OpenCores
URL https://opencores.org/ocsvn/phr/phr/trunk

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  • This comparison shows the changes necessary to convert path 
    /phr/trunk/codigo
    from Rev 429 to Rev 430
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Rev 429 → Rev 430

/demos/VGAdemo/VGAdemo.gise File deleted
/demos/VGAdemo/main.ngr File deleted \ No newline at end of file
/demos/VGAdemo/main.ut File deleted
/demos/VGAdemo/main_map.xrpt File deleted
/demos/VGAdemo/main_xst.xrpt File deleted
/demos/VGAdemo/main_map.mrp File deleted
/demos/VGAdemo/xst/work/vlg2D/main.bin Cannot display: file marked as a binary type. svn:mime-type = application/octet-stream
/demos/VGAdemo/xst/work/vlg2D/main.bin
demos/VGAdemo/xst/work/vlg2D/main.bin Property changes : Deleted: svn:mime-type ## -1 +0,0 ## -application/octet-stream \ No newline at end of property Index: demos/VGAdemo/xst/work/vlg6A/vga.bin =================================================================== Cannot display: file marked as a binary type. svn:mime-type = application/octet-stream Index: demos/VGAdemo/xst/work/vlg6A/vga.bin =================================================================== --- demos/VGAdemo/xst/work/vlg6A/vga.bin (revision 429) +++ demos/VGAdemo/xst/work/vlg6A/vga.bin (nonexistent)
demos/VGAdemo/xst/work/vlg6A/vga.bin Property changes : Deleted: svn:mime-type ## -1 +0,0 ## -application/octet-stream \ No newline at end of property Index: demos/VGAdemo/xst/work/hdllib.ref =================================================================== --- demos/VGAdemo/xst/work/hdllib.ref (revision 429) +++ demos/VGAdemo/xst/work/hdllib.ref (nonexistent) @@ -1,2 +0,0 @@ -MO main NULL main.v vlg2D/main.bin 1399512442 -MO vga NULL vga.v vlg6A/vga.bin 1399512442 Index: demos/VGAdemo/main.lso =================================================================== --- demos/VGAdemo/main.lso (revision 429) +++ demos/VGAdemo/main.lso (nonexistent) @@ -1 +0,0 @@ -work Index: demos/VGAdemo/main_envsettings.html =================================================================== --- demos/VGAdemo/main_envsettings.html (revision 429) +++ demos/VGAdemo/main_envsettings.html (nonexistent) @@ -1,481 +0,0 @@ -Xilinx System Settings Report - -
System Settings

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Environment Settings
Environment Variablexstngdbuildmappar
LD_LIBRARY_PATH/opt/Xilinx/12.3/ISE_DS/ISE//lib/lin/opt/Xilinx/12.3/ISE_DS/ISE//lib/lin/opt/Xilinx/12.3/ISE_DS/ISE//lib/lin/opt/Xilinx/12.3/ISE_DS/ISE//lib/lin
PATH/opt/Xilinx/12.3/ISE_DS/ISE//bin/lin:
/usr/local/bin:
/usr/bin:
/bin:
/usr/local/games:
/usr/games		/opt/Xilinx/12.3/ISE_DS/ISE//bin/lin:
/usr/local/bin:
/usr/bin:
/bin:
/usr/local/games:
/usr/games		/opt/Xilinx/12.3/ISE_DS/ISE//bin/lin:
/usr/local/bin:
/usr/bin:
/bin:
/usr/local/games:
/usr/games		/opt/Xilinx/12.3/ISE_DS/ISE//bin/lin:
/usr/local/bin:
/usr/bin:
/bin:
/usr/local/games:
/usr/games
XILINX/opt/Xilinx/12.3/ISE_DS/ISE//opt/Xilinx/12.3/ISE_DS/ISE//opt/Xilinx/12.3/ISE_DS/ISE//opt/Xilinx/12.3/ISE_DS/ISE/
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Synthesis Property Settings
Switch NameProperty NameValueDefault Value
-ifn main.prj 
-ifmt mixedMIXED
-ofn main 
-ofmt NGCNGC
-p xc3s200a-4-vq100 
-top main 
-opt_modeOptimization GoalSpeedSpeed
-opt_levelOptimization Effort11
-iucUse synthesis Constraints FileNONO
-keep_hierarchyKeep HierarchyNoNO
-netlist_hierarchyNetlist HierarchyAs_OptimizedAs_Optimized
-rtlviewGenerate RTL SchematicYesNO
-glob_optGlobal Optimization GoalAllClockNetsAllClockNets
-read_coresRead CoresYESYES
-write_timing_constraintsWrite Timing ConstraintsNONO
-cross_clock_analysisCross Clock AnalysisNONO
-bus_delimiterBus Delimiter<><>
-slice_utilization_ratioSlice Utilization Ratio100100%
-bram_utilization_ratioBRAM Utilization Ratio100100%
-verilog2001Verilog 2001YESYES
-fsm_extract YESYES
-fsm_encoding AutoAUTO
-safe_implementation NoNO
-fsm_style LUTLUT
-ram_extract YesYES
-ram_style AutoAUTO
-rom_extract YesYES
-shreg_extract YESYES
-rom_style AutoAUTO
-auto_bram_packing NONO
-resource_sharing YESYES
-async_to_sync NONO
-mult_style AutoAUTO
-iobuf YESYES
-max_fanout 500500
-bufg 2424
-register_duplication YESYES
-register_balancing NoNO
-optimize_primitives NONO
-use_clock_enable YesYES
-use_sync_set YesYES
-use_sync_reset YesYES
-iob AutoAUTO
-equivalent_register_removal YESYES
-slice_utilization_ratio_maxmargin 50%
- - 
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Translation Property Settings
Switch NameProperty NameValueDefault Value
-intstyle iseNone
-dd _ngoNone
-p xc3s200a-vq100-4None
-uc main.ucfNone
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Map Property Settings
Switch NameProperty NameValueDefault Value
-irUse RLOC ConstraintsOFFOFF
-cmOptimization Strategy (Cover Mode)areaarea
-intstyle iseNone
-o main_map.ncdNone
-prPack I/O Registers/Latches into IOBsoffoff
-p xc3s200a-vq100-4None
- - 
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Place and Route Property Settings
Switch NameProperty NameValueDefault Value
-t 11
-intstyle ise 
-olPlace & Route Effort Level (Overall)highstd
-w truefalse
- - 
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Operating System Information
Operating System Informationxstngdbuildmappar
CPU Architecture/SpeedAMD Athlon(tm) II X2 255 Processor/800.000 MHzAMD Athlon(tm) II X2 255 Processor/1900.000 MHzAMD Athlon(tm) II X2 255 Processor/3100.000 MHzAMD Athlon(tm) II X2 255 Processor/3100.000 MHz
Hostcudar75cudar75cudar75cudar75
OS NameDebianDebianDebianDebian
OS ReleaseDebian GNU/Linux 7.4 (wheezy)Debian GNU/Linux 7.4 (wheezy)Debian GNU/Linux 7.4 (wheezy)Debian GNU/Linux 7.4 (wheezy)
- \ No newline at end of file Index: demos/VGAdemo/vga.v =================================================================== --- demos/VGAdemo/vga.v (revision 429) +++ demos/VGAdemo/vga.v (nonexistent) @@ -1,98 +0,0 @@ -/* - * VGA timing generator - * - * (C) Arlet Ottens - */ - -module vga( Reset, VSync, HSync, Clk50, PClk, Row, Col, Row0, Col0, Active ); - input Reset; - output VSync; - output HSync; - input Clk50; - - // outputs to data generator - output PClk; // pixel clock - output Row0; // pulse when Row == 0 - output Col0; // pulse when Col == 0 - output [9:0] Col; // next column - output [8:0] Row; // next row - output Active; // - -reg PClk; // pixel clock -reg Row0; // pulse when Row == 0 -reg Col0; // pulse when Col == 0 -reg [12:0] HClock; -reg [11:0] VClock; -assign Col = HClock[9:0]; -assign Row = VClock[8:0]; -assign Active = HClock[11] & VClock[10]; -assign VSync = VClock[9]; -assign HSync = HClock[10]; - -/* - * VGA timing information. - */ -parameter - HSYNC = 10'd95, - HBACK = 10'd47, - HACTIVE = 10'd639, - HFRONT = 10'd15; - -parameter - VSYNC = 9'd1, - VBACK = 9'd28, - VACTIVE = 9'd479, - VFRONT = 9'd9; - -wire HStart = ( HClock == {3'b101, HBACK} ); -wire VStart = ( VClock == {3'b101, VBACK} ); - -/* - * make 25 MHz pixelclock - */ -always @(posedge Clk50) - PClk <= Reset ? 0 : ~PClk; - -/* - * Horizontal timing state machine - */ -always @(posedge Clk50) begin - if( Reset ) begin - HClock <= 0; - Col0 <= 0; - end else if( PClk ) begin - casex( HClock ) - { 3'bxx0, HSYNC } : HClock <= { 3'b101, 10'd0 }; - { 3'b101, HBACK } : HClock <= { 3'b011, 10'd0 }; - { 3'bx11, HACTIVE } : HClock <= { 3'b001, 10'd0 }; - { 3'b001, HFRONT } : HClock <= { 3'b100, 10'd0 }; - - default: - HClock <= { HClock[12:10], HClock[9:0] + 10'd1 }; - endcase - end - Col0 <= HStart; -end - -/* - * Vertical timing state machine - */ -always @(posedge Clk50) begin - if( Reset ) begin - VClock <= 0; - Row0 <= 0; - end else if( PClk & HStart ) begin - casex ( VClock ) - { 3'bxx0, VSYNC } : VClock <= { 3'b101, 9'd0 }; - { 3'b101, VBACK } : VClock <= { 3'b011, 9'd0 }; - { 3'bx11, VACTIVE } : VClock <= { 3'b001, 9'd0 }; - { 3'b001, VFRONT } : VClock <= { 3'b100, 9'd0 }; - - default: - VClock <= { VClock[11:9], VClock[8:0] + 9'd1}; - endcase - end - Row0 <= HStart & VStart; -end - -endmodule Index: demos/VGAdemo/main_map.ncd =================================================================== --- demos/VGAdemo/main_map.ncd (revision 429) +++ demos/VGAdemo/main_map.ncd (nonexistent) @@ -1,3 +0,0 @@ -XILINX-XDB 0.1 STUB 0.1 ASCII -XILINX-XDM V1.6 -###4820:XlxV32DM 3ff8 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###4948:XlxV32DM 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###3784:XlxV32DM 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###3784:XlxV32DM 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###3932:XlxV32DM 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###3816:XlxV32DM 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###3876:XlxV32DM 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###3848:XlxV32DM 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###3836:XlxV32DM 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###3764:XlxV32DM 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###3680:XlxV32DM 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###3832:XlxV32DM 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###3800:XlxV32DM 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###3940:XlxV32DM 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###3816:XlxV32DM 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ed0eNrtm0Fv5DYPhv9Mb73YkmzLM+hfGcCiNEAu3cMeF/vfP4qiJDorZjJpLl+QFo2ztE2Jr/jaj7zoZY7z9a9gzGWe03T9K0V3WdP1xYTLdLm+WJcPP3zMh99hSwZ/sfjf9Atvmi/p8Nd/g9kuc5xamljSbOb6slEWT0nC5GsW+zrLXrNYvteO7/0JDu+6mF//5CQYvd7usOa4vde4KfGUZoyH+8zxOF+su97muOXLAfIUMBzul+1KZ03IZ3Oy/Kd2Nu1HOe/jlUbN94dUh4sTp50p7VFvTCXtxGknSjv1s5x24rSG0ubxSlr8JUzH9bYlCqd+Yw7TeV+m4+mC2C/wJR9KsB3X378DuPmCs7+sl/CLxPWA4h6k65ZI5Jlmlo8zH1c+0iL8QC3piFrnY9ggX+/ECu6xruDyug/W7fVa0tgvqAD3A8yvs6Wazf+RzT/KFl/36H6v2dwfrb6rrR7/aFJX02zPOMapjlmfcMyiOmZ/6BhTnbGcHOOqM3CKJ8cstbWtdExrXlwtam17coztZ7m1Lbf2UhxztzWtOTmmtja2FKU1J8eYfpbTGk7rimOgVoG/CMfA1G8sjsHzvkzHN6fxBb7k646x5tMdE4zqmPC8Y4JVHZOedwxY1THHE44BpzomPuGYuKiOgfc7htZj7Jj7I8fY1qrr+R1TnRSXk2NoLOpBJx0TavMGS62NZ4VjilrlbGltjFBrYzpyTHQ1rZWOCe0tYkpaKx0Dtp/ltGzEuPA7plYX7OkdY/qN/I6x5Aycjm9O4wt8yScc4z7fMU5zTJo/4JhFc0xyH3DMojkmTc84ZtUck+wzjtk0xyTzhGO85pi0PHRMe2f4s2NqC+MUT445amuvJ8estcWW0trryTHiLLf2yq3t2TG+pl1OjmlWcyXtcnLM0s9y2oXTbuyYWl1YTo4RadkxS3GG53eM7Rf4kk84Zv18x6yqY7YPOGZTHXN8wDGb6pj1Gcd41TH7M47ZVcf4JxxzqI4JDx2zVWccZ8fUdwlO8eSYVFvbnxzTNhxbaW1/cozvZ7m1Pbf2wY6BmnY7OabduJa028kxWz/LaTdOu7NjanVhOzlm7TeyY7bijIMds/QLfMknHOPRMdtluRyvHfMBq3jVKvEDG5hdbW54prkPtbnvzzR3UJs7PdHcoDX3fXrY3HttYjg3d30+4xRlc6cKVqiAbO7Uw7Krjx4uXQe8Ka/fBnA9ZDO3vb4vzbyfmnnvZ7mZd04buJnrrIPnrsUBfWtzvteXO1q7zgXf8r/crsf1JUx5tOvfYaZHfHD0Z9NVdvNaVPa2gQTMvOSot5sX2YN5mByYZYatZNhtw6TAm8TVtaF//ywTxNnnSVBdOReevt7yj98/eXLlAhwY49OeSwu7fVxaDHpp87tKC7tTS7NvllYmiKXlSVBpOZcojSdXLpCluQnes2pJLc28qzQ3RbU082ZpZYK0avwtKOc6rVqqq5ZOpaUj0KxxM8Gl7dcfbrqfSksHvC5tLhO7l3/aEyR4nt2EWWbHT8RQ6ktHfJ3GsEKGX43rPNClzPGki626tA9LUB+BRuhS7kRd8tC57H9yROjCU8oXABo9XOnKrGA+B/0cFnO9oS5Fs/Qeze6fohlt7MaawZuaJVWz9YFm/PElD82apZNmYaq63FmzMDXN7v3cSTPaST7SrOxC/7tmTtUsvqUZzXGs2fa2ZnWfnIcumuUNs9SM9zyJNvakmaua1b13/kVq5qfHkvn5MxTziyZYWN8QjCY41mt6Uy/PXytwXFIL/yzE8ryz8nORyi+slJ/bCalTDPBYqBjiZygVQ1J763hDqjLHsVbuTa1iJZU8NKmVI6fXVqqvrVgEi/w3Avlc7OekZvYdb7QFtBeaub/rhWbV91lPMHyfWS55gfI2s6eX2cLP5QXOr7KyG3q7ppQmtaj0rqJSvKtvaf9mVWWC+SmR+PtzziWfEpVV8y+yNF++xZqL48p8ntgkARtbdC9PhFcfXJc2O96gp/r3aUuSWQ6ZhYcUOi1epKG773+K89OsvFP1+bPJjiyPP4Sj89NxwiacM2X7ei1/cszwj1HTriWNvCUpUIWd9nXYCzP+YCECbnjKzHnfY6AcYjmUjybmXvZEZT9oy3aQPtziwYr90gt9s8JD2SnaspOxRWHawOChjGd5n1VGsGUEV0ZwZQRXRnBlBFdGcGUEV0ZwZQRXRnBlBFdGcGUEVypypSJXxnNlvK3cvpXbt3L7BrwogY/1z5GPiY/3cqwtMM98NHy0fHR85MWeVz5ufOSd3rzz8eAjjz+XAoBbDMq88EjxvqzCUbzv3hrehY0NtXwv+P/5guNTYuE3Vl56jF5v+UeORxkPOR4oDjJ+5Hh+u4XF9ziOmp+jQPFNxkOOB4qvMp4fOXPJs8j4nuM7xZ2M+xz3FLcyvuU4fWtYjIyvOb5SfJbx/FzPTzSMTzLuctzluLvLuM1xS/Ek4ybHDcWjjM85Tp9QHMj4lOMTxYOIIxDc8o8cP2Q8v5emRPFdxmOOR4pL/fM6BlrH4KT+eR0Dr6MYd8PLt7LqIvuG4m87RUXuLX9A8RQVmTcUftsoKtbVYTnuTu8ioYrDYlyia8WaOizFRYqKFXU4M0czW4UeDstwpQqxmg6byB10rZivwyrcLt+HFMUqHFWxin5zWIWjKlY5M2wet1JUzgxbxy0UFZ3mMtY5isqZYds4S1HRZQ6bxhmqQvSYm/M7maKy4vymzv1iZD9a1NeSvrIbLeprSd8gKraomSXNgqgYCeJmSbMgKraomSXNgqgYkepmSbMgKsbt2M2SZkFUjBvbmyXNgqjYomaWNDtkFaiZJc0O0SUWNbOk2SGcY1EzS5odon8tamZJs0NohhufmyXNDtHViLs3Q5odoksQOG+GNDtEV+MW9WaoJw+hJG72b4Z68hCq5y+WhvQ9hL64EbmZoxBT+Camr0hMQSWm/ZuYvjYxBYWYgkJMQSGmoBBTUIgpKMQUFGIKCjEFhZiCQkxBIaagEFNQiCkoxBQUYgoKMQWFmIJCTEEhpqAQU1CIKQyJKQyJKQyJKQyJKQhikqvaiWkVmnRiWsXMOjHJ9ezEtIr5jogpSGISKyaISfSVICbRVYKY5Bw6MYmOEsQk+qkT0yK6SRCTWOtOTLLzBDGJKjoxrUL1TkxW5O3EZIU6nZiszNCIyQp1OjFZoUMnJisq7sRk5HwbMRmx8p2YjOioTkxG9E4nJiNWqBOTEWvRiWkWSnZimoVTOzHNovs6Mc2izzoxGaFvJ6ZZVCGJCb6J6SsSE6jE5L6J6WsTEyjEBAoxgUJMoBATKMQECjGBQkygEBMoxAQKMYFCTKAQEyjEBAoxgUJMoBATKMQECjGBQkygEBMoxARDYoIhMcGQmGBITDD8xgTDb0ww/MYEw29MMCQmGBITDIkJhsQEQ2KCITHBkJhgSEwwJCYYEhNIYpLzbcS0CtVHxASdmEDq24gJpL6NmED6pRETSLc0YgLplUZMIJ3SiAlkFY2YQLqkERNILzRiAumERkwgfdCICaQLGjGB9EAjJnBCs0ZM4MTzpxETOKFkIyaQnm7EBE7oK4kpfhPTVySmqBKT/yamr01MUSGmqBBTVIgpKsQUFWKKCjFFhZiiQkxRIaaoEFNUiCkqxBQVYooKMUWFmKJCTFEhpqgQU1SIKSrEFBViikNiikNiikNiikNiisNvTHH4jSkOvzHFITHF4d/KRUFMci1HxBSHxBSHxBSHxBSHxBSHxBSHxBSHxBSHxBSHxBSHxBQ7MbX/f5eilZja/35L0UpM4X9SPmdr###3708:XlxV32DM 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###3836:XlxV32DM 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###3528:XlxV32DM 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###5944:XlxV32DM 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###5960:XlxV32DM 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###4776:XlxV32DM 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\ No newline at end of file Index: demos/VGAdemo/main.bld =================================================================== --- demos/VGAdemo/main.bld (revision 429) +++ demos/VGAdemo/main.bld (nonexistent) @@ -1,36 +0,0 @@ -Release 12.3 ngdbuild M.70d (lin) -Copyright (c) 1995-2010 Xilinx, Inc. All rights reserved. - -Command Line: /opt/Xilinx/12.3/ISE_DS/ISE/bin/lin/unwrapped/ngdbuild -intstyle -ise -dd _ngo -nt timestamp -uc main.ucf -p xc3s200a-vq100-4 main.ngc main.ngd - -Reading NGO file -"/home/lguanuco/opencores/phr/trunk/codigo/demos/VGAdemo/main.ngc" ... -Gathering constraint information from source properties... -Done. - -Annotating constraints to design from ucf file "main.ucf" ... -Resolving constraint associations... -Checking Constraint Associations... -Done... - -Checking expanded design ... - -Partition Implementation Status -------------------------------- - - No Partitions were found in this design. - -------------------------------- - -NGDBUILD Design Results Summary: - Number of errors: 0 - Number of warnings: 0 - -Total memory usage is 89772 kilobytes - -Writing NGD file "main.ngd" ... -Total REAL time to NGDBUILD completion: 3 sec -Total CPU time to NGDBUILD completion: 2 sec - -Writing NGDBUILD log file "main.bld"... Index: demos/VGAdemo/webtalk_impact.xml =================================================================== --- demos/VGAdemo/webtalk_impact.xml (revision 429) +++ demos/VGAdemo/webtalk_impact.xml (nonexistent) @@ -1,24 +0,0 @@ - - - - -
- - -
-
- - - -
-
- - - - - -
- - Index: demos/VGAdemo/main_pad.txt =================================================================== --- demos/VGAdemo/main_pad.txt (revision 429) +++ demos/VGAdemo/main_pad.txt (nonexistent) @@ -1,130 +0,0 @@ -Release 12.3 - par M.70d (lin) -Copyright (c) 1995-2010 Xilinx, Inc. All rights reserved. - -Wed May 7 22:40:11 2014 - - -INFO: The IO information is provided in three file formats as part of the Place and Route (PAR) process. These formats are: -1. The _pad.txt file (this file) designed to provide information on IO usage in a human readable ASCII text format viewable through common text editors. -2. The _pad.csv file for use with spreadsheet programs such as MS Excel. This file can also be read by PACE to communicate post PAR IO information. -3. The .pad file designed for parsing by customers. It uses the "|" as a data field separator. - -INPUT FILE: main_map.ncd -OUTPUT FILE: main_pad.txt -PART TYPE: xc3s200a -SPEED GRADE: -4 -PACKAGE: vq100 - -Pinout by Pin Number: - -+------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+ -|Pin Number|Signal Name|Pin Usage |Pin Name |Direction|IO Standard|IO Bank Number|Drive (mA)|Slew Rate|Termination|IOB Delay|Voltage |Constraint|IO Register|Signal Integrity| -+------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+ -|P1 | | |TMS | | | | | | | | | | | | -|P2 | | |TDI | | | | | | | | | | | | -|P3 | |DIFFMLR |IO_L01P_3 |UNUSED | |3 | | | | | | | | | -|P4 | |DIFFSLR |IO_L01N_3 |UNUSED | |3 | | | | | | | | | -|P5 | |DIFFMLR |IO_L02P_3 |UNUSED | |3 | | | | | | | | | -|P6 | |DIFFSLR |IO_L02N_3 |UNUSED | |3 | | | | | | | | | -|P7 | |DIFFSI_NDT|IP_3/VREF_3 |UNUSED | |3 | | | | | | | | | -|P8 | | |GND | | | | | | | | | | | | -|P9 | |DIFFMLR |IO_L03P_3/LHCLK0 |UNUSED | |3 | | | | | | | | | -|P10 | |DIFFSLR |IO_L03N_3/LHCLK1 |UNUSED | |3 | | | | | | | | | -|P11 | | |VCCO_3 | | |3 | | | | |2.50 | | | | -|P12 |VSync |IOB |IO_L04P_3/LHCLK2 |OUTPUT |LVCMOS25* |3 |12 |SLOW |NONE** | | |LOCATED |NO |NONE | -|P13 |R |IOB |IO_L04N_3/IRDY2/LHCLK3|OUTPUT |LVCMOS25* |3 |12 |SLOW |NONE** | | |LOCATED |NO |NONE | -|P14 | | |GND | | | | | | | | | | | | -|P15 |HSync |IOB |IO_L05P_3/TRDY2/LHCLK6|OUTPUT |LVCMOS25* |3 |12 |SLOW |NONE** | | |LOCATED |NO |NONE | -|P16 |G |IOB |IO_L05N_3/LHCLK7 |OUTPUT |LVCMOS25* |3 |12 |SLOW |NONE** | | |LOCATED |NO |NONE | -|P17 | | |VCCINT | | | | | | | |1.2 | | | | -|P18 | | |GND | | | | | | | | | | | | -|P19 | |DIFFMLR |IO_L06P_3 |UNUSED | |3 | | | | | | | | | -|P20 |B |IOB |IO_L06N_3 |OUTPUT |LVCMOS25* |3 |12 |SLOW |NONE** | | |LOCATED |NO |NONE | -|P21 | |DIFFMI_NDT|IP_3 |UNUSED | |3 | | | | | | | | | -|P22 | | |VCCAUX | | | | | | | |2.5 | | | | -|P23 | |DIFFMTB |IO_L01P_2/M1 |UNUSED | |2 | | | | | | | | | -|P24 | |DIFFMTB |IO_L02P_2/M2 |UNUSED | |2 | | | | | | | | | -|P25 | |DIFFSTB |IO_L01N_2/M0 |UNUSED | |2 | | | | | | | | | -|P26 | | |VCCO_2 | | |2 | | | | |any******| | | | -|P27 | |DIFFSTB |IO_L02N_2/CSO_B |UNUSED | |2 | | | | | | | | | -|P28 | |DIFFMTB |IO_L03P_2/RDWR_B |UNUSED | |2 | | | | | | | | | -|P29 | |DIFFSTB |IO_L03N_2/VS2 |UNUSED | |2 | | | | | | | | | -|P30 | |DIFFMTB |IO_L04P_2/VS1 |UNUSED | |2 | | | | | | | | | -|P31 | |DIFFSTB |IO_L04N_2/VS0 |UNUSED | |2 | | | | | | | | | -|P32 | |DIFFMTB |IO_L05P_2 |UNUSED | |2 | | | | | | | | | -|P33 | |DIFFSTB |IO_L05N_2 |UNUSED | |2 | | | | | | | | | -|P34 | |DIFFMTB |IO_L06P_2/D7 |UNUSED | |2 | | | | | | | | | -|P35 | |DIFFSTB |IO_L06N_2/D6 |UNUSED | |2 | | | | | | | | | -|P36 | |DIFFMTB |IO_L07P_2/D5 |UNUSED | |2 | | | | | | | | | -|P37 | |DIFFSTB |IO_L07N_2/D4 |UNUSED | |2 | | | | | | | | | -|P38 | | |VCCINT | | | | | | | |1.2 | | | | -|P39 | |IBUF |IP_2/VREF_2 |UNUSED | |2 | | | | | | | | | -|P40 | |DIFFMTB |IO_L08P_2/GCLK14 |UNUSED | |2 | | | | | | | | | -|P41 | |DIFFSTB |IO_L08N_2/GCLK15 |UNUSED | |2 | | | | | | | | | -|P42 | | |GND | | | | | | | | | | | | -|P43 |Clk |IBUF |IO_L09P_2/GCLK0 |INPUT |LVCMOS25* |2 | | | |IBUF | |LOCATED |NO |NONE | -|P44 | |DIFFSTB |IO_L09N_2/GCLK1 |UNUSED | |2 | | | | | | | | | -|P45 | | |VCCO_2 | | |2 | | | | |any******| | | | -|P46 | |DIFFSTB |IO_2/MOSI/CSI_B |UNUSED | |2 | | | | | | | | | -|P47 | | |GND | | | | | | | | | | | | -|P48 | |DIFFMTB |IO_L10P_2/INIT_B |UNUSED | |2 | | | | | | | | | -|P49 | |DIFFSTB |IO_L10N_2/D3 |UNUSED | |2 | | | | | | | | | -|P50 | |DIFFMTB |IO_L11P_2/D2 |UNUSED | |2 | | | | | | | | | -|P51 | |DIFFMTB |IO_L12P_2/D0/DIN/MISO |UNUSED | |2 | | | | | | | | | -|P52 | |DIFFSTB |IO_L11N_2/D1 |UNUSED | |2 | | | | | | | | | -|P53 | |DIFFSTB |IO_L12N_2/CCLK |UNUSED | |2 | | | | | | | | | -|P54 | | |DONE | | | | | | | | | | | | -|P55 | | |VCCAUX | | | | | | | |2.5 | | | | -|P56 | |DIFFMLR |IO_L01P_1 |UNUSED | |1 | | | | | | | | | -|P57 | |DIFFSLR |IO_L01N_1 |UNUSED | |1 | | | | | | | | | -|P58 | | |GND | | | | | | | | | | | | -|P59 | |DIFFMLR |IO_L02P_1/RHCLK0 |UNUSED | |1 | | | | | | | | | -|P60 | |DIFFSLR |IO_L02N_1/RHCLK1 |UNUSED | |1 | | | | | | | | | -|P61 | |DIFFMLR |IO_L03P_1/RHCLK2 |UNUSED | |1 | | | | | | | | | -|P62 | |DIFFSLR |IO_L03N_1/TRDY1/RHCLK3|UNUSED | |1 | | | | | | | | | -|P63 | | |GND | | | | | | | | | | | | -|P64 | |DIFFMLR |IO_L04P_1/IRDY1/RHCLK6|UNUSED | |1 | | | | | | | | | -|P65 | |DIFFSLR |IO_L04N_1/RHCLK7 |UNUSED | |1 | | | | | | | | | -|P66 | | |VCCINT | | | | | | | |1.2 | | | | -|P67 | | |VCCO_1 | | |1 | | | | |any******| | | | -|P68 | |DIFFMI_NDT|IP_1/VREF_1 |UNUSED | |1 | | | | | | | | | -|P69 | | |GND | | | | | | | | | | | | -|P70 | |DIFFMLR |IO_L05P_1 |UNUSED | |1 | | | | | | | | | -|P71 | |DIFFSLR |IO_L05N_1 |UNUSED | |1 | | | | | | | | | -|P72 | |DIFFMLR |IO_L06P_1 |UNUSED | |1 | | | | | | | | | -|P73 | |DIFFSLR |IO_L06N_1 |UNUSED | |1 | | | | | | | | | -|P74 | | |GND | | | | | | | | | | | | -|P75 | | |TDO | | | | | | | | | | | | -|P76 | | |TCK | | | | | | | | | | | | -|P77 |Reset |IBUF |IO_L01P_0/VREF_0 |INPUT |LVCMOS25* |0 | | | |IBUF | |LOCATED |NO |NONE | -|P78 | |DIFFSTB |IO_L01N_0 |UNUSED | |0 | | | | | | | | | -|P79 | | |VCCO_0 | | |0 | | | | |any******| | | | -|P80 | | |GND | | | | | | | | | | | | -|P81 | | |VCCINT | | | | | | | |1.2 | | | | -|P82 | |IBUF |IP_0/VREF_0 |UNUSED | |0 | | | | | | | | | -|P83 | |DIFFMTB |IO_L02P_0/GCLK4 |UNUSED | |0 | | | | | | | | | -|P84 | |DIFFSTB |IO_L02N_0/GCLK5 |UNUSED | |0 | | | | | | | | | -|P85 |SW0 |IBUF |IO_L03P_0/GCLK6 |INPUT |LVCMOS25* |0 | | | |IBUF | |LOCATED |NO |NONE | -|P86 | |DIFFSTB |IO_L03N_0/GCLK7 |UNUSED | |0 | | | | | | | | | -|P87 | | |GND | | | | | | | | | | | | -|P88 |SW1 |IBUF |IO_L04P_0/GCLK8 |INPUT |LVCMOS25* |0 | | | |IBUF | |LOCATED |NO |NONE | -|P89 | |DIFFSTB |IO_L04N_0/GCLK9 |UNUSED | |0 | | | | | | | | | -|P90 |SW2 |IBUF |IO_0/GCLK11 |INPUT |LVCMOS25* |0 | | | |IBUF | |LOCATED |NO |NONE | -|P91 | | |GND | | | | | | | | | | | | -|P92 | | |VCCAUX | | | | | | | |2.5 | | | | -|P93 | |DIFFMTB |IO_L05P_0 |UNUSED | |0 | | | | | | | | | -|P94 | |DIFFSTB |IO_L05N_0 |UNUSED | |0 | | | | | | | | | -|P95 | | |GND | | | | | | | | | | | | -|P96 | | |VCCO_0 | | |0 | | | | |any******| | | | -|P97 | |IBUF |IP_0 |UNUSED | |0 | | | | | | | | | -|P98 | |DIFFMTB |IO_L06P_0/VREF_0 |UNUSED | |0 | | | | | | | | | -|P99 | |DIFFSTB |IO_L06N_0/PUDC_B |UNUSED | |0 | | | | | | | | | -|P100 | | |PROG_B | | | | | | | | | | | | -+------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+ - -* Default value. -** This default Pullup/Pulldown value can be overridden in Bitgen. -****** Special VCCO requirements may apply. Please consult the device - family datasheet for specific guideline on VCCO requirements. - - Index: demos/VGAdemo/main.cmd_log =================================================================== --- demos/VGAdemo/main.cmd_log (revision 429) +++ demos/VGAdemo/main.cmd_log (nonexistent) @@ -1,21 +0,0 @@ -xst -intstyle ise -ifn "/home/lguanuco/opencores/phr/trunk/codigo/demos/VGAdemo/main.xst" -ofn "/home/lguanuco/opencores/phr/trunk/codigo/demos/VGAdemo/main.syr" -ngdbuild -intstyle ise -dd _ngo -nt timestamp -uc main.ucf -p xc3s200a-vq100-4 main.ngc main.ngd -map -intstyle ise -p xc3s200a-vq100-4 -cm area -ir off -pr off -c 100 -o main_map.ncd main.ngd main.pcf -par -w -intstyle ise -ol high -t 1 main_map.ncd main.ncd main.pcf -trce -intstyle ise -v 3 -s 4 -n 3 -fastpaths -xml main.twx main.ncd -o main.twr main.pcf -ucf main.ucf -bitgen -intstyle ise -f main.ut main.ncd -ngdbuild -intstyle ise -dd _ngo -nt timestamp -uc main.ucf -p xc3s200a-vq100-4 main.ngc main.ngd -map -intstyle ise -p xc3s200a-vq100-4 -cm area -ir off -pr off -c 100 -o main_map.ncd main.ngd main.pcf -par -w -intstyle ise -ol high -t 1 main_map.ncd main.ncd main.pcf -trce -intstyle ise -v 3 -s 4 -n 3 -fastpaths -xml main.twx main.ncd -o main.twr main.pcf -ucf main.ucf -bitgen -intstyle ise -f main.ut main.ncd -ngdbuild -intstyle ise -dd _ngo -nt timestamp -uc main.ucf -p xc3s200a-vq100-4 main.ngc main.ngd -map -intstyle ise -p xc3s200a-vq100-4 -cm area -ir off -pr off -c 100 -o main_map.ncd main.ngd main.pcf -par -w -intstyle ise -ol high -t 1 main_map.ncd main.ncd main.pcf -trce -intstyle ise -v 3 -s 4 -n 3 -fastpaths -xml main.twx main.ncd -o main.twr main.pcf -ucf main.ucf -bitgen -intstyle ise -f main.ut main.ncd -ngdbuild -intstyle ise -dd _ngo -nt timestamp -uc main.ucf -p xc3s200a-vq100-4 main.ngc main.ngd -map -intstyle ise -p xc3s200a-vq100-4 -cm area -ir off -pr off -c 100 -o main_map.ncd main.ngd main.pcf -par -w -intstyle ise -ol high -t 1 main_map.ncd main.ncd main.pcf -trce -intstyle ise -v 3 -s 4 -n 3 -fastpaths -xml main.twx main.ncd -o main.twr main.pcf -ucf main.ucf -bitgen -intstyle ise -f main.ut main.ncd Index: demos/VGAdemo/main.v =================================================================== --- demos/VGAdemo/main.v (revision 429) +++ demos/VGAdemo/main.v (nonexistent) @@ -1,188 +0,0 @@ -/* - * main module for VGA demo. - * - * (C) Arlet Ottens - */ -module main( Clk, Reset, R, G, B, VSync, HSync, SW0, SW1, SW2 ); - -input Clk; -input Reset; - -// VGA -output R; -output G; -output B; -output VSync; -output HSync; - -// Switches -input SW0; -input SW1; -input SW2; - -// definitions -reg R; -reg G; -reg B; -reg VSync; -reg HSync; - -wire HSync0; -wire VSync0; -wire [9:0] Col; -wire [8:0] Row; -wire Col0; -wire Row0; -wire screen_active; -wire PixelClock; - -vga vga( .Reset(Reset), - .HSync(HSync0), - .VSync(VSync0), - .Clk50(Clk), - .PClk(PixelClock), - .Col(Col), - .Row(Row), - .Col0(Col0), - .Row0(Row0), - .Active(screen_active) ); - -reg [17:0] X0, Y0, X1, Y1, XI; -reg [17:0] RX0, RY0, RX1, RY1; -reg [17:0] GX0, GY0, GX1, GY1; -reg signed [17:0] DY, DX; -reg signed [17:0] RDY, RDX; -reg signed [17:0] GDY, GDX; -reg do_DY; - -/* - * Rotation per line/frame depending on SW2 - */ - -wire Rot = SW2 ? Row0 : Col0; - -/* - * maintain transformation parameters - */ -always @(posedge Clk) begin - if( Reset ) begin - DY <= 2000; - DX <= 2000; - do_DY <= 0; - end else if( Rot ) begin - DY <= DY - (DX >>> 8); - do_DY <= 1; - end else if( do_DY ) begin - DX <= DX + (DY >>> 8); - do_DY <= 0; - end - - if( Reset ) begin - RDY <= 2050; - RDX <= 1950; - end else if( Rot ) begin - RDY <= RDY - (RDX >>> 8); - end else if( do_DY ) begin - RDX <= RDX + (RDY >>> 8); - end - - if( Reset ) begin - GDY <= 2000; - GDX <= 2000; - end else if( Rot ) begin - GDY <= GDY - (GDX >>> 8); - end else if( do_DY ) begin - GDX <= GDX + (GDY >>> 8); - end -end - -/* - * calculate per-pixel mapping (based on rotozoom). Multipliers can be - * avoided by more clever code, but the Spartan-3 has plenty for this - * purpose. - */ -always @(posedge Clk) begin - if( PixelClock ) begin - if( Row0 ) begin - X0 <= -DX * 18'd319; - Y0 <= DY * 18'd241; - X1 <= -DX * 18'd319; - Y1 <= DY * 18'd241; - end else if( Col0 ) begin - X0 <= X1 + DY; - Y0 <= Y1 - DX; - X1 <= X1 + DY; - Y1 <= Y1 - DX; - end else begin - X0 <= X0 + DX; - Y0 <= Y0 + DY; - end - - if( Row0 ) begin - RX0 <= -RDX * 18'd319; - RY0 <= RDY * 18'd231; - RX1 <= -RDX * 18'd319; - RY1 <= RDY * 18'd237; - end else if( Col0 ) begin - RX0 <= RX1 + RDY; - RY0 <= RY1 - RDX; - RX1 <= RX1 + RDY; - RY1 <= RY1 - RDX; - end else begin - RX0 <= RX0 + RDX; - RY0 <= RY0 + RDY; - end - - if( Row0 ) begin - GX0 <= -GDX * 18'd300; - GY0 <= GDY * 18'd221; - GX1 <= -GDX * 18'd300; - GY1 <= GDY * 18'd221; - end else if( Col0 ) begin - GX0 <= GX1 + GDY; - GY0 <= GY1 - GDX; - GX1 <= GX1 + GDY; - GY1 <= GY1 - GDX; - end else begin - GX0 <= GX0 + GDX; - GY0 <= GY0 + GDY; - end - end -end - -/* - * select bits to XOR based on SW0 - */ -wire [17:0] SRX1 = SW0 ? RX0 : RX0 << 1; -wire [17:0] SGX1 = SW0 ? GX0 : GX0 << 1; -wire [17:0] SX1 = SW0 ? X0 : X0 << 1; - -wire [17:0] SRY1 = SW0 ? RY0 : RY0 << 1; -wire [17:0] SGY1 = SW0 ? GY0 : GY0 << 1; -wire [17:0] SY1 = SW0 ? Y0 : Y0 << 1; - -/* - * select squares or lines based on SW1 - */ -wire RB = SW1 ? (SRX1[17] ^ SRY1[17]) : SRX1[17]; -wire GB = SW1 ? (SGX1[17] ^ SGY1[17]) : SGX1[17]; -wire BB = SW1 ? ( SX1[17] ^ SY1[17]) : SX1[17]; - -/* - * output HSync/VSync and RGB data - */ -always @(posedge Clk) begin - HSync <= HSync0; - VSync <= VSync0; - if( screen_active ) begin - R <= ~BB & (RB | (GB & ~RB)); - G <= GB & ~BB & ~RB; - B <= BB; - end else begin - B <= 0; - G <= 0; - R <= 0; - end -end - -endmodule Index: demos/VGAdemo/VGAdemoPHR.prm =================================================================== --- demos/VGAdemo/VGAdemoPHR.prm (revision 429) +++ demos/VGAdemo/VGAdemoPHR.prm (nonexistent) @@ -1,17 +0,0 @@ -PROMGEN: Xilinx Prom Generator M.70d -Copyright (c) 1995-2010 Xilinx, Inc. All rights reserved. - -promgen -w -p mcs -c FF -o /home/lguanuco/opencores/phr/trunk/codigo/demos/VGAdemo//VGAdemoPHR -x xcf02s -u 00000000 /home/lguanuco/opencores/phr/trunk/codigo/demos/VGAdemo/main.bit - -PROM /home/lguanuco/opencores/phr/trunk/codigo/demos/VGAdemo/VGAdemoPHR.prm map: Wed May 7 22:40:29 2014 - -Calculating PROM checksum with fill value ff - -Format Mcs86 (32-bit) -Size 256K -PROM start 0000:0000 -PROM end 0003:ffff -PROM checksum 01c63167 - - Addr1 Addr2 Date File(s) - 0000:0000 0002:4831 May 7 22:40:21 2014 /home/lguanuco/opencores/phr/trunk/codigo/demos/VGAdemo/main.bit Index: demos/VGAdemo/main.drc =================================================================== --- demos/VGAdemo/main.drc (revision 429) +++ demos/VGAdemo/main.drc (nonexistent) @@ -1,8 +0,0 @@ -Release 12.3 Drc M.70d (lin) -Copyright (c) 1995-2010 Xilinx, Inc. All rights reserved. - -Wed May 7 22:40:18 2014 - -drc -z main.ncd main.pcf - -DRC detected 0 errors and 0 warnings. Index: demos/VGAdemo/main_map.map =================================================================== --- demos/VGAdemo/main_map.map (revision 429) +++ demos/VGAdemo/main_map.map (nonexistent) @@ -1,70 +0,0 @@ -Release 12.3 Map M.70d (lin) -Xilinx Map Application Log File for Design 'main' - -Design Information ------------------- -Command Line : map -intstyle ise -p xc3s200a-vq100-4 -cm area -ir off -pr off --c 100 -o main_map.ncd main.ngd main.pcf -Target Device : xc3s200a -Target Package : vq100 -Target Speed : -4 -Mapper Version : spartan3a -- $Revision: 1.52 $ -Mapped Date : Wed May 7 22:39:37 2014 - -Mapping design into LUTs... -Running directed packing... -Running delay-based LUT packing... -Running related packing... -Updating timing models... - -Design Summary --------------- - -Design Summary: -Number of errors: 0 -Number of warnings: 0 -Logic Utilization: - Number of Slice Flip Flops: 358 out of 3,584 9% - Number of 4 input LUTs: 913 out of 3,584 25% -Logic Distribution: - Number of occupied Slices: 511 out of 1,792 28% - Number of Slices containing only related logic: 511 out of 511 100% - Number of Slices containing unrelated logic: 0 out of 511 0% - *See NOTES below for an explanation of the effects of unrelated logic. - Total Number of 4 input LUTs: 949 out of 3,584 26% - Number used as logic: 913 - Number used as a route-thru: 36 - - The Slice Logic Distribution report is not meaningful if the design is - over-mapped for a non-slice resource or if Placement fails. - - Number of bonded IOBs: 10 out of 68 14% - Number of BUFGMUXs: 1 out of 24 4% - Number of MULT18X18SIOs: 7 out of 16 43% - -Average Fanout of Non-Clock Nets: 2.55 - -Peak Memory Usage: 164 MB -Total REAL time to MAP completion: 3 secs -Total CPU time to MAP completion: 3 secs - -NOTES: - - Related logic is defined as being logic that shares connectivity - e.g. two - LUTs are "related" if they share common inputs. When assembling slices, - Map gives priority to combine logic that is related. Doing so results in - the best timing performance. - - Unrelated logic shares no connectivity. Map will only begin packing - unrelated logic into a slice once 99% of the slices are occupied through - related logic packing. - - Note that once logic distribution reaches the 99% level through related - logic packing, this does not mean the device is completely utilized. - Unrelated logic packing will then begin, continuing until all usable LUTs - and FFs are occupied. Depending on your timing budget, increased levels of - unrelated logic packing may adversely affect the overall timing performance - of your design. - -Mapping completed. -See MAP report file "main_map.mrp" for details. Index: demos/VGAdemo/main.twr =================================================================== --- demos/VGAdemo/main.twr (revision 429) +++ demos/VGAdemo/main.twr (nonexistent) @@ -1,83 +0,0 @@ --------------------------------------------------------------------------------- -Release 12.3 Trace (lin) -Copyright (c) 1995-2010 Xilinx, Inc. All rights reserved. - -/opt/Xilinx/12.3/ISE_DS/ISE/bin/lin/unwrapped/trce -intstyle ise -v 3 -s 4 -n 3 --fastpaths -xml main.twx main.ncd -o main.twr main.pcf -ucf main.ucf - -Design file: main.ncd -Physical constraint file: main.pcf -Device,package,speed: xc3s200a,vq100,-4 (PRODUCTION 1.41 2010-09-15) -Report level: verbose report - -Environment Variable Effect --------------------- ------ -NONE No environment variables were set --------------------------------------------------------------------------------- - -INFO:Timing:2698 - No timing constraints found, doing default enumeration. -INFO:Timing:2752 - To get complete path coverage, use the unconstrained paths - option. All paths that are not constrained will be reported in the - unconstrained paths section(s) of the report. -INFO:Timing:3339 - The clock-to-out numbers in this timing report are based on - a 50 Ohm transmission line loading model. For the details of this model, - and for more information on accounting for different loading conditions, - please see the device datasheet. -INFO:Timing:3390 - This architecture does not support a default System Jitter - value, please add SYSTEM_JITTER constraint to the UCF to modify the Clock - Uncertainty calculation. -INFO:Timing:3389 - This architecture does not support 'Discrete Jitter' and - 'Phase Error' calculations, these terms will be zero in the Clock - Uncertainty calculation. Please make appropriate modification to - SYSTEM_JITTER to account for the unsupported Discrete Jitter and Phase - Error. - - - -Data Sheet report: ------------------ -All values displayed in nanoseconds (ns) - -Setup/Hold to clock Clk -------------+------------+------------+------------------+--------+ - |Max Setup to|Max Hold to | | Clock | -Source | clk (edge) | clk (edge) |Internal Clock(s) | Phase | -------------+------------+------------+------------------+--------+ -Reset | 3.618(R)| -0.526(R)|Clk_BUFGP | 0.000| -SW0 | 3.708(R)| -0.054(R)|Clk_BUFGP | 0.000| -SW1 | 3.208(R)| -0.220(R)|Clk_BUFGP | 0.000| -SW2 | 5.900(R)| -0.703(R)|Clk_BUFGP | 0.000| -------------+------------+------------+------------------+--------+ - -Clock Clk to Pad -------------+------------+------------------+--------+ - | clk (edge) | | Clock | -Destination | to PAD |Internal Clock(s) | Phase | -------------+------------+------------------+--------+ -B | 9.133(R)|Clk_BUFGP | 0.000| -G | 8.397(R)|Clk_BUFGP | 0.000| -HSync | 7.717(R)|Clk_BUFGP | 0.000| -R | 7.827(R)|Clk_BUFGP | 0.000| -VSync | 7.967(R)|Clk_BUFGP | 0.000| -------------+------------+------------------+--------+ - -Clock to Setup on destination clock Clk ----------------+---------+---------+---------+---------+ - | Src:Rise| Src:Fall| Src:Rise| Src:Fall| -Source Clock |Dest:Rise|Dest:Rise|Dest:Fall|Dest:Fall| ----------------+---------+---------+---------+---------+ -Clk | 13.525| | | | ----------------+---------+---------+---------+---------+ - - -Analysis completed Wed May 7 22:40:15 2014 --------------------------------------------------------------------------------- - -Trace Settings: -------------------------- -Trace Settings - -Peak Memory Usage: 107 MB - - - Index: demos/VGAdemo/main_bitgen.xwbt =================================================================== --- demos/VGAdemo/main_bitgen.xwbt (revision 429) +++ demos/VGAdemo/main_bitgen.xwbt (nonexistent) @@ -1,8 +0,0 @@ -INTSTYLE=ise -INFILE=/home/lguanuco/opencores/phr/trunk/codigo/demos/VGAdemo/main.ncd -OUTFILE=/home/lguanuco/opencores/phr/trunk/codigo/demos/VGAdemo/main.bit -FAMILY=Spartan3A and Spartan3AN -PART=xc3s200a-4vq100 -WORKINGDIR=/home/lguanuco/opencores/phr/trunk/codigo/demos/VGAdemo -LICENSE=WebPack -USER_INFO=0_0_320 Index: demos/VGAdemo/main.syr =================================================================== --- demos/VGAdemo/main.syr (revision 429) +++ demos/VGAdemo/main.syr (nonexistent) @@ -1,538 +0,0 @@ -Release 12.3 - xst M.70d (lin) -Copyright (c) 1995-2010 Xilinx, Inc. All rights reserved. ---> -Parameter TMPDIR set to xst/projnav.tmp - - -Total REAL time to Xst completion: 0.00 secs -Total CPU time to Xst completion: 0.04 secs - ---> -Parameter xsthdpdir set to xst - - -Total REAL time to Xst completion: 0.00 secs -Total CPU time to Xst completion: 0.04 secs - ---> -Reading design: main.prj - -TABLE OF CONTENTS - 1) Synthesis Options Summary - 2) HDL Compilation - 3) Design Hierarchy Analysis - 4) HDL Analysis - 5) HDL Synthesis - 5.1) HDL Synthesis Report - 6) Advanced HDL Synthesis - 6.1) Advanced HDL Synthesis Report - 7) Low Level Synthesis - 8) Partition Report - 9) Final Report - 9.1) Device utilization summary - 9.2) Partition Resource Summary - 9.3) TIMING REPORT - - -========================================================================= -* Synthesis Options Summary * -========================================================================= ----- Source Parameters -Input File Name : "main.prj" -Input Format : mixed -Ignore Synthesis Constraint File : NO - ----- Target Parameters -Output File Name : "main" -Output Format : NGC -Target Device : xc3s200a-4-vq100 - ----- Source Options -Top Module Name : main -Automatic FSM Extraction : YES -FSM Encoding Algorithm : Auto -Safe Implementation : No -FSM Style : LUT -RAM Extraction : Yes -RAM Style : Auto -ROM Extraction : Yes -Mux Style : Auto -Decoder Extraction : YES -Priority Encoder Extraction : Yes -Shift Register Extraction : YES -Logical Shifter Extraction : YES -XOR Collapsing : YES -ROM Style : Auto -Mux Extraction : Yes -Resource Sharing : YES -Asynchronous To Synchronous : NO -Multiplier Style : Auto -Automatic Register Balancing : No - ----- Target Options -Add IO Buffers : YES -Global Maximum Fanout : 500 -Add Generic Clock Buffer(BUFG) : 24 -Register Duplication : YES -Slice Packing : YES -Optimize Instantiated Primitives : NO -Use Clock Enable : Yes -Use Synchronous Set : Yes -Use Synchronous Reset : Yes -Pack IO Registers into IOBs : Auto -Equivalent register Removal : YES - ----- General Options -Optimization Goal : Speed -Optimization Effort : 1 -Keep Hierarchy : No -Netlist Hierarchy : As_Optimized -RTL Output : Yes -Global Optimization : AllClockNets -Read Cores : YES -Write Timing Constraints : NO -Cross Clock Analysis : NO -Hierarchy Separator : / -Bus Delimiter : <> -Case Specifier : Maintain -Slice Utilization Ratio : 100 -BRAM Utilization Ratio : 100 -Verilog 2001 : YES -Auto BRAM Packing : NO -Slice Utilization Ratio Delta : 5 - -========================================================================= - - -========================================================================= -* HDL Compilation * -========================================================================= -Compiling verilog file "vga.v" in library work -Compiling verilog file "main.v" in library work -Module compiled -Module
compiled -No errors in compilation -Analysis of file <"main.prj"> succeeded. - - -========================================================================= -* Design Hierarchy Analysis * -========================================================================= -Analyzing hierarchy for module
in library . - -Analyzing hierarchy for module in library with parameters. - HACTIVE = "1001111111" - HBACK = "0000101111" - HFRONT = "0000001111" - HSYNC = "0001011111" - VACTIVE = "111011111" - VBACK = "000011100" - VFRONT = "000001001" - VSYNC = "000000001" - - -========================================================================= -* HDL Analysis * -========================================================================= -Analyzing top module
. -Module
is correct for synthesis. - -Analyzing module in library . - HACTIVE = 10'b1001111111 - HBACK = 10'b0000101111 - HFRONT = 10'b0000001111 - HSYNC = 10'b0001011111 - VACTIVE = 9'b111011111 - VBACK = 9'b000011100 - VFRONT = 9'b000001001 - VSYNC = 9'b000000001 -Module is correct for synthesis. - - -========================================================================= -* HDL Synthesis * -========================================================================= - -Performing bidirectional port resolution... - -Synthesizing Unit . - Related source file is "vga.v". - Found 1-bit register for signal . - Found 1-bit register for signal . - Found 1-bit register for signal . - Found 13-bit register for signal . - Found 10-bit adder for signal created at line 71. - Found 12-bit register for signal . - Found 9-bit adder for signal created at line 92. - Summary: - inferred 28 D-type flip-flop(s). - inferred 2 Adder/Subtractor(s). -Unit synthesized. - - -Synthesizing Unit
. - Related source file is "main.v". -WARNING:Xst:1780 - Signal is never used or assigned. This unconnected signal will be trimmed during the optimization process. -WARNING:Xst:646 - Signal > is assigned but never used. This unconnected signal will be trimmed during the optimization process. -WARNING:Xst:646 - Signal > is assigned but never used. This unconnected signal will be trimmed during the optimization process. -WARNING:Xst:646 - Signal > is assigned but never used. This unconnected signal will be trimmed during the optimization process. -WARNING:Xst:646 - Signal > is assigned but never used. This unconnected signal will be trimmed during the optimization process. -WARNING:Xst:646 - Signal > is assigned but never used. This unconnected signal will be trimmed during the optimization process. -WARNING:Xst:646 - Signal > is assigned but never used. This unconnected signal will be trimmed during the optimization process. -WARNING:Xst:646 - Signal is assigned but never used. This unconnected signal will be trimmed during the optimization process. -WARNING:Xst:646 - Signal is assigned but never used. This unconnected signal will be trimmed during the optimization process. -WARNING:Xst:643 - "main.v" line 107: The result of a 18x10-bit multiplication is partially used. Only the 18 least significant bits are used. If you are doing this on purpose, you may safely ignore this warning. Otherwise, make sure you are not losing information, leading to unexpected circuit behavior. -WARNING:Xst:643 - "main.v" line 108: The result of a 18x9-bit multiplication is partially used. Only the 18 least significant bits are used. If you are doing this on purpose, you may safely ignore this warning. Otherwise, make sure you are not losing information, leading to unexpected circuit behavior. -WARNING:Xst:643 - "main.v" line 122: The result of a 18x10-bit multiplication is partially used. Only the 18 least significant bits are used. If you are doing this on purpose, you may safely ignore this warning. Otherwise, make sure you are not losing information, leading to unexpected circuit behavior. -WARNING:Xst:643 - "main.v" line 123: The result of a 18x9-bit multiplication is partially used. Only the 18 least significant bits are used. If you are doing this on purpose, you may safely ignore this warning. Otherwise, make sure you are not losing information, leading to unexpected circuit behavior. -WARNING:Xst:643 - "main.v" line 125: The result of a 18x9-bit multiplication is partially used. Only the 18 least significant bits are used. If you are doing this on purpose, you may safely ignore this warning. Otherwise, make sure you are not losing information, leading to unexpected circuit behavior. -WARNING:Xst:643 - "main.v" line 137: The result of a 18x10-bit multiplication is partially used. Only the 18 least significant bits are used. If you are doing this on purpose, you may safely ignore this warning. Otherwise, make sure you are not losing information, leading to unexpected circuit behavior. -WARNING:Xst:643 - "main.v" line 138: The result of a 18x9-bit multiplication is partially used. Only the 18 least significant bits are used. If you are doing this on purpose, you may safely ignore this warning. Otherwise, make sure you are not losing information, leading to unexpected circuit behavior. - Found 1-bit register for signal . - Found 1-bit register for signal . - Found 1-bit register for signal . - Found 1-bit register for signal . - Found 1-bit register for signal . - Found 1-bit xor2 for signal created at line 169. - Found 1-bit register for signal . - Found 18-bit up accumulator for signal . - Found 18-bit down accumulator for signal . - Found 1-bit xor2 for signal created at line 168. - Found 18-bit up accumulator for signal . - Found 18-bit down accumulator for signal . - Found 18-bit register for signal . - Found 18-bit adder for signal created at line 142. - Found 18-bit adder for signal created at line 137. - Found 18-bit adder for signal created at line 147. - Found 18x10-bit multiplier for signal created at line 137. - Found 18-bit register for signal . - Found 18-bit register for signal . - Found 18-bit adder for signal created at line 148. - Found 18x9-bit multiplier for signal created at line 138. - Found 18-bit subtractor for signal created at line 143. - Found 18-bit register for signal . - Found 1-bit xor2 for signal created at line 167. - Found 18-bit up accumulator for signal . - Found 18-bit down accumulator for signal . - Found 18-bit register for signal . - Found 18-bit adder for signal created at line 127. - Found 18-bit adder for signal created at line 122. - Found 18-bit adder for signal created at line 132. - Found 18x10-bit multiplier for signal created at line 122. - Found 18-bit register for signal . - Found 18-bit register for signal . - Found 18-bit adder for signal created at line 133. - Found 18x9-bit multiplier for signal created at line 123. - Found 18-bit subtractor for signal created at line 128. - Found 18-bit register for signal . - Found 18x9-bit multiplier for signal created at line 125. - Found 18-bit register for signal . - Found 18-bit adder for signal created at line 112. - Found 18-bit adder for signal created at line 107. - Found 18-bit adder for signal created at line 117. - Found 18x10-bit multiplier for signal created at line 107. - Found 18-bit register for signal . - Found 18-bit register for signal . - Found 18-bit adder for signal created at line 118. - Found 18x9-bit multiplier for signal created at line 108. - Found 18-bit subtractor for signal created at line 113. - Found 18-bit register for signal . - Summary: - inferred 6 Accumulator(s). - inferred 222 D-type flip-flop(s). - inferred 15 Adder/Subtractor(s). - inferred 7 Multiplier(s). -Unit
synthesized. - - -========================================================================= -HDL Synthesis Report - -Macro Statistics -# Multipliers : 7 - 18x10-bit multiplier : 3 - 18x9-bit multiplier : 4 -# Adders/Subtractors : 17 - 10-bit adder : 1 - 18-bit adder : 12 - 18-bit subtractor : 3 - 9-bit adder : 1 -# Accumulators : 6 - 18-bit down accumulator : 3 - 18-bit up accumulator : 3 -# Registers : 23 - 1-bit register : 9 - 12-bit register : 1 - 13-bit register : 1 - 18-bit register : 12 -# Xors : 3 - 1-bit xor2 : 3 - -========================================================================= - -========================================================================= -* Advanced HDL Synthesis * -========================================================================= - - -Synthesizing (advanced) Unit
. -The following registers are absorbed into accumulator : 1 register on signal . -The following registers are absorbed into accumulator : 1 register on signal . -The following registers are absorbed into accumulator : 1 register on signal . -The following registers are absorbed into accumulator : 1 register on signal . -The following registers are absorbed into accumulator : 1 register on signal . -The following registers are absorbed into accumulator : 1 register on signal . -Unit
synthesized (advanced). - -========================================================================= -Advanced HDL Synthesis Report - -Macro Statistics -# Multipliers : 7 - 18x10-bit multiplier : 3 - 18x9-bit multiplier : 4 -# Adders/Subtractors : 17 - 10-bit adder : 1 - 18-bit adder : 12 - 18-bit subtractor : 3 - 9-bit adder : 1 -# Accumulators : 12 - 18-bit down accumulator : 3 - 18-bit down loadable accumulator : 3 - 18-bit up accumulator : 3 - 18-bit up loadable accumulator : 3 -# Registers : 142 - Flip-Flops : 142 -# Xors : 3 - 1-bit xor2 : 3 - -========================================================================= - -========================================================================= -* Low Level Synthesis * -========================================================================= - -Optimizing unit
... - -Optimizing unit ... - -Mapping all equations... -Building and optimizing final netlist ... -Found area constraint ratio of 100 (+ 5) on block main, actual ratio is 27. - -Final Macro Processing ... - -========================================================================= -Final Register Report - -Macro Statistics -# Registers : 358 - Flip-Flops : 358 - -========================================================================= - -========================================================================= -* Partition Report * -========================================================================= - -Partition Implementation Status -------------------------------- - - No Partitions were found in this design. - -------------------------------- - -========================================================================= -* Final Report * -========================================================================= -Final Results -RTL Top Level Output File Name : main.ngr -Top Level Output File Name : main -Output Format : NGC -Optimization Goal : Speed -Keep Hierarchy : No - -Design Statistics -# IOs : 10 - -Cell Usage : -# BELS : 1998 -# GND : 1 -# INV : 55 -# LUT1 : 20 -# LUT2 : 439 -# LUT3 : 312 -# LUT4 : 106 -# MULT_AND : 51 -# MUXCY : 476 -# MUXF5 : 32 -# VCC : 1 -# XORCY : 505 -# FlipFlops/Latches : 358 -# FD : 3 -# FDE : 216 -# FDR : 5 -# FDRE : 99 -# FDRSE : 1 -# FDSE : 34 -# Clock Buffers : 1 -# BUFGP : 1 -# IO Buffers : 9 -# IBUF : 4 -# OBUF : 5 -# MULTs : 7 -# MULT18X18SIO : 7 -========================================================================= - -Device utilization summary: ---------------------------- - -Selected Device : 3s200avq100-4 - - Number of Slices: 489 out of 1792 27% - Number of Slice Flip Flops: 358 out of 3584 9% - Number of 4 input LUTs: 932 out of 3584 26% - Number of IOs: 10 - Number of bonded IOBs: 10 out of 68 14% - Number of MULT18X18SIOs: 7 out of 16 43% - Number of GCLKs: 1 out of 24 4% - ---------------------------- -Partition Resource Summary: ---------------------------- - - No Partitions were found in this design. - ---------------------------- - - -========================================================================= -TIMING REPORT - -NOTE: THESE TIMING NUMBERS ARE ONLY A SYNTHESIS ESTIMATE. - FOR ACCURATE TIMING INFORMATION PLEASE REFER TO THE TRACE REPORT - GENERATED AFTER PLACE-and-ROUTE. - -Clock Information: ------------------- ------------------------------------+------------------------+-------+ -Clock Signal | Clock buffer(FF name) | Load | ------------------------------------+------------------------+-------+ -Clk | BUFGP | 358 | ------------------------------------+------------------------+-------+ - -Asynchronous Control Signals Information: ----------------------------------------- -No asynchronous control signals found in this design - -Timing Summary: ---------------- -Speed Grade: -4 - - Minimum period: 13.701ns (Maximum Frequency: 72.987MHz) - Minimum input arrival time before clock: 4.225ns - Maximum output required time after clock: 5.531ns - Maximum combinational path delay: No path found - -Timing Detail: --------------- -All values displayed in nanoseconds (ns) - -========================================================================= -Timing constraint: Default period analysis for Clock 'Clk' - Clock period: 13.701ns (frequency: 72.987MHz) - Total number of paths / destination ports: 42816 / 712 -------------------------------------------------------------------------- -Delay: 13.701ns (Levels of Logic = 23) - Source: RDX_0 (FF) - Destination: RX1_17 (FF) - Source Clock: Clk rising - Destination Clock: Clk rising - - Data Path: RDX_0 to RX1_17 - Gate Net - Cell:in->out fanout Delay Delay Logical Name (Net Name) - ---------------------------------------- ------------ - FDRE:C->Q 5 0.591 0.776 RDX_0 (RDX_0) - LUT1:I0->O 1 0.648 0.000 Madd_RX0_addsub0000_cy<0>_rt (Madd_RX0_addsub0000_cy<0>_rt) - MUXCY:S->O 1 0.632 0.000 Madd_RX0_addsub0000_cy<0> (Madd_RX0_addsub0000_cy<0>) - MUXCY:CI->O 1 0.065 0.000 Madd_RX0_addsub0000_cy<1> (Madd_RX0_addsub0000_cy<1>) - MUXCY:CI->O 1 0.065 0.000 Madd_RX0_addsub0000_cy<2> (Madd_RX0_addsub0000_cy<2>) - MUXCY:CI->O 1 0.065 0.000 Madd_RX0_addsub0000_cy<3> (Madd_RX0_addsub0000_cy<3>) - MUXCY:CI->O 1 0.065 0.000 Madd_RX0_addsub0000_cy<4> (Madd_RX0_addsub0000_cy<4>) - MUXCY:CI->O 1 0.065 0.000 Madd_RX0_addsub0000_cy<5> (Madd_RX0_addsub0000_cy<5>) - MUXCY:CI->O 1 0.065 0.000 Madd_RX0_addsub0000_cy<6> (Madd_RX0_addsub0000_cy<6>) - MUXCY:CI->O 1 0.065 0.000 Madd_RX0_addsub0000_cy<7> (Madd_RX0_addsub0000_cy<7>) - MUXCY:CI->O 1 0.065 0.000 Madd_RX0_addsub0000_cy<8> (Madd_RX0_addsub0000_cy<8>) - MUXCY:CI->O 1 0.065 0.000 Madd_RX0_addsub0000_cy<9> (Madd_RX0_addsub0000_cy<9>) - MUXCY:CI->O 1 0.065 0.000 Madd_RX0_addsub0000_cy<10> (Madd_RX0_addsub0000_cy<10>) - MUXCY:CI->O 1 0.065 0.000 Madd_RX0_addsub0000_cy<11> (Madd_RX0_addsub0000_cy<11>) - MUXCY:CI->O 1 0.065 0.000 Madd_RX0_addsub0000_cy<12> (Madd_RX0_addsub0000_cy<12>) - MUXCY:CI->O 1 0.065 0.000 Madd_RX0_addsub0000_cy<13> (Madd_RX0_addsub0000_cy<13>) - MUXCY:CI->O 1 0.065 0.000 Madd_RX0_addsub0000_cy<14> (Madd_RX0_addsub0000_cy<14>) - MUXCY:CI->O 1 0.065 0.000 Madd_RX0_addsub0000_cy<15> (Madd_RX0_addsub0000_cy<15>) - XORCY:CI->O 1 0.844 0.420 Madd_RX0_addsub0000_xor<16> (RX0_addsub0000<16>) - MULT18X18SIO:A16->P16 2 4.860 0.479 Mmult_RX0_mult0001 (RX0_mult0001<16>) - LUT3:I2->O 1 0.648 0.452 RX0_mult0001<16>1 (RX0_mult0001<16>1) - LUT3:I2->O 1 0.648 0.000 Maccum_RX1_lut<16> (Maccum_RX1_lut<16>) - MUXCY:S->O 0 0.632 0.000 Maccum_RX1_cy<16> (Maccum_RX1_cy<16>) - XORCY:CI->O 1 0.844 0.000 Maccum_RX1_xor<17> (Result<17>6) - FDE:D 0.252 RX1_17 - ---------------------------------------- - Total 13.701ns (11.574ns logic, 2.127ns route) - (84.5% logic, 15.5% route) - -========================================================================= -Timing constraint: Default OFFSET IN BEFORE for Clock 'Clk' - Total number of paths / destination ports: 265 / 247 -------------------------------------------------------------------------- -Offset: 4.225ns (Levels of Logic = 2) - Source: SW2 (PAD) - Destination: do_DY (FF) - Destination Clock: Clk rising - - Data Path: SW2 to do_DY - Gate Net - Cell:in->out fanout Delay Delay Logical Name (Net Name) - ---------------------------------------- ------------ - IBUF:I->O 2 0.849 0.590 SW2_IBUF (SW2_IBUF) - LUT3:I0->O 55 0.648 1.269 Rot1 (Rot) - FDRSE:S 0.869 do_DY - ---------------------------------------- - Total 4.225ns (2.366ns logic, 1.859ns route) - (56.0% logic, 44.0% route) - -========================================================================= -Timing constraint: Default OFFSET OUT AFTER for Clock 'Clk' - Total number of paths / destination ports: 5 / 5 -------------------------------------------------------------------------- -Offset: 5.531ns (Levels of Logic = 1) - Source: VSync (FF) - Destination: VSync (PAD) - Source Clock: Clk rising - - Data Path: VSync to VSync - Gate Net - Cell:in->out fanout Delay Delay Logical Name (Net Name) - ---------------------------------------- ------------ - FD:C->Q 1 0.591 0.420 VSync (VSync_OBUF) - OBUF:I->O 4.520 VSync_OBUF (VSync) - ---------------------------------------- - Total 5.531ns (5.111ns logic, 0.420ns route) - (92.4% logic, 7.6% route) - -========================================================================= - - -Total REAL time to Xst completion: 9.00 secs -Total CPU time to Xst completion: 8.90 secs - ---> - - -Total memory usage is 163528 kilobytes - -Number of errors : 0 ( 0 filtered) -Number of warnings : 16 ( 0 filtered) -Number of infos : 0 ( 0 filtered) - Index: demos/VGAdemo/main_summary.xml =================================================================== --- demos/VGAdemo/main_summary.xml (revision 429) +++ demos/VGAdemo/main_summary.xml (nonexistent) @@ -1,10 +0,0 @@ - - - - - - Index: demos/VGAdemo/main.xst =================================================================== --- demos/VGAdemo/main.xst (revision 429) +++ demos/VGAdemo/main.xst (nonexistent) @@ -1,56 +0,0 @@ -set -tmpdir "xst/projnav.tmp" -set -xsthdpdir "xst" -run --ifn main.prj --ifmt mixed --ofn main --ofmt NGC --p xc3s200a-4-vq100 --top main --opt_mode Speed --opt_level 1 --iuc NO --keep_hierarchy No --netlist_hierarchy As_Optimized --rtlview Yes --glob_opt AllClockNets --read_cores YES --write_timing_constraints NO --cross_clock_analysis NO --hierarchy_separator / --bus_delimiter <> --case Maintain --slice_utilization_ratio 100 --bram_utilization_ratio 100 --verilog2001 YES --fsm_extract YES -fsm_encoding Auto --safe_implementation No --fsm_style LUT --ram_extract Yes --ram_style Auto --rom_extract Yes --mux_style Auto --decoder_extract YES --priority_extract Yes --shreg_extract YES --shift_extract YES --xor_collapse YES --rom_style Auto --auto_bram_packing NO --mux_extract Yes --resource_sharing YES --async_to_sync NO --mult_style Auto --iobuf YES --max_fanout 500 --bufg 24 --register_duplication YES --register_balancing No --slice_packing YES --optimize_primitives NO --use_clock_enable Yes --use_sync_set Yes --use_sync_reset Yes --iob Auto --equivalent_register_removal YES --slice_utilization_ratio_maxmargin 5 Index: demos/VGAdemo/main_map.ngm =================================================================== --- demos/VGAdemo/main_map.ngm (revision 429) +++ demos/VGAdemo/main_map.ngm (nonexistent) @@ -1,3 +0,0 @@ -XILINX-XDB 0.1 STUB 0.1 ASCII -XILINX-XDM V1.6e -$02:2~6<9?1/^hxfshmm>%7):=;%>#:/$038 Wcqazcdb7.>.40# 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\ No newline at end of file Index: demos/VGAdemo/main_pad.csv =================================================================== --- demos/VGAdemo/main_pad.csv (revision 429) +++ demos/VGAdemo/main_pad.csv (nonexistent) @@ -1,131 +0,0 @@ -#Release 12.3 - par M.70d (lin) -#Copyright (c) 1995-2010 Xilinx, Inc. All rights reserved. - -#Wed May 7 22:40:11 2014 - -# -## NOTE: This file is designed to be imported into a spreadsheet program -# such as Microsoft Excel for viewing, printing and sorting. The | -# character is used as the data field separator. This file is also designed -# to support parsing. -# -#INPUT FILE: main_map.ncd -#OUTPUT FILE: main_pad.csv -#PART TYPE: xc3s200a -#SPEED GRADE: -4 -#PACKAGE: vq100 -# -# Pinout by Pin Number: -# -# -----,-----,-----,-----,-----,-----,-----,-----,-----,-----,-----,-----,-----,-----,-----, -Pin Number,Signal Name,Pin Usage,Pin Name,Direction,IO Standard,IO Bank Number,Drive (mA),Slew Rate,Termination,IOB Delay,Voltage,Constraint,IO Register,Signal Integrity, -P1,,,TMS,,,,,,,,,,,, -P2,,,TDI,,,,,,,,,,,, -P3,,DIFFMLR,IO_L01P_3,UNUSED,,3,,,,,,,,, -P4,,DIFFSLR,IO_L01N_3,UNUSED,,3,,,,,,,,, -P5,,DIFFMLR,IO_L02P_3,UNUSED,,3,,,,,,,,, -P6,,DIFFSLR,IO_L02N_3,UNUSED,,3,,,,,,,,, -P7,,DIFFSI_NDT,IP_3/VREF_3,UNUSED,,3,,,,,,,,, -P8,,,GND,,,,,,,,,,,, -P9,,DIFFMLR,IO_L03P_3/LHCLK0,UNUSED,,3,,,,,,,,, -P10,,DIFFSLR,IO_L03N_3/LHCLK1,UNUSED,,3,,,,,,,,, -P11,,,VCCO_3,,,3,,,,,2.50,,,, -P12,VSync,IOB,IO_L04P_3/LHCLK2,OUTPUT,LVCMOS25*,3,12,SLOW,NONE**,,,LOCATED,NO,NONE, -P13,R,IOB,IO_L04N_3/IRDY2/LHCLK3,OUTPUT,LVCMOS25*,3,12,SLOW,NONE**,,,LOCATED,NO,NONE, -P14,,,GND,,,,,,,,,,,, -P15,HSync,IOB,IO_L05P_3/TRDY2/LHCLK6,OUTPUT,LVCMOS25*,3,12,SLOW,NONE**,,,LOCATED,NO,NONE, -P16,G,IOB,IO_L05N_3/LHCLK7,OUTPUT,LVCMOS25*,3,12,SLOW,NONE**,,,LOCATED,NO,NONE, -P17,,,VCCINT,,,,,,,,1.2,,,, -P18,,,GND,,,,,,,,,,,, -P19,,DIFFMLR,IO_L06P_3,UNUSED,,3,,,,,,,,, -P20,B,IOB,IO_L06N_3,OUTPUT,LVCMOS25*,3,12,SLOW,NONE**,,,LOCATED,NO,NONE, -P21,,DIFFMI_NDT,IP_3,UNUSED,,3,,,,,,,,, -P22,,,VCCAUX,,,,,,,,2.5,,,, -P23,,DIFFMTB,IO_L01P_2/M1,UNUSED,,2,,,,,,,,, -P24,,DIFFMTB,IO_L02P_2/M2,UNUSED,,2,,,,,,,,, -P25,,DIFFSTB,IO_L01N_2/M0,UNUSED,,2,,,,,,,,, -P26,,,VCCO_2,,,2,,,,,any******,,,, -P27,,DIFFSTB,IO_L02N_2/CSO_B,UNUSED,,2,,,,,,,,, -P28,,DIFFMTB,IO_L03P_2/RDWR_B,UNUSED,,2,,,,,,,,, -P29,,DIFFSTB,IO_L03N_2/VS2,UNUSED,,2,,,,,,,,, -P30,,DIFFMTB,IO_L04P_2/VS1,UNUSED,,2,,,,,,,,, -P31,,DIFFSTB,IO_L04N_2/VS0,UNUSED,,2,,,,,,,,, -P32,,DIFFMTB,IO_L05P_2,UNUSED,,2,,,,,,,,, -P33,,DIFFSTB,IO_L05N_2,UNUSED,,2,,,,,,,,, -P34,,DIFFMTB,IO_L06P_2/D7,UNUSED,,2,,,,,,,,, -P35,,DIFFSTB,IO_L06N_2/D6,UNUSED,,2,,,,,,,,, -P36,,DIFFMTB,IO_L07P_2/D5,UNUSED,,2,,,,,,,,, -P37,,DIFFSTB,IO_L07N_2/D4,UNUSED,,2,,,,,,,,, -P38,,,VCCINT,,,,,,,,1.2,,,, -P39,,IBUF,IP_2/VREF_2,UNUSED,,2,,,,,,,,, -P40,,DIFFMTB,IO_L08P_2/GCLK14,UNUSED,,2,,,,,,,,, -P41,,DIFFSTB,IO_L08N_2/GCLK15,UNUSED,,2,,,,,,,,, -P42,,,GND,,,,,,,,,,,, -P43,Clk,IBUF,IO_L09P_2/GCLK0,INPUT,LVCMOS25*,2,,,,IBUF,,LOCATED,NO,NONE, -P44,,DIFFSTB,IO_L09N_2/GCLK1,UNUSED,,2,,,,,,,,, -P45,,,VCCO_2,,,2,,,,,any******,,,, -P46,,DIFFSTB,IO_2/MOSI/CSI_B,UNUSED,,2,,,,,,,,, -P47,,,GND,,,,,,,,,,,, -P48,,DIFFMTB,IO_L10P_2/INIT_B,UNUSED,,2,,,,,,,,, -P49,,DIFFSTB,IO_L10N_2/D3,UNUSED,,2,,,,,,,,, -P50,,DIFFMTB,IO_L11P_2/D2,UNUSED,,2,,,,,,,,, -P51,,DIFFMTB,IO_L12P_2/D0/DIN/MISO,UNUSED,,2,,,,,,,,, -P52,,DIFFSTB,IO_L11N_2/D1,UNUSED,,2,,,,,,,,, -P53,,DIFFSTB,IO_L12N_2/CCLK,UNUSED,,2,,,,,,,,, -P54,,,DONE,,,,,,,,,,,, -P55,,,VCCAUX,,,,,,,,2.5,,,, -P56,,DIFFMLR,IO_L01P_1,UNUSED,,1,,,,,,,,, -P57,,DIFFSLR,IO_L01N_1,UNUSED,,1,,,,,,,,, -P58,,,GND,,,,,,,,,,,, -P59,,DIFFMLR,IO_L02P_1/RHCLK0,UNUSED,,1,,,,,,,,, -P60,,DIFFSLR,IO_L02N_1/RHCLK1,UNUSED,,1,,,,,,,,, -P61,,DIFFMLR,IO_L03P_1/RHCLK2,UNUSED,,1,,,,,,,,, -P62,,DIFFSLR,IO_L03N_1/TRDY1/RHCLK3,UNUSED,,1,,,,,,,,, -P63,,,GND,,,,,,,,,,,, -P64,,DIFFMLR,IO_L04P_1/IRDY1/RHCLK6,UNUSED,,1,,,,,,,,, -P65,,DIFFSLR,IO_L04N_1/RHCLK7,UNUSED,,1,,,,,,,,, -P66,,,VCCINT,,,,,,,,1.2,,,, -P67,,,VCCO_1,,,1,,,,,any******,,,, -P68,,DIFFMI_NDT,IP_1/VREF_1,UNUSED,,1,,,,,,,,, -P69,,,GND,,,,,,,,,,,, -P70,,DIFFMLR,IO_L05P_1,UNUSED,,1,,,,,,,,, -P71,,DIFFSLR,IO_L05N_1,UNUSED,,1,,,,,,,,, -P72,,DIFFMLR,IO_L06P_1,UNUSED,,1,,,,,,,,, -P73,,DIFFSLR,IO_L06N_1,UNUSED,,1,,,,,,,,, -P74,,,GND,,,,,,,,,,,, -P75,,,TDO,,,,,,,,,,,, -P76,,,TCK,,,,,,,,,,,, -P77,Reset,IBUF,IO_L01P_0/VREF_0,INPUT,LVCMOS25*,0,,,,IBUF,,LOCATED,NO,NONE, -P78,,DIFFSTB,IO_L01N_0,UNUSED,,0,,,,,,,,, -P79,,,VCCO_0,,,0,,,,,any******,,,, -P80,,,GND,,,,,,,,,,,, -P81,,,VCCINT,,,,,,,,1.2,,,, -P82,,IBUF,IP_0/VREF_0,UNUSED,,0,,,,,,,,, -P83,,DIFFMTB,IO_L02P_0/GCLK4,UNUSED,,0,,,,,,,,, -P84,,DIFFSTB,IO_L02N_0/GCLK5,UNUSED,,0,,,,,,,,, -P85,SW0,IBUF,IO_L03P_0/GCLK6,INPUT,LVCMOS25*,0,,,,IBUF,,LOCATED,NO,NONE, -P86,,DIFFSTB,IO_L03N_0/GCLK7,UNUSED,,0,,,,,,,,, -P87,,,GND,,,,,,,,,,,, -P88,SW1,IBUF,IO_L04P_0/GCLK8,INPUT,LVCMOS25*,0,,,,IBUF,,LOCATED,NO,NONE, -P89,,DIFFSTB,IO_L04N_0/GCLK9,UNUSED,,0,,,,,,,,, -P90,SW2,IBUF,IO_0/GCLK11,INPUT,LVCMOS25*,0,,,,IBUF,,LOCATED,NO,NONE, -P91,,,GND,,,,,,,,,,,, -P92,,,VCCAUX,,,,,,,,2.5,,,, -P93,,DIFFMTB,IO_L05P_0,UNUSED,,0,,,,,,,,, -P94,,DIFFSTB,IO_L05N_0,UNUSED,,0,,,,,,,,, -P95,,,GND,,,,,,,,,,,, -P96,,,VCCO_0,,,0,,,,,any******,,,, -P97,,IBUF,IP_0,UNUSED,,0,,,,,,,,, -P98,,DIFFMTB,IO_L06P_0/VREF_0,UNUSED,,0,,,,,,,,, -P99,,DIFFSTB,IO_L06N_0/PUDC_B,UNUSED,,0,,,,,,,,, -P100,,,PROG_B,,,,,,,,,,,, - -# -----,-----,-----,-----,-----,-----,-----,-----,-----,-----,-----,-----,-----,-----,-----, -# -#* Default value. -#** This default Pullup/Pulldown value can be overridden in Bitgen. -#****** Special VCCO requirements may apply. Please consult the device -# family datasheet for specific guideline on VCCO requirements. -# -# -# \ No newline at end of file Index: demos/VGAdemo/main_guide.ncd =================================================================== --- demos/VGAdemo/main_guide.ncd (revision 429) +++ demos/VGAdemo/main_guide.ncd (nonexistent) @@ -1,3 +0,0 @@ -XILINX-XDB 0.1 STUB 0.1 ASCII -XILINX-XDM V1.6 -###4688:XlxV32DM 3ffd 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###3488:XlxV32DM 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###3844:XlxV32DM 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###3648:XlxV32DM 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###3732:XlxV32DM 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###3724:XlxV32DM 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###3644:XlxV32DM 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e8ceNrtWcuS5DYO/BnffBHBh8iq8K90hPhQhC87hzk65t+XgAgJ7CpMP7YvG247XCxnUSCQRIop9XK7/w0u3ZbbH9XBzSxlv99/wAYduf/Kqa39i+3/Lf/8UW3ECXD/T3XLzVRz71C6GWeW+x/GLHCDaDHccoWr9v5qgQrTAnt8WGDjBZZzgXousPZwpuDFfaw4/qimcbD0ECxzMHuGiHqIn81v/Qv88xfG6uj9xZjd0Q+Jf4j8w7LjD0seP3SueqX3F9sK4i1gMh2v/tbXu48JC07IfcLg9phgluzGjA3utDpeg+F53R5vhA8U3vHVjsMHDu8pfLgmcPjA4eMIj2sf4fuXCv1qSJZwER7xUUbl3CpNsjKHyoFrjxI7N79y8/lmbvEWbvmfQf9GbYPTQuc/7sR/X5T2o6c+xnB1TK53RLJoUkdIEUjvsx+4IxQO9wy/5FQxjpMdkVfuCP/YXmt50huw0P8jh6PP6voQNXLU+CRqfVfU9iCFnDiqe9Ta2lhrb0g46RJev0TCmy7h8GEJZ13C6Z0SLqzU/ErCrNSe8SzhnTWWZglv3N8rayzNEk7XBNZYYo3lU8KVw8dZwpGvDhw+zhIWEzh85PDbKeGVJbzOEg7X1UPCK8s0nxL2MofKgYWEXdElvL5XwuXzEi5Rl3D+tIRL0iXcPi3hmnQJbx+RcJsUVjddwvUrJNyyLuHyUQnTpioS3t8nYXcqpswSdqztlicJ131hEWyThEsZ/V3S0BhNuCRct2vC0BjOII311Q+N1dY4fJokXM6rI4dPk4RruiZweL5DNL5DHN0IRxJSwiVeVx8SLmnIlHKrp/7PHCoHlhJuuoTjWxL+vHA3VbjNfF64WRVuc58XblaF25b3CHeSa1Hl2uyXyLWqcm3wYbk2Va69hd8n1/P8bK/kyrLpGc9ydaynMsm1LtzLmfVUZrmWawLrqbCeGst1Bw6fZ7k2vnrj8HmWa74mcPjM4espVzYS/csk1+26esg1syQby7UkmUPlwNI0L7pc0/8uV6/ItehyXT8v16rLdfu8XKsu1/BhuTZdrulzcnWzXHddrvHDBnnR5ZrfaZAN++DllUHmQ7RnPMs1sp7aLFd+SiyV9dRmubZrAuupsYNdTrkGDl8nuVbgqwuHr7Nc6zWBw1eW637Kld1E/zLJtVxXD7lWNsHLKdcsc6gcWMq1b/ltvfnb9ijX7ZTrl52qTZdp/fwT7a4LqnxUUG3RBbV/yROn0QXVPiwoUAW1L+8UlGVBwStB8TnUM54FdfrYZRZUlLh40FwEfqgHTvXwK6u+iZN6+PmvNFbPPqtnvyawenYOb0718BnevxwqoaXrqaxzicrXXeKw9IQM+C+LI+2HOIy//10Ntfef1R7dHYhSuDYjwNiLaNmG2d2cbdh3JcAmmxqXRMDIGOWIkSzbTtvOdwlrOpf/9dPyAz0mQsVitP7z/QU/fv0cCR4T+tIdN1Ro3apa6PpY6E6vzp4Xat5ZaN2aWqh9o9Aj3V4oJkKFYjRR6EjwmCALDWDUQsOTHQW9UHhnoQFALRTeKPRIF3cURqEYTe4ojELxiyy033WO3rX9cq60jUrz/UcAN1Xa52+vSw1HmvvxTztzjWeuHgMlvh37o+AeKr8ONW7yEc5Dfg1PuBpZT2RFJsufhF938lWQNS7ubFEGyMZfhAm+ODeaQybZ34/pyC79vonfe3H3l07VYLSojG5PGa1fx2hTGS1vMVpURsPbjJaT0XYyWl4x2k7G6sVouxit4veZ0eNgeMpoesZoM1/GaAOV0foGo5T1c0bXNxltCzPaMxiMdmxitAEz1gtmRjvIjDYjfpeMQvIqofaRUEjhi/iEtGl05vBbOo+Un7O5vMHmcW0nE5cnLhERVI60cEIYRCJ08DiqP36ULO41qCyWRxb34xX2F7C4HwbqaVNuv2XxSPk5i+4NFne2Wrg8sYjIdJpGPk3XwSJCB4s7v8DHL1Mvev2odY9HLaxGO2phf+dRC149aq8YylF7pIu91BOhoxajyV5ah+rwy3TUds+tVhofK+0zVJ8I7Z2l9p+qaiviG7WOjPEuhLlQtRRQ3oVGlmOOLBjS8bc+uLmz3nrUmzFVLx8wsL3tuNu8+vsChDNjfplilqtsK2Jdz3yWbxuvpAKhimAjhHtk7qdbM8ue3pnb/lyDn9PdIvWCPbayJ/y84uj6F3waQny95h8tkw4FdZJyoht9PxH7x/lovYy2gP4gZvfxBMpPomaMMEY7RjdGP8YwxnWMUT7J9nEbYx7jePCjP0vg2MY41vdjfT/W82M9P9bzYz0/1vNjPT/W82M9P9bzYz0/1vNjPT/WC2O9MOoNo94w1g9j/TjixBEnjjjJjA3lEcZox+jGyL0TxriOMY4xjZEbJI+xjJHfN7QxHi8zql3GONa3R/7tWLePfoy07tUIl1L7Aw616npaWnxHOXp2+26Nf0lr4L1oPL5hk3T0/oIfiIPEPeKecCNxhzjerKuc31fFmzgQbiRuEDeELxLHO5rFw7yGXeD9zHzBD8SbxBvijfAq8Yp4JbxIvCBOb3tClnhGPBO+SRyPGryLdjxJPCGeCI8Sj4hHwleJr4ivhAeJB8QD4V7iHnFPuJM4HooHz8FK3CJuCZf8A/IPxH+Q/APyD4b2UfDfuxZf6hIuee5djW+iGuFV4vSGqhJeJF4QL4QLnrtqOh4wfxdB4hZxS/OTxAFxIDxKHPMMR/67xPGldFhovuC5q7rjfqf5Mn+Pdfkmz+IDx7o81bVuEse6PNW1yjx9RjwTLvP0G+Ib4avEE+KJ8CnPiHgk3Et8RXwl3Ek8IE46lXrpd0XESadhmo/8e+Jf9k+/qyJO/JeJB+TTE59F8uCQT0d8FsmDQz4d8VkkDw75dMRnkTw45NMRn0Xy4JBPR3wWyYNDPh3xWWRd+LYWPxCXfeWQT0d8FiNx5NMRn0X2v0M+HfGZJZ8O+XTEZ5a6cMinIz6z7CuHfDriM0tdOOxnR/2cJc8O+9lRPxe5L/iSGT9wvuTfIv92P9yd+Y27M99H+L/H3RnV3aVvd/ft7o67h1HcnVHcnVHcnVHcnVHcnVHcnVHcnVHcnVHcnVHcnVHcnVHcnVHcnVHcnVHcnVHcnVHcnVHcnVHcnVHcnVHcnVHcnVHcnVHcnVHcnZncneRZurtoJH65uyjzFO5O8izd3Srzf+ruzOTuopW4cHdJ4sLdRYkLdyfzke4uSFy4Oy9x4e6cxC93J3UxubtpvnB3U12Xu1vlvgh356b4l7tzkjfh7pyMI9ydk7wJd+ckP8LdOcmDcHdO5i/cnZN9ItydlX0o3J2V/SbcnZX7KNydlfsl3J2VPAt3Z0Hil7uzsm+FuwPZn8LdWcm/cHcg65rcHejurn2f4P8ecwequXPf5u7b3B03D1DMHSjmDhRzB4q5A8XcgWLuQDF3oJg7UMwdKOYOFHMHirkDxdyBYu5AMXegmDtQzB0o5g4UcweKuQPF3IFi7kAxd6CYO1DMHSiv7kB5dQfKqztQXt2BYu5AMXegmDtQzB0o5g4UcweKuQPF3IFi7kAxdzCbuyn/y9ytcl+emjuQ5q5N+36Zuzbt+2Xu2rTvl7lr075f5q5JfQlz16Z9v8xdm/b9MndN6kuYuyZ1JMxdkzoS5q5NvF3mrkkdCXPXpI6EuWtB6ugyd83L/brMXfOS58vcNXl/EOauecn/ZO6sbu7K9wn+/3OC/xc8j9Ez###3560:XlxV32DM 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###3784:XlxV32DM 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###3664:XlxV32DM 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###3736:XlxV32DM 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###5720:XlxV32DM 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###5692:XlxV32DM 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###4588:XlxV32DM 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11d4eNqFW1sS5Cqu3BJPG/es4y7ANubz/M3Xidn7pSwlhixc3dERHdnIIITeUP/E3cY/5k/6958czB8b1//8N/vyx/3n/7K//tjN/+udj35fUzxN/ZNsCaX+8T7mD87JLp9/GZ8m3DhFZ6fYxvvfIzn3C6/Jxc+/Lq73995c/rM+88N4s8s9TzTl/IVdmmMblyD8lP2Dndn2D7bmMje92dK93y2nGc6b4Cvlm77u595HCtfNX6jivdcz2U6xDUHWO+Ns/bpQEXqRB2OsH0wuv/CimOdneTPm/TC+jM/9eTDG/qp0tpm8ktm2Hr/xC8zntZglif7IOOtTVUTfY5Z3SiH2mPnFOPD//vdPNaWlM6VreTGlmPZb1da8X/3WjNmPGcZWgfn7kuToT3sPf+G47WKiH+Hc84dDVeH+/oqrrBfOKV6MrOfKHJe0y9Hm08ww88v87GZfexysu4/eJuUvjfi0ftGjdbfqJ596/BylqMJzlIKbKphyyPeqCorP7G9XspmSf823YT6i5/HFhl1VJfb8W+WX9+NMEPHn85rR8/kxPa/H9N/8jPKIRkwibvmYnUfJXtYz15Qe8jiTzM/0b/IDvZjSWk3JGoSl0ZZcqrYUvKm2tIrbrN/ecx/G37rmrbl1inGNU/dei4Ypxk3WxoVf2Ce3zjB0ERi6syd7/z/2DozxSOORxvMngnbjwBhPNJ5ovFr00Y8DY9zRuKNx6Eb7XnH7nsYdjdtEtqgYbvs05LbVreP7hdwyMHzlnsawAIxxlySsIqwAs/4wv5emLWu+0oz+0rCYzRVn9ODHa1hl+rf1Ib+38fUv4zi/1+//Mg79eRtv+lhk/FL7YX3m75n+7XvYB9Ka6huPX+ftKS0CfVTfmO2ZZvpUkvjGK+Z9Rs/nyfRb0rTPjmkf9Iv5Y/qjxLOXD9sD6wvTi69M1Vd6cZVLiGPa4f711u9F7ebQecuTvuzPPFufvuwv6Uu1IC8i3IfMrYb9Y4YhAmCYMLZQDz2Iiy5+htMmKuIRPgjjSKtuLb+whclo+uHSsfXpBzBc+pay79MLYITDqoJnn54AI5zCBJFesEu15DLtk34YqVTGdAfrH1HDJcI30bN8v+g3Cf/RmNBXWhwC8D3TBw33Pl9TeTA/TA/9Oc05YOhT9Rnios+8zOiXJCZ6lRxn9Lw+01fPLseSjmWmD0HT22Pdlxk988v0Ykp7b0rnaErrbUre7zluVkR3ahG73VNt9nAzDNOqGfU5wzC1Ns7zK6v+2O0MWyNb3aKsxxiiSiqqNWomqZlbzHIUNbOzM8z88HwwxdRM0YpKmns79Sjt2WOYxkWmejVThbcfTQ0Yqr+QqQLz/t7mu9RUmD5r9mmsqibxuyZxZTZKdGF6no/pFx1PSSoP3g/z900v8l2UH5Z3NnYd+R/pmV+mF1M4+ui0/YpORpsvLTolUUCZ5+xNKv0lOhUjfQPgzYzWCwwTytV+ZxgmBczzoxiuwpliqLhJp3rroCKW6AXvFU/1joxpPZ4PJtPmVxWLmiDBJIDhrYu5tj56AUOFUpIEDyYB/CSoVDCYMboZwhiHSl/332/6rsCZ0vP4sWG8DC4htL7PKI9FEzwX0cciejofpv9aj+iZX5YniuW0XWl2HoeX6IXoy/Qolmu0lgKX6Fk+TC+mlHtTul5MyRpRvRiPoaVo05FmuLUQga18n1V1eT7GqQXSOT40EK/pnGKYRkhjrVhUFEgsq4G5GT7Vm1WBrzP81DYm/cLwvkhEoBpIhJZczAzDuyKxRZ/GG+VHVYl7AdgfEj2n9IyZny+spnBq7c3zMz+83xZdsX/iF64EmNeDqwL+kodGf2A+b7hCYLjOqPSsj3C1xynRkOl5v0wvpnT10S3/im5W9w3sFcs8pTPJYsZ50m2Swe+LtlLLJtHFRmE5aTRjDBP15thm+ClPBfP8EHE055CQ+DSKZAtmmWEkmOkQkTEuWVrFi4qcsY27tAfgQgj/jV+oBHBTuaTtAqicYnhjn2R9REfgp/0ymuDaVFpUPqB9oSoPzPJ7m6966zyjh0tCLcX7WYwkiCFrrUf0PB/TI0G80hi9ArUnwR/Tr9n5vtXL8kTCWLVNElqiZ36Y/jYVZ3pTcS/Rq7RbDOkEFa2ljnzmGUbitq/HMcMwHdQmULVaywyqBgzvdaVr670X8NPVv2yvisBQjTONqgGMo9lJ1YCzeIJ6zqN3x/xL9tpZKtopHemxXsBREz3aAslYO+OHv/+mF/nU9c6ZvJD4LHaMjqBnfr/oNfEplGiyPBt/RM/6g2wkrIKdthVWxUzP/DH9cwt2upk+bVp7H1H0k+mZH6ZnfYWrBxZTsl30ivZX9FpUTk+tJucs87jeJMNL9LqieHfcca/qvc8ozVbGz0Xo2Ow3dCcOzPPj4tFkKUe/MBIIoxeJni6TkjR/t0Nyb8YhrprwvuC0F4l22ikjzPzy+pd6vxQlWjKGd10/vc7Ou1tjz/FNhd36WimoCfJ6X/vX9WqSk2b46UyKScKkKgfT9Xic+WUMk/VmvAxjHF9wu0xTzPKAywTm/TydX8Esb2QHwKxPLSFVLKbi+4vNQheb+32x6T7vbTSziXnQ/dVk/wtvrbU0ft9abcoLZF3DUugztzNYP8NwN361YYaXQ3QZusMYuh7bo4MRM78oXurZDV3nmhJcM5y9vhvS9Rjj7Ewq62z/0I2iuvn0NVSXiR/G2zHW4YyhW5Xd/AsXM9qSI1sBv4yh+1sadR37ga4DM327lG8Xz6O8oOvAzC9sBZj1rbV2TXbje57Rl/PF7qHhEOPALbwZPJrQ8Ebzwx4wDtz6fDSe05d9DReNK72fOmn85PdVxP9C/HviH/iKkp4WvfVgebG9MP3r97r+2zjk++Z/wN/bePrLOOSLWIzKhOXN/oHp376H/MXXhuprV3G1ztItTLjTEuN3D1divfQxvNOwEKZ4OQT7tCwzDNM50zJk5lcKUkxlFE2y3hdW0wxG6Nud9Oa1HzLyy/j4dLfvymWOa3G1Sgbp7QxvWqxt1k2x2y7JQPXpXHU10sJU/plfxs+bGqko3rBPgll+vN4EW5FLsDOM+YBZ3q0yUMz7XfUJZGpPB8fzrv+/95j3syS/9lhUNfaqur9cGKIbvUat+zOKDH2eRBhRMmZh8Qsr607pIRqTgmTKMerth3h3xszPFz4ko9z14orxhYy6BD/DOLoz+fILJxylXkAdRYtRvShzelSMnT5pgzy+sB791e6wg0ah4GfrMb4Oi9em2wxH5cMfyzHD7XzSMuUHqgjM9FBFYD5vRHXgJysYTWFLoyklMiXgL/nQfKxfTC+msDxFafXSgynEWpRGv7fWtM676zOjpC76DV9piTO86utlF1Y7w3iWk8y6zDCerS01WDz7WPt9uF/7sCqPApcXY5xh8G3NGmZ43YTOnLoPwo3vRPtI4z5i6vfRPS+qsepXk8C1faBZFZ4Wt9t6F0e3Tsvt4mrhc6kJZeX8ilZfLumRES7ZajddVJhx6ysZt/QvQp0NYpK8HuHqkPRCGK1JwqnoWwhcJI4YLqXmPVPsozybgctm3Ew+uaU3QaOusjOpPDwvUtypWJ7N11xIm3+Ul0k29/h57rPG3sUAI5up620zfsAvfhDC9HUdaXJsa56th2yruVSi5/Nlel6P6Z+Wt9CxvPl7phdV3ztVd+Yl8WyJjYoCiYx7pmYsCaGyskSn3lcSN6guVI8xjhZbRj+pehdVbRWVEatlzOsxPnQ9JIqMrZrGGw5qGiFqdkIYquv0cbVviTNMd9zPNxZV+bT/Zrjdxauq8XowFdcef4/yhKkA83wwFeDn9mc01fXRh+G8oS/AvH+ej/WL6UVVjz5KjS3g4D7dqP15U6B8eolKFvsijCwurus2w4g6G0XTjaJpHKLp2fNpfvFZDLJIFBDCF+Nd+drLame48UXRcqNoGYZomftomX4+dzLh6qOlUyzzXL0LoVuueLuQOlWrHc2oAksK11Bb6vjzQkzGoSLVmxUp0vCcRaMK4VUTDqe1LmOYHF7+MX6eu6zD7y1giqiNgJm+mZBimChMDib6mOAoj+eNQrh+yQMYBc2S8bPFkd9j1cexwe4z+jVpwryFZUbP8md6HufzjEWyhSo3O5PHrrU7fnbJ9OgNuOLsjH5pb1TclJ73y/SiyqVX5fCS+PnW/R8Th0OtArWV0zZGNVLkmFMMVsMq3p9xsOgkx+EoPExBa91Kscwwtr7H4KdYa93c2kYjhlc8i0Yvws9thez/Sz4kD8bm+bnWFMcNiaaoAmOo0ueaaCYf5of5fW5XwjU7z9R+koBxMfVYnUpv6sB8XimZ0mPmF64AGG8Jlm10RZgf54M2HtO/nSfob1X3potSvvyq+ZzKETXckWKaYdSi5ZRfKDP2RX55jRqQcftlrEZTxi2K9dHW234f1699BNhL0p/ubK0gGTB+AfxkXyNGrerP9Zrh5xe+tI807sP30di7Phqfv6Jx1H2U1luQ7Fvm8b0LW15c2HPJIioJbx1SXKYYnccU975Taq24qGrKtj9KxnjzcFoREePWmTTJDSaSvCSK/w/h3CyY###4468:XlxV32DM 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###4280:XlxV32DM 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###4680:XlxV32DM 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###4556:XlxV32DM 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###4532:XlxV32DM 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###4636:XlxV32DM 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###4580:XlxV32DM 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###4388:XlxV32DM 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###4508:XlxV32DM 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\ No newline at end of file Index: demos/VGAdemo/main.twx =================================================================== --- demos/VGAdemo/main.twx (revision 429) +++ demos/VGAdemo/main.twx (nonexistent) @@ -1,338 +0,0 @@ - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -]> -Release 12.3 Trace (lin)Copyright (c) 1995-2010 Xilinx, Inc. All rights reserved./opt/Xilinx/12.3/ISE_DS/ISE/bin/lin/unwrapped/trce -intstyle ise -v 3 -s 4 -n 3 --fastpaths -xml main.twx main.ncd -o main.twr main.pcf -ucf main.ucf - -main.ncdmain.ncdmain.pcfmain.pcfxc3s200a-4PRODUCTION 1.41 2010-09-153INFO:Timing:2698 - No timing constraints found, doing default enumeration.INFO:Timing:2752 - To get complete path coverage, use the unconstrained paths option. All paths that are not constrained will be reported in the unconstrained paths section(s) of the report.INFO:Timing:3339 - The clock-to-out numbers in this timing report are based on a 50 Ohm transmission line loading model. For the details of this model, and for more information on accounting for different loading conditions, please see the device datasheet.INFO:Timing:3390 - This architecture does not support a default System Jitter value, please add SYSTEM_JITTER constraint to the UCF to modify the Clock Uncertainty calculation.INFO:Timing:3389 - This architecture does not support 'Discrete Jitter' and 'Phase Error' calculations, these terms will be zero in the Clock Uncertainty calculation. Please make appropriate modification to SYSTEM_JITTER to account for the unsupported Discrete Jitter and Phase Error.ClkReset3.618-0.526SW03.708-0.054SW13.208-0.220SW25.900-0.703ClkClkClk13.525Wed May 7 22:40:15 2014 TraceTrace Settings - -Peak Memory Usage: 107 MB - Index: demos/VGAdemo/iseconfig/main.xreport =================================================================== --- demos/VGAdemo/iseconfig/main.xreport (revision 429) +++ demos/VGAdemo/iseconfig/main.xreport (nonexistent) @@ -1,217 +0,0 @@ - - -
- 2014-05-08T16:27:22 - main - Unknown - /home/lguanuco/opencores/phr/trunk/codigo/demos/VGAdemo/iseconfig/main.xreport - /home/lguanuco/opencores/phr/trunk/codigo/demos/VGAdemo/ - 2014-05-07T22:23:08 - false -
- - - - - - - - - - - - - - - - - - - - - - - - Index: demos/VGAdemo/iseconfig/VGAdemo.projectmgr =================================================================== --- demos/VGAdemo/iseconfig/VGAdemo.projectmgr (revision 429) +++ demos/VGAdemo/iseconfig/VGAdemo.projectmgr (nonexistent) @@ -1,92 +0,0 @@ - - - - - - - - - 2 - - - - main (/home/lguanuco/opencores/phr/trunk/codigo/demos/VGAdemo/main.v) - - 0 - 0 - 000000ff0000000000000001000000010000000000000000000000000000000002020000000100000001000000640000016f000000020000000000000000000000000000000064ffffffff0000008100000000000000020000016f0000000100000000000000000000000100000000 - true - main (/home/lguanuco/opencores/phr/trunk/codigo/demos/VGAdemo/main.v) - - - - 1 - Design Utilities - - - - - 0 - 0 - 000000ff0000000000000001000000010000000000000000000000000000000000000000000000017e000000010000000100000000000000000000000064ffffffff0000008100000000000000010000017e0000000100000000 - false - - - - - 1 - - - 0 - 0 - 000000ff0000000000000001000000000000000001000000000000000000000000000000000000039f000000040101000100000000000000000000000064ffffffff0000008100000000000000040000004f0000000100000000000000290000000100000000000000840000000100000000000002a30000000100000000 - false - main.ucf - - - - 1 - work - - - 0 - 0 - 000000ff00000000000000010000000000000000010000000000000000000000000000000000000124000000010001000100000000000000000000000064ffffffff000000810000000000000001000001240000000100000000 - false - work - - - - 1 - Configure Target Device - Design Utilities - Implement Design - Synthesize - XST - User Constraints - - - Generate Programming File - - 0 - 0 - 000000ff0000000000000001000000010000000000000000000000000000000000000000000000017e000000010000000100000000000000000000000064ffffffff0000008100000000000000010000017e0000000100000000 - false - Generate Programming File - - - - 1 - User Constraints - - - - - 0 - 0 - 000000ff0000000000000001000000010000000000000000000000000000000000000000000000017e000000010000000100000000000000000000000064ffffffff0000008100000000000000010000017e0000000100000000 - false - - - 000000ff0000000000000002000001440000011d01000000060100000002 - Implementation - Index: demos/VGAdemo/main.unroutes =================================================================== --- demos/VGAdemo/main.unroutes (revision 429) +++ demos/VGAdemo/main.unroutes (nonexistent) @@ -1,9 +0,0 @@ -Release 12.3 - par M.70d (lin) -Copyright (c) 1995-2010 Xilinx, Inc. All rights reserved. - -Wed May 7 22:40:11 2014 - -All signals are completely routed. - - - Index: demos/VGAdemo/main_usage.xml =================================================================== --- demos/VGAdemo/main_usage.xml (revision 429) +++ demos/VGAdemo/main_usage.xml (nonexistent) @@ -1,802 +0,0 @@ - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - Index: demos/VGAdemo/webtalk.log =================================================================== --- demos/VGAdemo/webtalk.log (revision 429) +++ demos/VGAdemo/webtalk.log (nonexistent) @@ -1,16 +0,0 @@ -Release 12.3 - WebTalk (M.70d) -Copyright (c) 1995-2010 Xilinx, Inc. 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-:1047B00000000000000000000000000000000000F9 -:1047C00000000000000000000000000000000000E9 -:1047D00000000000000000000000000000000000D9 -:1047E0000000000000000C4000CC21700C8500503F -:1047F0000C8500C004000400040004000C8500A027 -:104800000C8700810C8300810C40009830EF0C85F0 -:1048100000B00400040004000400040004000400CC -:104820000400040004000400040004000400040068 -:02483000040082 -:00000001FF Index: demos/VGAdemo/main.prj =================================================================== --- demos/VGAdemo/main.prj (revision 429) +++ demos/VGAdemo/main.prj (nonexistent) @@ -1,2 +0,0 @@ -verilog work "vga.v" -verilog work "main.v" Index: demos/VGAdemo/_ngo/netlist.lst =================================================================== --- demos/VGAdemo/_ngo/netlist.lst (revision 429) +++ demos/VGAdemo/_ngo/netlist.lst (nonexistent) @@ -1,2 +0,0 @@ -/home/lguanuco/opencores/phr/trunk/codigo/demos/VGAdemo/main.ngc 1399512450 -OK Index: demos/VGAdemo/impact.xsl =================================================================== --- demos/VGAdemo/impact.xsl (revision 429) +++ demos/VGAdemo/impact.xsl (nonexistent) @@ -1,55 +0,0 @@ - - - - - - - Current iMPACT Usage Statistics. -

- Copyright (c) 1995-2010 Xilinx, Inc. All rights reserved. - -

-

- This page displays the current iMPACT device usage statistics that will be sent to Xilinx using WebTalk. - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
- - - - - Index: demos/VGAdemo/main_par.xrpt =================================================================== --- demos/VGAdemo/main_par.xrpt (revision 429) +++ demos/VGAdemo/main_par.xrpt (nonexistent) @@ -1,808 +0,0 @@ - - - - - - -
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- - - - Index: demos/VGAdemo/main.xpi =================================================================== --- demos/VGAdemo/main.xpi (revision 429) +++ demos/VGAdemo/main.xpi (nonexistent) @@ -1,3 +0,0 @@ -PROGRAM=PAR -STATE=ROUTED -TIMESPECS_MET=OFF Index: demos/VGAdemo/main.ptwx =================================================================== --- demos/VGAdemo/main.ptwx (revision 429) +++ demos/VGAdemo/main.ptwx (nonexistent) @@ -1,332 +0,0 @@ - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -]> -Autotimespec constraint for clock net Clk_BUFGP0INFO:Timing:2761 - N/A entries in the Constraints List may indicate that the constraint is not analyzed due to the following: No paths covered by this constraint; Other constraints intersect with this constraint; or This constraint was disabled by a Path Tracing Control. Please run the Timespec Interaction Report (TSI) via command line (trce tsi) or Timing Analyzer GUI. Index: demos/VGAdemo/webtalk_pn.xml =================================================================== --- demos/VGAdemo/webtalk_pn.xml (revision 429) +++ demos/VGAdemo/webtalk_pn.xml (nonexistent) @@ -1,43 +0,0 @@ - - - - -
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###3844:XlxV32DM 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###3648:XlxV32DM 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###3732:XlxV32DM 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###3724:XlxV32DM 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###3644:XlxV32DM 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###3560:XlxV32DM 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###3784:XlxV32DM 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###3664:XlxV32DM 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###3736:XlxV32DM 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uyNl3A0Zd47jznHczzj2ZxxnxH+pmfQsiYy7+0FqQALjM45z+0HqevJExvlSK+PqyLie+cKH0tWdcRzOzOucEI4zrx/GNfwgNSBhHAcyjvMHqev5NhjH91KDcTqMOV8qnxvXdBinM/MMgRJnnrkYlx+kBiQwTidWuB+krmftZNwuNRjXw5jzpfLXnFoP43IYBwJVMg4X4/6D1IAExuUwTj9IXQ/7yXhcajCehzHnS+UPHXUexvUwLgSaZFyumWd+kPA7ABnXw/j9qTlWwhkk4dSz7f3gKW1nPv/uPxz0XuwLTnJV1nVFWv8fyn1c0suz9ZByC/bbNJinOn0oFSk8eCo5IHTJeW20EIwKYUIYEFA5bEALZAtki1YWrSxaLcFD2K0cOnXo1AHHoZVDK4dWAZ0GVA7oNKDTgOYBzQOaR3Qa0WkETgRORGWPyh6VPSp79OXRl9+tvo/87IXedP16ucrfFSpECC8EfTOxXtOLMByEBEFfNuxPvt9ePHjM8QQIBUJHZUXu6L2j947e94jZAt5VeLyrWO8aVeiorIDrkZ8KEQIfpjQ9M1m3mrrNsh1/tmHXuP/wxO9UXKnd/SOkm7xukb8qnxujKgb+gOIa7e5/F/3D+5n9BxSC5f4w+z+Kyf8opr7utrjrXAL/VWL+48b9r1LhrY9w9DeGfnj+A8TMx42b48trIuGoYXhTE478G2hG4OMOecbD8fzi8dwcK++VhGO+MXRMkuP5I+O5OTbePwnHAI7492fy35/5Ah///sz3cGSO4+3NsfPqSji2G0OnCzkyu/H25jh4oSUcEzjiT5+JrWdEQN9FW9exLkQk37to64ajTtODXSS6RN2ELkGH1dFn/lXQzh3n9slS9ltZ5f4SytaOUvYUcj26X/z3cCvXbsfrC5b//hacqiylvCTu/EMj45Ux3iOuEvKZt7LKNSOUPR4l+AzySbdS+EzyCUepfPhnRcGT6M67s4ddFnMrq1zVkU8+SuVTHvIpt3Lz2bd8/wf44vV1###5720:XlxV32DM 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###5692:XlxV32DM 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###4588:XlxV32DM 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###4468:XlxV32DM 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###4280:XlxV32DM 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###4680:XlxV32DM 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###4556:XlxV32DM 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11b4eNqFm02a5CgOhq/ErxHV55gDGAPL3s2qn777kCHJlpUKpnZvJYZPSAiBHe4PhP7Xf3ucf8Jf/+lx/PHhn+jjOSGcbv07Yfj58484wbh+8N9//85twB/3J/7zd09u9TNe/cTVT4zngFB/nrvcOH+eKznMH85uOouTx/bF4TiagXQwo44qdERv6TjAXz/PedI/cvCfcQHH1XyPC0oHKB2v+TiXjoQ6/PGe1x5/5nUp6S6Gz0i1t8/ILv6ga/3qFmdIHw7xGhYfLo4fhn45i5NPnweiu8KOMyAf7oCPx2B8nvf5oPa9W5x66TgTaI/m7lKX9v7m93xohhg+ExJhmMyeqcpTVXnq+fvb3gFvRk+2J6LqUV+eDCuiwhPZJ0U2j3uqyD1V5J6vyL1kxFyvcdonYtZa5BnPNOMVjs8Mdd/B4uBzx5GuaPEgD7TeTL589hgBrbwiwr0jIquIYM41fyztbmSLD4cRXPoAm0PeMc9sVx7vyuPM2h4HOUpGT3Tp8bnLIZMib3jMGcujYDHrGkrnUDrHK4cMmcviLjeDG13m5pMY+5myn/TqJ61+0hPBnBMdcagzWtydLz98eMyRmtm+lTm6xWwv80fndFJnsXTyvPMeMilXr70JLL7HdaO+4sO9dTD/v/ao08uV2l46r89KXTmhOlqJFVciryzfMVf/Zsx13xgm5roJuLI0s9Lg3rlQ81QemcojzLxSPDRcqZDDiykTNLU3HLTyObefvjWrP+8wE7V8me31/On2ejzdHj0VxEoueZe7p9pDpoqIqSJmviIiyog4X+Ocn4hw8TzZQspdueLunFwfFvPudECPO+7QncW8mz1/R0vWbjmkJcwnRdypcuvz97d+3f70uNtflNt1e/ZYIY/p9ndEqb2F2+NMJ+lR2OWIezfuPtGuDyYD7ikwvzDNQ3JjWMzzyIw6s8xldZe7O83vvOvIWZ9+DtnPuaurEz3HdTS42S1+qpFZLX6qE6mjyAiv++ok0MyDz1h/0S6oOdy7PdZ3mjmi2ypgLeYIf/6OljR4W8L85Lx5WO0TVRdXntlsT/ruv6v2UNG+g08Oqv2v+VHteQWcKqdye/QEyBXQdjktKLuvL/zsxtLjVXr8vdLqGqfGM5J93aN9A4uplZOpKlJ8+XhIf932On2+QHs1c/W4PBIt1no0c/UIGVeCZp4X7+Zp6l1ViRVv3J7nkRnn8RT+Slt/rTxd3nv3PC3mccJrHHFOKe9iMa9h8s9x8/p0P13BIj3jsRDc0S2evRbaWpvFFxwXFl249WquvgRsn5vFHUqUjGZcwoxs5btIjx2QLjytYbdnxXDTzMMOeMtgZhnMKEOcAVaYmdNJz2XIF0YpVjYr4SaLS7k81tLHYXGo6J4A6J5vDF+Y3cuMdgxpB1jzyXYUsiM7nJ/maT4V8/w5mn/N7B9m1DGljmLth2npRv2ogznAUbif9QcRHsVyy3TtsyhOqJh8a/1EZQcAi0MteB11T+ubiztwm+9HtJjNX/9fLL6n10kzvDCjWmZkMmM9llEWyk60+DSfJCt5m1lWVjI1X1+YzbheZgTp1XduO5YdxxNdkXK9qxVP8hfq0twn3jxkSlLfuDkYFp+1VTw/wdxxchgemjl8mNHOKO0cu1WUyc5RMVmmhGGimcf1gP7VzP5nRh1J6ui7VcR7672qiLEfUZ2qEkIl2YuS05ULlnCA8jWLcAGLRfgIGaK4Ld2MHsppvApa/hQSd9Rrjr1+ZvFMX9jh4p4dtyjNvGqOSl5SzGZ5d1SL2UxmNLMIr53eqgD4uTWdr34LTb/meOdsZBwH5DhptxpPGufeoybPz5sT4Fk05m+M94jfmPeoTDn8G4c7y72Z/c+MdlZpZ9ytgkZ2Mq8sIvoRlVmZ1lGSp7kCFuq+Fgwn95n1X9zaQYUtJivNdwUEKEPzXRGBlCkKO3hHT1kyyyNzrHiXstb547CYZTkyS/PK1XgrWfGErvmJxrcZmsHteXzhuyJ7eeuSXi/bHAwF7cwH75Em87jJ5Woxzysz6pCV4XlaYfNUVIXmn8KAKiLNfZIuiN7iZ/5it5h1MqNOWfmddV9xoU7mkxj7ed0eW+bylhkot3suTQCTgOZGSTX3Ui1m89Y55bCYp5f5I9PLy+O8LQxX5S0rqMXeYiBZZ7WZZfVVH+94eadYfFdGxGiGl17ru+hqZIej1V3p2KY5VdwDgfZIzVx5dKrsNPO8dVn5eVn5Nbdbjf3WiZVeTehmzU8lVorFT2Um50tWZufcRfmg556KCMLTj6isoOz3gvI6ZkZfLovZ3Y2G+cbXF34qJilTXituzw1cuI37uHMMi3nxQcao1jwL50ww+amAIFr8VETIaMYhoyfuomed0l6n0FjLZbFYXdHi+Kw2oUNWZu3YrbaTdKxshrf3qQyLh8PzyIkvxH4xRzVXbprvc5+s7Lys7FreVzyok7mDnHf5dYR5XJvP8FUmxUJ1vmZOiuBt7pHDhY5viu/LA0enwy/sAZLFd3gRo5misAMzh/Is82LmVeEAo0kzr4qWy7CYZR1K5qFkHi+ZTXq17qJvnV4/z006RR4Xjqv5Aoq2itGm+T5l0vlEM7v/dX7xsvJq107nz12qzO3X2vMt7rVxpZYsFrk/WpyfvUBEt6zMWtutEk8671VDtwPYj3zvPndXf9PR5wz9aNgNWqt5UIEdKOq/MdAlhuanAkKZmh890gxRuFVvmRGfq6kstzDIuDdo5nNAq3BafFdA8JapOdHVnGY2g/ljRnDSq1t3NHrOZZz+tXk0iw+fcfXSeUfzSm5YkJZ8WCwusk+LxcX2+dghK7sr7FZRJzsSzX/xUC3mC3feWzSzLj49a2b/v07XQVZ2l99WVI/OhNFX/dOPeCdeo/2RxJO905Slq6OD6i/uyGt7KRYnX2kzxVfAmltuVIy402JOMxnctWMP7nzvPqifD9rF4VW55rX74YtNoBpPMR9Q10m7Wfxc2uJEaz3PpaE7rfbPJaV0VBKOyvaXiuIkjEc8SnDe5WExV4meEpxmPuHW+xb3zSz8pIjS/FRl74m4HF7b3lUwMf/9cG9H8t/5FrmD3T7QvRa/ydXtfaavdiAkq/3M+FXL2gCL1Z4DPVKg6PZ6/nV7dGSWKzfvMox3NeArPfRbp2pTM5drDVKz+Dm0pGHxc4hBRp2y+r/KLqNH0sn2Dnpp84s7c64WV6rXfMf4/MX3TpWLxfHOzPk5ewZxeojTW/Nd3CC/BbxGp3hb2e+0+KAveuMM1WJ+Iw0O40Yzv6FmRp0gdaadzoN0nh6/0CjOD4sTfRviGyVaxaHiG/UBPlvc3ZtRZ5U6zXvdQToL6WSuxNjPKfsp1n0721sh0F3QCPRmPVnc3ZtxnCbHOXfz2micTl9CsD81N4qH0mxO3g3ML6FYvFbDlIw6L6mz7ub1oueYVzw9lw+hy376zt7iYpRxc7rQLOa4SWyfYo6b4tgvb+Y4Kq94F/X7+t+dzko6U0VdlwvD4ky62E+aWdea92gx62RGnVPO59z55SSdt5+IP/1EJ+2NO3sviIm+sfvE3TnDsPhZr/jt2DeeFB+ai5tDMur0Uuex0zlIJ6+PY2Ke08zr42w28/rI1J9mXi/MqDNInXnnl0nP3XkI4nMAi1H2U3f2nvSlEq+PvnYci3l9FLZPMfsh0WWVZo5DZtSZpM5rGz+kk9fHdLFZzOuD/aSZdTUXvcWskxl1Zqmz7fzSSeftJ2Ls55D9zJ29ExL+Foi+YV3+bhYPTwfPZPOTp2n+FD95W+oU9UXyYadzHUCCXB91pmgxz/NFcfqNwSVvMa9rZtQJUqff+SWQzme/eb4RumKV/ZjffpXHv5368Xg+SofFvI9XejOmmff1Kt+cxVPqgJ2OSTomjcvfnGnmcQfVj5pZx5D1ZWxSR9nNq6P6+p5nWW/HS/bTdvYEOsjyfuBmqhZzXKz6tFvMccKMOrrUMXY6Eung+L1mdhbfeQPSsJh1MKMOWR/4vpvXTDqefC/eBEexf6ewrf8dfeLI+ZzPbZrDXUenavKdJ9Np8ZM303PzlGR9ELb1QSCdF9elMR8WH/Slas0JLGZdnta3Ztbp5fpPoj5o5udAfLzpVIaPjuXIQccSzfyzpOD9ZXGkD56/8VmxionOw45P8NXiST9lZUYzf8qLQh9W6wu2+Llx+fm2uqMHM3/dT9KhhG7xyINuBGhqFLO05vzrJBkogznACoNZt2dTmPnb7It2rOfbdXyef+8T7pMp/n6I+aJfj4yOK1nrWTsrZuiMNyC6vZ4f3Z7H41DR7S/6LcI6mdedXn5et48Tf4+0KsdhzUfj9mC31/3r9r1WvNmg3wCDq1VyzIVuDLBi1+1/ja/aYyiKCrWZP3TkhZqdp09o8EIrOL5RfTOHzVQrYqoVMV8rIskV8T6w+Rx/TuwrJ4eS6dfEOIOxF/rtY2wW84wAtdfMMwrKI5M84jPe3g86q2rWejRXj98UHlTzaOaI4Vo1UYQC4G8YOSILvCOS9bmOd3CT9Giuje0iPYp5Rfn8s7f8D6Wzl9w=###4532:XlxV32DM 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###4636:XlxV32DM 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###4580:XlxV32DM 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###4388:XlxV32DM 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###4508:XlxV32DM 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\ No newline at end of file Index: demos/VGAdemo/create_mem_PHR.ipf =================================================================== Cannot display: file marked as a binary type. svn:mime-type = application/octet-stream Index: demos/VGAdemo/create_mem_PHR.ipf =================================================================== --- demos/VGAdemo/create_mem_PHR.ipf (revision 429) +++ demos/VGAdemo/create_mem_PHR.ipf (nonexistent)
demos/VGAdemo/create_mem_PHR.ipf Property changes : Deleted: svn:mime-type ## -1 +0,0 ## -application/octet-stream \ No newline at end of property Index: demos/VGAdemo/main.pad =================================================================== --- demos/VGAdemo/main.pad (revision 429) +++ demos/VGAdemo/main.pad (nonexistent) @@ -1,130 +0,0 @@ -Release 12.3 - par M.70d (lin) -Copyright (c) 1995-2010 Xilinx, Inc. All rights reserved. - -Wed May 7 22:40:11 2014 - - -# NOTE: This file is designed to be imported into a spreadsheet program -# such as Microsoft Excel for viewing, printing and sorting. The | -# character is used as the data field separator. This file is also designed -# to support parsing. -# -INPUT FILE: main_map.ncd -OUTPUT FILE: main.pad -PART TYPE: xc3s200a -SPEED GRADE: -4 -PACKAGE: vq100 - -Pinout by Pin Number: - ------|-----|-----|-----|-----|-----|-----|-----|-----|-----|-----|-----|-----|-----|-----| -Pin Number|Signal Name|Pin Usage|Pin Name|Direction|IO Standard|IO Bank Number|Drive (mA)|Slew Rate|Termination|IOB Delay|Voltage|Constraint|IO Register|Signal Integrity| -P1|||TMS|||||||||||| -P2|||TDI|||||||||||| -P3||DIFFMLR|IO_L01P_3|UNUSED||3||||||||| -P4||DIFFSLR|IO_L01N_3|UNUSED||3||||||||| -P5||DIFFMLR|IO_L02P_3|UNUSED||3||||||||| -P6||DIFFSLR|IO_L02N_3|UNUSED||3||||||||| -P7||DIFFSI_NDT|IP_3/VREF_3|UNUSED||3||||||||| -P8|||GND|||||||||||| -P9||DIFFMLR|IO_L03P_3/LHCLK0|UNUSED||3||||||||| -P10||DIFFSLR|IO_L03N_3/LHCLK1|UNUSED||3||||||||| -P11|||VCCO_3|||3|||||2.50|||| -P12|VSync|IOB|IO_L04P_3/LHCLK2|OUTPUT|LVCMOS25*|3|12|SLOW|NONE**|||LOCATED|NO|NONE| -P13|R|IOB|IO_L04N_3/IRDY2/LHCLK3|OUTPUT|LVCMOS25*|3|12|SLOW|NONE**|||LOCATED|NO|NONE| -P14|||GND|||||||||||| -P15|HSync|IOB|IO_L05P_3/TRDY2/LHCLK6|OUTPUT|LVCMOS25*|3|12|SLOW|NONE**|||LOCATED|NO|NONE| -P16|G|IOB|IO_L05N_3/LHCLK7|OUTPUT|LVCMOS25*|3|12|SLOW|NONE**|||LOCATED|NO|NONE| -P17|||VCCINT||||||||1.2|||| -P18|||GND|||||||||||| -P19||DIFFMLR|IO_L06P_3|UNUSED||3||||||||| -P20|B|IOB|IO_L06N_3|OUTPUT|LVCMOS25*|3|12|SLOW|NONE**|||LOCATED|NO|NONE| -P21||DIFFMI_NDT|IP_3|UNUSED||3||||||||| -P22|||VCCAUX||||||||2.5|||| -P23||DIFFMTB|IO_L01P_2/M1|UNUSED||2||||||||| -P24||DIFFMTB|IO_L02P_2/M2|UNUSED||2||||||||| -P25||DIFFSTB|IO_L01N_2/M0|UNUSED||2||||||||| -P26|||VCCO_2|||2|||||any******|||| -P27||DIFFSTB|IO_L02N_2/CSO_B|UNUSED||2||||||||| -P28||DIFFMTB|IO_L03P_2/RDWR_B|UNUSED||2||||||||| -P29||DIFFSTB|IO_L03N_2/VS2|UNUSED||2||||||||| -P30||DIFFMTB|IO_L04P_2/VS1|UNUSED||2||||||||| -P31||DIFFSTB|IO_L04N_2/VS0|UNUSED||2||||||||| -P32||DIFFMTB|IO_L05P_2|UNUSED||2||||||||| -P33||DIFFSTB|IO_L05N_2|UNUSED||2||||||||| -P34||DIFFMTB|IO_L06P_2/D7|UNUSED||2||||||||| -P35||DIFFSTB|IO_L06N_2/D6|UNUSED||2||||||||| -P36||DIFFMTB|IO_L07P_2/D5|UNUSED||2||||||||| -P37||DIFFSTB|IO_L07N_2/D4|UNUSED||2||||||||| -P38|||VCCINT||||||||1.2|||| -P39||IBUF|IP_2/VREF_2|UNUSED||2||||||||| -P40||DIFFMTB|IO_L08P_2/GCLK14|UNUSED||2||||||||| -P41||DIFFSTB|IO_L08N_2/GCLK15|UNUSED||2||||||||| -P42|||GND|||||||||||| -P43|Clk|IBUF|IO_L09P_2/GCLK0|INPUT|LVCMOS25*|2||||IBUF||LOCATED|NO|NONE| -P44||DIFFSTB|IO_L09N_2/GCLK1|UNUSED||2||||||||| -P45|||VCCO_2|||2|||||any******|||| -P46||DIFFSTB|IO_2/MOSI/CSI_B|UNUSED||2||||||||| -P47|||GND|||||||||||| -P48||DIFFMTB|IO_L10P_2/INIT_B|UNUSED||2||||||||| -P49||DIFFSTB|IO_L10N_2/D3|UNUSED||2||||||||| -P50||DIFFMTB|IO_L11P_2/D2|UNUSED||2||||||||| -P51||DIFFMTB|IO_L12P_2/D0/DIN/MISO|UNUSED||2||||||||| -P52||DIFFSTB|IO_L11N_2/D1|UNUSED||2||||||||| -P53||DIFFSTB|IO_L12N_2/CCLK|UNUSED||2||||||||| -P54|||DONE|||||||||||| -P55|||VCCAUX||||||||2.5|||| -P56||DIFFMLR|IO_L01P_1|UNUSED||1||||||||| -P57||DIFFSLR|IO_L01N_1|UNUSED||1||||||||| -P58|||GND|||||||||||| -P59||DIFFMLR|IO_L02P_1/RHCLK0|UNUSED||1||||||||| -P60||DIFFSLR|IO_L02N_1/RHCLK1|UNUSED||1||||||||| -P61||DIFFMLR|IO_L03P_1/RHCLK2|UNUSED||1||||||||| -P62||DIFFSLR|IO_L03N_1/TRDY1/RHCLK3|UNUSED||1||||||||| -P63|||GND|||||||||||| -P64||DIFFMLR|IO_L04P_1/IRDY1/RHCLK6|UNUSED||1||||||||| -P65||DIFFSLR|IO_L04N_1/RHCLK7|UNUSED||1||||||||| -P66|||VCCINT||||||||1.2|||| -P67|||VCCO_1|||1|||||any******|||| -P68||DIFFMI_NDT|IP_1/VREF_1|UNUSED||1||||||||| -P69|||GND|||||||||||| -P70||DIFFMLR|IO_L05P_1|UNUSED||1||||||||| -P71||DIFFSLR|IO_L05N_1|UNUSED||1||||||||| -P72||DIFFMLR|IO_L06P_1|UNUSED||1||||||||| -P73||DIFFSLR|IO_L06N_1|UNUSED||1||||||||| -P74|||GND|||||||||||| -P75|||TDO|||||||||||| -P76|||TCK|||||||||||| -P77|Reset|IBUF|IO_L01P_0/VREF_0|INPUT|LVCMOS25*|0||||IBUF||LOCATED|NO|NONE| -P78||DIFFSTB|IO_L01N_0|UNUSED||0||||||||| -P79|||VCCO_0|||0|||||any******|||| -P80|||GND|||||||||||| -P81|||VCCINT||||||||1.2|||| -P82||IBUF|IP_0/VREF_0|UNUSED||0||||||||| -P83||DIFFMTB|IO_L02P_0/GCLK4|UNUSED||0||||||||| -P84||DIFFSTB|IO_L02N_0/GCLK5|UNUSED||0||||||||| -P85|SW0|IBUF|IO_L03P_0/GCLK6|INPUT|LVCMOS25*|0||||IBUF||LOCATED|NO|NONE| -P86||DIFFSTB|IO_L03N_0/GCLK7|UNUSED||0||||||||| -P87|||GND|||||||||||| -P88|SW1|IBUF|IO_L04P_0/GCLK8|INPUT|LVCMOS25*|0||||IBUF||LOCATED|NO|NONE| -P89||DIFFSTB|IO_L04N_0/GCLK9|UNUSED||0||||||||| -P90|SW2|IBUF|IO_0/GCLK11|INPUT|LVCMOS25*|0||||IBUF||LOCATED|NO|NONE| -P91|||GND|||||||||||| -P92|||VCCAUX||||||||2.5|||| -P93||DIFFMTB|IO_L05P_0|UNUSED||0||||||||| -P94||DIFFSTB|IO_L05N_0|UNUSED||0||||||||| -P95|||GND|||||||||||| -P96|||VCCO_0|||0|||||any******|||| -P97||IBUF|IP_0|UNUSED||0||||||||| -P98||DIFFMTB|IO_L06P_0/VREF_0|UNUSED||0||||||||| -P99||DIFFSTB|IO_L06N_0/PUDC_B|UNUSED||0||||||||| -P100|||PROG_B|||||||||||| - ------|-----|-----|-----|-----|-----|-----|-----|-----|-----|-----|-----|-----|-----|-----| - -* Default value. -** This default Pullup/Pulldown value can be overridden in Bitgen. -****** Special VCCO requirements may apply. Please consult the device - family datasheet for specific guideline on VCCO requirements. - - Index: demos/VGAdemo/main_ngdbuild.xrpt =================================================================== --- demos/VGAdemo/main_ngdbuild.xrpt (revision 429) +++ demos/VGAdemo/main_ngdbuild.xrpt (nonexistent) @@ -1,109 +0,0 @@ - - - - - - -
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- - - - Index: demos/VGAdemo/main.bgn =================================================================== --- demos/VGAdemo/main.bgn (revision 429) +++ demos/VGAdemo/main.bgn (nonexistent) @@ -1,120 +0,0 @@ -Release 12.3 - Bitgen M.70d (lin) -Copyright (c) 1995-2010 Xilinx, Inc. All rights reserved. -Loading device for application Rf_Device from file '3s200a.nph' in environment -/opt/Xilinx/12.3/ISE_DS/ISE/. - "main" is an NCD, version 3.2, device xc3s200a, package vq100, speed -4 -Opened constraints file main.pcf. - -Wed May 7 22:40:18 2014 - -/opt/Xilinx/12.3/ISE_DS/ISE/bin/lin/unwrapped/bitgen -intstyle ise -w -g DebugBitstream:No -g Binary:no -g CRC:Enable -g Reset_on_err:No -g ConfigRate:25 -g ProgPin:PullUp -g DonePin:PullUp -g TckPin:PullUp -g TdiPin:PullUp -g TdoPin:PullUp -g TmsPin:PullUp -g UnusedPin:PullDown -g UserID:0xFFFFFFFF -g StartUpClk:CClk -g DONE_cycle:4 -g GTS_cycle:5 -g GWE_cycle:6 -g LCK_cycle:NoWait -g Security:None -g DonePipe:No -g DriveDone:No -g en_sw_gsr:No -g en_porb:Yes -g drive_awake:No -g sw_clk:Startupclk -g sw_gwe_cycle:5 -g sw_gts_cycle:4 main.ncd - -Summary of Bitgen Options: -+----------------------+----------------------+ -| Option Name | Current Setting | -+----------------------+----------------------+ -| Compress | (Not Specified)* | -+----------------------+----------------------+ -| Readback | (Not Specified)* | -+----------------------+----------------------+ -| CRC | Enable** | -+----------------------+----------------------+ -| DebugBitstream | No** | -+----------------------+----------------------+ -| ConfigRate | 25 | -+----------------------+----------------------+ -| StartupClk | Cclk** | -+----------------------+----------------------+ -| DonePin | Pullup** | -+----------------------+----------------------+ -| ProgPin | Pullup** | -+----------------------+----------------------+ -| TckPin | Pullup** | -+----------------------+----------------------+ -| TdiPin | Pullup** | -+----------------------+----------------------+ -| TdoPin | Pullup** | -+----------------------+----------------------+ -| TmsPin | Pullup** | -+----------------------+----------------------+ -| UnusedPin | Pulldown** | -+----------------------+----------------------+ -| GWE_cycle | 6** | -+----------------------+----------------------+ -| GTS_cycle | 5** | -+----------------------+----------------------+ -| LCK_cycle | NoWait** | -+----------------------+----------------------+ -| DONE_cycle | 4** | -+----------------------+----------------------+ -| Persist | No* | -+----------------------+----------------------+ -| DriveDone | No** | -+----------------------+----------------------+ -| DonePipe | No** | -+----------------------+----------------------+ -| Security | None** | -+----------------------+----------------------+ -| UserID | 0xFFFFFFFF** | -+----------------------+----------------------+ -| ActivateGclk | No* | -+----------------------+----------------------+ -| ActiveReconfig | No* | -+----------------------+----------------------+ -| PartialMask0 | (Not Specified)* | -+----------------------+----------------------+ -| PartialMask1 | (Not Specified)* | -+----------------------+----------------------+ -| PartialMask2 | (Not Specified)* | -+----------------------+----------------------+ -| PartialGclk | (Not Specified)* | -+----------------------+----------------------+ -| PartialLeft | (Not Specified)* | -+----------------------+----------------------+ -| PartialRight | (Not Specified)* | -+----------------------+----------------------+ -| drive_awake | No** | -+----------------------+----------------------+ -| Reset_on_err | No** | -+----------------------+----------------------+ -| suspend_filter | Yes* | -+----------------------+----------------------+ -| en_sw_gsr | No** | -+----------------------+----------------------+ -| en_suspend | No* | -+----------------------+----------------------+ -| en_porb | Yes** | -+----------------------+----------------------+ -| sw_clk | Startupclk** | -+----------------------+----------------------+ -| sw_gwe_cycle | 5** | -+----------------------+----------------------+ -| sw_gts_cycle | 4** | -+----------------------+----------------------+ -| glutmask | Yes* | -+----------------------+----------------------+ -| next_config_addr | 0x00000000* | -+----------------------+----------------------+ -| next_config_new_mode | No* | -+----------------------+----------------------+ -| next_config_boot_mode | 001* | -+----------------------+----------------------+ -| next_config_register_write | Enable* | -+----------------------+----------------------+ -| ICAP_Enable | Auto* | -+----------------------+----------------------+ -| IEEE1532 | No* | -+----------------------+----------------------+ -| Binary | No** | -+----------------------+----------------------+ - * Default setting. - ** The specified setting matches the default setting. - -There were 0 CONFIG constraint(s) processed from main.pcf. - - -Running DRC. -DRC detected 0 errors and 0 warnings. -Creating bit map... -Saving bit stream in "main.bit". -Bitstream generation is complete. Index: demos/VGAdemo/VGAdemo.xise =================================================================== --- demos/VGAdemo/VGAdemo.xise (revision 429) +++ demos/VGAdemo/VGAdemo.xise (nonexistent) @@ -1,344 +0,0 @@ - - - -
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Device Usage Page (usage_statistics_webtalk.html)

This HTML page displays the device usage statistics that will be sent to Xilinx.
 
 
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Software Version and Target Device
Product Version:ISE:12.3 (iMPACT) - M.70dTarget Family:Multiple
OS Platform:LINTarget Device:Multiple
Project ID (random number)b896e776ba214d59bb421262ecc6d5ed..Target Package:
Registration IDiMPACTTarget Speed:
Date Generated2014-05-07T22:41:59Tool FlowIMPACT
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iMPACT Project Info
Use Project File=YesProject Entry =ise
OS Name=LINUX
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iMPACT Serial PROM File Generation Mode
Chain Description
Number of device=1Device 1=spartan3aPart1=xc3s200a
- Index: demos/VGAdemo/main.ngc =================================================================== --- demos/VGAdemo/main.ngc (revision 429) +++ demos/VGAdemo/main.ngc (nonexistent) @@ -1,3 +0,0 @@ -XILINX-XDB 0.1 STUB 0.1 ASCII -XILINX-XDM V1.6e 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\ No newline at end of file Index: demos/VGAdemo/main.pcf =================================================================== --- demos/VGAdemo/main.pcf (revision 429) +++ demos/VGAdemo/main.pcf (nonexistent) @@ -1,17 +0,0 @@ -//! ************************************************************************** -// Written by: Map M.70d on Wed May 07 22:39:39 2014 -//! ************************************************************************** - -SCHEMATIC START; -COMP "G" LOCATE = SITE "P16" LEVEL 1; -COMP "R" LOCATE = SITE "P13" LEVEL 1; -COMP "HSync" LOCATE = SITE "P15" LEVEL 1; -COMP "SW0" LOCATE = SITE "P85" LEVEL 1; -COMP "SW1" LOCATE = SITE "P88" LEVEL 1; -COMP "SW2" LOCATE = SITE "P90" LEVEL 1; -COMP "Clk" LOCATE = SITE "P43" LEVEL 1; -COMP "Reset" LOCATE = SITE "P77" LEVEL 1; -COMP "B" LOCATE = SITE "P20" LEVEL 1; -COMP "VSync" LOCATE = SITE "P12" LEVEL 1; -SCHEMATIC END; - Index: demos/VGAdemo/main.ngd =================================================================== --- demos/VGAdemo/main.ngd (revision 429) +++ demos/VGAdemo/main.ngd (nonexistent) @@ -1,3 +0,0 @@ -XILINX-XDB 0.1 STUB 0.1 ASCII -XILINX-XDM V1.6e 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demos/VGAdemo/main.bit Property changes : Deleted: svn:mime-type ## -1 +0,0 ## -application/octet-stream \ No newline at end of property Index: demos/VGAdemo/main_summary.html =================================================================== --- demos/VGAdemo/main_summary.html (revision 429) +++ demos/VGAdemo/main_summary.html (nonexistent) @@ -1,183 +0,0 @@ -Xilinx Design Summary - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
main Project Status
Project File:VGAdemo.xiseParser Errors: No Errors
Module Name:mainImplementation State:Programming File Generated
Target Device:xc3s200a-4vq100
  • Errors:
 -No Errors
Product Version:ISE 12.3
  • Warnings:
16 Warnings (16 new)
Design Goal:Balanced
  • Routing Results:
 -All Signals Completely Routed
Design Strategy:Xilinx Default (unlocked)
  • Timing Constraints:
 -All Constraints Met
Environment: - -System Settings -
  • Final Timing Score:
0  (Timing Report)
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Device Utilization Summary [-]
Logic UtilizationUsedAvailableUtilizationNote(s)
Number of Slice Flip Flops3583,5849% 
Number of 4 input LUTs9133,58425% 
Number of occupied Slices5111,79228% 
    Number of Slices containing only related logic511511100% 
    Number of Slices containing unrelated logic05110% 
Total Number of 4 input LUTs9493,58426% 
    Number used as logic913   
    Number used as a route-thru36   
Number of bonded IOBs106814% 
Number of BUFGMUXs1244% 
Number of MULT18X18SIOs71643% 
Average Fanout of Non-Clock Nets2.55   
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Performance Summary [-]
Final Timing Score:0 (Setup: 0, Hold: 0)Pinout Data:Pinout Report
Routing Results: -All Signals Completely RoutedClock Data:Clock Report
Timing Constraints: -All Constraints Met  
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Detailed Reports [-]
Report NameStatusGeneratedErrorsWarningsInfos
Synthesis ReportCurrentmié may 7 22:27:30 2014016 Warnings (16 new)0
Translation ReportCurrentmié may 7 22:39:35 2014000
Map ReportCurrentmié may 7 22:39:41 2014002 Infos (0 new)
Place and Route ReportCurrentmié may 7 22:40:11 2014004 Infos (0 new)
Power Report     
Post-PAR Static Timing ReportCurrentmié may 7 22:40:15 2014005 Infos (0 new)
Bitgen ReportCurrentmié may 7 22:40:21 2014000
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Secondary Reports [-]
Report NameStatusGenerated
WebTalk ReportCurrentmié may 7 22:41:59 2014
WebTalk Log FileCurrentmié may 7 22:42:00 2014
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Date Generated: 05/08/2014 - 16:27:22
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demos/VGAdemo/xlnx_auto_0_xdb/cst.xbcd Property changes : Deleted: svn:mime-type ## -1 +0,0 ## -application/octet-stream \ No newline at end of property Index: demos/VGAdemo/_xmsgs/trce.xmsgs =================================================================== --- demos/VGAdemo/_xmsgs/trce.xmsgs (revision 429) +++ demos/VGAdemo/_xmsgs/trce.xmsgs (nonexistent) @@ -1,19 +0,0 @@ - - - -No timing constraints found, doing default enumeration. - -To get complete path coverage, use the unconstrained paths option. All paths that are not constrained will be reported in the unconstrained paths section(s) of the report. - -The clock-to-out numbers in this timing report are based on a 50 Ohm transmission line loading model. For the details of this model, and for more information on accounting for different loading conditions, please see the device datasheet. - -This architecture does not support a default System Jitter value, please add SYSTEM_JITTER constraint to the UCF to modify the Clock Uncertainty calculation. - -This architecture does not support 'Discrete Jitter' and 'Phase Error' calculations, these terms will be zero in the Clock Uncertainty calculation. Please make appropriate modification to SYSTEM_JITTER to account for the unsupported Discrete Jitter and Phase Error. - - - Index: demos/VGAdemo/_xmsgs/map.xmsgs =================================================================== --- demos/VGAdemo/_xmsgs/map.xmsgs (revision 429) +++ demos/VGAdemo/_xmsgs/map.xmsgs (nonexistent) @@ -1,15 +0,0 @@ - - - -No environment variables are currently set. - - -All of the single ended outputs in this design are using slew rate limited output drivers. The delay on speed critical single ended outputs can be dramatically reduced by designating them as fast outputs. - - - - Index: demos/VGAdemo/_xmsgs/xst.xmsgs =================================================================== --- demos/VGAdemo/_xmsgs/xst.xmsgs (revision 429) +++ demos/VGAdemo/_xmsgs/xst.xmsgs (nonexistent) @@ -1,57 +0,0 @@ - - - -Signal <XI> is never used or assigned. This unconnected signal will be trimmed during the optimization process. - - -Signal <SY1<16:0>> is assigned but never used. This unconnected signal will be trimmed during the optimization process. - - -Signal <SX1<16:0>> is assigned but never used. This unconnected signal will be trimmed during the optimization process. - - -Signal <SRY1<16:0>> is assigned but never used. This unconnected signal will be trimmed during the optimization process. - - -Signal <SRX1<16:0>> is assigned but never used. This unconnected signal will be trimmed during the optimization process. - - -Signal <SGY1<16:0>> is assigned but never used. This unconnected signal will be trimmed during the optimization process. - - -Signal <SGX1<16:0>> is assigned but never used. This unconnected signal will be trimmed during the optimization process. - - -Signal <Row> is assigned but never used. This unconnected signal will be trimmed during the optimization process. - - -Signal <Col> is assigned but never used. This unconnected signal will be trimmed during the optimization process. - - -"main.v" line 107: The result of a 18x10-bit multiplication is partially used. Only the 18 least significant bits are used. If you are doing this on purpose, you may safely ignore this warning. Otherwise, make sure you are not losing information, leading to unexpected circuit behavior. - - -"main.v" line 108: The result of a 18x9-bit multiplication is partially used. Only the 18 least significant bits are used. If you are doing this on purpose, you may safely ignore this warning. Otherwise, make sure you are not losing information, leading to unexpected circuit behavior. - - -"main.v" line 122: The result of a 18x10-bit multiplication is partially used. Only the 18 least significant bits are used. If you are doing this on purpose, you may safely ignore this warning. Otherwise, make sure you are not losing information, leading to unexpected circuit behavior. - - -"main.v" line 123: The result of a 18x9-bit multiplication is partially used. Only the 18 least significant bits are used. If you are doing this on purpose, you may safely ignore this warning. Otherwise, make sure you are not losing information, leading to unexpected circuit behavior. - - -"main.v" line 125: The result of a 18x9-bit multiplication is partially used. Only the 18 least significant bits are used. If you are doing this on purpose, you may safely ignore this warning. Otherwise, make sure you are not losing information, leading to unexpected circuit behavior. - - -"main.v" line 137: The result of a 18x10-bit multiplication is partially used. Only the 18 least significant bits are used. If you are doing this on purpose, you may safely ignore this warning. Otherwise, make sure you are not losing information, leading to unexpected circuit behavior. - - -"main.v" line 138: The result of a 18x9-bit multiplication is partially used. Only the 18 least significant bits are used. If you are doing this on purpose, you may safely ignore this warning. Otherwise, make sure you are not losing information, leading to unexpected circuit behavior. - - - - Index: demos/VGAdemo/_xmsgs/par.xmsgs =================================================================== --- demos/VGAdemo/_xmsgs/par.xmsgs (revision 429) +++ demos/VGAdemo/_xmsgs/par.xmsgs (nonexistent) @@ -1,18 +0,0 @@ - - - -No user timing constraints were detected or you have set the option to ignore timing constraints ("par -x"). Place and Route will run in "Performance Evaluation Mode" to automatically improve the performance of all internal clocks in this design. Because there are not defined timing requirements, a timing score will not be reported in the PAR report in this mode. The PAR timing summary will list the performance achieved for each clock. Note: For the fastest runtime, set the effort level to "std". For best performance, set the effort level to "high". - - -N/A entries in the Constraints List may indicate that the constraint is not analyzed due to the following: No paths covered by this constraint; Other constraints intersect with this constraint; or This constraint was disabled by a Path Tracing Control. Please run the Timespec Interaction Report (TSI) via command line (trce tsi) or Timing Analyzer GUI. - -N/A entries in the Constraints List may indicate that the constraint is not analyzed due to the following: No paths covered by this constraint; Other constraints intersect with this constraint; or This constraint was disabled by a Path Tracing Control. Please run the Timespec Interaction Report (TSI) via command line (trce tsi) or Timing Analyzer GUI. - -N/A entries in the Constraints List may indicate that the constraint is not analyzed due to the following: No paths covered by this constraint; Other constraints intersect with this constraint; or This constraint was disabled by a Path Tracing Control. Please run the Timespec Interaction Report (TSI) via command line (trce tsi) or Timing Analyzer GUI. - - - Index: demos/VGAdemo/_xmsgs/bitgen.xmsgs =================================================================== --- demos/VGAdemo/_xmsgs/bitgen.xmsgs (revision 429) +++ demos/VGAdemo/_xmsgs/bitgen.xmsgs (nonexistent) @@ -1,9 +0,0 @@ - - - - - Index: demos/VGAdemo/_xmsgs/ngdbuild.xmsgs =================================================================== --- demos/VGAdemo/_xmsgs/ngdbuild.xmsgs (revision 429) +++ demos/VGAdemo/_xmsgs/ngdbuild.xmsgs (nonexistent) @@ -1,9 +0,0 @@ - - - - - Index: demos/VGAdemo/_xmsgs/pn_parser.xmsgs =================================================================== --- demos/VGAdemo/_xmsgs/pn_parser.xmsgs (revision 429) +++ demos/VGAdemo/_xmsgs/pn_parser.xmsgs (nonexistent) @@ -1,18 +0,0 @@ - - - - - - - - - - -Analyzing Verilog file \"/home/lguanuco/opencores/phr/trunk/codigo/demos/VGAdemo/main.v\" into library work - - -Analyzing Verilog file \"/home/lguanuco/opencores/phr/trunk/codigo/demos/VGAdemo/vga.v\" into library work - - - - Index: demos/VGAdemo/main.ucf =================================================================== --- demos/VGAdemo/main.ucf (revision 429) +++ demos/VGAdemo/main.ucf (nonexistent) @@ -1,70 +0,0 @@ -#PACE: Start of Constraints generated by PACE - -#PACE: Start of PACE I/O Pin Assignments -#NET "an<0>" LOC = "P59" ;# PHRBoard -#NET "an<1>" LOC = "P57" ;# PHRBoard -#NET "an<2>" LOC = "P61" ;# PHRBoard -#NET "an<3>" LOC = "P60" ;# PHRBoard -NET "B" LOC = "P20" ;# PHRBoard | CON-MOD (hembre) | Pin 2 | -NET "Reset" LOC = "P77" ;# PHRBoard -#NET "SW0" LOC = "P78" ;# PHRBoard -#NET "SW1" LOC = "P82" ;# PHRBoard -#NET "SW2" LOC = "P83" ;# PHRBoard -NET "G" LOC = "P16 " ;# PHRBoard | CON-MOD (hembra) | Pin 4 | -NET "HSync" LOC = "P15" ;# PHRBoard | CON-MOD (hembra) | Pin 5 | -#NET "kc" LOC = "P19" ;# PHRBoard | CON-MOD (hembra) | Pin 3 | -#NET "kd" LOC = "P21" ;# PHRBoard | CON-MOD (hembra) | Pin 1 | -#NET "led<0>" LOC = "P84" ;# PHRBoard -#NET "led<1>" LOC = "P86" ;# PHRBoard -#NET "led<2>" LOC = "P89" ;# PHRBoard -#NET "led<3>" LOC = "P93" ;# PHRBoard -#NET "led<4>" LOC = "P98" ;# PHRBoard -#NET "led<5>" LOC = "P3 " ;# PHRBoard -#NET "led<6>" LOC = "P5 " ;# PHRBoard -#NET "led<7>" LOC = "P27" ;# PHRBoard -NET "Clk" LOC = "P43" ;# PHRBoard -NET "R" LOC = "P13" ;# PHRBoard | CON-MOD (hembra) | Pin 6 | -#NET "ssg<0>" LOC = "P65" ;# PHRBoard -#NET "ssg<1>" LOC = "P64" ;# PHRBoard -#NET "ssg<2>" LOC = "P72" ;# PHRBoard -#NET "ssg<3>" LOC = "P70" ;# PHRBoard -#NET "ssg<4>" LOC = "P28" ;# PHRBoard -#NET "ssg<5>" LOC = "P62" ;# PHRBoard -#NET "ssg<6>" LOC = "P73" ;# PHRBoard -#NET "ssg<7>" LOC = "P71" ;# PHRBoard -NET "SW0" LOC = "P85" ;# PHRBoard -NET "SW1" LOC = "P88" ;# PHRBoard -NET "SW2" LOC = "P90" ;# PHRBoard -#NET "swt<3>" LOC = "P94" ;# PHRBoard -#NET "swt<4>" LOC = "P97" ;# PHRBoard -#NET "swt<5>" LOC = "P4 " ;# PHRBoard -#NET "swt<6>" LOC = "P6 " ;# PHRBoard -#NET "swt<7>" LOC = "P9 " ;# PHRBoard -NET "VSync" LOC = "P12" ;# PHRBoard | CON-MOD (hembra) | Pin 7 | - -#PACE: Start of PACE Area Constraints - -#PACE: Start of PACE Prohibit Constraints - -#PACE: End of Constraints generated by PACE - -# PHRBoard NET "clk_div_1" LOC = "P44"; -# PHRBoard NET "clk_div_2" LOC = "P41"; -# PHRBoard NET "clk_div_3" LOC = "P40"; -#NET "rxd" LOC = "P52"; -#NET "txd" LOC = "P56"; -#NET "btn_ext<0>" LOC = "P39" ;# PHRBoard | CON-IO (macho) | Pin 1 | -#NET "btn_ext<1>" LOC = "P50" ;# PHRBoard | CON-IO (macho) | Pin 2 | -#NET "btn_ext<2>" LOC = "P37" ;# PHRBoard | CON-IO (macho) | Pin 3 | -#NET "btn_ext<3>" LOC = "P49" ;# PHRBoard | CON-IO (macho) | Pin 4 | -# -#NET "led_ext<0>" LOC = "P36" ;# PHRBoard | CON-IO (macho) | Pin 5 | -#NET "led_ext<1>" LOC = "P46" ;# PHRBoard | CON-IO (macho) | Pin 6 | -#NET "led_ext<2>" LOC = "P35" ;# PHRBoard | CON-IO (macho) | Pin 7 | -#NET "led_ext<3>" LOC = "P34" ;# PHRBoard | CON-IO (macho) | Pin 8 | -#NET "led_ext<4>" LOC = "P33" ;# PHRBoard | CON-IO (macho) | Pin 9 | -#NET "led_ext<5>" LOC = "P32" ;# PHRBoard | CON-IO (macho) | Pin 10 | -#NET "led_ext<6>" LOC = "P31" ;# PHRBoard | CON-IO (macho) | Pin 11 | -#NET "led_ext<7>" LOC = "P29" ;# PHRBoard | CON-IO (macho) | Pin 12 | -#NET "btn_ext<4>" LOC = "P30" ;# PHRBoard | CON-IO (macho) | Pin 13 | - Index: demos/VGAdemo/main.bit =================================================================== Cannot display: file marked as a binary type. svn:mime-type = application/octet-stream Index: demos/VGAdemo/main.bit =================================================================== --- demos/VGAdemo/main.bit (revision 429) +++ demos/VGAdemo/main.bit (nonexistent)

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