wit_ig_version_4.1 110 -40 1070 350 5 10 1006 736 1 1.000 N "conv2d" "b1(-x,-y)" 250 70 n p "kernel" 2 m d 81 9 6126 -12874 -5642 -8957 0 8957 5642 12874 -6126 -8053 -9612 4168 -1751 0 1751 -4168 9612 8053 -21037 10236 -23822 -18369 0 18369 23822 -10236 21037 -15369 6009 -53753 126566 0 -126566 53753 -6009 15369 -18515 1873 -20761 299617 0 -299617 20761 -1873 18515 -15369 6009 -53753 126566 0 -126566 53753 -6009 15369 -21037 10236 -23822 -18369 0 18369 23822 -10236 21037 -8053 -9612 4168 -1751 0 1751 -4168 9612 8053 6126 -12874 -5642 -8957 0 8957 5642 12874 -6126 p "scale" 2 d 1000000 ; N "conv2d" "b2(x,y)" 500 130 n p "kernel" 2 m d 81 9 -6126 8053 21037 15369 18515 15369 21037 8053 -6126 12874 9612 -10236 -6009 -1873 -6009 -10236 9612 12874 5642 -4168 23822 53753 20761 53753 23822 -4168 5642 8957 1751 18369 -126566 -299617 -126566 18369 1751 8957 0 0 0 0 0 0 0 0 0 -8957 -1751 -18369 126566 299617 126566 -18369 -1751 -8957 -5642 4168 -23822 -53753 -20761 -53753 -23822 4168 -5642 -12874 -9612 10236 6009 1873 6009 10236 -9612 -12874 6126 -8053 -21037 -15369 -18515 -15369 -21037 -8053 6126 p "scale" 2 d 1000000 ; N "aluOp" "Sum" 600 80 n p "aluOp" 2 d 9 p "sizeOp" 2 d 0 p "overlayMask" 2 x ffff p "offset" 2 p 0 0 p "expression" 1 s "A+B" p "outputType" 2 d 5 ; N "display" "Display #2" 880 190 n p "name" 1 s "Difference" ; N "graph" "Graph" 960 260 n p "grTitle" 1 s "Error Image" p "name" 2 s "Curve" p "xaxis" 2 s "x-axis" p "yaxis" 2 s "y-axis" p "axisXScale" 2 d 0 p "xaxisRange" 2 s "0 100" p "axisYScale" 2 d 0 p "yaxisRange" 2 s "0 100" p "type" 2 d 0 p "cumulative" 2 d 0 p "showDataPts" 2 d 0 ; N "aluOp" "Sum #1" 700 90 n p "aluOp" 2 d 9 p "sizeOp" 2 d 0 p "overlayMask" 2 x ffff p "offset" 2 p 0 0 p "expression" 1 s "A+B" p "outputType" 2 d 5 ; N "conv2d" "l0(x,y)" 780 90 n p "kernel" 2 m d 81 9 -87 -1354 -1601 -503 2524 -503 -1601 -1354 -87 -1354 2922 7523 8224 1108 8224 7523 2922 -1354 -1601 7523 -7061 -37695 -32971 -37695 -7061 7523 -1601 -503 8224 -37695 43813 181160 43813 -37695 8224 -503 2524 1108 -32971 181160 437625 181160 -32971 1108 2524 -503 8224 -37695 43813 181160 43813 -37695 8224 -503 -1601 7523 -7061 -37695 -32971 -37695 -7061 7523 -1601 -1354 2922 7523 8224 1108 8224 7523 2922 -1354 -87 -1354 -1601 -503 2524 -503 -1601 -1354 -87 p "scale" 2 d 1000000 ; N "histogram" "Histogram" 880 260 n p "type" 2 d 0 p "nbins" 2 d 256 p "lo" 2 f -127.000000 p "hi" 2 f 128.000000 ; N "aluOp" "Sum #4" 880 20 n p "aluOp" 2 d 9 p "sizeOp" 2 d 0 p "overlayMask" 2 x ffff p "offset" 2 p 0 0 p "expression" 1 s "A+B" p "outputType" 1 d 1 ; N "conv2d" "h(x,y)" 780 10 n p "kernel" 2 m d 81 9 -957 -242 -1425 -874 -1167 -874 -1425 -242 -957 -242 -4318 900 9156 10980 9156 900 -4318 -242 -1425 900 17063 10949 -5898 10949 17063 900 -1425 -874 9156 10949 -78414 -156283 -78414 10949 9156 -874 -1167 10980 -5898 -156283 728259 -156283 -5898 10980 -1167 -874 9156 10949 -78414 -156283 -78414 10949 9156 -874 -1425 900 17063 10949 -5900 10949 17063 900 -1425 -242 -4318 900 9156 10980 9156 900 -4318 -242 -957 -242 -1425 -874 -1167 -874 -1425 -242 -957 p "scale" 2 d 1000000 ; N "aluOp" "Diff" 780 260 n p "aluOp" 2 d 9 p "sizeOp" 2 d 0 p "overlayMask" 2 x ffff p "offset" 2 p 0 0 p "expression" 1 s "A-B" p "outputType" 2 d 5 ; N "display" "Display #4" 780 190 n p "name" 1 s "Output" ; N "label" "L3" 670 280 n ; N "display" "Display #10" 690 260 n p "name" 1 s "BP 2" ; N "conv2d" "l1(x,y)" 600 190 n p "kernel" 2 m d 289 17 -44 121 -677 -124 -801 -1597 -252 -420 1262 -420 -252 -1597 -801 -124 -677 121 -44 121 446 -581 562 -137 2326 2890 4287 5589 4287 2890 2326 -137 562 -581 446 121 -677 -581 1461 2161 3761 3081 4112 2221 554 2221 4112 3081 3761 2161 1461 -581 -677 -124 562 2160 3176 3185 -1777 -7432 -9057 -9637 -9057 -7432 -1777 3185 3176 2160 562 -124 -801 -137 3761 3185 -3531 -12604 -18847 -17508 -16486 -17508 -18847 -12604 -3531 3185 3761 -137 -801 -1597 2326 3081 -1777 -12604 -20229 -11092 3956 14385 3956 -11092 -20229 -12604 -1777 3081 2326 -1597 -252 2890 4112 -7432 -18847 -11092 21907 68066 90580 68066 21907 -11092 -18847 -7432 4112 2890 -252 -420 4287 2221 -9057 -17508 3956 68066 144550 177365 144550 68066 3956 -17508 -9057 2221 4287 -420 1262 5589 554 -9637 -16486 14385 90580 177365 212037 177365 90580 14385 -16486 -9637 554 5589 1262 -420 4287 2221 -9057 -17508 3956 68066 144550 212037 144550 68066 3956 -17508 -9057 2221 4287 -420 -252 2890 4112 -7432 -18847 -11092 21907 68066 90580 68066 21907 -11092 -18847 -7432 4112 2890 -252 -1597 2326 3081 -1777 -12604 -20229 -11092 3956 14385 3956 -11092 -20229 -12604 -1777 3081 2326 -1597 -801 -137 3761 3185 -3531 -12604 -18847 -17508 -16486 -17508 -18847 -12604 -3531 3185 3761 -137 -801 -124 562 2160 3176 3185 -1777 -7432 -9057 -9637 -9057 -7432 -1777 3185 3176 2160 562 -124 -677 -581 1461 2161 3761 3081 4112 2221 554 2221 4112 3081 3761 2161 1461 -581 -677 121 446 -581 562 -137 2326 2890 4287 5589 4287 2890 2326 -137 562 -581 446 121 -44 121 -677 -124 -801 -1597 -252 -420 1262 -420 -252 -1597 -801 -124 -677 121 -44 p "scale" 2 d 500000 ; N "label" "L2" 550 280 n ; N "display" "Display #9" 570 260 n p "name" 1 s "BP 1" ; N "goto" "Go To #1" 440 120 n p "label" 1 s "L2" ; N "conv2d" "b1(x,y)" 500 70 n p "kernel" 2 m d 81 9 -6126 12874 5642 8957 0 -8957 -5642 -12874 6126 8053 9612 -4168 1751 0 -1751 4168 -9612 -8053 21037 -10236 23822 18369 0 -18369 -23822 10236 -21037 15369 -6009 53753 -126566 0 126566 -53753 6009 -15369 18515 -1873 20761 -299617 0 299617 -20761 1873 -18515 15369 -6009 53753 -126566 0 126566 -53753 6009 -15369 21037 -10236 23822 18269 0 -18269 -23822 10236 -21037 8053 9612 -4168 1751 0 -1751 4168 -9612 -8053 -6126 12874 5642 8957 0 -8957 -5642 -12874 6126 p "scale" 2 d 1000000 ; N "unDecimate" "UnDecimate" 500 190 n p "outputWidth" 1 d 128 p "outputHeight" 2 d 128 p "useRows" 2 d 1 p "useColumns" 2 d 1 p "borderWidth" 2 d 0 ; N "display" "Display #3" 450 260 n p "name" 1 s "LP 1" ; N "display" "Display" 350 260 n p "name" 1 s "Input" ; N "goto" "Go To #2" 440 180 n p "label" 1 s "L3" ; N "decimate" "Decimate" 350 190 n p "useRows" 2 d 1 p "useColumns" 2 d 1 ; N "conv2d" "l0(-x,-y)" 150 70 n p "kernel" 2 m d 81 9 -87 -1354 -1601 -503 2524 -503 -1601 -1354 -87 -1354 2922 7523 8224 1108 8224 7523 2922 -1354 -1601 7523 -7061 -37695 -32971 -37695 -7061 7523 -1601 -503 8224 -37695 43813 181160 43813 -37695 8224 -503 2524 1108 -32971 181160 437625 181160 -32971 1108 2524 -503 8224 -37695 43813 181160 43813 -37695 8224 -503 -1601 7523 -7061 -37695 -32971 -37695 -7061 7523 -1601 -1354 2922 7523 8224 1108 8224 7523 2922 -1354 -87 -1354 -1601 -503 2524 -503 -1601 -1354 -87 p "scale" 2 d 1000000 ; N "conv2d" "b2(-x,-y)" 250 130 n p "kernel" 2 m d 81 9 6126 -8053 -21037 -15369 -18515 -15369 -21037 -8053 6126 -12874 -9612 10236 6009 1873 6009 10236 -9612 -12874 -5642 4168 -23822 -53753 -20761 -53753 -23822 4168 -5642 -8957 -1751 -18369 126566 299617 126566 -18369 -1751 -8957 0 0 0 0 0 0 0 0 0 8957 1751 18369 -126566 -299617 -126566 18369 1751 8957 5642 -4168 23822 53753 20761 53753 23822 -4168 5642 12874 9612 -10236 -6009 -1873 -6009 -10236 9612 12874 -6126 8053 21037 15369 18515 15369 21037 8053 -6126 p "scale" 2 d 1000000 ; N "conv2d" "l1(-x,-y)" 250 190 n p "kernel" 2 m d 289 17 -44 121 -677 -124 -801 -1597 -252 -420 1262 -420 -252 -1597 -801 -124 -677 121 -44 121 446 -581 562 -137 2326 2890 4287 5589 4287 2890 2326 -137 562 -581 446 121 -677 -581 1461 2161 3761 3081 4112 2221 554 2221 4112 3081 3761 2161 1461 -581 -677 -124 562 2160 3176 3185 -1777 -7432 -9057 -9637 -9057 -7432 -1777 3185 3176 2160 562 -124 -801 -137 3761 3185 -3531 -12604 -18847 -17508 -16486 -17508 -18847 -12604 -3531 3185 3761 -137 -801 -1597 2326 3081 -1777 -12604 -20229 -11092 3956 14385 3956 -11092 -20229 -12604 -1777 3081 2326 -1597 -252 2890 4112 -7432 -18847 -11092 21907 68066 90580 68066 21907 -11092 -18847 -7432 4112 2890 -252 -420 4287 2221 -9057 -17508 3956 68066 144550 177365 144550 68066 3956 -17508 -9057 2221 4287 -420 1262 5589 554 -9637 -16486 14385 90580 177365 212037 177365 90580 14385 -16486 -9637 554 5589 1262 -420 4287 2221 -9057 -17508 3956 68066 144550 212037 144550 68066 3956 -17508 -9057 2221 4287 -420 -252 2890 4112 -7432 -18847 -11092 21907 68066 90580 68066 21907 -11092 -18847 -7432 4112 2890 -252 -1597 2326 3081 -1777 -12604 -20229 -11092 3956 14385 3956 -11092 -20229 -12604 -1777 3081 2326 -1597 -801 -137 3761 3185 -3531 -12604 -18847 -17508 -16486 -17508 -18847 -12604 -3531 3185 3761 -137 -801 -124 562 2160 3176 3185 -1777 -7432 -9057 -9637 -9057 -7432 -1777 3185 3176 2160 562 -124 -677 -581 1461 2161 3761 3081 4112 2221 554 2221 4112 3081 3761 2161 1461 -581 -677 121 446 -581 562 -137 2326 2890 4287 5589 4287 2890 2326 -137 562 -581 446 121 -44 121 -677 -124 -801 -1597 -252 -420 1262 -420 -252 -1597 -801 -124 -677 121 -44 p "scale" 2 d 2000000 ; N "castImage" "Cast_Image" 250 260 n p "type" 1 d 4 p "conversion" 2 d 1 ; N "conv2d" "h(-x,-y)" 150 10 n p "kernel" 2 m d 81 9 -957 -242 -1425 -874 -1167 -874 -1425 -242 -957 -242 -4318 900 9156 10980 9156 900 -4318 -242 -1425 900 17063 10949 -5898 10949 17063 900 -1425 -874 9156 10949 -78414 -156283 -78414 10949 9156 -874 -1167 10980 -5898 -156283 728259 -156283 -5898 10980 -1167 -874 9156 10949 -78414 -156283 -78414 10949 9156 -874 -1425 900 17063 10949 -5900 10949 17063 900 -1425 -242 -4318 900 9156 10980 9156 900 -4318 -242 -957 -242 -1425 -874 -1167 -874 -1425 -242 -957 p "scale" 2 d 1000000 ; N "rdObj" "RdObj" 150 260 n p "filename" 1 s "Debbie3" ; L "_ #17" 0 0 1 0 2 230 150 250 150 ; L "_ #15" 0 0 1 0 2 310 210 350 210 ; L "_ #39" 0 0 1 0 2 560 90 600 90 ; L "_ #61" 0 0 1 0 4 840 110 860 110 860 50 880 50 ; L "_ #74" 0 0 1 0 2 940 280 960 280 ; L "_ #65" 0 0 1 0 2 860 280 880 280 ; L "_ #46" 0 0 1 0 3 860 280 860 210 880 210 ; L "_ #10" 0 0 1 0 2 760 110 780 110 ; L "_ #60" 0 0 1 0 2 840 30 880 30 ; L "_ #2" 0 0 1 0 5 940 40 960 40 960 150 760 150 760 210 ; L "_ #4" 0 0 1 0 2 840 280 860 280 ; L "_ #23" 0 0 1 0 3 760 210 760 270 780 270 ; L "_ #43" 0 0 1 0 2 660 100 700 100 ; L "_ #5" 0 0 1 0 2 760 210 780 210 ; L "_ #30" 0 0 1 0 2 670 280 690 280 ; L "_ #42" 0 0 1 0 4 660 210 680 210 680 120 700 120 ; L "_ #22" 0 0 1 0 2 330 280 330 320 ; L "_ #40" 0 0 1 0 4 560 150 580 150 580 110 600 110 ; L "_ #41" 0 0 1 0 2 560 210 600 210 ; L "_ #58" 0 0 1 0 2 430 150 500 150 ; L "_ #59" 0 0 1 0 3 430 150 430 180 440 180 ; L "_ #14" 0 0 1 0 2 550 280 570 280 ; L "_ #56" 0 0 1 0 3 430 90 430 120 440 120 ; L "_" 0 0 1 0 3 430 210 430 280 450 280 ; L "_ #57" 0 0 1 0 2 430 90 500 90 ; L "_ #53" 0 0 1 0 2 410 210 430 210 ; L "_ #11" 0 0 1 0 2 430 210 500 210 ; L "_ #6" 0 0 1 0 4 330 320 760 320 760 290 780 290 ; L "_ #21" 0 0 1 0 2 330 280 350 280 ; L "_ #16" 0 0 1 0 3 230 150 230 210 250 210 ; L "_ #20" 0 0 1 0 2 230 90 250 90 ; L "_ #31" 0 0 1 0 2 310 150 430 150 ; L "_ #25" 0 0 1 0 2 310 90 430 90 ; L "_ #3" 0 0 1 0 2 310 280 330 280 ; L "_ #18" 0 0 1 0 2 230 90 230 150 ; L "_ #12" 0 0 1 0 2 210 90 230 90 ; L "_ #1" 0 0 1 0 2 210 30 780 30 ; L "_ #19" 0 0 1 0 3 130 90 130 30 150 30 ; L "_ #8" 0 0 1 0 2 210 280 250 280 ; L "_ #9" 0 0 1 0 2 130 90 150 90 ; L "_ #7" 0 0 1 0 3 330 320 130 320 130 90 ;