
b1111111111111111 *
0'
0$
#210
0!
b1111111111111111 #
b1111111111111111 +
b1 ,
1&
1$
#220
b0 )
0&
0$
#230
b0 #
b0 +
b10 ,
1&
1$
#240
b1111111111111111 )
0&
0$
#250
b1111111111111111 #
b1111111111111111 +
b11 ,
1&
1$
#260
b0 )
0&
0$
#270
b0 #
b0 +
b100 ,
1&
1$
#280
b1111111111111111 )
0&
0$
#290
b1111111111111111 #
b1111111111111111 +
b101 ,
1&
1$
#300
b0 )
0&
0$
#310
b0 #
b0 +
b110 ,
1&
1$
#320
b1111111111111111 )
0&
0$
#330
b1111111111111111 #
b1111111111111111 +
b111 ,
1&
1$
#340
b0 )
0&
0$
#350
1"
b0 #
b0 +
b0 ,
1&
1$
#360
b1111111111111111 )
0&
0$
#370
1$
#380
0$
#390
1$
#400
0$
#410
1$
#420
0$
#430
1$
#440
0$
#450
b1001000110100 %
b1001000110100 *
1$
#460
0$
#470
1'
1$
#480
b1110110111001011 %
b1110110111001011 *
0'
0$
#490
0"
b1110110111001011 .
b1 -
1'
1$
#500
b1001000110100 %
b1001000110100 *
0'
0$
#510
b1001000110100 /
b10 -
1'
1$
#520
b1110110111001011 %
b1110110111001011 *
0'
0$
#530
b1110110111001011 0
b11 -
1'
1$
#540
b1001000110100 %
b1001000110100 *
0'
0$
#550
b1001000110100 1
b100 -
1'
1$
#560
b1110110111001011 %
b1110110111001011 *
0'
0$
#570
b1110110111001011 2
b101 -
1'
1$
#580
b1001000110100 %
b1001000110100 *
0'
0$
#590
b1001000110100 3
b110 -
1'
1$
#600
b1110110111001011 %
b1110110111001011 *
0'
0$
#610
b1110110111001011 4
b111 -
1'
1$
#620
b1001000110100 )
b1001000110100 %
b1001000110100 *
0'
0$
#630
b1110110111001011 #
b1110110111001011 +
b1 ,
1&
1$
#640
b1110110111001011 )
0&
0$
#650
b1001000110100 #
b1001000110100 +
b10 ,
1&
1$
#660
b1001000110100 )
0&
0$
#670
b1110110111001011 #
b1110110111001011 +
b11 ,
1&
1$
#680
b1110110111001011 )
0&
0$
#690
b1001000110100 #
b1001000110100 +
b100 ,
1&
1$
#700
b1001000110100 )
0&
0$
#710
b1110110111001011 #
b1110110111001011 +
b101 ,
1&
1$
#720
b1110110111001011 )
0&
0$
#730
b1001000110100 #
b1001000110100 +
b110 ,
1&
1$
#740
b1001000110100 )
0&
0$
#750
1"
b1110110111001011 #
b1110110111001011 +
b111 ,
1&
1$
#760
b1110110111001011 )
0&
0$
#770
1&
1$
#780
b1001000110100 )
0&
0$