diff --git a/xilinx/pdp8/_ngo/netlist.lst b/xilinx/pdp8/_ngo/netlist.lst index 7e2ef0c..2033348 100644 --- a/xilinx/pdp8/_ngo/netlist.lst +++ b/xilinx/pdp8/_ngo/netlist.lst @@ -1,2 +1,2 @@ -/home/brad/pdp8/xilinx/pdp8/top.ngc 1271420145 -OK +C:\brad\pdp8\xilinx\pdp8\top.ngc 1272077251 +OK diff --git a/xilinx/pdp8/_xmsgs/bitgen.xmsgs b/xilinx/pdp8/_xmsgs/bitgen.xmsgs index 0d35cb9..f4a11be 100644 --- a/xilinx/pdp8/_xmsgs/bitgen.xmsgs +++ b/xilinx/pdp8/_xmsgs/bitgen.xmsgs @@ -1,8 +1,32 @@ - - - - + + + +Gated clock. Clock net ram_rd is sourced by a combinatorial pin. This is not good design practice. Use the CE pin to control the loading of data into the flip-flop. + + +The signal <slideswitch<4>_IBUF> is incomplete. The signal does not drive any load pins in the design. + + +The signal <slideswitch<5>_IBUF> is incomplete. The signal does not drive any load pins in the design. + + +The signal <slideswitch<6>_IBUF> is incomplete. The signal does not drive any load pins in the design. + + +The signal <slideswitch<7>_IBUF> is incomplete. The signal does not drive any load pins in the design. + + +The signal <button<0>_IBUF> is incomplete. The signal does not drive any load pins in the design. + + +The signal <button<1>_IBUF> is incomplete. The signal does not drive any load pins in the design. + + +The signal <button<2>_IBUF> is incomplete. The signal does not drive any load pins in the design. + + + diff --git a/xilinx/pdp8/_xmsgs/map.xmsgs b/xilinx/pdp8/_xmsgs/map.xmsgs index 5316a09..fc4da61 100644 --- a/xilinx/pdp8/_xmsgs/map.xmsgs +++ b/xilinx/pdp8/_xmsgs/map.xmsgs @@ -1,49 +1,61 @@ - - - -Logical network slideswitch<7> has no load. - - -The above warning message base_net_load_rule is repeated 26 more times for the following (max. 5 shown): -slideswitch<6>, -slideswitch<5>, -slideswitch<4>, -button<2>, -button<1> -To see the details of these warning messages, please use the -detail switch. - - -No environment variables are currently set. - - -The following Virtex BUFG(s) is/are being retargetted to Virtex2 BUFGMUX(s) with input tied to I0 and Select pin tied to constant 0: -BUFG symbol "clk_BUFG" (output signal=clk), -BUFG symbol "io/tt/baud_rate_generator/rx_baud_clk_BUFG" (output signal=io/tt/baud_rate_generator/rx_baud_clk), -BUFGP symbol "sysclk_BUFGP" (output signal=sysclk_BUFGP) - - -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 in the schematic. - - -Clock buffer is designated to drive clock loads. BUFGMUX symbol "physical_group_clk/clk_BUFG" (output signal=clk) has a mix of clock and non-clock loads. The non-clock loads are: -Pin D of clk - - -Clock buffer is designated to drive clock loads. BUFGMUX symbol "physical_group_io/tt/baud_rate_generator/rx_baud_clk/io/tt/baud_rate_generator/rx_baud_clk_BUFG" (output signal=io/tt/baud_rate_generator/rx_baud_clk) has a mix of clock and non-clock loads. The non-clock loads are: -Pin D of io/tt/baud_rate_generator/rx_baud_clk - - -The function generator cpu/_mux0009<4>129 failed to merge with F5 multiplexer cpu/_mux0009<7>73_SW11_f5. There is a conflict for the FXMUX. The design will exhibit suboptimal timing. - - -The function generator cpu/_mux0009<4>129 failed to merge with F5 multiplexer cpu/_mux0009<8>73_SW11_f5. There is a conflict for the FXMUX. The design will exhibit suboptimal timing. - - -The function generator cpu/_mux0009<4>129 failed to merge with F5 multiplexer cpu/_mux0009<6>73_SW1. There is a conflict for the FXMUX. The design will exhibit suboptimal timing. - - - + + + +Logical network slideswitch<7>_IBUF has no load. + + +The above warning message base_net_load_rule is repeated 6 more times for the following (max. 5 shown): +slideswitch<6>_IBUF, +slideswitch<5>_IBUF, +slideswitch<4>_IBUF, +button<2>_IBUF, +button<1>_IBUF +To see the details of these warning messages, please use the -detail switch. + + +No environment variables are currently set. + + +The following Virtex BUFG(s) is/are being retargetted to Virtex2 BUFGMUX(s) with input tied to I0 and Select pin tied to constant 0: +BUFG symbol "clk_BUFG" (output signal=clk), +BUFG symbol "io/tt/baud_rate_generator/rx_baud_clk_BUFG" (output signal=io/tt/baud_rate_generator/rx_baud_clk), +BUFGP symbol "sysclk_BUFGP" (output signal=sysclk_BUFGP) + + +Clock buffer is designated to drive clock loads. BUFGMUX symbol "physical_group_clk/clk_BUFG" (output signal=clk) has a mix of clock and non-clock loads. The non-clock loads are: +Pin D of clk + + +Clock buffer is designated to drive clock loads. BUFGMUX symbol "physical_group_io/tt/baud_rate_generator/rx_baud_clk/io/tt/baud_rate_generator/rx_baud_clk_BUFG" (output signal=io/tt/baud_rate_generator/rx_baud_clk) has a mix of clock and non-clock loads. The non-clock loads are: +Pin D of io/tt/baud_rate_generator/rx_baud_clk + + +Gated clock. Clock net ram_rd is sourced by a combinatorial pin. This is not good design practice. Use the CE pin to control the loading of data into the flip-flop. + + +The signal <slideswitch<4>_IBUF> is incomplete. The signal does not drive any load pins in the design. + + +The signal <slideswitch<5>_IBUF> is incomplete. The signal does not drive any load pins in the design. + + +The signal <slideswitch<6>_IBUF> is incomplete. The signal does not drive any load pins in the design. + + +The signal <slideswitch<7>_IBUF> is incomplete. The signal does not drive any load pins in the design. + + +The signal <button<0>_IBUF> is incomplete. The signal does not drive any load pins in the design. + + +The signal <button<1>_IBUF> is incomplete. The signal does not drive any load pins in the design. + + +The signal <button<2>_IBUF> is incomplete. The signal does not drive any load pins in the design. + + + diff --git a/xilinx/pdp8/_xmsgs/ngdbuild.xmsgs b/xilinx/pdp8/_xmsgs/ngdbuild.xmsgs index 0d35cb9..89ccb32 100644 --- a/xilinx/pdp8/_xmsgs/ngdbuild.xmsgs +++ b/xilinx/pdp8/_xmsgs/ngdbuild.xmsgs @@ -1,8 +1,8 @@ - - - - + + + + diff --git a/xilinx/pdp8/_xmsgs/par.xmsgs b/xilinx/pdp8/_xmsgs/par.xmsgs index 42f5659..2ba8f18 100644 --- a/xilinx/pdp8/_xmsgs/par.xmsgs +++ b/xilinx/pdp8/_xmsgs/par.xmsgs @@ -1,28 +1,59 @@ - - - -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. 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". For a balance between the fastest runtime and best performance, set the effort level to "med". - - -CLK Net:io/tt/baud_rate_generator/tx_baud_clk may have excessive skew because - - -CLK Net:io/kw/kw_src_clk may have excessive skew because - - -CLK Net:io/tt/baud_rate_generator/rx_baud_clk may have excessive skew because - - -CLK Net:reset_sw/slowclk may have excessive skew because - - -CLK Net:clk may have excessive skew because - - -N/A entries in the Constraints list may indicate that the constraint does not cover any paths or that it has no requested value. - - + + + +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. 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". For a balance between the fastest runtime and best performance, set the effort level to "med". + + +The signal slideswitch<4>_IBUF has no load. PAR will not attempt to route this signal. + + +The signal slideswitch<5>_IBUF has no load. PAR will not attempt to route this signal. + + +The signal slideswitch<6>_IBUF has no load. PAR will not attempt to route this signal. + + +The signal slideswitch<7>_IBUF has no load. PAR will not attempt to route this signal. + + +The signal button<0>_IBUF has no load. PAR will not attempt to route this signal. + + +The signal button<1>_IBUF has no load. PAR will not attempt to route this signal. + + +The signal button<2>_IBUF has no load. PAR will not attempt to route this signal. + + +CLK Net:ram_rd may have excessive skew because + + +CLK Net:io/kw/kw_src_clk may have excessive skew because + + +CLK Net:io/tt/baud_rate_generator/tx_baud_clk may have excessive skew because + + +CLK Net:show_pc/aclk may have excessive skew because + + +CLK Net:reset_sw/slowclk may have excessive skew because + + +CLK Net:clk may have excessive skew because + + +CLK Net:io/tt/baud_rate_generator/rx_baud_clk may have excessive skew because + + +N/A entries in the Constraints list may indicate that the constraint does not cover any paths or that it has no requested value. + +There are 7 sourceless or loadless signals in this design. This design will not pass the DRC check run by Bitgen. + + + + diff --git a/xilinx/pdp8/_xmsgs/trce.xmsgs b/xilinx/pdp8/_xmsgs/trce.xmsgs index b1a4b30..05e848f 100644 --- a/xilinx/pdp8/_xmsgs/trce.xmsgs +++ b/xilinx/pdp8/_xmsgs/trce.xmsgs @@ -1,12 +1,12 @@ - - - -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. - - + + + +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. + + diff --git a/xilinx/pdp8/_xmsgs/xst.xmsgs b/xilinx/pdp8/_xmsgs/xst.xmsgs index 23c254b..2eb68e3 100644 --- a/xilinx/pdp8/_xmsgs/xst.xmsgs +++ b/xilinx/pdp8/_xmsgs/xst.xmsgs @@ -1,161 +1,146 @@ - - - -Contents of register <is_write> in unit <pdp8_rf> never changes during circuit operation. The register is replaced by logic. - - -Contents of register <PEF> in unit <pdp8_rf> never changes during circuit operation. The register is replaced by logic. - - -Contents of register <NXD> in unit <pdp8_rf> never changes during circuit operation. The register is replaced by logic. - - -Contents of register <WLS> in unit <pdp8_rf> never changes during circuit operation. The register is replaced by logic. - - -Signal <fetch> is assigned but never used. - - -Signal <execute> is assigned but never used. - - -Signal <deferred> is assigned but never used. - - -Input <clk> is never used. - - -Input <reset> is never used. - - -Input <mb<11:3>> is never used. - - -Input <clk> is never used. - - -Signal <tx_over_run> is assigned but never used. - - -Signal <rx_frame_err> is assigned but never used. - - -Signal <rx_over_run> is assigned but never used. - - -Input <reset> is never used. - - -HDL ADVISOR - The RAM contents appears to be read asynchronously. A synchronous read would allow you to take advantage of available block RAM resources, for optimized device usage and improved timings. Please refer to your documentation for coding guidelines. - - -Input <mb<11:3>> is never used. - - -Signal <tto_empty> is assigned but never used. - - -Output <ide_error> is never assigned. Tied to value 0. - - -Signal <ata_out<15:12>> is assigned but never used. - - -Signal <err> is assigned but never used. - - -Input <mb<11:3>> is never used. - - -Signal <ide_error> is assigned but never used. - - -Signal <PEF> is assigned but never used. - - -Signal <buffer_rd> is assigned but never used. - - -Signal <active> is assigned but never used. - - -Input <slideswitch<7:4>> is never used. - - -Output <sevenseg> is never assigned. - - -Output <sevenseg_an> is never assigned. - - -Input <button<2:0>> is never used. - - -Output <led> is never assigned. - - -Signal <switches> is used but never assigned. Tied to value 000000000000. - - -HDL ADVISOR - Resource sharing has identified that some arithmetic operations in this design can share the same physical resources for reduced device utilization. For improved clock frequency you may try to disable resource sharing. - - -Address input of ROM <Mrom__AUX_15> is tied to register <ir>. - - -HDL ADVISOR - Asynchronous or synchronous initialization of this register prevents it from being combined with the ROM for implementation as read-only block RAM. - - -Data output of ROM <Mrom__mux0005> is tied to register <interrupt_inhibit_clear>. - - -In order to maximize performance and save block RAM resources, this small ROM will be implemented on LUT. If you want to force its implementation on block, use option/constraint rom_style. - - -Data output of ROM <Mrom__mux0003> is tied to register <tx_int>. - - -In order to maximize performance and save block RAM resources, this small ROM will be implemented on LUT. If you want to force its implementation on block, use option/constraint rom_style. - - -The value init of the FF/Latch onetime hinder the constant cleaning in the block debounce. -You should achieve better results by setting this init to 1. - - -FF/Latch <ata_out_12> is unconnected in block <ide1>. - - -FF/Latch <ata_out_13> is unconnected in block <ide1>. - - -FF/Latch <ata_out_14> is unconnected in block <ide1>. - - -FF/Latch <ata_out_15> is unconnected in block <ide1>. - - -In block <ide_disk>, Counter <offset> - -FF/Latch <io/tf/disk/ide1/ata_out_12> is unconnected in block <top>. - - -FF/Latch <io/tf/disk/ide1/ata_out_13> is unconnected in block <top>. - - -FF/Latch <io/tf/disk/ide1/ata_out_14> is unconnected in block <top>. - - -FF/Latch <io/tf/disk/ide1/ata_out_15> is unconnected in block <top>. - - -HDL ADVISOR - A 2-bit shift register was found for signal <io/tt/tt_uart/rx_d2> and currently occupies 2 logic cells (1 slices). Removing the set/reset logic would take advantage of SRL16 (and derived) primitives and reduce this to 1 logic cells (1 slices). Evaluate if the set/reset can be removed for this simple shift register. The majority of simple pipeline structures do not need to be set/reset operationally. - - -HDL ADVISOR - Some clock signals were not automatically buffered by XST with BUFG/BUFR resources. Please use the buffer_type constraint in order to insert these buffers to the clock signals to help prevent skew problems. - - - + + + +Contents of register <is_write> in unit <pdp8_rf> never changes during circuit operation. The register is replaced by logic. + + +Contents of register <PEF> in unit <pdp8_rf> never changes during circuit operation. The register is replaced by logic. + + +Contents of register <NXD> in unit <pdp8_rf> never changes during circuit operation. The register is replaced by logic. + + +Contents of register <WLS> in unit <pdp8_rf> never changes during circuit operation. The register is replaced by logic. + + +Signal <fetch> is assigned but never used. + + +Signal <execute> is assigned but never used. + + +Signal <deferred> is assigned but never used. + + +Input <mb<11:3>> is never used. + + +Input <clk> is never used. + + +Signal <tx_over_run> is assigned but never used. + + +Signal <rx_frame_err> is assigned but never used. + + +Signal <rx_over_run> is assigned but never used. + + +Input <reset> is never used. + + +HDL ADVISOR - The RAM contents appears to be read asynchronously. A synchronous read would allow you to take advantage of available block RAM resources, for optimized device usage and improved timings. Please refer to your documentation for coding guidelines. + + +Found 12-bit latch for signal <data>. + + +Input <reset> is never used. + + +Input <mb<11:3>> is never used. + + +Signal <tto_empty> is assigned but never used. + + +Output <ide_error> is never assigned. Tied to value 0. + + +Signal <ata_out<15:12>> is assigned but never used. + + +Signal <err> is assigned but never used. + + +Input <mb<11:3>> is never used. + + +Signal <ide_error> is assigned but never used. + + +Signal <PEF> is assigned but never used. + + +Signal <buffer_rd> is assigned but never used. + + +Signal <active> is assigned but never used. + + +Input <slideswitch<7:4>> is never used. + + +Input <button<2:0>> is never used. + + +Signal <switches> is used but never assigned. Tied to value 000000000000. + + +HDL ADVISOR - Resource sharing has identified that some arithmetic operations in this design can share the same physical resources for reduced device utilization. For improved clock frequency you may try to disable resource sharing. + + +Address input of ROM <Mrom__AUX_16> is tied to register <ir>. + + +HDL ADVISOR - Asynchronous or synchronous initialization of this register prevents it from being combined with the ROM for implementation as read-only block RAM. + + +Data output of ROM <Mrom__mux0005> is tied to register <interrupt_inhibit_clear>. + + +In order to maximize performance and save block RAM resources, this small ROM will be implemented on LUT. If you want to force its implementation on block, use option/constraint rom_style. + + +The value init of the FF/Latch onetime hinder the constant cleaning in the block debounce. +You should achieve better results by setting this init to 1. + + +FF/Latch <ata_out_12> is unconnected in block <ide1>. + + +FF/Latch <ata_out_13> is unconnected in block <ide1>. + + +FF/Latch <ata_out_14> is unconnected in block <ide1>. + + +FF/Latch <ata_out_15> is unconnected in block <ide1>. + + +In block <ide_disk>, Counter <offset> + +FF/Latch <io/tf/disk/ide1/ata_out_12> is unconnected in block <top>. + + +FF/Latch <io/tf/disk/ide1/ata_out_13> is unconnected in block <top>. + + +FF/Latch <io/tf/disk/ide1/ata_out_14> is unconnected in block <top>. + + +FF/Latch <io/tf/disk/ide1/ata_out_15> is unconnected in block <top>. + + +HDL ADVISOR - A 2-bit shift register was found for signal <io/tt/tt_uart/rx_d2> and currently occupies 2 logic cells (1 slices). Removing the set/reset logic would take advantage of SRL16 (and derived) primitives and reduce this to 1 logic cells (1 slices). Evaluate if the set/reset can be removed for this simple shift register. The majority of simple pipeline structures do not need to be set/reset operationally. + + +HDL ADVISOR - Some clock signals were not automatically buffered by XST with BUFG/BUFR resources. Please use the buffer_type constraint in order to insert these buffers to the clock signals to help prevent skew problems. + + + diff --git a/xilinx/pdp8/pdp8.ise b/xilinx/pdp8/pdp8.ise index 1e90d26..9f72e63 100644 Binary files a/xilinx/pdp8/pdp8.ise and b/xilinx/pdp8/pdp8.ise differ diff --git a/xilinx/pdp8/pdp8.ise_ISE_Backup b/xilinx/pdp8/pdp8.ise_ISE_Backup index 1e90d26..9f72e63 100644 Binary files a/xilinx/pdp8/pdp8.ise_ISE_Backup and b/xilinx/pdp8/pdp8.ise_ISE_Backup differ diff --git a/xilinx/pdp8/pdp8.ntrc_log b/xilinx/pdp8/pdp8.ntrc_log index 9cdaf71..4c0b5bc 100644 --- a/xilinx/pdp8/pdp8.ntrc_log +++ b/xilinx/pdp8/pdp8.ntrc_log @@ -6,3 +6,27 @@ Map NTRC: "/top" : OUT_OF_DATE Xst NTRC: "/top" : OUT_OF_DATE -------------------- Map NTRC: "/top" : OUT_OF_DATE +-------------------- +Xst NTRC: "/top" : OUT_OF_DATE +-------------------- +Xst NTRC: "/top" : OUT_OF_DATE +-------------------- +Xst NTRC: "/top" : OUT_OF_DATE +-------------------- +Map NTRC: "/top" : OUT_OF_DATE +-------------------- +Xst NTRC: "/top" : OUT_OF_DATE +-------------------- +Map NTRC: "/top" : OUT_OF_DATE +-------------------- +Xst NTRC: "/top" : OUT_OF_DATE +-------------------- +Map NTRC: "/top" : OUT_OF_DATE +-------------------- +Xst NTRC: "/top" : OUT_OF_DATE +-------------------- +Map NTRC: "/top" : OUT_OF_DATE +-------------------- +Xst NTRC: "/top" : OUT_OF_DATE +-------------------- +Map NTRC: "/top" : OUT_OF_DATE diff --git a/xilinx/pdp8/top.bgn b/xilinx/pdp8/top.bgn index 7ae75c5..486eebb 100644 --- a/xilinx/pdp8/top.bgn +++ b/xilinx/pdp8/top.bgn @@ -1,103 +1,120 @@ -Release 8.2i - Bitgen I.31 +Release 8.2.03i - Bitgen I.34 Copyright (c) 1995-2006 Xilinx, Inc. All rights reserved. -Loading device for application Rf_Device from file '3s1000.nph' in environment -/opt/Xilinx. +Loading device for application Rf_Device from file '3s1000.nph' in environment +C:\Xilinx. "top" is an NCD, version 3.1, device xc3s1000, package ft256, speed -5 Opened constraints file top.pcf. -Fri Apr 16 08:19:36 2010 - -bitgen -intstyle ise -w -g DebugBitstream:No -g Binary:no -g CRC:Enable -g ConfigRate:6 -g CclkPin:PullUp -g M0Pin:PullUp -g M1Pin:PullUp -g M2Pin:PullUp -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 DCMShutdown:Disable -g DCIUpdateMode:AsRequired -g StartUpClk:CClk -g DONE_cycle:4 -g GTS_cycle:5 -g GWE_cycle:6 -g LCK_cycle:NoWait -g Match_cycle:Auto -g Security:None -g DonePipe:No -g DriveDone:No top.ncd - -Summary of Bitgen Options: -+----------------------+----------------------+ -| Option Name | Current Setting | -+----------------------+----------------------+ -| Compress | (Not Specified)* | -+----------------------+----------------------+ -| Readback | (Not Specified)* | -+----------------------+----------------------+ -| CRC | Enable** | -+----------------------+----------------------+ -| DebugBitstream | No** | -+----------------------+----------------------+ -| ConfigRate | 6** | -+----------------------+----------------------+ -| StartupClk | Cclk** | -+----------------------+----------------------+ -| DCMShutdown | Disable** | -+----------------------+----------------------+ -| DCIUpdateMode | AsRequired** | -+----------------------+----------------------+ -| CclkPin | Pullup** | -+----------------------+----------------------+ -| DonePin | Pullup** | -+----------------------+----------------------+ -| HswapenPin | Pullup* | -+----------------------+----------------------+ -| M0Pin | Pullup** | -+----------------------+----------------------+ -| M1Pin | Pullup** | -+----------------------+----------------------+ -| M2Pin | Pullup** | -+----------------------+----------------------+ -| ProgPin | Pullup** | -+----------------------+----------------------+ -| TckPin | Pullup** | -+----------------------+----------------------+ -| TdiPin | Pullup** | -+----------------------+----------------------+ -| TdoPin | Pullup** | -+----------------------+----------------------+ -| TmsPin | Pullup** | -+----------------------+----------------------+ -| UnusedPin | Pulldown** | -+----------------------+----------------------+ -| GWE_cycle | 6** | -+----------------------+----------------------+ -| GTS_cycle | 5** | -+----------------------+----------------------+ -| LCK_cycle | NoWait** | -+----------------------+----------------------+ -| Match_cycle | Auto** | -+----------------------+----------------------+ -| 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)* | -+----------------------+----------------------+ -| IEEE1532 | No* | -+----------------------+----------------------+ -| Binary | No** | -+----------------------+----------------------+ - * Default setting. - ** The specified setting matches the default setting. +Fri Apr 23 22:48:38 2010 +C:\Xilinx\bin\nt\bitgen.exe -intstyle ise -w -g DebugBitstream:No -g Binary:no -g CRC:Enable -g ConfigRate:6 -g CclkPin:PullUp -g M0Pin:PullUp -g M1Pin:PullUp -g M2Pin:PullUp -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 DCMShutdown:Disable -g DCIUpdateMode:AsRequired -g StartUpClk:CClk -g DONE_cycle:4 -g GTS_cycle:5 -g GWE_cycle:6 -g LCK_cycle:NoWait -g Match_cycle:Auto -g Security:None -g DonePipe:No -g DriveDone:No top.ncd + +Summary of Bitgen Options: ++----------------------+----------------------+ +| Option Name | Current Setting | ++----------------------+----------------------+ +| Compress | (Not Specified)* | ++----------------------+----------------------+ +| Readback | (Not Specified)* | ++----------------------+----------------------+ +| CRC | Enable** | ++----------------------+----------------------+ +| DebugBitstream | No** | ++----------------------+----------------------+ +| ConfigRate | 6** | ++----------------------+----------------------+ +| StartupClk | Cclk** | ++----------------------+----------------------+ +| DCMShutdown | Disable** | ++----------------------+----------------------+ +| DCIUpdateMode | AsRequired** | ++----------------------+----------------------+ +| CclkPin | Pullup** | ++----------------------+----------------------+ +| DonePin | Pullup** | ++----------------------+----------------------+ +| HswapenPin | Pullup* | ++----------------------+----------------------+ +| M0Pin | Pullup** | ++----------------------+----------------------+ +| M1Pin | Pullup** | ++----------------------+----------------------+ +| M2Pin | Pullup** | ++----------------------+----------------------+ +| ProgPin | Pullup** | ++----------------------+----------------------+ +| TckPin | Pullup** | ++----------------------+----------------------+ +| TdiPin | Pullup** | ++----------------------+----------------------+ +| TdoPin | Pullup** | ++----------------------+----------------------+ +| TmsPin | Pullup** | ++----------------------+----------------------+ +| UnusedPin | Pulldown** | ++----------------------+----------------------+ +| GWE_cycle | 6** | ++----------------------+----------------------+ +| GTS_cycle | 5** | ++----------------------+----------------------+ +| LCK_cycle | NoWait** | ++----------------------+----------------------+ +| Match_cycle | Auto** | ++----------------------+----------------------+ +| 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)* | ++----------------------+----------------------+ +| IEEE1532 | No* | ++----------------------+----------------------+ +| Binary | No** | ++----------------------+----------------------+ + * Default setting. + ** The specified setting matches the default setting. + Running DRC. -DRC detected 0 errors and 0 warnings. +WARNING:PhysDesignRules:372 - Gated clock. Clock net ram_rd is sourced by a + combinatorial pin. This is not good design practice. Use the CE pin to + control the loading of data into the flip-flop. +WARNING:PhysDesignRules:367 - The signal _IBUF> is incomplete. + The signal does not drive any load pins in the design. +WARNING:PhysDesignRules:367 - The signal _IBUF> is incomplete. + The signal does not drive any load pins in the design. +WARNING:PhysDesignRules:367 - The signal _IBUF> is incomplete. + The signal does not drive any load pins in the design. +WARNING:PhysDesignRules:367 - The signal _IBUF> is incomplete. + The signal does not drive any load pins in the design. +WARNING:PhysDesignRules:367 - The signal _IBUF> is incomplete. The + signal does not drive any load pins in the design. +WARNING:PhysDesignRules:367 - The signal _IBUF> is incomplete. The + signal does not drive any load pins in the design. +WARNING:PhysDesignRules:367 - The signal _IBUF> is incomplete. The + signal does not drive any load pins in the design. +DRC detected 0 errors and 8 warnings. Creating bit map... Saving bit stream in "top.bit". Bitstream generation is complete. diff --git a/xilinx/pdp8/top.bit b/xilinx/pdp8/top.bit index c600b63..cf0a9b7 100644 Binary files a/xilinx/pdp8/top.bit and b/xilinx/pdp8/top.bit differ diff --git a/xilinx/pdp8/top.bld b/xilinx/pdp8/top.bld index 832c1e8..9137d96 100644 --- a/xilinx/pdp8/top.bld +++ b/xilinx/pdp8/top.bld @@ -1,10 +1,13 @@ -Release 8.2i ngdbuild I.31 +Release 8.2.03i ngdbuild I.34 Copyright (c) 1995-2006 Xilinx, Inc. All rights reserved. -Command Line: ngdbuild -ise /home/brad/pdp8/xilinx/pdp8/pdp8.ise -intstyle ise --dd _ngo -nt timestamp -i -p xc3s1000-ft256-5 top.ngc top.ngd +Command Line: C:\Xilinx\bin\nt\ngdbuild.exe -ise +C:/brad/pdp8/xilinx/pdp8/pdp8.ise -intstyle ise -dd _ngo -nt timestamp -uc +C:/brad/pdp8/synth/s3board.ucf -p xc3s1000-ft256-5 top.ngc top.ngd -Reading NGO file '/home/brad/pdp8/xilinx/pdp8/top.ngc' ... +Reading NGO file 'C:/brad/pdp8/xilinx/pdp8/top.ngc' ... + +Applying constraints in "C:/brad/pdp8/synth/s3board.ucf" to the design... Checking timing specifications ... Checking Partitions ... @@ -21,7 +24,7 @@ NGDBUILD Design Results Summary: Number of errors: 0 Number of warnings: 0 -Total memory usage is 247480 kilobytes +Total memory usage is 73504 kilobytes Writing NGD file "top.ngd" ... diff --git a/xilinx/pdp8/top.cmd_log b/xilinx/pdp8/top.cmd_log index a6da069..ad85793 100644 --- a/xilinx/pdp8/top.cmd_log +++ b/xilinx/pdp8/top.cmd_log @@ -9,3 +9,38 @@ map -ise "/home/brad/pdp8/xilinx/pdp8/pdp8.ise" -intstyle ise -p xc3s1000-ft256- par -ise "/home/brad/pdp8/xilinx/pdp8/pdp8.ise" -w -intstyle ise -ol std -t 1 top_map.ncd top.ncd top.pcf trce -ise "/home/brad/pdp8/xilinx/pdp8/pdp8.ise" -intstyle ise -e 3 -l 3 -s 5 -xml top top.ncd -o top.twr top.pcf bitgen -ise "/home/brad/pdp8/xilinx/pdp8/pdp8.ise" -intstyle ise -f top.ut top.ncd +xst -ise "C:/brad/pdp8/xilinx/pdp8/pdp8.ise" -intstyle ise -ifn top.xst -ofn top.syr +xst -ise "C:/brad/pdp8/xilinx/pdp8/pdp8.ise" -intstyle ise -ifn top.xst -ofn top.syr +xst -ise "C:/brad/pdp8/xilinx/pdp8/pdp8.ise" -intstyle ise -ifn top.xst -ofn top.syr +xst -ise "C:/brad/pdp8/xilinx/pdp8/pdp8.ise" -intstyle ise -ifn top.xst -ofn top.syr +ngdbuild -ise "C:/brad/pdp8/xilinx/pdp8/pdp8.ise" -intstyle ise -dd _ngo -nt timestamp -i -p xc3s1000-ft256-5 "top.ngc" top.ngd +map -ise "C:/brad/pdp8/xilinx/pdp8/pdp8.ise" -intstyle ise -p xc3s1000-ft256-5 -cm area -pr b -k 4 -c 100 -o top_map.ncd top.ngd top.pcf +par -ise "C:/brad/pdp8/xilinx/pdp8/pdp8.ise" -w -intstyle ise -ol std -t 1 top_map.ncd top.ncd top.pcf +trce -ise "C:/brad/pdp8/xilinx/pdp8/pdp8.ise" -intstyle ise -e 3 -l 3 -s 5 -xml top top.ncd -o top.twr top.pcf +bitgen -ise "C:/brad/pdp8/xilinx/pdp8/pdp8.ise" -intstyle ise -f top.ut top.ncd +ngdbuild -ise "C:/brad/pdp8/xilinx/pdp8/pdp8.ise" -intstyle ise -dd _ngo -nt timestamp -uc "C:/brad/pdp8/synth/s3board.ucf" -p xc3s1000-ft256-5 "top.ngc" top.ngd +xst -ise "C:/brad/pdp8/xilinx/pdp8/pdp8.ise" -intstyle ise -ifn top.xst -ofn top.syr +ngdbuild -ise "C:/brad/pdp8/xilinx/pdp8/pdp8.ise" -intstyle ise -dd _ngo -nt timestamp -uc "C:/brad/pdp8/synth/s3board.ucf" -p xc3s1000-ft256-5 "top.ngc" top.ngd +ngdbuild -ise "C:/brad/pdp8/xilinx/pdp8/pdp8.ise" -intstyle ise -dd _ngo -nt timestamp -uc "C:/brad/pdp8/synth/s3board.ucf" -p xc3s1000-ft256-5 "top.ngc" top.ngd +map -ise "C:/brad/pdp8/xilinx/pdp8/pdp8.ise" -intstyle ise -p xc3s1000-ft256-5 -cm area -pr b -k 4 -c 100 -o top_map.ncd top.ngd top.pcf +par -ise "C:/brad/pdp8/xilinx/pdp8/pdp8.ise" -w -intstyle ise -ol std -t 1 top_map.ncd top.ncd top.pcf +trce -ise "C:/brad/pdp8/xilinx/pdp8/pdp8.ise" -intstyle ise -e 3 -l 3 -s 5 -xml top top.ncd -o top.twr top.pcf -ucf C:/brad/pdp8/synth/s3board.ucf +bitgen -ise "C:/brad/pdp8/xilinx/pdp8/pdp8.ise" -intstyle ise -f top.ut top.ncd +xst -ise "C:/brad/pdp8/xilinx/pdp8/pdp8.ise" -intstyle ise -ifn top.xst -ofn top.syr +ngdbuild -ise "C:/brad/pdp8/xilinx/pdp8/pdp8.ise" -intstyle ise -dd _ngo -nt timestamp -uc "C:/brad/pdp8/synth/s3board.ucf" -p xc3s1000-ft256-5 "top.ngc" top.ngd +map -ise "C:/brad/pdp8/xilinx/pdp8/pdp8.ise" -intstyle ise -p xc3s1000-ft256-5 -cm area -pr b -k 4 -c 100 -o top_map.ncd top.ngd top.pcf +par -ise "C:/brad/pdp8/xilinx/pdp8/pdp8.ise" -w -intstyle ise -ol std -t 1 top_map.ncd top.ncd top.pcf +trce -ise "C:/brad/pdp8/xilinx/pdp8/pdp8.ise" -intstyle ise -e 3 -l 3 -s 5 -xml top top.ncd -o top.twr top.pcf -ucf C:/brad/pdp8/synth/s3board.ucf +bitgen -ise "C:/brad/pdp8/xilinx/pdp8/pdp8.ise" -intstyle ise -f top.ut top.ncd +xst -ise "C:/brad/pdp8/xilinx/pdp8/pdp8.ise" -intstyle ise -ifn top.xst -ofn top.syr +ngdbuild -ise "C:/brad/pdp8/xilinx/pdp8/pdp8.ise" -intstyle ise -dd _ngo -nt timestamp -uc "C:/brad/pdp8/synth/s3board.ucf" -p xc3s1000-ft256-5 "top.ngc" top.ngd +map -ise "C:/brad/pdp8/xilinx/pdp8/pdp8.ise" -intstyle ise -p xc3s1000-ft256-5 -cm area -pr b -k 4 -c 100 -o top_map.ncd top.ngd top.pcf +par -ise "C:/brad/pdp8/xilinx/pdp8/pdp8.ise" -w -intstyle ise -ol std -t 1 top_map.ncd top.ncd top.pcf +trce -ise "C:/brad/pdp8/xilinx/pdp8/pdp8.ise" -intstyle ise -e 3 -l 3 -s 5 -xml top top.ncd -o top.twr top.pcf -ucf C:/brad/pdp8/synth/s3board.ucf +bitgen -ise "C:/brad/pdp8/xilinx/pdp8/pdp8.ise" -intstyle ise -f top.ut top.ncd +xst -ise "C:/brad/pdp8/xilinx/pdp8/pdp8.ise" -intstyle ise -ifn top.xst -ofn top.syr +ngdbuild -ise "C:/brad/pdp8/xilinx/pdp8/pdp8.ise" -intstyle ise -dd _ngo -nt timestamp -uc "C:/brad/pdp8/synth/s3board.ucf" -p xc3s1000-ft256-5 "top.ngc" top.ngd +map -ise "C:/brad/pdp8/xilinx/pdp8/pdp8.ise" -intstyle ise -p xc3s1000-ft256-5 -cm area -pr b -k 4 -c 100 -o top_map.ncd top.ngd top.pcf +par -ise "C:/brad/pdp8/xilinx/pdp8/pdp8.ise" -w -intstyle ise -ol std -t 1 top_map.ncd top.ncd top.pcf +trce -ise "C:/brad/pdp8/xilinx/pdp8/pdp8.ise" -intstyle ise -e 3 -l 3 -s 5 -xml top top.ncd -o top.twr top.pcf -ucf C:/brad/pdp8/synth/s3board.ucf +bitgen -ise "C:/brad/pdp8/xilinx/pdp8/pdp8.ise" -intstyle ise -f top.ut top.ncd diff --git a/xilinx/pdp8/top.drc b/xilinx/pdp8/top.drc index ec074a2..566c7ef 100644 --- a/xilinx/pdp8/top.drc +++ b/xilinx/pdp8/top.drc @@ -1 +1,18 @@ -DRC detected 0 errors and 0 warnings. +WARNING:PhysDesignRules:372 - Gated clock. Clock net ram_rd is sourced by a + combinatorial pin. This is not good design practice. Use the CE pin to + control the loading of data into the flip-flop. +WARNING:PhysDesignRules:367 - The signal _IBUF> is incomplete. + The signal does not drive any load pins in the design. +WARNING:PhysDesignRules:367 - The signal _IBUF> is incomplete. + The signal does not drive any load pins in the design. +WARNING:PhysDesignRules:367 - The signal _IBUF> is incomplete. + The signal does not drive any load pins in the design. +WARNING:PhysDesignRules:367 - The signal _IBUF> is incomplete. + The signal does not drive any load pins in the design. +WARNING:PhysDesignRules:367 - The signal _IBUF> is incomplete. The + signal does not drive any load pins in the design. +WARNING:PhysDesignRules:367 - The signal _IBUF> is incomplete. The + signal does not drive any load pins in the design. +WARNING:PhysDesignRules:367 - The signal _IBUF> is incomplete. The + signal does not drive any load pins in the design. +DRC detected 0 errors and 8 warnings. diff --git a/xilinx/pdp8/top.ncd b/xilinx/pdp8/top.ncd index abc159e..be4a1ab 100644 --- a/xilinx/pdp8/top.ncd +++ b/xilinx/pdp8/top.ncd @@ -1,3 +1,3 @@ XILINX-XDB 0.1 STUB 0.1 ASCII XILINX-XDM V1.4 -###3752:XlxV32DM 3ffb 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HJ9r8zmulHgmdzybO749s+dmDu2ZA5c7gcudwOVO2OZOa5qqPa7ipqm4aSpumoqUS9Wqx4rZFNUueYoreapdytS2lDUmNXFDj/pNwB8NKBB2ACd3gczRnNy3f8u+7DMDSg5UHKg50HCg5UB308R2H0+eeTx55vHkmceT3x7xNqYZzDCYZTAieDfwXu0AoZVCgTmH3GEIz78NGZAdKTlQcaDmQMOBlgMdB3oODMwqOZmSW6XkVilZd26Vklul5FYpuVVKbpWSW6XkVskpUmmV/we73Nww###4132:XlxV32DM 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###3136:XlxV32DM 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###3564:XlxV32DM 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###3264:XlxV32DM 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dEwnUMd0AnVMJ9DURSWvbL2/nJA4Il9hBRJH5PupQLqIfPkUSBe3LjqxOgyKLjR5dcrqfpCHla7Q+SAP662cVtMUHV2ftPKYKlNNF4qOnbp6o8dORj40N8dX1X1L3HIDYc9XHu53FaBlZERpEfVttG20FdoKbdzzufc9371nW3s5iThpmI6ghukIapiOoLsK0EcKx/ZyknDSMZ1AHdMJ1DGdQHcVoF9MWvNyQgUX+bYvUMFFvsUL1G2Rr+MCNdrjnu9W3/8AXDOzqA==###5600:XlxV32DM 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###6468:XlxV32DM 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###6712:XlxV32DM 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E3rgmbBbskx99QmzW07YG0feVtlWf8Ta0KD4D/o3g3XJ4/yE+f5hQcjCJ8zKiYVIObEQfWKtZEHIgpAF91ZuCvMFYb7pe9wHhPnmWT95RX4iD3s89Fb4FsmQ24hitXeXrYqnAKUKZYtj13NFPmKl3au0e3x9V/gQrDTKW6O83Wy7vzZKbSMvTUjd4wqWjdV/yV/OF8XEkX6oGqmSCEt3QW5M+BwiH0TtS6YtWbWoUjJpIzvzLfsntDskplO0lHo3HT/IhXGjCG5sozs96E4Piv6gg8gXXnNeCm35YUHIgnDiDyknFiLlxEKknFiIlCy4Bi4UWoHQdmrbjidbhQ8n/RIUjkfkR03rWfgwrkRScL4sRtqhIJlULr5gal5Lc9pAxmogYzWQsRrIWFnwi8hsYyxZZJ1k5hf3k7Sy0CyWLIWZruujhXuQI1qbD7niuUFF/R3iM8620gSJI5O8y55n+y1VxhyqvKXcQs0r8o3r1BSd90upxZVaXPmd8rvB2zx4mweM4pVANRRU/qSwb3hn88RzA3/zan73KX5OTiv+FGF5kzCiFIbnuN/bYKR79vDf3plqwkPBay94mb8Xbs/X9vygbuhm2802KDtH3S7XHv8lxST24XHwIYt+t/D8+XDwQ7uuJ6K4liEqOXZ+ghAxvGT1Jr5U93ccfO8iS4GL6m/8UDXyw7C8+pEflBWYgi/btVK/oaNv/aFqJJxD8vE6uSI5WfPNMOuOdwP5J6spSLVM8FSAuNZ6I5a7G6pF54ZyaoGCLvCiJIqUgvegKniJGvnMv3CJZ8o2EvyCR0aR4C+BoiQ8dJkQ1W8Up/buMz5IvkXW8vTycGSJ9v5VFc4oF4BFL8KfnF3QM0e9jz372pPl+8w5C3pKVPuiQmGl2+4dXZKg6Sv+26kah9HgpDc8nWgpTqXBpW17AQjfvo4C0DEOhLUew6evMHazJYqiT+GrTb7reeBpbvQptipEfO1X+V3jd/QVtsbvGvRRhfmusHkThHx2XWmRRQ2PYWwfDYzXiPjqieXhhYl3HNjdgd0d2N2B3R3Y3YHdHdjdgd0d2N2B3R3YXVejNTLZFc9UbFp7KqcoLkRyyqd1EArepnVQAMIe2LQOkDBlMsyz7zmQa1nPvmeiznRvZvbdHnXjaYDvT3GO4xj0+GiLjNhWNwRQOnNVU3E15RnhCaIio6U1ku364H+YO395/Ehp4P8V/311qvkOG+0jRckLBbLiAbzTBLMIZhHMIhg8QCj1ca9jz7zvnfi3blrHVoytGFuhIQMsvsXMikjry9j+zJ0+rxZsKzSzUjPr/dFiy9uILdcznCA9oJIPLgZvbBsyBRME7Tl8Md5EdZ+h7jO0fIaWz9Dynta++UAkHyx88teyemCtd0hCZVUwnQvN32aerO49Cy0HW6jgYakSWanZgpghnmk6LXuW0StSKXyL0SFB85fPZSTxn0DDhPYNCc2ueLfRNwa+uxX9T5DjvTu0mlmIeJ51fgnUEb8OeJcMy/BZo0Hr8v0b4n9EjM+8PCtfYUNQDZcetjKo00ROFH/AhLduBvH3w85/YHo8gsF8u/4s9PuTZuC3lB7PYfgM7fjpofgjwZ6/Ir7fK3+f2Z+68mL71p7EHazxYUeq0y7clKa+Q5r6LgsNde+g4Rd0p3W/sSFNrS00k7QBmsK1E7i3wnS06P8DzSp0fA==###6548:XlxV32DM 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###6152:XlxV32DM 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###4332:XlxV32DM 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###4908:XlxV32DM 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###4720:XlxV32DM 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11c4eNqFW0u27KoNnRIYY8TNODIAPnYzvbTeytxDWdo2qKDu6e0jGYQQ+kEZY0yhfH3+yBkyHd6tOT84m9+4CD6r3T84mTjQg4nxF3YU86/vL4qpxxtlO9Lz9ouehO5k/EhpGC8a5j/Ilg+uJu0z/tX3ej6NvYzvPH9fTBrkLZT8L3r4G13k/ZJf8a++34R/pX9qK/5Fd3+hbxTDTD7Nv/q+Ujw+OMXz/r+jLbJeL9Pjzh5vxpNG/OprpAdFt1RMTwfW9krUBOiwtid8D/zYq9g/vr/UeUiKDlyszXz+2B6gT2DQD0UH7uyJ+vGB3/0a6ZuiP+edRqzP67M+dX5xXvG9Pr9J0ZOie6Vfr/SL8/TIR1/rH+hB02GfNOKv80Ij/jovNOKv80Ij1uflGV+wPg+gA//vf/+xxtbwx/zx//yHbPgTIv3rv2SPP9u//k3W/7HO/eOsiy7lj1l+bMOxLziN9beubdxnGPxbiH6GIdtuWFY9/k7bPV6+Vvg++kt8kL9tO4U59hSO2xZyrDO825B6XWZz3f/fTD6udvqt/Y2bhR88bq2/8EHb7UtWmCjUKdb6UvKeNOLX1tVZVLEb+wG63p9y5TIbz2Z78Nngs6f5tbyaX2yRmi06tsVty4Mthu0fF1x6DrkI1k7LPVAOJf7C5bK3ABonU2+FH1UMWOGdsrs3Lm7HDD/Ozm/bFMdUeONtneEW3AYsiohNETsUcc0U0VR4C5LoNowW7fK94ExhG70tK4pkYbvnE6hxjTzeRpRmWM+3mv8wwc7kuUxOPdb8oAOLIlJvEefonbaPc0pewkaVhfo3TIZuoNy7uWPh5pDSthBNvDgb7rHFbXxjt/3Ge/2FyfnIKWKe4qZclifkOsOXPQ5JsbcZLvYoHDKy/4VPM4ZMrP8JOTSGnBbixpRAsB7voKP2WOtXz/eECUdhxp8cu8EiRqn5a4abdHnKT9cdnuJ13m5a88ONH81/3G5a8SMMgK75V+uDfsQWS2+L+2iLe7PFzZmPXaeLQ9p5HzTrk4T/mmb4onTrOlV2uSu8V7Y9jQ9Kt+3mOMc+pkPSw3stgVxbyyfdPVn30Zlf+EYNH/7cZ1ivV+MoIRz8Gl9+4/RX0m+NN8MpRKrs8DR+QtQ1x2+6znur9ZFactHjtzwYz4pV6XFU6V1U6V0b95iNB/nqNZaX4A/EESw3O5nx6/VrfrHV2kUitw22mm+32VwwYslZTWGVE2cJYY6PzGnDZ/wZ3mK8Y0Ax9uxxyzI36QhsPdb8oAPvROwupWLU4z1bEk2d8ev1af6cTWC3bc2Mv9m6mAabouZ/Kxvees0vW3H2W+GHraAWC8mlQvX+wFSJF7HuHDfy9Qs3ObcZbgP5Hm+xSGlebgW2/aQet/nvgbNlG9LyRCjGcpqt+d8SmkvYCf8wnpZHFHV1SYPbfyUNm0wE3Go/9w50mt5Rj8ZvzW39x+uor8COqkbiWkQcj8Y7xduqnCt+huFY2qG4Fx8CBxXUncBVNlHjLjc/e0ft6aTeMa/wJo6ZLDtWjfV6NSZxzODXuEZ2zK9+RlzgqALXkhqv9KHr8nZK95k+jThqYK2vrjY6Z+O9RspYbMX2tmIWtoK1kpQRWFu6OI3WGGvbxTNoDNkOGnsKh5IVuFjiBNbwwWuCxB6/34+6AF7JX0Omfq+9rWHGD1spoR4zftgasOaHrW7iODQ/bB30b36u82Nlfq0PPZ/mb2XTzW99iTN9aX1ofrGVrffkY88l3abS8r9mnpyn2DoUTBJLl7jlO2ePd1O4xSEFFrDmRwEGvJof358SnHbPqtL8oJ8+5xl/G4fdReZ8RPOjEr98SlN+tLOknab5RdWuV/XYUogtFrSib5doXirvFUr065Nb/8B2gVHSa3r+tB65GKg9ro7PRv20Bu+zPcoTZGHZXneQ0/zIJrJsjOZ/sgtRlOZfrR/yiSL3PqimX0HVSAP5CbKCZSDfOUoaexvXbfz+jakmoL/HMTK6OY7+bnd9+lU0w4gBH3+nCjOverd+xo+YAYzeeVG9c2Ak2/H6unsZio8qxZfmh1+MlrHm1/r55me/CKz5j7ylmy79RM3/FG/G+xn/U/wJXfNrebW+xBSOZgoHm8JRw6IQLtJ0iYEPNsZCobPC0HWNnIDhXmQzMfUYdDKcRIIOrMfDXgd1T5KVLT33LEp+zV/lnBXkAIqfHKoF7g1rfpznQ3rLmn+LPN9p8n43MRR/oZGu+S8bUXXRTJ+FyPXyav4iTatn/xR/kabYizU/N9XW/Mo+FH8rqG+MwKL3W8uj+cVWQx9Izln1BUd6+sKJszjS46me5hiCrL7fzHjBuBEbOsrM4MUJKFwvtGjzFP9tPgQyYC0vAhmwKIo6Re12FnFJUoWn9SI3foeUeRq/EVhOsMIQRNNx0wr6exM7zq/5ScpM0DW/j5Wb9mLhmh8R+PG+iv+5XZGN1PyiyNhF3N38irheBnp635S7xsGZejerrviO2822iO6u6PjY0+AWK0rkwP0hXEG1WHH015EaI6Q51U9zqp92yvi7uFVcoaXIbneFIQ+u1FYYV2orjPV8re/i9ZCcFo27kH3N8HulxtfNSClInnsgpQDW+kYYAtb6Qj/xVPRdXXc/80vKRC7c+6P3Oxu+Qi0uxBm/1s8XP9YnvX69Xm+4n3xxmfHFvwWWx0sZr/m1vJpfbD33tq7uefxt6/a9zs6Bxw5VWggSkjV+erWi66ty5w50J2VilQOs8WGkBSK1ica76DLWOfaSTp1RdKewXo/G71OD8Z7nC8teuczrw70J0m3cs2iMMvpJr4mIG5h8L5IihV/Ym3Dx2eF7Fo2DY3lwT6Pxl7xqPc/TCvXUKqqzBIz14GyhTXIqOtZ7yHqBtX3o8bS8ml9sufSRdJ+3CZwEcSetY8SytgX5F/bmNw6GhjLbPMeas0cj/BqjDI+V5dFYy7uSPxnua6ywlR69lhdJC7DmRy4ALKrurzn2MLtwNyIoShoMXFTav+GuUxaevFzPKYwLdnrKlBHr+Vbzo7Wn5YEigDU/6MfYxjz7pOP4lXQ4WASSENO/5Tiv3hH7RW2XjVyY2+ddUegdo8a7OObnjZTGCIKSybVMaBPrTP1BxEE/Ls71EdSK4VrAVfacGuvxVuMfgo+WkfZJS7Ec5FcY8iCJWWEkMSuM9Whs6bjlQYmgsd4PjY+8OemdTzH2K/scZvi9pBwDz67eSALr/YIj1o760fcTeCjN5nufD/W2en3ueQJsdV88DqnBhF6XTRLqE16Nu/ebaUzgRlmAkRC12Jj7BBEY9FPRgfV83XvR1H/fkpOzv7AGpkvOkno/Cfm+1q/4QYctan5g2LLmR98BZ0HzFxrpmj/Ig4XNhzTTZ4nESdce5AHDyN/8kesTWs2v16P5V/Njf1Z06F9s0faRKM0iEUImsr+3bufsZoWjlLHPQ1i5lHnfvKVrhvV8q/nTYj6EXGDNj0gELIroL0n2Mmu4QBAbcd0dpUOmXmwT3rJdvLOVvdE35oWvMV9BrPBKnk1uNr28VAfW8oIO/LfxRFHuDdm21kFRrinKfRouW5L8kq/J5G1MJXbrGu+Wn8hnwtuTEWM8YBFk7wW5fgkSRZBSNys4zTAmtsKvMcYDFkF8l8SEPEtiLqxAPgSu40BHt6LT/lpReW5RNkntpfOtMFawPc+ERozxtuHJ2BV6QdwvQU4RBHtKokqNMfH7nH/Ej83QIEj/RDfUX6ptITj2qk1yCmWg7omrPcf80LeBvEuQ2Eg3CxKifwkJ06dR3a0Q/KvvTxFEj3fSiDX/q+FhIalfSPi1kGzyYMXRjAspaiHgX33vhV+Ph4VEMy4E/JgPWBaS+629fm3tKR8+Wy3vSWWg0mskzjTynAq1oqQ0cknI0Pyr73fh1+M9W6s0An7MBywLqf1C8q+FXIROyza+6IWDonz0goN/9X0y40KistGobBT83ZnoF/Kp6rZN9pbGDPcIO/cSmhPZLTv0Qx6VPnfBVMtfMP3C1TD/jsej+Sz9o4KWytFPLG+TopWOFl3yG7zA8+USZziZg9/wxJJm8iA1AUaE3Z9HEfLbsudRhfyozPAFBOjAoJ+iH9CBQXefnLajA7/rP67+0QYw6I6Os6cD42XjZhDORvy8lKSNejowHtThgWA1IwbdS4YCOvAr3xlG+RiDfprT93Rg6CfIy0zoBxh0S9b2dOBX/2cc9c8YdNgX6MBvt0juOs2I3yYL/4bqbbLgN4ewD24E+sc+aJy/1ak9Hfj5niQtwfeCQcddN+jAb4bIx/96Ms7sVcbpejpwO19cy1GRG7Hgegw6mZJ7OjD006qa1L91AX5Sf3LU04Ff/YznL6rzl2g8f8CQbzeX6+UDPqUZRtW5mTwrOuTX/kTrY0V/9YkfSuQw248VHfvnxH/irlrbw4oO+8GVr/cUZva4osN+QQ/q5hT2v6Lb5wce0psIZ5mdxxUd57cI3Tj5uZbyByv66z9G/6PjywrDfzmp+FCRaX+4or/+lI91uLYw98dzOvz3KXZC9SizeLCiI37o+KvjvTfcFW9S2wn//wGCM7yz###4528:XlxV32DM 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###4692:XlxV32DM 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###4732:XlxV32DM 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###4776:XlxV32DM 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###4644:XlxV32DM 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###4688:XlxV32DM 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12c0eNqFW0u25CqunRIfA+LWON4ADJhm9apVq+b+CEvbAQqceW8j1z4I0A8hyUTvvRuyzYz/SjiPAXsy9vxgl8/aebzuxs+crw+Ohucnc7YPzsaZPT35D65krw8eCx8zxnrgJ5jcZ6z3wzjwmQv/gZiBYMo5Y8xvxnben8mBIW8jc/PTzIq1PjAO7Ilu+X12bicv9OGJxzX9m/5AX22517seeVZ5j1zcrW9ifWt6vb6mv+gst7zZpp0+9HxND/2exPrU+tbyaPr//e/f1kQT/jH/+P/+m2z65zz8v/5DNv7j/vV/ZMM/h/uvP/wJx3EysbbUxBDmT7iYzg6nMAxF1NMOYz9gYTR+GfVHWRj1g1H/ZdQLozGncz4RGmPj09iyw0HWAxZG0mAkMiOh5IWR4v/r7fj/hLM7ZRxr2HmziTc+Ahtn2NTNzutDTrPxnDgv6DX+We9l/STru5ztvZ84SzLZzVjTN0p+xloeBIdHPiUP5r/Kp/jR+tP0Ygoapkjwib6Yot+mCP6sLdPqnoy/7rliiOape3ZHiXvkbtGcPQO7pzt2+G0/YKyfjcQ9ES3JfIwHicN6f02vMVTpJG5gvYtcmdcD1vLClMCaX4wDa34xDqz5gasBw7RDvv4nfiG/phdXyFN4CHYXx7AxAmqnbFgSVpzGYDwJI2+4wTEUxn7Awug5GO0SPnpYGHXZfzgd8aMEynOoKibfoSumPX7OI8llYfgyKs3IZXmyk9ue2bgrvgw78bg9Cs9fcSHer2XDlxVVWZ/nV6qiO6Z/wyG7uMMnlTDHK0t8FVBa49ch8UPLFwzzM6JF2+ESqlyOfMg11vI0w7bMT7JR4j1ebN5hzY/Gh/AzrvDt+sPJb30Y68IOa33A3t2shwQYvniQa7MvAuOq8+rO9c+djEO/rg8MewSzxndg7Y+YD6zlwVVLuIqVPyAZIrkPtD8i6CQkZ0rf3+S0u529u4yPUxGYzz1/TewF/RZifmFPYO2vP/pS9h9ulPgccezRWNtbj2t7H03uS7P6C+yn99f0AzZe37idv+TG8SlKMqvp9fqaXse3N30++lH0EkvLiKUZ939bYqn9xFL3SQAiSaGT+Sw9upS13/Chch2No1xw3nAsbZ9wc5+dIrwiodjjEQHDfNZOdeGd6oKO6oKNT6H22CaqsxzXs4yzjrOszjoxf88FL9jlmiQf5zNgVvzII2cHZwn4V96VvjUuVIJKALQ+DiRAil6Pa3sjV74C7LPqy1tO0Lzwo+n1en+j1/r2EovgH1qf2n80vd7v198Qa1XCBvu98Ad6OUv1m0uHuhaC7c6lR4V1ZA4TwzRLDYq0/ltGuDYfW+RqGj9hS+jf1j/1tWbUtWZc2/ED19A9j/JUeDxengpw3e85imY9iqRyYWAtv5aniimtqgUw/2/0b/opa4XahikDmzKaYzEljVyYvrlwUrkrBNXjQe4HnDmNvzF0Px/3SzRMr/HXZ1dFdxUDusq9Nb/aUFnNBxZFXVP9GF58vhLboAdO9b5L2/InXMUm7/PX+ulSPnf9iKLqLzW/Kp8GhqqyUlVW6xeznhlgmLqY1ecutd6hXAX0Gmt9vOnnbX8tj5iyD1MeMGVcTBmGz488IDVp/9Da/kFO6iWHvdBgVfRv8+vT41nx1HDtu/0wDsyCWPM9vD6s9WEeguRvnwuFbM2SHKETqXDoVPhid1v8aFQOB/pk386hMG5WxrG/pn+bj+aOxo+ins7wys/jsU9w2PMDLIq0Q5FFFJnW5pC9/KdjaPyJrvC4IOqcHGRz0Z9wEYwu6ziMlS93dKmvky95LlTGbb1cvt5w8lEsd4WtkXin6N/mX08yxfw4pQtg6NKoG9OoGxPrfaPPmpyCX4wDQ94u9CjUuuIP+gJ/5dEnJ4P2k0dPXxGAtT6xPjDWb8qX2tPYZPoi9NpeXbrqh2X9v8mD+Zper/frTyzfqNLs/BUB8vVUpOe8fmUAvfYPTf8jn6JHIZv7ehbhH5ehe55rHH01PcaD7eInK72WV9O/7Q/7gJ6a9zt/1ftpejnrbur+ufSnrxhSoH4qeu6gdwmSCh9yLaFDpTGycC+CaQzDeLnGhFH/ZTT0409tyoITKqU++ss/GP1X1XrR2NDaDzaqNWPWa+iYNKoYTYPR5E8yhXsPJnBoGK7LvZngdjjZwgkJ+bLD17Ds7YL5MDtc+mlkv7DDhluNZpRJbodbLp7/EI4dhjzAoogwJdPHuUumT3MmbjpJEyyfkV2Amz4mnxcXpswoNg4myPeldX6zJzcFKeYd1uu9rW9kfc0P9gPW/EARwHq9R1FmUdT8ga673Qc6NwrAW8HmuC0ebeHuER/NH4yND2WxQ1nsWC2WvqlguRY+4uAj+nNYmKuYjDNK9zreF9rh0oi7loYTpzY8/sbpOthTeT1nrrSjj0T8B4NPQev+r+vRGXf0Iid9P0T6a0156129uE/zi7fuEr4S0W17aijQVjzC3C169tR3+DJ8KH1f8dljmn1r+OrBBV7hvKMHjuPiAkmCxtt4pZB2+2H9IZbc08xfL7Hu+CHDmk8+bum1fjT9Fc7GhuOzpfnV+2l6MdX0dapuP7KHEYf5vpQ8KfC/Dve+wi2zQw0u7Q6PooP1lPhe1nhIzfmR7Cd8nt9gF1JdGD1vlxopM1GUBwlW4i57p7em7TDlIMwNG16/+DIHfygM4/RscLXBcngcKc71Sb1wOqx8eGV+gDGe1DiwXm+ETTfjFKJEKZvm9fR+kF/Tv83H/qLqMt0rjnZ13qjP7oWCbVKRm1txrl/HDle6Cjfn9/iUnkoXm+v1q+WOgR3BgM+GT/yYoOUd/dv8So12OEqDHVjz0+UMAP/yw/OBRZF1qvwp7yr/kQBYPpQtzQt7sy5MgjX92/zLrILq9YA1PcaBRZA2P8Uxuwv0ObXmuhcu2XIOaC67w9jY0cqIUxp1q0avLyOJ3C5cYeK4PqS3L6mThGmNAyXOmv0eV8vX0Ijr5w4/N6hgYbRPGlP9O7nqu2lSx3EdPYLSbUp75GOLzcFZM9/8P7gS+fk++sHC+Mgx6p+wNaugwBAUmAV1n6ZQk2AR1l6Gc3cvYxil0ck1Y2FZKEuCLErTGHlhkDTlDVsxMknC3Xj4Ga9Urnk8ET8ewHiUxwYjY+EKxOQwy+4kLXrFJB87BQflFEE5DegxDnzYdHLNyviiFVcb5WM819CRYpuxltdILgKM/cexLpy2UZ6x1ifmA2M8U7HzOPBzKAy+oiCtXOdD38iVgFvOxNGjyoscdgjgN/tAv9CXpZx39Hpc67uniMcebqfvEV2lzjjNjl6vr+l//F/5o57/N3rt71GecCV7+Z29kSuH1NyOXq+n6YFHHK87e73NB/3b+YP/vNkX/iOxxn7v0+DbrvKv+eAHlTQSiylD85JBER2BK/923eOaXuGQDr7ojeUCWuFR3/GrB8kPfrBkWNFYO2d4XmV4XmWQoEe9BSyKcFNiUWlb+UsLo1GqrPHKt8mw+X0C1Thwouh2GPMdxeWERrm9gs2db0HukmncpBpJnttuGv+VX1PdjDU/RsaBRVFTU+u0dZ8vcCi1FKWcSbyQiW2H0/DZm/HKZZjGcN1C8dphhEZgYXRqasWQd4wiRowzwqV8Rt4hD1QUro1EQ/IARuPn/l8ZBQajwMLop+l0CaNpzcBsv+9760+cf9cPeYHOa0dzpBkbOiKYnvE3vq/jwIgf15BG4myaMca9cXkeB0b8Qh1BJucZY7yqcWAtD/jT8hU1Doz1D3P4eX1gjGc1nvU4HccyLhjjXY0Dv9kH+r8oc37RnxbzQv/5FMCPoSo/4FD0Ty9k/Cv91oX+bX/YNwa+L4roW9tb76fp3+bD/lfIbh7X/qD5e6M/ydPOX/5G/yY//EOPa395G89/G1f+0eQ61P7yNh/0EgumvmrM6U9l4SUfgQzhOYk8GlT4sPITG3mhpDHWAxZG0szIsWNk1KWeM59W+etY43vLSAdDYZcveS/T6g5jPWBhhKYMhcy2dcINXHOVKi1wL+8ukcqveKicHyyVkvY40ozNuFf4KPM74MNwRiJdwR/spB4emaLZ4cRVpLGh5h3+kUdhHCkvpYjm95vhsLyiyDz9lOVYr5nrbvcdn68b3HQfSVWW7PJWTQ28hcaBTk62QpTPQ9zRHSrh55dqPY3RYXV9P59k/POacocTVa6gcyg7HEjoQ0h/2m/kZHZHj/FuOKmMIq/L8ZhvwWRC2+kDUXukOvxJwIj+cqTdeiPKytcf/kig6bV+NL2Y+vweXlLJ7PN15iqsUP4SGvkLranyQVLjkHuSD4jnDo+ijGYsjJQpivi069mgwVpMkQepJD17dmaNR5nBcZefnfzgT9tVPsmGHY7U+f7PeYshmB838g5DUGARtE699LIVFC+OnlfS319NLa/Ik7xIAj2wpvffX1kt84t6pQ/8tv/fxrG/CPrpW1orkl5vP2np1oZPr22UAPzSRHA2Ub6s2LsXVxIPv9Fr7AzXIqlVZNYcsnO9pJYxa20T41zbHGa/3hA6zhjjpMZJjUMe//niMuGv16CWgtdEO4+TGic13kz0s9cBa3kg7/Hs3/gpvXw5O01rM8a4kRcdGAfG+KiQuLsl48DQdzVR3sTWPmNtD4wDg/8qtTBqTWDo1yv9eiUfKf6ATznVmX9Z8uNvKbP/fK7KHb32H03/5r+w39v4Vx7er/OHwx9/0fM1/dt87T/18ZfVn97mgz4ZjqqhcC9B+5PvVaqvVHf0+nxq+h/9Kvq3/bV/VpPqzh8SNa56Q8o7+h9+Ff3bfPj/W/yB/w/5/h/m17nk###4644:XlxV32DM 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###4780:XlxV32DM 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11e0eNqFW0u27CgO3BIfY+DVOnoBNtjDmvWoTu29SUthm0jIzsk9cSWEkIQAgc0Wz/b799+/rVmT+2P++H/+Tjb+SWX967/Jrn/cX/9JNvzx7h/v/ebMsZv2CyZvn4arPT/QnCafIxzyGT/YJumI8WbO9MaqiH8UWb3rFFmaIovfjNkuQYc51k9Dm/LVc9r3MsL7p0n7LWkLIxzytn7wnrZ1hDftD1gVXR5FN+dGFoOip9mWT8Mj5OODS9rcCKPjQooUUqT0ioRHEX8MFUHDz99PQ2dEcOugjnBTWC24bSOMgXkjFlRF1qZIUNfFPoZyUyT7zZpiL0F23WSEglezul+4Kt5McWKBaD841hKFHpcRrrkc4rrLYF/tWZ+Zfi6tYYQhj+nQ1ygdmPVJppxvrIaMrzkQjpFHjxSuhmfK6YrptF6TKe85jPBi4xX0SfkZH6nHqkh6x3gdTUY0hCLRpitL2CIdM64566wX/hlemuoj7Fr2eWNVNDdFF50Dbhh6PkX/aVCMrZdL6iodJLeMcDFRXLS7OMK7pkF/OjfC1ezXgF0UzP1b7S8au41wttFJh7aM5Lm8XdktGHuMcDQyl4FZHvQBVkNuzZCrGDKUPplU/4+3V/Dt4iurQ9lyPiTo7C5pRkyxeHPRmX/WfjPafoJXHUowSfKptndtCbmG2rQeYdbnC6v8lMxQfmiT5eo/iWsYw7RuYo+gK+JtHxrPvYIq/tZH6MDcH1wJrK7cn8kblmW8pO8B6fbqOO3+wmGNI1yz4KOlqxGGPGBVpLwVSZ0ioSkSnpUypHDonkBWvhzyCG+SdNr/1zrChy5Y8Vy3Eb4VNzQQQwMx3UDqKx2GYTqMbWmR0Kjm8zeHcv11umQz3ozwlX1zI+zy4USerLSMq+mxKno0RZMuIPYcz2JrlivRLeF05/FZEhZNfGf+4BndpnP/4CMJbr0N+ZmO9jUd5Rc9pyON+ktpCW/M+oIODHokeiQ69AEdGPRE9ER06IvxMObxof3MvtBPXXk2V2adPEc/eay5fLn67bFNr1slW66mrQmvsQCDvrTc/KYDg76n2vkOuNhgdUt+YZOCf2O0N6keb/nAd3u1VdvUujfm8aB/4C0t17xfziOO5LF9mH/Pyyb7uGP5pS/aM//M/rDfVD8zlsf2ntHhP4mVbF6JNrhRooXhFhimel0SJQgZ291bGZi58gvjkNRO3rgRXlK4ljwfz3opThiB4tI76LNtA7FGM23sE5hb/GfxalG/tgPJlQRDyZIc87Wr3+TfUxxTsbLejtu3HKIHSdnymbZyv+nB7MsvuiG69zbIup687CuMrnJjeiY65IOO/kMW/Usy12z57LWFfkTsvd+Yx8uY+5v1Pxsf6zMfv3V66rmCyCh/zrIFbkeXbYRZ3tx+Ip/7O599nRvxgw7M8VBNjzkeosnujTkeQDdET6lub/nAoHuiA3M8PftWc4ziKdzjM8d7fJgP0A+Y4w32AeZ4AJ3H1/ynK1t2bwy6JTrwbH5i/DM6229pyWrUH8frjJ8x9Ndk5d7JKpk+WcUrWbXzJ4xV2576bTyf+sl07Ht805mf8aE4nGoMSnZnKvuI/54ME31AB76Na/pgAUZ7PkQBP/r3dOBbXyP6QD7w7QyaTAsFY040mRMlA6ID38FhKBhNH6wr0VeitzNlP1lNH4yJ6Ino8BfowIiPJrB0k1v1N/taFJt3cgS/D5JMl6QlPuIPaZUTSaoXA/PP+of9sNhsNJlgP27P/LP2sG+uoq81coLi+ZIy6idV/E78PD7mZ3k8n2bjR3zP6JXowdfYJTP1/8ze4J+1R/yw/jyfZvSFk7UpbjTfZ/kF/JoM/VOIW23pcuHatqDrU4xeUio4Cl8BEGRCMUYVvE24/Av7JBVBlv/w626IMPiZzvKAdaDLU+z2hx9VHKvdilYGz67jRAMh7LW0eVfZtVbA8hjHKkUQn6T8xRjy1yQDndE3MhzwfYtAdOh7G0ox9wc6sBryfX1R/K/rC4eI0euKWDViCC8py0k7XtvWL5xa5MjpMeWXIuuraGL6M4f9nDmcN+2k3aaLVBmy7LHT5rTvMMKoXzf+Vfru24cgTlxTriMM3UuUq5ev9mavfeFfKl2+7lX6l8qW0T0d8+NGwhmpyTIdNxolif6sD8a34c7qS770D/lsD+CqNVnGqPc/9F4e7MHyoQ/a3/rReMx9IwR9envghuaR39sTlULgvO+7VIF2N/LHWfcsy634l/nZv8yvsRpf9x1lGaVZBPlhZHZvSQyDtMr4vmjRNMftTdVbVSMLCePnIkcmFcu7L25Sf7EDfvRn+0n5uYGqKASEflKWa1KmTylTFk0fxcgooJdU9EAh9M99QlcY0DuVpAX9IxXZC5A8xkeQYGjt3Qhzf7P+w6R/7B1OU2St1f7DXrb3+Bp9/0XflD6TH3Vtn9HdhM794QKiHRzNiH8mf9Px8Xhw4QHM4wF9M/3ZBuPB3j7S2cQR3d30Pl5wIQPM8YK9PzD781UIIHqp77098KvQUKnQUEfxAP3P2369PUEHxt6tJalhfxzfzD9rD/11rub3XO0vYZ25zsHOb4v2tXiNnZaaZfsiscEYvqnqC+BDizA31nMSy3+1L7/wlzzCmc7RKCresYcFIUcpWpl9+8XP2KU+NttxaJVY0nNGFnmMlxTFh1aKIIwhf099rACjP6YbvcG6izqK79hJFKscG0QPRF9SP1eAQc9EB+Z4wFzl+IC/kCse//XxAvpB/mV/OCqKRaLP/G987OKN/cv8HL9sb5bH/LP2sH+psr7uic6Bal/Wj/ln7eGfWfwhfjRXbM9mO9T+KtX661qrnaDMKSej/VOueV2Mt4W0/MJ4WHBfnH8OJdfDALklbeLkIEH4mfvn8o4NtC9VHnLVz2lxgNMpm8xD9WGMNxqZHgKwvvwwwpszvmMdeKYv8D0XzOm7uaAY+mxJ3u7hzQgw2kfSD5jHw/JWI+1NOLt9GfRn+zL/rD30ZzrHyyx+YvdQIn8eSmw4+PX1W5uuPebit4D5rLb1VvY6PknfjF0uUetZ+mRM1rUjnJpH9qxj6Xy5abEZvgZm/lP14fbpK3bPZaRPNT1+bCv1tydWjHvTjdbjoJ+5658ir2p/kF+p/3YG92868KL2OSULnd/69PavVdfPz3X5AH/pM6Gjf3NKHSxpf6xPy89apTnOET/rx/yz8cG/Mzrs+8RuP7dv/37FV8+/JtXHij7M/6U/8etc+bzliXgf1u/xzittB7/5IGdXKSy/30PJUMP93kmmvdc0jHs+xk3kKmlD0xBhpB2raZblr0l9UCXNM37eWyFUJK2XJGn9TtO4NyL5zD8bf75L272+1fSY+Z8tTD8Voe/zPqwPDeiLqQrM/jjv92kT/9B4NBTqEwqrseNQKEnKNqX2pgyqCmblmU692tu0zDLGz4p5+l+4maLLku3cLbutgLKMZgHCrO9M/93AdL18Hg9jZHGsgDM6jyeQK8Ptyl4e9Hl2CL08zPK5ve5Q6laVZ7waKoo1FD7vzU5khTi5AV21hNZScrf7OZKE2Qyv2tes/XpfF/d0nCTNKc8DGGMaVr0OL1ghUr9CYAWa4vQbtxxm376yCbbftfJ16vOM8fiKjn/XWNztmX/xr+QrYJZ3VzmI7ikWfOpjKVGsJdqBrBSrz3V/b497B6L4sW+/Q8imt5fR+LhXLMXsT6TVej+HuGPdU9rsdsOG0rK503Lvv3su3e1F34N2QMBec83Bc13bg77rDoX9jf4OM+afxe9zOujbM3/UHUvbgZRf9kZ75p/p94wX8Xd2J3nEF4+X+TGeknqcJ+Nh/nJ/7+PWd7zAv5wfmH+mP+JHc+H5eoRXhx9vIPAqPkXIGRdT5wjfW0Favw1NNNO9S9nMc0fQ9O0UiU2R+GzU8M2B0zr1Wsc4m/X4ifVhutFvChijTgz8DKTfuDE+8dCd9GXM8tQQ9qlL5rWvNbhwrU7NFngPgFoA3g9s+niOMe7TtWT6hZ/HQhKWMxwVe7PKjqdK3cbaNbxrvEm/Dzm1jtP4L8Jh932CO3kz+agRH0bqNut9fsDjr0Pfq+j7AfHIF/+svZm0B93qJhPvM+xnIb+eRa96tyE/xixvJr/gfEby2d9fmOzN+OVv172fMta+3xcBs7+fx3aC2d/QF5j9db9nwR3RXceT/p66qrXv9yjw5/OY79hG/noe8/X021+oExrs1sjeSi93/QB173J0dxSKb/2IHoieqE4N+swfzM8Y/eP9DWp5iCd7ykdCHD//j5/joegri7Zc7f3jQmtH8cz8msvcO5cdk1yGWMFYgY1+XYIaLWRDV+hic9BT1aErqghq2Xsb4eATbCG+J/w83NSxeuk/piP291tH/oXX1Mfic1JAjVlxknVpwZ079ceY7TGzD/fHeNedf6lRv6vt7+/aXNXafdDHBTI+o/Zua4sdYR4PY+5v1n+Y9M/+5nhB7AODvlMu2g3fIfW5wkzsFe47qD5XIB6RC4Bfb9/2/i1qv7Z6yoWeciHiCfI5vizRLdHhz9d96zGy95NrezrHN+TP5u9Oa0EmDP7FBr1H0LWK+D/x9T+0FC3i###4884:XlxV32DM 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###4552:XlxV32DM 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###4228:XlxV32DM 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###4364:XlxV32DM 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###3188:XlxV32DM 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YBqwt2nsWGvTnMYeoxEEWl8P1M+N37FnvE6ee2LQRI2N6LdtoIvYKDsoESV9hxN87lFmZjcv33idA4SljsuAmZV58a1mjWYjN+a1YSzzcCS8SgURnHz13kEEGyFFiF9HshC/jsByT2QnyH5333zjnKWDMIeOrCjIdikfGyiBBHSA+A0iy8TFplnaxyB30MGuOeoge4J5srukl9r96TEtD6kD5yDg5tOfhV3jr+iTO+bgutFIKhhZtje/+bWc8JmCdx7mDDgn/9upBJQL460EgGpu/39Kr90G###6372:XlxV32DM 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###5988:XlxV32DM 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###6296:XlxV32DM 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###6788:XlxV32DM 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###6648:XlxV32DM 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###6632:XlxV32DM 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###4708:XlxV32DM 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###4220:XlxV32DM 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###4196:XlxV32DM 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###4656:XlxV32DM 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###4440:XlxV32DM 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###4612:XlxV32DM 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###4568:XlxV32DM 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###4440:XlxV32DM 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###4764:XlxV32DM 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###4596:XlxV32DM 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###4732:XlxV32DM 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###4592:XlxV32DM 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###4564:XlxV32DM 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###4624:XlxV32DM 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###4664:XlxV32DM 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122ceNqFW0uW7CgO3RJ/xKt19AL42MOa9ahO7b0JS7JBIUe/N8hzE1k/hBCCzGb+q+U4P/8cjLTiwwz44GDN8fnpTL/wATuW9Ofn/4J5vBD/SOOMF/798xNgEizYlXNc/GDkDx5mxzxezT7O+N9//7am5fzH/Kn//A2+/Ekl/PVf8PDH/fUf8PmPPfw/3nvjazOmfL7JOYVVNw+Xqq84Qrx05u+r7wn5GMDfoy4S8/fsK/k9j2dAX/dyRvQtjkt69v0J6DtJ//Z9ad1q+LQ2Xvaaemq4W9swJmrQ5Pt4AM5FPzR8x57pTfMHYyB/SXqWJ79neo5V+f1hYthjFTHb40y69E9g+4rlfDN/xnK+eJwxjw/T6xrrjKU/Ddix4rf44O9PoPmJOa/0HM+mWJr3EjR6Ob+SnvUzkIbmL8nvm/4oH38biE6bjwZHu+azpKDRS3skPa11mGs901oPdVvr51zq1kdfjTWXqh1G35f2qD+xQXxPPYWq5Cfxkqau7yuNz1DfUomlUHkbP2iqpXxJLzG7qlpcehLzVHi5lGBPVWy/1Jf1sSLU+ft7KX6n7YtfNuexYmkvLxXGUl9eyowpFMoMBY+hkFPbQiG4f3zwNc8pwhhr6YrFeNqLUa+HhjnGQ6xOwxzzFZqKOacwJkXrErMl7vuTuYI2+cpODIBOaMXiOjHda7gP1C1xvpb41g3zi+Sfo6Xf034m8J3vaK8uFFSH7VstkebOsy6KIb530JsmX9JLLOW9yWf+Uh/GhvYraQ8HHWNJz0Env2d5dy1DWPqb8ztjqe+9v8EW1G3Gysn5bQ9q1/0nqmdch4G1RuC9Cc4rlx4jJg2z7EG52Bsc7+c+V0YscIkt6ZoMynejFUyE9lr4NtesYvLNKWqJQb7NQPqNYTV815lmJO37QbVHo7UhcYNx0WdLtZDAtYyA/NrxCxdoW+3DsSr9+eZfb/bYGqKWYn53LIo63NL3994MopYhLOlZnhV1dwWRoAlLf991veFzBPojmNZoo4orlv7iccYyHm9/EGZ/BVGLBVGLWbEWrViLp1iLjOV88Pde5AIr1qoVuWZQLlvms4pcAtp8vs43/B7/f/xZPxl/cr1+5Q/hb6ZPA4JGz+N9lEOjl/IkPc9PMunQ4pnzxyw1nUYv5Un6t/XL8ZnzmSmes7YepP8kPeXqPnN1wFxtXd9ydZwFyKxE48BCAIytKKj2K/EYDMhs6kB86W0k/dv3jr6X/IbZsaTnccZkyHgMqbZshuRpSPbVzX3sYuy/DMFTCmR/eWzOOWbgXC/FwQUNOwNj4/eFhbwX+fbbEcfuWMSSnh1hd0cc64zup4s0HZE+JSUyLjRjLdZAgqqGWXASiiahiBzPIAwRuIiIceCchiU/MvSchgIa6o+oH6PGwI5CoRP93a2hMl2OL1kI1l1jUNaT9G/fZ6rgOo/DLv+kY5HkL+nfvudu2BuusHcUpD1WZF3Wl8cZM78idlnG0p88zljay+OMpb53d4zwm/0sH0MBzHOMSlE9RjHjRILngT/itofnT4l5O2m0Xb3h/oJ5O2ZMitpncabitcXJigIpOnfRjnUw1pESs0cyR6j4/iR6KOPUMH9v4YgaZn5yXMpjTIa61dCkpWMuOBqdiHkp8eFNYhYMJEh+7+2ZaCk4DUePG+BpjqDhZynthsKXYzto9DzOmBzhpyMi7UvCEf3KUs5XKJ5quXLtEB3CFYXzCBQ1XFrEGgiqiodB+lbwzC9xt9HicRV3pGCw9sitWtwBPdYs3DMQOFhHZ6aa0IVcO+r8JP6yV+hjIPpNPyFv7sB1xcGGsO6wACFuWMiT9DRV4ckite+1kJsx+5koYnyyoczoBd+KwCYoLl2f0jRBB1WpzjTyOOJomtUw0zMmQekRBC5rgoY5HC7vUrBViTiQqyRmesYkKD/LfdYXetGBmZ/Pi5xwuRckx1vE5c+9eInvPGV0fvfyhTY0zPLkOPPjccZk6Kd3m7i3sS/nei1nMyfPYIo9456ivcwcQpS8UspiPIvxITbdITZdLzIX4zf9WP6T8qk3Kujfvpf6GWEv6/f2vdm3kPJkzhRhczXMmAI/63ycc64O7jO12ftdEieqft6+5/saduw8ow6N/u37LPt1IPp1oOvDPYIkelasz3L3uPTboK5NZDVvcXMlQ/Nb09eIJrARTWCzNoGhPcEfgtubwPaK/rmvz+MNLcRRcX/GSxGbR1YxNUVz0XGKo1N0UFTitj0uqk/pXS45Fq+EjMQp4iZRzBlW2yL5Quor8ZyDjjcR56lhBygvnDqW+kpcC1x6BMBgkvo+x0LSX/iDM/QsufuvcYDeNMwZXY4zPx5nLPV5zuuIpT1z9YQVUyz1J2jn5r/Fknef++4ZtEAdG1+x4sWbLAc+arhPz+Lm7A4Nz+VTVkyKjEURc/5SJJEiBqst40mwxCx4qnZqmBVhTIocq0ecdogBU7AOMvYKvmQL5QNbNTxKAbxfxlh9w5+DtobdXEorJkXPVVGreYwVPUjRapBxLKiYxCzYm10RxqwIY1SkLMe+2A5NEf7QgvN4bkTGyaJgiVnwTBJOw2wYY1LErh4JmiJP8HnqZQBdK2DMSMwxU40bGuaYZEyKuFUR/0sRC56OM8i4FRQs8S0YhCIgFIFNEf8UhKe2dY9CDRRaU4yPFzxPXac2Pust6gbiuZ0xjzvYMY9H2ypOZHBrbRK9x8rdNGz6fS6iNPoX/W95gp+kJzeFpWupNV/nKZhuRHc205CmYXaTHM9TwjrO+I2/pL9Tn6AnM+JjRtHMSLFjc1uIOc3uPcYsVo6D2dVi/Mafxzk65vih0ZMZy3GpgnpcYsFD+PcUYXCKsD33aV+OS/Br2ufWabbohV0sYxYjx6f9Y7Wf8Rt/SZ/JX5KezIDHX2ILpw2L+XCy4UKZk4vEzmLbsVEykZj1DML9QYQ/Y9KzrFkx/driT2O5dqAXcy5omPeFMfdaDfO+w5gUqasi8ZcilrboxoIBBUt8CwahCAhFYFOkLYp0p53X+cNunKUyG3dC2rIlZsFB7JwSR/MbV2P9L5wFPWPemRmToX3t6VitDxlNuwzwgE2obvHMM2uN9gvP03HD0NhxNP1SuJ4tq9h3atngAUBiV3qmRyDuF56neathfjDEmByxlLm1dW2xsiMiOaLOE8Hl2TMMDXsT8YFRDFbD1ib8hcEmmMQRUloxKbrcX6VcNEWP+wo3+bUZBpDc2gyT4w5S+EXPWNIDPadlTIquZbDpahlMHzb60JCgbFPV8ICEMe9T1vBxv5VJS4xXs7zNcmNT5LhO5Z9MzK0K2T6DvUdk6OJnCsa7wEzX7wI/T1m5x7PzX54nNI3/tz769wB7T4q/P6mHdFAPSeLnYmq/aJI4mFF++ePrvaB4Zs5Y2rs8x2iaPTzOWOrDrSfGNNXr/VHsWt6+L6rMfjHlyBBmPA++eA6IhrZ23OIlfuOn8O+avPs9vuxpCUcwJkPX+6N6aIaaSE08OMLHpFjwIVQ305HHUgvAUT5Y0kucLT6saJ8sp2Dmf3weXiny6szPK5b0PM6YDPWroUN/t4BFVIdxXIztoEuIkTScqaNdxggaZsWGMGQIReV4E4YyZv59HFajl/pLenLEehSCqM34LRiGRcYoKNuRNcyKfMrXX7iCMIz43zNodkdIesaS/p5xs834cvuTwqFtcKcp/HgYf56FtnS8A5HYAb484bfAEnNLDmBv0TGO1KJjTIqm9VZdbdHxhwlQkTEANQcULDELLkKRIhQpuyJ5VcRp57J4NxnplogYz+Nd0jA3JRmTIFiuHI6hX9byEwlPl4/80K0DXo5KfET8IwG+MZOYn2B8OjO/sDOA5ZmQz/fkc4OuGubvm6lRw/G+R9/HpTzGy724o77vsWF6aNbuenanv+/l+VWQoP/yr6CnqSpPugg+aC0mnohsgApkfBGXso5LM7Qh4MRI7OhFMt+CS/y8pcHLXjakk+O+9BH4efEKVcP32x0xzvLO++3OetlclzNnrUm/1cYtmK+5nr8t6V3Dd22zb9ltmZGYtZ2Mi6rAVy90Z8snD4mfWgND4w3zUUfy57cyydah4efOtwYN30UgYSlvKfKWo1btqyP2E0yZjii+5ogxnchQFpyAznBivNEZEmzrGjYeb+8/l+caPhqGcIQja5gfQrR2BBXfTw+PqmF+0feMC3soRzBmx570XEHaS44cqyPhV0RZuqjkq+VUaMYFfq6q5QzTk8PC1W8zGn5uZPkdho5nBNpf8rKIKKZ/Xomv7zjqcjWU9TsqXjKGuhA+okHRoKMlrqVh8iN6iU/ix5gUOZ8ZiceptS5zdNS6naF3PG93Mgz3wQcg9lQUSfq374vBMlzy47dAjCU9y2OMhrT1xaDe6uUPEynKjAF2RRgzPWMStJ7YslebvfNXa33cracX71hWynE/HP2pGdbPEt8egKNrmD3G+E0eYzLEPV2GOHaPjas2uhoeNBnmuCrsPpzF5XOcGn4mS6hqhKqEB+BDtMN76tywzx0lfoddhGzz+lDsMDb8GgegJuMLf28c3hoV5+kKeWj0BtC+mK1KL/0j6TP9sR5Ec2j6NvKfNQcdvXZ6yV/S01T69d40ajHJjCIxSrQqDTH6wvhHDCbkWXwquI9Af80yuoaDQfpZHFvG/wPiYeN/###4832:XlxV32DM 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###4072:XlxV32DM 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`2=83;pD98;;|l76`3=83;pD98;;|l76`0=83;pD98;;|l76`1=83;pD98;;|l76`>=83;pD98;;|l76`?=83;pD98;;|l76`g=83;pD98;;|l76`d=83;pD98;;|l76`e=83;pD98;;|l76`b=83;pD98;;|l76`c=83;pD98;;|l76``=83;pD98;;|l76c6=83;pD98;;|l76c7=83;pD98;;|l76c4=83;pD98;;|l76c5=83;pD98;;|l76c2=83;pD98;;|l76c3=83;pD98;;|l76c0=83;pD98;;|l76c1=83;pD98;;|l76c>=83;pD98;;|l76c?=83;pD98;;|l76cg=83;pD98;;|l76cd=83;pD98;;|l76ce=83;pD98;;|l76cb=83;pD98;;|l76cc=83;pD98;;|l76c`=83;pD98;;|l7756=83;pD98;;|l7757=83;pD98;;|l7754=83;pD98;;|l7755=83;pD98;;|l7752=83;pD98;;|l7753=83;pD98;;|l7750=83;pD98;;|l7751=83;pD98;;|l775>=83;pD98;;|l775?=83;pD98;;|l775g=83;pD98;;|l775d=83;pD98;;|l775e=83;pD98;;|l775b=83;pD98;;|l775c=83;pD98;;|l775`=83;pD98;;|l7746=83;pD98;;|l7747=83;pD98;;|l7744=83;pD98;;|l7745=83;pD98;;|l7742=83;pD98;;|l7743=83;pD98;;|l7740=83;pD98;;|l7741=83;pD98;;|l774>=83;pD98;;|l774?=83;pD98;;|l774g=83;pD98;;|l774d=83;pD98;;|l774e=83;pD98;;|l774b=83;pD98;;|l774c=83;pD98;;|l774`=83;pD98;;|l7776=83;pD98;;|l7777=83;pD98;;|l7774=83;pD98;;|l7775=83;pD98;;|l7772=83;pD98;;|l7773=83;pD98;;|l7770=83;pD98;;|l7771=83;pD98;;|l777>=83;pD98;;|l777?=83;pD98;;|l777g=83;pD98;;|l777d=83;pD98;;|l777e=83;pD98;;|l777b=83;pD98;;|l777c=83;pD98;;|l777`=83;pD98;;|l7766=83;pD98;;|l7767=83;pD98;;|l7764=83;pD98;;|l7765=83;pD98;;|l7762=83;pD98;;|l7763=83;pD98;;|l7760=83;pD98;;|l7761=83;pD98;;|l776>=83;pD98;;|l776?=83;pD98;;|l776g=83;pD98;;|l776d=83;pD98;;|l776e=83;pD98;;|l776b=83;pD98;;|l776c=83;pD98;;|l776`=83;pD98;;|l7716=83;pD98;;|l7717=83;pD98;;|l7714=83;pD98;;|l7715=83;pD98;;|l7712=83;pD98;;|l7713=83;pD98;;|l7710=83;pD98;;|l7711=83;pD98;;|l771>=83;pD98;;|l771?=83;pD98;;|l771g=83;pD98;;|l771d=83;pD98;;|l771e=83;pD98;;|l771b=83;pD98;;|l771c=83;pD98;;|l771`=83;pD98;;|l7706=83;pD98;;|l7707=83;pD98;;|l7704=83;pD98;;|l7705=83;pD98;;|l7702=83;pD98;;|l7703=83;pD98;;|l7700=83;pD98;;|l7701=83;pD98;;|l770>=83;pD98;;|l770?=83;pD98;;|l770g=83;pD98;;|l770d=83;pD98;;|l770e=83;pD98;;|l770b=83;pD98;;|l770c=83;pD98;;|l770`=83;pD98;;|l7736=83;pD98;;|l7737=83;pD98;;|l7734=83;pD98;;|l7735=83;pD98;;|l7732=83;pD98;;|l7733=83;pD98;;|l7730=83;pD98;;|l7731=83;pD98;;|l773>=83;pD98;;|l773?=83;pD98;;|l773g=83;pD98;;|l773d=83;pD98;;|l773e=83;pD98;;|l773b=83;pD98;;|l773c=83;pD98;;|l773`=83;pD98;;|l7726=83;pD98;;|l7727=83;pD98;;|l7724=83;pD98;;|l7725=83;pD98;;|l7722=83;pD98;;|l7723=83;pD98;;|l7720=83;pD98;;|l7721=83;pD98;;|l772>=83;pD98;;|l772?=83;pD98;;|l772g=83;pD98;;|l772d=83;pD98;;|l772e=83;pD98;;|l772b=83;pD98;;|l772c=83;pD98;;|l772`=83;pD98;;|l77=6=83;pD98;;|l77=7=83;pD98;;|l77=4=83;pD98;;|l77=5=83;pD98;;|l77=2=83;pD98;;|l77=3=83;pD98;;|l77=0=83;pD98;;|l77=1=83;pD98;;|l77=>=83;pD98;;|l77=?=83;pD98;;|l77=g=83;pD98;;|l77=d=83;pD98;;|l77=e=83;pD98;;|l77=b=83;pD98;;|l77=c=83;pD98;;|l77=`=83;pD98;;|l77<6=83;pD98;;|l77<7=83;pD98;;|l77<4=83;pD98;;|l77<5=83;pD98;;|l77<2=83;pD98;;|l77<3=83;pD98;;|l77<0=83;pD98;;|l77<1=83;pD98;;|l77<>=83;pD98;;|l77=83;pD98;;|l77d?=83;pD98;;|l77dg=83;pD98;;|l77dd=83;pD98;;|l77de=83;pD98;;|l77db=83;pD98;;|l77dc=83;pD98;;|l77d`=83;pD98;;|l77g6=83;pD98;;|l77g7=83;pD98;;|l77g4=83;pD98;;|l77g5=83;pD98;;|l77g2=83;pD98;;|l77g3=83;pD98;;|l77g0=83;pD98;;|l77g1=83;pD98;;|l77g>=83;pD98;;|l77g?=83;pD98;;|l77gg=83;pD98;;|l77gd=83;pD98;;|l77ge=83;pD98;;|l77gb=83;pD98;;|l77gc=83;pD98;;|l77g`=83;pD98;;|l77f6=83;pD98;;|l77f7=83;pD98;;|l77f4=83;pD98;;|l77f5=83;pD98;;|l77f2=83;pD98;;|l77f3=83;pD98;;|l77f0=83;pD98;;|l77f1=83;pD98;;|l77f>=83;pD98;;|l77f?=83;pD98;;|l77fg=83;pD98;;|l77fd=83;pD98;;|l77fe=83;pD98;;|l77fb=83;pD98;;|l77fc=83;pD98;;|l77f`=83;pD98;;|l77a6=83;pD98;;|l77a7=83;pD98;;|l77a4=83;pD98;;|l77a5=83;pD98;;|l77a2=83;pD98;;|l77a3=83;pD98;;|l77a0=83;pD98;;|l77a1=83;pD98;;|l77a>=83;pD98;;|l77a?=83;pD98;;|l77ag=83;pD98;;|l77ad=83;pD98;;|l77ae=83;pD98;;|l77ab=83;pD98;;|l77ac=83;pD98;;|l77a`=83;pD98;;|l77`6=83;pD98;;|l77`7=83;pD98;;|l77`4=83;pD98;;|l77`5=83;pD98;;|l77`2=83;pD98;;|l77`3=83;pD98;;|l77`0=83;pD98;;|l77`1=83;pD98;;|l77`>=83;pD98;;|l77`?=83;pD98;;|l77`g=83;pD98;;|l77`d=83;pD98;;|l77`e=83;pD98;;|l77`b=83;pD98;;|l77`c=83;pD98;;|l77``=83;pD98;;|l77c6=83;pD98;;|l77c7=83;pD98;;|l77c4=83;pD98;;|l77c5=83;pD98;;|l77c2=83;pD98;;|l77c3=83;pD98;;|l77c0=83;pD98;;|l77c1=83;pD98;;|l77c>=83;pD98;;|l77c?=83;pD98;;|l77cg=83;pD98;;|l77cd=83;pD98;;|l77ce=83;pD98;;|l77cb=83;pD98;;|l77cc=83;pD98;;|l77c`=83;pD98;;|l7056=83;pD98;;|l7057=83;pD98;;|l7054=83;pD98;;|l7055=83;pD98;;|l7052=83;pD98;;|l7053=83;pD98;;|l7050=83;pD98;;|l7051=83;pD98;;|l705>=83;pD98;;|l705?=83;pD98;;|l705g=83;pD98;;|l705d=83;pD98;;|l705e=83;pD98;;|l705b=83;pD98;;|l705c=83;pD98;;|l705`=83;pD98;;|l7046=83;pD98;;|l7047=83;pD98;;|l7044=83;pD98;;|l7045=83;pD98;;|l7042=83;pD98;;|l7043=83;pD98;;|l7040=83;pD98;;|l7041=83;pD98;;|l704>=83;pD98;;|l704?=83;pD98;;|l704g=83;pD98;;|l704d=83;pD98;;|l704e=83;pD98;;|l704b=83;pD98;;|l704c=83;pD98;;|l704`=83;pD98;;|l7076=83;pD98;;|l7077=83;pD98;;|l7074=83;pD98;;|l7075=83;pD98;;|l7072=83;pD98;;|l7073=83;pD98;;|l7070=83;pD98;;|l7071=83;pD98;;|l707>=83;pD98;;|l707?=83;pD98;;|l707g=83;pD98;;|l707d=83;pD98;;|l707e=83;pD98;;|l707b=83;pD98;;|l707c=83;pD98;;|l707`=83;pD98;;|l7066=83;pD98;;|l7067=83;pD98;;|l7064=83;pD98;;|l7065=83;pD98;;|l7062=83;pD98;;|l7063=83;pD98;;|l7060=83;pD98;;|l7061=83;pD98;;|l706>=83;pD98;;|l706?=83;pD98;;|l706g=83;pD98;;|l706d=83;pD98;;|l706e=83;pD98;;|l706b=83;pD98;;|l706c=83;pD98;;|l706`=83;pD98;;|l7016=83;pD98;;|l7017=83;pD98;;|l7014=83;pD98;;|l7015=83;pD98;;|l7012=83;pD98;;|l7013=83;pD98;;|l7010=83;pD98;;|l7011=83;pD98;;|l701>=83;pD98;;|l701?=83;pD98;;|l701g=83;pD98;;|l701d=83;pD98;;|l701e=83;pD98;;|l701b=83;pD98;;|l701c=83;pD98;;|l701`=83;pD98;;|l7006=83;pD98;;|l7007=83;pD98;;|l7004=83;pD98;;|l7005=83;pD98;;|l7002=83;pD98;;|l7003=83;pD98;;|l7000=83;pD98;;|l7001=83;pD98;;|l700>=83;pD98;;|l700?=83;pD98;;|l700g=83;pD98;;|l700d=83;pD98;;|l700e=83;pD98;;|l700b=83;pD98;;|l700c=83;pD98;;|l700`=83;pD98;;|l7036=83;pD98;;|l7037=83;pD98;;|l7034=83;pD98;;|l7035=83;pD98;;|l7032=83;pD98;;|l7033=83;pD98;;|l7030=83;pD98;;|l7031=83;pD98;;|l703>=83;pD98;;|l703?=83;pD98;;|l703g=83;pD98;;|l703d=83;pD98;;|l703e=83;pD98;;|l703b=83;pD98;;|l703c=83;pD98;;|l703`=83;pD98;;|l7026=83;pD98;;|l7027=83;pD98;;|l7024=83;pD98;;|l7025=83;pD98;;|l7022=83;pD98;;|l7023=83;pD98;;|l7020=83;pD98;;|l7021=83;pD98;;|l702>=83;pD98;;|l702?=83;pD98;;|l702g=83;pD98;;|l702d=83;pD98;;|l702e=83;pD98;;|l702b=83;pD98;;|l702c=83;pD98;;|l702`=83;pD98;;|l70=6=83;pD98;;|l70=7=83;pD98;;|l70=4=83;pD98;;|l70=5=83;pD98;;|l70=2=83;pD98;;|l70=3=83;pD98;;|l70=0=83;pD98;;|l70=1=83;pD98;;|l70=>=83;pD98;;|l70=?=83;pD98;;|l70=g=83;pD98;;|l70=d=83;pD98;;|l70=e=83;pD98;;|l70=b=83;pD98;;|l70=c=83;pD98;;|l70=`=83;pD98;;|l70<6=83;pD98;;|l70<7=83;pD98;;|l70<4=83;pD98;;|l70<5=83;pD98;;|l70<2=83;pD98;;|l70<3=83;pD98;;|l70<0=83;pD98;;|l70<1=83;pD98;;|l70<>=83;pD98;;|l70=83;pD98;;|l70d?=83;pD98;;|l70dg=83;pD98;;|l70dd=83;pD98;;|l70de=83;pD98;;|l70db=83;pD98;;|l70dc=83;pD98;;|l70d`=83;pD98;;|l70g6=83;pD98;;|l70g7=83;pD98;;|l70g4=83;pD98;;|l70g5=83;pD98;;|l70g2=83;pD98;;|l70g3=83;pD98;;|l70g0=83;pD98;;|l70g1=83;pD98;;|l70g>=83;pD98;;|l70g?=83;pD98;;|l70gg=83;pD98;;|l70gd=83;pD98;;|l70ge=83;pD98;;|l70gb=83;pD98;;|l70gc=83;pD98;;|l70g`=83;pD98;;|l70f6=83;pD98;;|l70f7=83;pD98;;|l70f4=83;pD98;;|l70f5=83;pD98;;|l70f2=83;pD98;;|l70f3=83;pD98;;|l70f0=83;pD98;;|l70f1=83;pD98;;|l70f>=83;pD98;;|l70f?=83;pD98;;|l70fg=83;pD98;;|l70fd=83;pD98;;|l70fe=83;pD98;;|l70fb=83;pD98;;|l70fc=83;pD98;;|l70f`=83;pD98;;|l70a6=83;pD98;;|l70a7=83;pD98;;|l70a4=83;pD98;;|l70a5=83;pD98;;|l70a2=83;pD98;;|l70a3=83;pD98;;|l70a0=83;pD98;;|l70a1=83;pD98;;|l70a>=83;pD98;;|l70a?=83;pD98;;|l70ag=83;pD98;;|l70ad=83;pD98;;|l70ae=83;pD98;;|l70ab=83;pD98;;|l70ac=83;pD98;;|l70a`=83;pD98;;|l70`6=83;pD98;;|l70`7=83;pD98;;|l70`4=83;pD98;;|l70`5=83;pD98;;|l70`2=83;pD98;;|l70`3=83;pD98;;|l70`0=83;pD98;;|l70`1=83;pD98;;|l70`>=83;pD98;;|l70`?=83;pD98;;|l70`g=83;pD98;;|l70`d=83;pD98;;|l70`e=83;pD98;;|l70`b=83;pD98;;|l70`c=83;pD98;;|l70``=83;pD98;;|l70c6=83;pD98;;|l70c7=83;pD98;;|l70c4=83;pD98;;|l70c5=83;pD98;;|l70c2=83;pD98;;|l70c3=83;pD98;;|l70c0=83;pD98;;|l70c1=83;pD98;;|l70c>=83;pD98;;|l70c?=83;pD98;;|l70cg=83;pD98;;|l70cd=83;pD98;;|l70ce=83;pD98;;|l70cb=83;pD98;;|l70cc=83;pD98;;|l70c`=83;pD98;;|l7156=83;pD98;;|l7157=83;pD98;;|l7154=83;pD98;;|l7155=83;pD98;;|l7152=83;pD98;;|l7153=83;pD98;;|l7150=83;pD98;;|l7151=83;pD98;;|l715>=83;pD98;;|l715?=83;pD98;;|l715g=83;pD98;;|l715d=83;pD98;;|l715e=83;pD98;;|l715b=83;pD98;;|l715c=83;pD98;;|l715`=83;pD98;;|l7146=83;pD98;;|l7147=83;pD98;;|l7144=83;pD98;;|l7145=83;pD98;;|l7142=83;pD98;;|l7143=83;pD98;;|l7140=83;pD98;;|l7141=83;pD98;;|l714>=83;pD98;;|l714?=83;pD98;;|l714g=83;pD98;;|l714d=83;pD98;;|l714e=83;pD98;;|l714b=83;pD98;;|l714c=83;pD98;;|l714`=83;pD98;;|l7176=83;pD98;;|l7177=83;pD98;;|l7174=83;pD98;;|l7175=83;pD98;;|l7172=83;pD98;;|l7173=83;pD98;;|l7170=83;pD98;;|l7171=83;pD98;;|l717>=83;pD98;;|l717?=83;pD98;;|l717g=83;pD98;;|l717d=83;pD98;;|l717e=83;pD98;;|l717b=83;pD98;;|l717c=83;pD98;;|l717`=83;pD98;;|l7166=83;pD98;;|l7167=83;pD98;;|l7164=83;pD98;;|l7165=83;pD98;;|l7162=83;pD98;;|l7163=83;pD98;;|l7160=83;pD98;;|l7161=83;pD98;;|l716>=83;pD98;;|l716?=83;pD98;;|l716g=83;pD98;;|l716d=83;pD98;;|l716e=83;pD98;;|l716b=83;pD98;;|l716c=83;pD98;;|l716`=83;pD98;;|l7116=83;pD98;;|l7117=83;pD98;;|l7114=83;pD98;;|l7115=83;pD98;;|l7112=83;pD98;;|l7113=83;pD98;;|l7110=83;pD98;;|l7111=83;pD98;;|l711>=83;pD98;;|l711?=83;pD98;;|l711g=83;pD98;;|l711d=83;pD98;;|l711e=83;pD98;;|l711b=83;pD98;;|l711c=83;pD98;;|l711`=83;pD98;;|l7106=83;pD98;;|l7107=83;pD98;;|l7104=83;pD98;;|l7105=83;pD98;;|l7102=83;pD98;;|l7103=83;pD98;;|l7100=83;pD98;;|l7101=83;pD98;;|l710>=83;pD98;;|l710?=83;pD98;;|l710g=83;pD98;;|l710d=83;pD98;;|l710e=83;pD98;;|l710b=83;pD98;;|l710c=83;pD98;;|l710`=83;pD98;;|l7136=83;pD98;;|l7137=83;pD98;;|l7134=83;pD98;;|l7135=83;pD98;;|l7132=83;pD98;;|l7133=83;pD98;;|l7130=83;pD98;;|l7131=83;pD98;;|l713>=83;pD98;;|l713?=83;pD98;;|l713g=83;pD98;;|l713d=83;pD98;;|l713e=83;pD98;;|l713b=83;pD98;;|l713c=83;pD98;;|l713`=83;pD98;;|l7126=83;pD98;;|l7127=83;pD98;;|l7124=83;pD98;;|l7125=83;pD98;;|l7122=83;pD98;;|l7123=83;pD98;;|l7120=83;pD98;;|l7121=83;pD98;;|l712>=83;pD98;;|l712?=83;pD98;;|l712g=83;pD98;;|l712d=83;pD98;;|l712e=83;pD98;;|l712b=83;pD98;;|l712c=83;pD98;;|l712`=83;pD98;;|l71=6=83;pD98;;|l71=7=83;pD98;;|l71=4=83;pD98;;|l71=5=83;pD98;;|l71=2=83;pD98;;|l71=3=83;pD98;;|l71=0=83;pD98;;|l71=1=83;pD98;;|l71=>=83;pD98;;|l71=?=83;pD98;;|l71=g=83;pD98;;|l71=d=83;pD98;;|l71=e=83;pD98;;|l71=b=83;pD98;;|l71=c=83;pD98;;|l71=`=83;pD98;;|l71<6=83;pD98;;|l71<7=83;pD98;;|l71<4=83;pD98;;|l71<5=83;pD98;;|l71<2=83;pD98;;|l71<3=83;pD98;;|l71<0=83;pD98;;|l71<1=83;pD98;;|l71<>=83;pD98;;|l71=83;pD98;;|l71d?=83;pD98;;|l71dg=83;pD98;;|l71dd=83;pD98;;|l71de=83;pD98;;|l71db=83;pD98;;|l71dc=83;pD98;;|l71d`=83;pD98;;|l71g6=83;pD98;;|l71g7=83;pD98;;|l71g4=83;pD98;;|l71g5=83;pD98;;|l71g2=83;pD98;;|l71g3=83;pD98;;|l71g0=83;pD98;;|l71g1=83;pD98;;|l71g>=83;pD98;;|l71g?=83;pD98;;|l71gg=83;pD98;;|l71gd=83;pD98;;|l71ge=83;pD98;;|l71gb=83;pD98;;|l71gc=83;pD98;;|l71g`=83;pD98;;|l71f6=83;pD98;;|l71f7=83;pD98;;|l71f4=83;pD98;;|l71f5=83;pD98;;|l71f2=83;pD98;;|l71f3=83;pD98;;|l71f0=83;pD98;;|l71f1=83;pD98;;|l71f>=83;pD98;;|l71f?=83;pD98;;|l71fg=83;pD98;;|l71fd=83;pD98;;|l71fe=83;pD98;;|l71fb=83;pD98;;|l71fc=83;pD98;;|l71f`=83;pD98;;|l71a6=83;pD98;;|l71a7=83;pD98;;|l71a4=83;pD98;;|l71a5=83;pD98;;|l71a2=83;pD98;;|l71a3=83;pD98;;|l71a0=83;pD98;;|l71a1=83;pD98;;|l71a>=83;pD98;;|l71a?=83;pD98;;|l71ag=83;pD98;;|l71ad=83;pD98;;|l71ae=83;pD98;;|l71ab=83;pD98;;|l71ac=83;pD98;;|l71a`=83;pD98;;|l71`6=83;pD98;;|l71`7=83;pD98;;|l71`4=83;pD98;;|l71`5=83;pD98;;|l71`2=83;pD98;;|l71`3=83;pD98;;|l71`0=83;pD98;;|l71`1=83;pD98;;|l71`>=83;pD98;;|l71`?=83;pD98;;|l71`g=83;pD98;;|l71`d=83;pD98;;|l71`e=83;pD98;;|l71`b=83;pD98;;|l71`c=83;pD98;;|l71``=83;pD98;;|l71c6=83;pD98;;|l71c7=83;pD98;;|l71c4=83;pD98;;|l71c5=83;pD98;;|l71c2=83;pD98;;|l71c3=83;pD98;;|l71c0=83;pD98;;|l71c1=83;pD98;;|l71c>=83;pD98;;|l71c?=83;pD98;;|l71cg=83;pD98;;|l71cd=83;pD98;;|l71ce=83;pD98;;|l71cb=83;pD98;;|l71cc=83;pD98;;|l71c`=83;pD98;;|l7256=83;pD98;;|l7257=83;pD98;;|l7254=83;pD98;;|l7255=83;pD98;;|l7252=83;pD98;;|l7253=83;pD98;;|l7250=83;pD98;;|l7251=83;pD98;;|l725>=83;pD98;;|l725?=83;pD98;;|l725g=83;pD98;;|l725d=83;pD98;;|l725e=83;pD98;;|l725b=83;pD98;;|l725c=83;pD98;;|l725`=83;pD98;;|l7246=83;pD98;;|l7247=83;pD98;;|l7244=83;pD98;;|l7245=83;pD98;;|l7242=83;pD98;;|l7243=83;pD98;;|l7240=83;pD98;;|l7241=83;pD98;;|l724>=83;pD98;;|l724?=83;pD98;;|l724g=83;pD98;;|l724d=83;pD98;;|l724e=83;pD98;;|l724b=83;pD98;;|l724c=83;pD98;;|l724`=83;pD98;;|l7276=83;pD98;;|l7277=83;pD98;;|l7274=83;pD98;;|l7275=83;pD98;;|l7272=83;pD98;;|l7273=83;pD98;;|l7270=83;pD98;;|l7271=83;pD98;;|l727>=83;pD98;;|l727?=83;pD98;;|l727g=83;pD98;;|l727d=83;pD98;;|l727e=83;pD98;;|l727b=83;pD98;;|l727c=83;pD98;;|l727`=83;pD98;;|l7266=83;pD98;;|l7267=83;pD98;;|l7264=83;pD98;;|l7265=83;pD98;;|l7262=83;pD98;;|l7263=83;pD98;;|l7260=83;pD98;;|l7261=83;pD98;;|l726>=83;pD98;;|l726?=83;pD98;;|l726g=83;pD98;;|l726d=83;pD98;;|l726e=83;pD98;;|l726b=83;pD98;;|l726c=83;pD98;;|l726`=83;pD98;;|l7216=83;pD98;;|l7217=83;pD98;;|l7214=83;pD98;;|l7215=83;pD98;;|l7212=83;pD98;;|l7213=83;pD98;;|l7210=83;pD98;;|l7211=83;pD98;;|l721>=83;pD98;;|l721?=83;pD98;;|l721g=83;pD98;;|l721d=83;pD98;;|l721e=83;pD98;;|l721b=83;pD98;;|l721c=83;pD98;;|l721`=83;pD98;;|l7206=83;pD98;;|l7207=83;pD98;;|l7204=83;pD98;;|l7205=83;pD98;;|l7202=83;pD98;;|l7203=83;pD98;;|l7200=83;pD98;;|l7201=83;pD98;;|l720>=83;pD98;;|l720?=83;pD98;;|l720g=83;pD98;;|l720d=83;pD98;;|l720e=83;pD98;;|l720b=83;pD98;;|l720c=83;pD98;;|l720`=83;pD98;;|l7236=83;pD98;;|l7237=83;pD98;;|l7234=83;pD98;;|l7235=83;pD98;;|l7232=83;pD98;;|l7233=83;pD98;;|l7230=83;pD98;;|l7231=83;pD98;;|l723>=83;pD98;;|l723?=83;pD98;;|l723g=83;pD98;;|l723d=83;pD98;;|l723e=83;pD98;;|l723b=83;pD98;;|l723c=83;pD98;;|l723`=83;pD98;;|l7226=83;pD98;;|l7227=83;pD98;;|l7224=83;pD98;;|l7225=83;pD98;;|l7222=83;pD98;;|l7223=83;pD98;;|l7220=83;pD98;;|l7221=83;pD98;;|l722>=83;pD98;;|l722?=83;pD98;;|l722g=83;pD98;;|l722d=83;pD98;;|l722e=83;pD98;;|l722b=83;pD98;;|l722c=83;pD98;;|l722`=83;pD98;;|l72=6=83;pD98;;|l72=7=83;pD98;;|l72=4=83;pD98;;|l72=5=83;pD98;;|l72=2=83;pD98;;|l72=3=83;pD98;;|l72=0=83;pD98;;|l72=1=83;pD98;;|l72=>=83;pD98;;|l72=?=83;pD98;;|l72=g=83;pD98;;|l72=d=83;pD98;;|l72=e=83;pD98;;|l72=b=83;pD98;;|l72=c=83;pD98;;|l72=`=83;pD98;;|l72<6=83;pD98;;|l72<7=83;pD98;;|l72<4=83;pD98;;|l72<5=83;pD98;;|l72<2=83;pD98;;|l72<3=83;pD98;;|l72<0=83;pD98;;|l72<1=83;pD98;;|l72<>=83;pD98;;|l72=83;pD98;;|l72d?=83;pD98;;|l72dg=83;pD98;;|l72dd=83;pD98;;|l72de=83;pD98;;|l72db=83;pD98;;|l72dc=83;pD98;;|l72d`=83;pD98;;|l72g6=83;pD98;;|l72g7=83;pD98;;|l72g4=83;pD98;;|l72g5=83;pD98;;|l72g2=83;pD98;;|l72g3=83;pD98;;|l72g0=83;pD98;;|l72g1=83;pD98;;|l72g>=83;pD98;;|l72g?=83;pD98;;|l72gg=83;pD98;;|l72gd=83;pD98;;|l72ge=83;pD98;;|l72gb=83;pD98;;|l72gc=83;pD98;;|l72g`=83;pD98;;|l72f6=83;pD98;;|l72f7=83;pD98;;|l72f4=83;pD98;;|l72f5=83;pD98;;|l72f2=83;pD98;;|l72f3=83;pD98;;|l72f0=83;pD98;;|l72f1=83;pD98;;|l72f>=83;pD98;;|l72f?=83;pD98;;|l72fg=83;pD98;;|l72fd=83;pD98;;|l72fe=83;pD98;;|l72fb=83;pD98;;|l72fc=83;pD98;;|l72f`=83;pD98;;|l72a6=83;pD98;;|l72a7=83;pD98;;|l72a4=83;pD98;;|l72a5=83;pD98;;|l72a2=83;pD98;;|l72a3=83;pD98;;|l72a0=83;pD98;;|l72a1=83;pD98;;|l72a>=83;pD98;;|l72a?=83;pD98;;|l72ag=83;pD98;;|l72ad=83;pD98;;|l72ae=83;pD98;;|l72ab=83;pD98;;|l72ac=83;pD98;;|l72a`=83;pD98;;|l72`6=83;pD98;;|l72`7=83;pD98;;|l72`4=83;pD98;;|l72`5=83;pD98;;|l72`2=83;pD98;;|l72`3=83;pD98;;|l72`0=83;pD98;;|l72`1=83;pD98;;|l72`>=83;pD98;;|l72`?=83;pD98;;|l72`g=83;pD98;;|l72`d=83;pD98;;|l72`e=83;pD98;;|l72`b=83;pD98;;|l72`c=83;pD98;;|l72``=83;pD98;;|l72c6=83;pD98;;|l72c7=83;pD98;;|l72c4=83;pD98;;|l72c5=83;pD98;;|l72c2=83;pD98;;|l72c3=83;pD98;;|l72c0=83;pD98;;|l72c1=83;pD98;;|l72c>=83;pD98;;|l72c?=83;pD98;;|l72cg=83;pD98;;|l72cd=83;pD98;;|l72ce=83;pD98;;|l72cb=83;pD98;;|l72cc=83;pD98;;|l72c`=83;pD98;;|l7356=83;pD98;;|l7357=83;pD98;;|l7354=83;pD98;;|l7355=83;pD98;;|l7352=83;pD98;;|l7353=83;pD98;;|l7350=83;pD98;;|l7351=83;pD98;;|l735>=83;pD98;;|l735?=83;pD98;;|l735g=83;pD98;;|l735d=83;pD98;;|l735e=83;pD98;;|l735b=83;pD98;;|l735c=83;pD98;;|l735`=83;pD98;;|l7346=83;pD98;;|l7347=83;pD98;;|l7344=83;pD98;;|l7345=83;pD98;;|l7342=83;pD98;;|l7343=83;pD98;;|l7340=83;pD98;;|l7341=83;pD98;;|l734>=83;pD98;;|l734?=83;pD98;;|l734g=83;pD98;;|l734d=83;pD98;;|l734e=83;pD98;;|l734b=83;pD98;;|l734c=83;pD98;;|l734`=83;pD98;;|l7376=83;pD98;;|l7377=83;pD98;;|l7374=83;pD98;;|l7375=83;pD98;;|l7372=83;pD98;;|l7373=83;pD98;;|l7370=83;pD98;;|l7371=83;pD98;;|l737>=83;pD98;;|l737?=83;pD98;;|l737g=83;pD98;;|l737d=83;pD98;;|l737e=83;pD98;;|l737b=83;pD98;;|l737c=83;pD98;;|l737`=83;pD98;;|l7366=83;pD98;;|l7367=83;pD98;;|l7364=83;pD98;;|l7365=83;pD98;;|l7362=83;pD98;;|l7363=83;pD98;;|l7360=83;pD98;;|l7361=83;pD98;;|l736>=83;pD98;;|l736?=83;pD98;;|l736g=83;pD98;;|l736d=83;pD98;;|l736e=83;pD98;;|l736b=83;pD98;;|l736c=83;pD98;;|l736`=83;pD98;;|l7316=83;pD98;;|l7317=83;pD98;;|l7314=83;pD98;;|l7315=83;pD98;;|l7312=83;pD98;;|l7313=83;pD98;;|l7310=83;pD98;;|l7311=83;pD98;;|l731>=83;pD98;;|l731?=83;pD98;;|l731g=83;pD98;;|l731d=83;pD98;;|l731e=83;pD98;;|l731b=83;pD98;;|l731c=83;pD98;;|l731`=83;pD98;;|l7306=83;pD98;;|l7307=83;pD98;;|l7304=83;pD98;;|l7305=83;pD98;;|l7302=83;pD98;;|l7303=83;pD98;;|l7300=83;pD98;;|l7301=83;pD98;;|l730>=83;pD98;;|l730?=83;pD98;;|l730g=83;pD98;;|l730d=83;pD98;;|l730e=83;pD98;;|l730b=83;pD98;;|l730c=83;pD98;;|l730`=83;pD98;;|l7336=83;pD98;;|l7337=83;pD98;;|l7334=83;pD98;;|l7335=83;pD98;;|l7332=83;pD98;;|l7333=83;pD98;;|l7330=83;pD98;;|l7331=83;pD98;;|l733>=83;pD98;;|l733?=83;pD98;;|l733g=83;pD98;;|l733d=83;pD98;;|l733e=83;pD98;;|l733b=83;pD98;;|l733c=83;pD98;;|l733`=83;pD98;;|l7326=83;pD98;;|l7327=83;pD98;;|l7324=83;pD98;;|l7325=83;pD98;;|l7322=83;pD98;;|l7323=83;pD98;;|l7320=83;pD98;;|l7321=83;pD98;;|l732>=83;pD98;;|l732?=83;pD98;;|l732g=83;pD98;;|l732d=83;pD98;;|l732e=83;pD98;;|l732b=83;pD98;;|l732c=83;pD98;;|l732`=83;pD98;;|l73=6=83;pD98;;|l73=7=83;pD98;;|l73=4=83;pD98;;|l73=5=83;pD98;;|l73=2=83;pD98;;|l73=3=83;pD98;;|l73=0=83;pD98;;|l73=1=83;pD98;;|l73=>=83;pD98;;|l73=?=83;pD98;;|l73=g=83;pD98;;|l73=d=83;pD98;;|l73=e=83;pD98;;|l73=b=83;pD98;;|l73=c=83;pD98;;|l73=`=83;pD98;;|l73<6=83;pD98;;|l73<7=83;pD98;;|l73<4=83;pD98;;|l73<5=83;pD98;;|l73<2=83;pD98;;|l73<3=83;pD98;;|l73<0=83;pD98;;|l73<1=83;pD98;;|l73<>=83;pD98;;|l73=83;pD98;;|l73d?=83;pD98;;|l73dg=83;pD98;;|l73dd=83;pD98;;|l73de=83;pD98;;|l73db=83;pD98;;|l73dc=83;pD98;;|l73d`=83;pD98;;|l73g6=83;pD98;;|l73g7=83;pD98;;|l73g4=83;pD98;;|l73g5=83;pD98;;|l73g2=83;pD98;;|l73g3=83;pD98;;|l73g0=83;pD98;;|l73g1=83;pD98;;|l73g>=83;pD98;;|l73g?=83;pD98;;|l73gg=83;pD98;;|l73gd=83;pD98;;|l73ge=83;pD98;;|l73gb=83;pD98;;|l73gc=83;pD98;;|l73g`=83;pD98;;|l73f6=83;pD98;;|l73f7=83;pD98;;|l73f4=83;pD98;;|l73f5=83;pD98;;|l73f2=83;pD98;;|l73f3=83;pD98;;|l73f0=83;pD98;;|l73f1=83;pD98;;|l73f>=83;pD98;;|l73f?=83;pD98;;|l73fg=83;pD98;;|l73fd=83;pD98;;|l73fe=83;pD98;;|l73fb=83;pD98;;|l73fc=83;pD98;;|l73f`=83;pD98;;|l73a6=83;pD98;;|l73a7=83;pD98;;|l73a4=83;pD98;;|l73a5=83;pD98;;|l73a2=83;pD98;;|l73a3=83;pD98;;|l73a0=83;pD98;;|l73a1=83;pD98;;|l73a>=83;pD98;;|l73a?=83;pD98;;|l73ag=83;pD98;;|l73ad=83;pD98;;|l73ae=83;pD98;;|l73ab=83;pD98;;|l73ac=83;pD98;;|l73a`=83;pD98;;|l73`6=83;pD98;;|l73`7=83;pD98;;|l73`4=83;pD98;;|l73`5=83;pD98;;|l73`2=83;pD98;;|l73`3=83;pD98;;|l73`0=83;pD98;;|l73`1=83;pD98;;|l73`>=83;pD98;;|l73`?=83;pD98;;|l73`g=83;pD98;;|l73`d=83;pD98;;|l73`e=83;pD98;;|l73`b=83;pD98;;|l73`c=83;pD98;;|l73``=83;pD98;;|l73c6=83;pD98;;|l73c7=83;pD98;;|l73c4=83;pD98;;|l73c5=83;pD98;;|l73c2=83;pD98;;|l73c3=83;pD98;;|l73c0=83;pD98;;|l73c1=83;pD98;;|l73c>=83;pD98;;|l73c?=83;pD98;;|l73cg=83;pD98;;|l73cd=83;pD98;;|l73ce=83;pD98;;|l73cb=83;pD98;;|l73cc=83;pD98;;|l73c`=83;pD98;;|l7<56=83;pD98;;|l7<57=83;pD98;;|l7<54=83;pD98;;|l7<55=83;pD98;;|l7<52=83;pD98;;|l7<53=83;pD98;;|l7<50=83;pD98;;|l7<51=83;pD98;;|l7<5>=83;pD98;;|l7<5?=83;pD98;;|l7<5g=83;pD98;;|l7<5d=83;pD98;;|l7<5e=83;pD98;;|l7<5b=83;pD98;;|l7<5c=83;pD98;;|l7<5`=83;pD98;;|l7<46=83;pD98;;|l7<47=83;pD98;;|l7<44=83;pD98;;|l7<45=83;pD98;;|l7<42=83;pD98;;|l7<43=83;pD98;;|l7<40=83;pD98;;|l7<41=83;pD98;;|l7<4>=83;pD98;;|l7<4?=83;pD98;;|l7<4g=83;pD98;;|l7<4d=83;pD98;;|l7<4e=83;pD98;;|l7<4b=83;pD98;;|l7<4c=83;pD98;;|l7<4`=83;pD98;;|l7<76=83;pD98;;|l7<77=83;pD98;;|l7<74=83;pD98;;|l7<75=83;pD98;;|l7<72=83;pD98;;|l7<73=83;pD98;;|l7<70=83;pD98;;|l7<71=83;pD98;;|l7<7>=83;pD98;;|l7<7?=83;pD98;;|l7<7g=83;pD98;;|l7<7d=83;pD98;;|l7<7e=83;pD98;;|l7<7b=83;pD98;;|l7<7c=83;pD98;;|l7<7`=83;pD98;;|l7<66=83;pD98;;|l7<67=83;pD98;;|l7<64=83;pD98;;|l7<65=83;pD98;;|l7<62=83;pD98;;|l7<63=83;pD98;;|l7<60=83;pD98;;|l7<61=83;pD98;;|l7<6>=83;pD98;;|l7<6?=83;pD98;;|l7<6g=83;pD98;;|l7<6d=83;pD98;;|l7<6e=83;pD98;;|l7<6b=83;pD98;;|l7<6c=83;pD98;;|l7<6`=83;pD98;;|l7<16=83;pD98;;|l7<17=83;pD98;;|l7<14=83;pD98;;|l7<15=83;pD98;;|l7<12=83;pD98;;|l7<13=83;pD98;;|l7<10=83;pD98;;|l7<11=83;pD98;;|l7<1>=83;pD98;;|l7<1?=83;pD98;;|l7<1g=83;pD98;;|l7<1d=83;pD98;;|l7<1e=83;pD98;;|l7<1b=83;pD98;;|l7<1c=83;pD98;;|l7<1`=83;pD98;;|l7<06=83;pD98;;|l7<07=83;pD98;;|l7<04=83;pD98;;|l7<05=83;pD98;;|l7<02=83;pD98;;|l7<03=83;pD98;;|l7<00=83;pD98;;|l7<01=83;pD98;;|l7<0>=83;pD98;;|l7<0?=83;pD98;;|l7<0g=83;pD98;;|l7<0d=83;pD98;;|l7<0e=83;pD98;;|l7<0b=83;pD98;;|l7<0c=83;pD98;;|l7<0`=83;pD98;;|l7<36=83;pD98;;|l7<37=83;pD98;;|l7<34=83;pD98;;|l7<35=83;pD98;;|l7<32=83;pD98;;|l7<33=83;pD98;;|l7<30=83;pD98;;|l7<31=83;pD98;;|l7<3>=83;pD98;;|l7<3?=83;pD98;;|l7<3g=83;pD98;;|l7<3d=83;pD98;;|l7<3e=83;pD98;;|l7<3b=83;pD98;;|l7<3c=83;pD98;;|l7<3`=83;pD98;;|l7<26=83;pD98;;|l7<27=83;pD98;;|l7<24=83;pD98;;|l7<25=83;pD98;;|l7<22=83;pD98;;|l7<23=83;pD98;;|l7<20=83;pD98;;|l7<21=83;pD98;;|l7<2>=83;pD98;;|l7<2?=83;pD98;;|l7<2g=83;pD98;;|l7<2d=83;pD98;;|l7<2e=83;pD98;;|l7<2b=83;pD98;;|l7<2c=83;pD98;;|l7<2`=83;pD98;;|l7<=6=83;pD98;;|l7<=7=83;pD98;;|l7<=4=83;pD98;;|l7<=5=83;pD98;;|l7<=2=83;pD98;;|l7<=3=83;pD98;;|l7<=0=83;pD98;;|l7<=1=83;pD98;;|l7<=>=83;pD98;;|l7<=?=83;pD98;;|l7<=g=83;pD98;;|l7<=d=83;pD98;;|l7<=e=83;pD98;;|l7<=b=83;pD98;;|l7<=c=83;pD98;;|l7<=`=83;pD98;;|l7<<6=83;pD98;;|l7<<7=83;pD98;;|l7<<4=83;pD98;;|l7<<5=83;pD98;;|l7<<2=83;pD98;;|l7<<3=83;pD98;;|l7<<0=83;pD98;;|l7<<1=83;pD98;;|l7<<>=83;pD98;;|l7<=83;pD98;;|l7=83;pD98;;|l7=83;pD98;;|l7=83;pD98;;|l7=83;pD98;;|l7<`?=83;pD98;;|l7<`g=83;pD98;;|l7<`d=83;pD98;;|l7<`e=83;pD98;;|l7<`b=83;pD98;;|l7<`c=83;pD98;;|l7<``=83;pD98;;|l7=83;pD98;;|l7=83;pD98;;|l7=5?=83;pD98;;|l7=5g=83;pD98;;|l7=5d=83;pD98;;|l7=5e=83;pD98;;|l7=5b=83;pD98;;|l7=5c=83;pD98;;|l7=5`=83;pD98;;|l7=46=83;pD98;;|l7=47=83;pD98;;|l7=44=83;pD98;;|l7=45=83;pD98;;|l7=42=83;pD98;;|l7=43=83;pD98;;|l7=40=83;pD98;;|l7=41=83;pD98;;|l7=4>=83;pD98;;|l7=4?=83;pD98;;|l7=4g=83;pD98;;|l7=4d=83;pD98;;|l7=4e=83;pD98;;|l7=4b=83;pD98;;|l7=4c=83;pD98;;|l7=4`=83;pD98;;|l7=76=83;pD98;;|l7=77=83;pD98;;|l7=74=83;pD98;;|l7=75=83;pD98;;|l7=72=83;pD98;;|l7=73=83;pD98;;|l7=70=83;pD98;;|l7=71=83;pD98;;|l7=7>=83;pD98;;|l7=7?=83;pD98;;|l7=7g=83;pD98;;|l7=7d=83;pD98;;|l7=7e=83;pD98;;|l7=7b=83;pD98;;|l7=7c=83;pD98;;|l7=7`=83;pD98;;|l7=66=83;pD98;;|l7=67=83;pD98;;|l7=64=83;pD98;;|l7=65=83;pD98;;|l7=62=83;pD98;;|l7=63=83;pD98;;|l7=60=83;pD98;;|l7=61=83;pD98;;|l7=6>=83;pD98;;|l7=6?=83;pD98;;|l7=6g=83;pD98;;|l7=6d=83;pD98;;|l7=6e=83;pD98;;|l7=6b=83;pD98;;|l7=6c=83;pD98;;|l7=6`=83;pD98;;|l7=16=83;pD98;;|l7=17=83;pD98;;|l7=14=83;pD98;;|l7=15=83;pD98;;|l7=12=83;pD98;;|l7=13=83;pD98;;|l7=10=83;pD98;;|l7=11=83;pD98;;|l7=1>=83;pD98;;|l7=1?=83;pD98;;|l7=1g=83;pD98;;|l7=1d=83;pD98;;|l7=1e=83;pD98;;|l7=1b=83;pD98;;|l7=1c=83;pD98;;|l7=1`=83;pD98;;|l7=06=83;pD98;;|l7=07=83;pD98;;|l7=04=83;pD98;;|l7=05=83;pD98;;|l7=02=83;pD98;;|l7=03=83;pD98;;|l7=00=83;pD98;;|l7=01=83;pD98;;|l7=0>=83;pD98;;|l7=0?=83;pD98;;|l7=0g=83;pD98;;|l7=0d=83;pD98;;|l7=0e=83;pD98;;|l7=0b=83;pD98;;|l7=0c=83;pD98;;|l7=0`=83;pD98;;|l7=36=83;pD98;;|l7=37=83;pD98;;|l7=34=83;pD98;;|l7=35=83;pD98;;|l7=32=83;pD98;;|l7=33=83;pD98;;|l7=30=83;pD98;;|l7=31=83;pD98;;|l7=3>=83;pD98;;|l7=3?=83;pD98;;|l7=3g=83;pD98;;|l7=3d=83;pD98;;|l7=3e=83;pD98;;|l7=3b=83;pD98;;|l7=3c=83;pD98;;|l7=3`=83;pD98;;|l7=26=83;pD98;;|l7=27=83;pD98;;|l7=24=83;pD98;;|l7=25=83;pD98;;|l7=22=83;pD98;;|l7=23=83;pD98;;|l7=20=83;pD98;;|l7=21=83;pD98;;|l7=2>=83;pD98;;|l7=2?=83;pD98;;|l7=2g=83;pD98;;|l7=2d=83;pD98;;|l7=2e=83;pD98;;|l7=2b=83;pD98;;|l7=2c=83;pD98;;|l7=2`=83;pD98;;|l7==6=83;pD98;;|l7==7=83;pD98;;|l7==4=83;pD98;;|l7==5=83;pD98;;|l7==2=83;pD98;;|l7==3=83;pD98;;|l7==0=83;pD98;;|l7==1=83;pD98;;|l7==>=83;pD98;;|l7==?=83;pD98;;|l7==g=83;pD98;;|l7==d=83;pD98;;|l7==e=83;pD98;;|l7==b=83;pD98;;|l7==c=83;pD98;;|l7==`=83;pD98;;|l7=<6=83;pD98;;|l7=<7=83;pD98;;|l7=<4=83;pD98;;|l7=<5=83;pD98;;|l7=<2=83;pD98;;|l7=<3=83;pD98;;|l7=<0=83;pD98;;|l7=<1=83;pD98;;|l7=<>=83;pD98;;|l7==83;pD98;;|l7=d?=83;pD98;;|l7=dg=83;pD98;;|l7=dd=83;pD98;;|l7=de=83;pD98;;|l7=db=83;pD98;;|l7=dc=83;pD98;;|l7=d`=83;pD98;;|l7=g6=83;pD98;;|l7=g7=83;pD98;;|l7=g4=83;pD98;;|l7=g5=83;pD98;;|l7=g2=83;pD98;;|l7=g3=83;pD98;;|l7=g0=83;pD98;;|l7=g1=83;pD98;;|l7=g>=83;pD98;;|l7=g?=83;pD98;;|l7=gg=83;pD98;;|l7=gd=83;pD98;;|l7=ge=83;pD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\ No newline at end of file diff --git a/xilinx/pdp8/top.ngd b/xilinx/pdp8/top.ngd index d148c2f..2d13c48 100644 --- a/xilinx/pdp8/top.ngd +++ b/xilinx/pdp8/top.ngd @@ -1,3 +1,3 @@ XILINX-XDB 0.1 STUB 0.1 ASCII XILINX-XDM V1.4e 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1532;;h46`;3287?xu59j81<774d1278>o4>dc9'062=:8i37c:<3;78yv46k80;6?u232d967e?3499n7?ka:&771<59j20b9=<:79~w77d83:1>v3<3g816f1<5:8i6=57:p64da2909w0=77d02d??>47;|q15gc=838p1>=i:30`1>;4:k0:h:5+426964e?3g>8?774}r02fa<72;q6?>h523a7?855j3;o:6*;35815f>7):<4;02g==i<:91n6s|20`a>5<5s498j7<=c39>77d=9m>0(9=;:33`<>h3;:0h7p}=1cc94?4|5:9m6?:520a;?k24;3n0q~<>b883>7}:;:l1>?li;<11f?7c82.??94=1b:8j1542l1v??k1;296~;4;o09>il4=20a>4cf3->887<>c99m065=n2wx><,=9?6??l8:l776<692wx>5233`95`2<,=9?6??l8:l776<6=2wx>2wx>d2817ab<5;;o?7<64b42;9nm63=1e1966c>3twvqpNOCz`b0cr@A@x4xFGXrwKL \ No newline at end of file diff --git a/xilinx/pdp8/top.pad b/xilinx/pdp8/top.pad index bd95e62..1434e3e 100644 --- a/xilinx/pdp8/top.pad +++ b/xilinx/pdp8/top.pad @@ -1,7 +1,7 @@ -Release 8.2i - par I.31 +Release 8.2.03i - par I.34 Copyright (c) 1995-2006 Xilinx, Inc. All rights reserved. -Fri Apr 16 08:17:40 2010 +Fri Apr 23 22:48:26 2010 # NOTE: This file is designed to be imported into a spreadsheet program @@ -21,120 +21,120 @@ 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|DCI Value|IO Register|Signal Integrity| A1|||GND||||||||||||| A2|||TDI||||||||||||| -A3|slideswitch<1>|IOB|IO/VREF_0|INPUT|LVCMOS25|0||||NONE||||NO|NONE| -A4||DIFFM|IO_L01P_0/VRN_0|UNUSED||0|||||||||| -A5||IOB|IO|UNUSED||0|||||||||| +A3|ide_data_bus<13>|IOB|IO/VREF_0|TRISTATE|LVTTL|0|12|SLOW|NONE**|||LOCATED||NO|NONE| +A4|ide_data_bus<14>|IOB|IO_L01P_0/VRN_0|TRISTATE|LVTTL|0|12|SLOW|NONE**|||LOCATED||NO|NONE| +A5|ide_data_bus<15>|IOB|IO|TRISTATE|LVTTL|0|12|SLOW|NONE**|||LOCATED||NO|NONE| A6|||VCCAUX||||||||2.5||||| A7||IOB|IO|UNUSED||0|||||||||| -A8||DIFFM|IO_L32P_0/GCLK6|UNUSED||0|||||||||| -A9||IOB|IO|UNUSED||1|||||||||| -A10||DIFFS|IO_L31N_1/VREF_1|UNUSED||1|||||||||| +A8|ide_diow|IOB|IO_L32P_0/GCLK6|OUTPUT|LVTTL|0|12|SLOW|NONE**|||LOCATED||NO|NONE| +A9|ide_cs<0>|IOB|IO|OUTPUT|LVTTL|1|12|SLOW|NONE**|||LOCATED||NO|NONE| +A10|ide_cs<1>|IOB|IO_L31N_1/VREF_1|OUTPUT|LVTTL|1|12|SLOW|NONE**|||LOCATED||NO|NONE| A11|||VCCAUX||||||||2.5||||| A12||IOB|IO|UNUSED||1|||||||||| A13||DIFFS|IO_L10N_1/VREF_1|UNUSED||1|||||||||| A14||DIFFS|IO_L01N_1/VRP_1|UNUSED||1|||||||||| A15|||TDO||||||||||||| A16|||GND||||||||||||| -B1||DIFFM|IO_L01P_7/VRN_7|UNUSED||7|||||||||| +B1|sram1_io<7>|IOB|IO_L01P_7/VRN_7|BIDIR|LVCMOS25|7|12|FAST|NONE**|NONE||LOCATED||NO|NONE| B2|||GND||||||||||||| B3|||PROG_B||||||||||||| -B4||DIFFS|IO_L01N_0/VRP_0|UNUSED||0|||||||||| -B5|ide_da<0>|IOB|IO_L25P_0|OUTPUT|LVCMOS25|0|12|SLOW|NONE**|||||NO|NONE| +B4|ide_data_bus<1>|IOB|IO_L01N_0/VRP_0|BIDIR|LVTTL|0|24|SLOW|NONE**|IFD||LOCATED||YES|NONE| +B5|ide_data_bus<0>|IOB|IO_L25P_0|BIDIR|LVTTL|0|24|SLOW|NONE**|IFD||LOCATED||YES|NONE| B6||DIFFM|IO_L28P_0|UNUSED||0|||||||||| B7||DIFFM|IO_L30P_0|UNUSED||0|||||||||| B8||DIFFS|IO_L32N_0/GCLK7|UNUSED||0|||||||||| B9|||GND||||||||||||| -B10|sram1_io<15>|IOB|IO_L31P_1|TRISTATE|LVCMOS25|1|12|SLOW|NONE**|||||NO|NONE| -B11|sram1_io<12>|IOB|IO_L29N_1|TRISTATE|LVCMOS25|1|12|SLOW|NONE**|||||NO|NONE| -B12||DIFFS|IO_L27N_1|UNUSED||1|||||||||| -B13||DIFFM|IO_L10P_1|UNUSED||1|||||||||| -B14||DIFFM|IO_L01P_1/VRN_1|UNUSED||1|||||||||| +B10|ide_dior|IOB|IO_L31P_1|OUTPUT|LVTTL|1|12|SLOW|NONE**|||LOCATED||NO|NONE| +B11||DIFFS|IO_L29N_1|UNUSED||1|||||||||| +B12|ide_da<0>|IOB|IO_L27N_1|OUTPUT|LVTTL|1|12|SLOW|NONE**|||LOCATED||NO|NONE| +B13|ide_da<1>|IOB|IO_L10P_1|OUTPUT|LVTTL|1|12|SLOW|NONE**|||LOCATED||NO|NONE| +B14|ide_da<2>|IOB|IO_L01P_1/VRN_1|OUTPUT|LVTTL|1|12|SLOW|NONE**|||LOCATED||NO|NONE| B15|||GND||||||||||||| B16||DIFFS|IO_L01N_2/VRP_2|UNUSED||2|||||||||| -C1||DIFFS|IO_L01N_7/VRP_7|UNUSED||7|||||||||| -C2|sram2_io<9>|IOB|IO_L16N_7|OUTPUT|LVCMOS25|7|12|SLOW|NONE**|||||NO|NONE| -C3|sram2_lb_n|IOB|IO_L16P_7/VREF_7|OUTPUT|LVCMOS25|7|12|SLOW|NONE**|||||NO|NONE| +C1|sram1_io<6>|IOB|IO_L01N_7/VRP_7|BIDIR|LVCMOS25|7|12|FAST|NONE**|NONE||LOCATED||NO|NONE| +C2|sram1_io<5>|IOB|IO_L16N_7|BIDIR|LVCMOS25|7|12|FAST|NONE**|NONE||LOCATED||NO|NONE| +C3|sram2_io<12>|IOB|IO_L16P_7/VREF_7|OUTPUT|LVCMOS25|7|12|SLOW|NONE**|||LOCATED||NO|NONE| C4|||HSWAP_EN||||||||||||| -C5|slideswitch<3>|IOB|IO_L25N_0|INPUT|LVCMOS25|0||||NONE||||NO|NONE| -C6||DIFFS|IO_L28N_0|UNUSED||0|||||||||| -C7||DIFFS|IO_L30N_0|UNUSED||0|||||||||| -C8||DIFFM|IO_L31P_0/VREF_0|UNUSED||0|||||||||| -C9|sysclk|IOB|IO_L32N_1/GCLK5|INPUT|LVCMOS25|1||||NONE||||NO|NONE| +C5|ide_data_bus<8>|IOB|IO_L25N_0|BIDIR|LVTTL|0|12|SLOW|NONE**|IFD||LOCATED||YES|NONE| +C6|ide_data_bus<9>|IOB|IO_L28N_0|BIDIR|LVTTL|0|12|SLOW|NONE**|IFD||LOCATED||YES|NONE| +C7|ide_data_bus<10>|IOB|IO_L30N_0|BIDIR|LVTTL|0|12|SLOW|NONE**|IFD||LOCATED||YES|NONE| +C8|ide_data_bus<11>|IOB|IO_L31P_0/VREF_0|BIDIR|LVTTL|0|12|SLOW|NONE**|IFD||LOCATED||YES|NONE| +C9|ide_data_bus<12>|IOB|IO_L32N_1/GCLK5|TRISTATE|LVTTL|1|12|SLOW|NONE**|||LOCATED||NO|NONE| C10||IOB|IO|UNUSED||1|||||||||| -C11|sram1_io<13>|IOB|IO_L29P_1|TRISTATE|LVCMOS25|1|12|SLOW|NONE**|||||NO|NONE| +C11||DIFFM|IO_L29P_1|UNUSED||1|||||||||| C12||DIFFM|IO_L27P_1|UNUSED||1|||||||||| C13|||TMS||||||||||||| C14|||TCK||||||||||||| C15||DIFFS|IO_L16N_2|UNUSED||2|||||||||| C16||DIFFM|IO_L01P_2/VRN_2|UNUSED||2|||||||||| -D1|sram2_ub_n|IOB|IO_L17N_7|OUTPUT|LVCMOS25|7|12|SLOW|NONE**|||||NO|NONE| -D2|sram2_io<8>|IOB|IO_L17P_7|OUTPUT|LVCMOS25|7|12|SLOW|NONE**|||||NO|NONE| -D3|sram1_ub_n|IOB|IO_L19P_7|OUTPUT|LVCMOS25|7|12|SLOW|NONE**|||||NO|NONE| +D1|sram2_io<7>|IOB|IO_L17N_7|OUTPUT|LVCMOS25|7|12|SLOW|NONE**|||LOCATED||NO|NONE| +D2|sram2_io<8>|IOB|IO_L17P_7|OUTPUT|LVCMOS25|7|12|SLOW|NONE**|||LOCATED||NO|NONE| +D3|sram1_io<8>|IOB|IO_L19P_7|BIDIR|LVCMOS25|7|12|FAST|NONE**|NONE||LOCATED||NO|NONE| D4|||VCCINT||||||||1.2||||| -D5|slideswitch<0>|IOB|IO/VREF_0|INPUT|LVCMOS25|0||||NONE||||NO|NONE| -D6|slideswitch<2>|IOB|IO_L27P_0|INPUT|LVCMOS25|0||||NONE||||NO|NONE| -D7||DIFFM|IO_L29P_0|UNUSED||0|||||||||| -D8||DIFFS|IO_L31N_0|UNUSED||0|||||||||| -D9|sram_a<17>|IOB|IO_L32P_1/GCLK4|OUTPUT|LVCMOS25|1|12|SLOW|NONE**|||||NO|NONE| -D10||DIFFS|IO_L30N_1|UNUSED||1|||||||||| +D5|ide_data_bus<7>|IOB|IO/VREF_0|BIDIR|LVTTL|0|24|SLOW|NONE**|IFD||LOCATED||YES|NONE| +D6|ide_data_bus<6>|IOB|IO_L27P_0|BIDIR|LVTTL|0|24|SLOW|NONE**|IFD||LOCATED||YES|NONE| +D7|ide_data_bus<4>|IOB|IO_L29P_0|BIDIR|LVTTL|0|24|SLOW|NONE**|IFD||LOCATED||YES|NONE| +D8|ide_data_bus<3>|IOB|IO_L31N_0|BIDIR|LVTTL|0|24|SLOW|NONE**|IFD||LOCATED||YES|NONE| +D9||DIFFM|IO_L32P_1/GCLK4|UNUSED||1|||||||||| +D10|ide_data_bus<2>|IOB|IO_L30N_1|BIDIR|LVTTL|1|24|SLOW|NONE**|IFD||LOCATED||YES|NONE| D11||DIFFS|IO_L28N_1|UNUSED||1|||||||||| D12||IOB|IO/VREF_1|UNUSED||1|||||||||| D13|||VCCINT||||||||1.2||||| -D14||DIFFM|IO_L16P_2|UNUSED||2|||||||||| +D14|sevenseg_an<0>|IOB|IO_L16P_2|OUTPUT|LVCMOS25|2|12|SLOW|NONE**|||LOCATED||NO|NONE| D15||DIFFS|IO_L17N_2|UNUSED||2|||||||||| D16||DIFFM|IO_L17P_2/VREF_2|UNUSED||2|||||||||| -E1|sram2_io<12>|IOB|IO_L20N_7|OUTPUT|LVCMOS25|7|12|SLOW|NONE**|||||NO|NONE| -E2|sram2_io<10>|IOB|IO_L20P_7|OUTPUT|LVCMOS25|7|12|SLOW|NONE**|||||NO|NONE| -E3|sram2_io<11>|IOB|IO_L19N_7/VREF_7|OUTPUT|LVCMOS25|7|12|SLOW|NONE**|||||NO|NONE| -E4|sram2_io<14>|IOB|IO_L21P_7|OUTPUT|LVCMOS25|7|12|SLOW|NONE**|||||NO|NONE| +E1|sram2_io<6>|IOB|IO_L20N_7|OUTPUT|LVCMOS25|7|12|SLOW|NONE**|||LOCATED||NO|NONE| +E2|sram2_io<9>|IOB|IO_L20P_7|OUTPUT|LVCMOS25|7|12|SLOW|NONE**|||LOCATED||NO|NONE| +E3|sram_a<8>|IOB|IO_L19N_7/VREF_7|OUTPUT|LVCMOS25|7|12|FAST|NONE**|||LOCATED||NO|NONE| +E4|sram_a<9>|IOB|IO_L21P_7|OUTPUT|LVCMOS25|7|12|FAST|NONE**|||LOCATED||NO|NONE| E5|||VCCINT||||||||1.2||||| E6||DIFFS|IO_L27N_0|UNUSED||0|||||||||| -E7||DIFFS|IO_L29N_0|UNUSED||0|||||||||| -E8|||VCCO_0|||0|||||2.50||||| -E9|||VCCO_1|||1|||||2.50||||| -E10|sram1_io<14>|IOB|IO_L30P_1|TRISTATE|LVCMOS25|1|12|SLOW|NONE**|||||NO|NONE| +E7|ide_data_bus<5>|IOB|IO_L29N_0|BIDIR|LVTTL|0|24|SLOW|NONE**|IFD||LOCATED||YES|NONE| +E8|||VCCO_0|||0|||||3.30||||| +E9|||VCCO_1|||1|||||3.30||||| +E10||DIFFM|IO_L30P_1|UNUSED||1|||||||||| E11||DIFFM|IO_L28P_1|UNUSED||1|||||||||| E12|||VCCINT||||||||1.2||||| -E13||DIFFS|IO_L19N_2|UNUSED||2|||||||||| -E14||DIFFM|IO_L19P_2|UNUSED||2|||||||||| +E13|sevenseg_an<3>|IOB|IO_L19N_2|OUTPUT|LVCMOS25|2|12|SLOW|NONE**|||LOCATED||NO|NONE| +E14|sevenseg<7>|IOB|IO_L19P_2|OUTPUT|LVCMOS25|2|12|SLOW|NONE**|||LOCATED||NO|NONE| E15||DIFFS|IO_L20N_2|UNUSED||2|||||||||| E16||DIFFM|IO_L20P_2|UNUSED||2|||||||||| F1|||VCCAUX||||||||2.5||||| -F2|sram2_io<15>|IOB|IO_L22N_7|OUTPUT|LVCMOS25|7|12|SLOW|NONE**|||||NO|NONE| -F3|sram_a<15>|IOB|IO_L22P_7|OUTPUT|LVCMOS25|7|12|SLOW|NONE**|||||NO|NONE| -F4|sram2_io<13>|IOB|IO_L21N_7|OUTPUT|LVCMOS25|7|12|SLOW|NONE**|||||NO|NONE| -F5||DIFFM|IO_L23P_7|UNUSED||7|||||||||| +F2|sram1_io<10>|IOB|IO_L22N_7|BIDIR|LVCMOS25|7|12|FAST|NONE**|NONE||LOCATED||NO|NONE| +F3|sram_a<6>|IOB|IO_L22P_7|OUTPUT|LVCMOS25|7|12|FAST|NONE**|||LOCATED||NO|NONE| +F4|sram_a<7>|IOB|IO_L21N_7|OUTPUT|LVCMOS25|7|12|FAST|NONE**|||LOCATED||NO|NONE| +F5|sram2_io<11>|IOB|IO_L23P_7|OUTPUT|LVCMOS25|7|12|SLOW|NONE**|||LOCATED||NO|NONE| F6|||GND||||||||||||| -F7|||VCCO_0|||0|||||2.50||||| -F8|||VCCO_0|||0|||||2.50||||| -F9|||VCCO_1|||1|||||2.50||||| -F10|||VCCO_1|||1|||||2.50||||| +F7|||VCCO_0|||0|||||3.30||||| +F8|||VCCO_0|||0|||||3.30||||| +F9|||VCCO_1|||1|||||3.30||||| +F10|||VCCO_1|||1|||||3.30||||| F11|||GND||||||||||||| -F12||DIFFS|IO_L21N_2|UNUSED||2|||||||||| -F13||DIFFM|IO_L21P_2|UNUSED||2|||||||||| -F14||DIFFS|IO_L22N_2|UNUSED||2|||||||||| +F12|slideswitch<0>|IOB|IO_L21N_2|INPUT|LVCMOS25|2||||NONE||LOCATED||NO|NONE| +F13|sevenseg<2>|IOB|IO_L21P_2|OUTPUT|LVCMOS25|2|12|SLOW|NONE**|||LOCATED||NO|NONE| +F14|sevenseg_an<2>|IOB|IO_L22N_2|OUTPUT|LVCMOS25|2|12|SLOW|NONE**|||LOCATED||NO|NONE| F15||DIFFM|IO_L22P_2|UNUSED||2|||||||||| F16|||VCCAUX||||||||2.5||||| -G1|ide_data_bus<2>|IOB|IO_L40P_7|BIDIR|LVCMOS25|7|12|SLOW|NONE**|IFD||||YES|NONE| -G2|ide_data_bus<7>|IOB|IO|BIDIR|LVCMOS25|7|12|SLOW|NONE**|IFD||||YES|NONE| -G3|ide_diow|IOB|IO_L24N_7|OUTPUT|LVCMOS25|7|12|SLOW|NONE**|||||NO|NONE| -G4|ide_dior|IOB|IO_L24P_7|OUTPUT|LVCMOS25|7|12|SLOW|NONE**|||||NO|NONE| -G5|sram_a<16>|IOB|IO_L23N_7|OUTPUT|LVCMOS25|7|12|SLOW|NONE**|||||NO|NONE| +G1|sram2_io<10>|IOB|IO_L40P_7|OUTPUT|LVCMOS25|7|12|SLOW|NONE**|||LOCATED||NO|NONE| +G2|sram2_io<5>|IOB|IO|OUTPUT|LVCMOS25|7|12|SLOW|NONE**|||LOCATED||NO|NONE| +G3|sram_we_n|IOB|IO_L24N_7|OUTPUT|LVCMOS25|7|12|FAST|NONE**|||LOCATED||NO|NONE| +G4|sram_a<5>|IOB|IO_L24P_7|OUTPUT|LVCMOS25|7|12|FAST|NONE**|||LOCATED||NO|NONE| +G5|sram_a<10>|IOB|IO_L23N_7|OUTPUT|LVCMOS25|7|12|FAST|NONE**|||LOCATED||NO|NONE| G6|||VCCO_7|||7|||||2.50||||| G7|||GND||||||||||||| G8|||GND||||||||||||| G9|||GND||||||||||||| G10|||GND||||||||||||| G11|||VCCO_2|||2|||||2.50||||| -G12||DIFFS|IO_L23N_2/VREF_2|UNUSED||2|||||||||| -G13||DIFFM|IO_L23P_2|UNUSED||2|||||||||| -G14||DIFFS|IO_L24N_2|UNUSED||2|||||||||| -G15|rs232_txd|IOB|IO_L24P_2|OUTPUT|LVCMOS25|2|12|SLOW|NONE**|||||NO|NONE| +G12|slideswitch<1>|IOB|IO_L23N_2/VREF_2|INPUT|LVCMOS25|2||||NONE||LOCATED||NO|NONE| +G13|sevenseg<6>|IOB|IO_L23P_2|OUTPUT|LVCMOS25|2|12|SLOW|NONE**|||LOCATED||NO|NONE| +G14|sevenseg_an<1>|IOB|IO_L24N_2|OUTPUT|LVCMOS25|2|12|SLOW|NONE**|||LOCATED||NO|NONE| +G15||DIFFM|IO_L24P_2|UNUSED||2|||||||||| G16||DIFFM|IO|UNUSED||2|||||||||| -H1|ide_data_bus<4>|IOB|IO_L40N_7/VREF_7|BIDIR|LVCMOS25|7|12|SLOW|NONE**|IFD||||YES|NONE| +H1|sram1_io<11>|IOB|IO_L40N_7/VREF_7|BIDIR|LVCMOS25|7|12|FAST|NONE**|NONE||LOCATED||NO|NONE| H2|||GND||||||||||||| -H3|ide_data_bus<5>|IOB|IO_L39N_7|BIDIR|LVCMOS25|7|12|SLOW|NONE**|IFD||||YES|NONE| -H4|button<3>|IOB|IO_L39P_7|INPUT|LVCMOS25|7||||IFD||||YES|NONE| +H3|sram_a<11>|IOB|IO_L39N_7|OUTPUT|LVCMOS25|7|12|FAST|NONE**|||LOCATED||NO|NONE| +H4|sram_a<12>|IOB|IO_L39P_7|OUTPUT|LVCMOS25|7|12|FAST|NONE**|||LOCATED||NO|NONE| H5|||VCCO_7|||7|||||2.50||||| H6|||VCCO_7|||7|||||2.50||||| H7|||GND||||||||||||| @@ -143,14 +143,14 @@ H9|||GND||||||||||||| H10|||GND||||||||||||| H11|||VCCO_2|||2|||||2.50||||| H12|||VCCO_2|||2|||||2.50||||| -H13||DIFFS|IO_L39N_2|UNUSED||2|||||||||| -H14|sram_oe_n|IOB|IO_L39P_2|OUTPUT|LVCMOS25|2|12|SLOW|NONE**|||||NO|NONE| -H15|sram_we_n|IOB|IO_L40N_2|OUTPUT|LVCMOS25|2|12|SLOW|NONE**|||||NO|NONE| -H16|sram_a<7>|IOB|IO_L40P_2/VREF_2|OUTPUT|LVCMOS25|2|12|SLOW|NONE**|||||NO|NONE| -J1|ide_data_bus<0>|IOB|IO_L40P_6/VREF_6|BIDIR|LVCMOS25|6|12|SLOW|NONE**|IFD||||YES|NONE| -J2|ide_data_bus<3>|IOB|IO_L40N_6|BIDIR|LVCMOS25|6|12|SLOW|NONE**|IFD||||YES|NONE| -J3|ide_data_bus<10>|IOB|IO_L39P_6|BIDIR|LVCMOS25|6|12|SLOW|NONE**|IFD||||YES|NONE| -J4|ide_data_bus<1>|IOB|IO_L39N_6|BIDIR|LVCMOS25|6|12|SLOW|NONE**|IFD||||YES|NONE| +H13|slideswitch<3>|IOB|IO_L39N_2|INPUT|LVCMOS25|2||||NONE||LOCATED||NO|NONE| +H14|slideswitch<2>|IOB|IO_L39P_2|INPUT|LVCMOS25|2||||NONE||LOCATED||NO|NONE| +H15||DIFFS|IO_L40N_2|UNUSED||2|||||||||| +H16||DIFFM|IO_L40P_2/VREF_2|UNUSED||2|||||||||| +J1|sram2_io<4>|IOB|IO_L40P_6/VREF_6|OUTPUT|LVCMOS25|6|12|SLOW|NONE**|||LOCATED||NO|NONE| +J2|sram1_io<12>|IOB|IO_L40N_6|TRISTATE|LVCMOS25|6|12|FAST|NONE**|||LOCATED||NO|NONE| +J3|sram_a<14>|IOB|IO_L39P_6|OUTPUT|LVCMOS25|6|12|FAST|NONE**|||LOCATED||NO|NONE| +J4|sram_a<13>|IOB|IO_L39N_6|OUTPUT|LVCMOS25|6|12|FAST|NONE**|||LOCATED||NO|NONE| J5|||VCCO_6|||6|||||2.50||||| J6|||VCCO_6|||6|||||2.50||||| J7|||GND||||||||||||| @@ -159,120 +159,120 @@ J9|||GND||||||||||||| J10|||GND||||||||||||| J11|||VCCO_3|||3|||||2.50||||| J12|||VCCO_3|||3|||||2.50||||| -J13|sram1_io<3>|IOB|IO_L39P_3|BIDIR|LVCMOS25|3|12|SLOW|NONE**|NONE||||NO|NONE| -J14|sram1_io<4>|IOB|IO_L39N_3|BIDIR|LVCMOS25|3|12|SLOW|NONE**|NONE||||NO|NONE| +J13|slideswitch<5>|IOB|IO_L39P_3|INPUT|LVCMOS25|3||||NONE||LOCATED||NO|NONE| +J14|slideswitch<4>|IOB|IO_L39N_3|INPUT|LVCMOS25|3||||NONE||LOCATED||NO|NONE| J15|||GND||||||||||||| -J16|sram_a<0>|IOB|IO_L40N_3/VREF_3|OUTPUT|LVCMOS25|3|12|SLOW|NONE**|||||NO|NONE| -K1|ide_data_bus<11>|IOB|IO|BIDIR|LVCMOS25|6|12|SLOW|NONE**|IFD||||YES|NONE| -K2|ide_data_bus<9>|IOB|IO_L24P_6|BIDIR|LVCMOS25|6|12|SLOW|NONE**|IFD||||YES|NONE| -K3|ide_data_bus<8>|IOB|IO_L24N_6/VREF_6|BIDIR|LVCMOS25|6|12|SLOW|NONE**|IFD||||YES|NONE| -K4|ide_cs<0>|IOB|IO_L23P_6|OUTPUT|LVCMOS25|6|12|SLOW|NONE**|||||NO|NONE| -K5|ide_data_bus<6>|IOB|IO_L23N_6|BIDIR|LVCMOS25|6|12|SLOW|NONE**|IFD||||YES|NONE| +J16||DIFFS|IO_L40N_3/VREF_3|UNUSED||3|||||||||| +K1|sram2_io<3>|IOB|IO|OUTPUT|LVCMOS25|6|12|SLOW|NONE**|||LOCATED||NO|NONE| +K2|sram2_io<13>|IOB|IO_L24P_6|OUTPUT|LVCMOS25|6|12|SLOW|NONE**|||LOCATED||NO|NONE| +K3|sram_a<15>|IOB|IO_L24N_6/VREF_6|OUTPUT|LVCMOS25|6|12|FAST|NONE**|||LOCATED||NO|NONE| +K4|sram_oe_n|IOB|IO_L23P_6|OUTPUT|LVCMOS25|6|12|FAST|NONE**|||LOCATED||NO|NONE| +K5|sram_a<16>|IOB|IO_L23N_6|OUTPUT|LVCMOS25|6|12|FAST|NONE**|||LOCATED||NO|NONE| K6|||VCCO_6|||6|||||2.50||||| K7|||GND||||||||||||| K8|||GND||||||||||||| K9|||GND||||||||||||| K10|||GND||||||||||||| K11|||VCCO_3|||3|||||2.50||||| -K12|sram_a<13>|IOB|IO_L23N_3|OUTPUT|LVCMOS25|3|12|SLOW|NONE**|||||NO|NONE| -K13|sram1_io<6>|IOB|IO_L24P_3|BIDIR|LVCMOS25|3|12|SLOW|NONE**|NONE||||NO|NONE| -K14|sram_a<14>|IOB|IO_L24N_3|OUTPUT|LVCMOS25|3|12|SLOW|NONE**|||||NO|NONE| -K15|sram1_io<5>|IOB|IO|BIDIR|LVCMOS25|3|12|SLOW|NONE**|NONE||||NO|NONE| -K16|sram_a<3>|IOB|IO_L40P_3|OUTPUT|LVCMOS25|3|12|SLOW|NONE**|||||NO|NONE| +K12|led<0>|IOB|IO_L23N_3|OUTPUT|LVCMOS25|3|12|SLOW|NONE**|||LOCATED||NO|NONE| +K13|slideswitch<7>|IOB|IO_L24P_3|INPUT|LVCMOS25|3||||NONE||LOCATED||NO|NONE| +K14|slideswitch<6>|IOB|IO_L24N_3|INPUT|LVCMOS25|3||||NONE||LOCATED||NO|NONE| +K15||DIFFS|IO|UNUSED||3|||||||||| +K16||DIFFM|IO_L40P_3|UNUSED||3|||||||||| L1|||VCCAUX||||||||2.5||||| -L2|ide_data_bus<12>|IOB|IO_L22P_6|TRISTATE|LVCMOS25|6|12|SLOW|NONE**|||||NO|NONE| -L3|ide_data_bus<14>|IOB|IO_L22N_6|TRISTATE|LVCMOS25|6|12|SLOW|NONE**|||||NO|NONE| -L4|ide_data_bus<15>|IOB|IO_L21P_6|TRISTATE|LVCMOS25|6|12|SLOW|NONE**|||||NO|NONE| -L5|ide_data_bus<13>|IOB|IO_L21N_6|TRISTATE|LVCMOS25|6|12|SLOW|NONE**|||||NO|NONE| +L2|sram1_io<13>|IOB|IO_L22P_6|TRISTATE|LVCMOS25|6|12|FAST|NONE**|||LOCATED||NO|NONE| +L3|sram_a<17>|IOB|IO_L22N_6|OUTPUT|LVCMOS25|6|12|FAST|NONE**|||LOCATED||NO|NONE| +L4|sram_a<4>|IOB|IO_L21P_6|OUTPUT|LVCMOS25|6|12|FAST|NONE**|||LOCATED||NO|NONE| +L5|sram_a<0>|IOB|IO_L21N_6|OUTPUT|LVCMOS25|6|12|FAST|NONE**|||LOCATED||NO|NONE| L6|||GND||||||||||||| L7|||VCCO_5|||5|||||2.50||||| L8|||VCCO_5|||5|||||2.50||||| L9|||VCCO_4|||4|||||2.50||||| L10|||VCCO_4|||4|||||2.50||||| L11|||GND||||||||||||| -L12|sram_a<10>|IOB|IO_L23P_3/VREF_3|OUTPUT|LVCMOS25|3|12|SLOW|NONE**|||||NO|NONE| -L13|sram_a<11>|IOB|IO_L21N_3|OUTPUT|LVCMOS25|3|12|SLOW|NONE**|||||NO|NONE| -L14|sram_a<9>|IOB|IO_L22P_3|OUTPUT|LVCMOS25|3|12|SLOW|NONE**|||||NO|NONE| -L15|sram_a<8>|IOB|IO_L22N_3|OUTPUT|LVCMOS25|3|12|SLOW|NONE**|||||NO|NONE| +L12|led<2>|IOB|IO_L23P_3/VREF_3|OUTPUT|LVCMOS25|3|12|SLOW|NONE**|||LOCATED||NO|NONE| +L13|button<2>|IOB|IO_L21N_3|INPUT|LVCMOS25|3||||NONE||LOCATED||NO|NONE| +L14|button<3>|IOB|IO_L22P_3|INPUT|LVCMOS25|3||||IFD||LOCATED||YES|NONE| +L15||DIFFS|IO_L22N_3|UNUSED||3|||||||||| L16|||VCCAUX||||||||2.5||||| -M1|sram2_io<6>|IOB|IO_L20P_6|OUTPUT|LVCMOS25|6|12|SLOW|NONE**|||||NO|NONE| -M2|sram2_io<5>|IOB|IO_L20N_6|OUTPUT|LVCMOS25|6|12|SLOW|NONE**|||||NO|NONE| -M3|sram2_io<4>|IOB|IO_L19P_6|OUTPUT|LVCMOS25|6|12|SLOW|NONE**|||||NO|NONE| -M4|sram2_io<3>|IOB|IO_L19N_6|OUTPUT|LVCMOS25|6|12|SLOW|NONE**|||||NO|NONE| +M1|sram2_io<14>|IOB|IO_L20P_6|OUTPUT|LVCMOS25|6|12|SLOW|NONE**|||LOCATED||NO|NONE| +M2|sram2_io<2>|IOB|IO_L20N_6|OUTPUT|LVCMOS25|6|12|SLOW|NONE**|||LOCATED||NO|NONE| +M3|sram_a<3>|IOB|IO_L19P_6|OUTPUT|LVCMOS25|6|12|FAST|NONE**|||LOCATED||NO|NONE| +M4|sram_a<2>|IOB|IO_L19N_6|OUTPUT|LVCMOS25|6|12|FAST|NONE**|||LOCATED||NO|NONE| M5|||VCCINT||||||||1.2||||| M6||DIFFM|IO_L28P_5/D7|UNUSED||5|||||||||| M7||DIFFM|IO_L30P_5|UNUSED||5|||||||||| M8|||VCCO_5|||5|||||2.50||||| M9|||VCCO_4|||4|||||2.50||||| M10||DIFFS|IO_L29N_4|UNUSED||4|||||||||| -M11|sram_a<2>|IOB|IO_L27N_4/DIN/D0|OUTPUT|LVCMOS25|4|12|SLOW|NONE**|||||NO|NONE| +M11||DIFFS|IO_L27N_4/DIN/D0|UNUSED||4|||||||||| M12|||VCCINT||||||||1.2||||| -M13|sram_a<5>|IOB|IO_L21P_3|OUTPUT|LVCMOS25|3|12|SLOW|NONE**|||||NO|NONE| -M14||DIFFS|IO_L19N_3|UNUSED||3|||||||||| -M15|sram_a<12>|IOB|IO_L20P_3|OUTPUT|LVCMOS25|3|12|SLOW|NONE**|||||NO|NONE| -M16|sram_a<6>|IOB|IO_L20N_3|OUTPUT|LVCMOS25|3|12|SLOW|NONE**|||||NO|NONE| -N1|sram2_io<2>|IOB|IO_L17P_6/VREF_6|OUTPUT|LVCMOS25|6|12|SLOW|NONE**|||||NO|NONE| -N2|sram2_io<1>|IOB|IO_L17N_6|OUTPUT|LVCMOS25|6|12|SLOW|NONE**|||||NO|NONE| -N3|sram2_io<0>|IOB|IO_L16P_6|OUTPUT|LVCMOS25|6|12|SLOW|NONE**|||||NO|NONE| +M13|button<0>|IOB|IO_L21P_3|INPUT|LVCMOS25|3||||NONE||LOCATED||NO|NONE| +M14|button<1>|IOB|IO_L19N_3|INPUT|LVCMOS25|3||||NONE||LOCATED||NO|NONE| +M15||DIFFM|IO_L20P_3|UNUSED||3|||||||||| +M16||DIFFS|IO_L20N_3|UNUSED||3|||||||||| +N1|sram2_io<15>|IOB|IO_L17P_6/VREF_6|OUTPUT|LVCMOS25|6|12|SLOW|NONE**|||LOCATED||NO|NONE| +N2|sram2_io<1>|IOB|IO_L17N_6|OUTPUT|LVCMOS25|6|12|SLOW|NONE**|||LOCATED||NO|NONE| +N3|sram_a<1>|IOB|IO_L16P_6|OUTPUT|LVCMOS25|6|12|FAST|NONE**|||LOCATED||NO|NONE| N4|||VCCINT||||||||1.2||||| -N5||IOB|IO|UNUSED||5|||||||||| +N5|sram2_ce_n|IOB|IO|OUTPUT|LVCMOS25|5|12|SLOW|NONE**|||LOCATED||NO|NONE| N6||DIFFS|IO_L28N_5/D6|UNUSED||5|||||||||| -N7||DIFFS|IO_L30N_5|UNUSED||5|||||||||| -N8|sram1_io<0>|IOB|IO_L32P_5/GCLK2|BIDIR|LVCMOS25|5|12|SLOW|NONE**|NONE||||NO|NONE| -N9|sram1_io<8>|IOB|IO_L31N_4/INIT_B|BIDIR|LVCMOS25|4|12|SLOW|NONE**|NONE||||NO|NONE| +N7|sram1_io<0>|IOB|IO_L30N_5|BIDIR|LVCMOS25|5|12|FAST|NONE**|NONE||LOCATED||NO|NONE| +N8||DIFFM|IO_L32P_5/GCLK2|UNUSED||5|||||||||| +N9||DIFFS|IO_L31N_4/INIT_B|UNUSED||4|||||||||| N10||DIFFM|IO_L29P_4|UNUSED||4|||||||||| -N11|rs232_rxd|IOB|IO_L27P_4/D1|INPUT|LVCMOS25|4||||IFD||||YES|NONE| -N12|sram1_io<9>|IOB|IO/VREF_4|BIDIR|LVCMOS25|4|12|SLOW|NONE**|NONE||||NO|NONE| +N11||DIFFM|IO_L27P_4/D1|UNUSED||4|||||||||| +N12|led<5>|IOB|IO/VREF_4|OUTPUT|LVCMOS25|4|12|SLOW|NONE**|||LOCATED||NO|NONE| N13|||VCCINT||||||||1.2||||| -N14||DIFFM|IO_L19P_3|UNUSED||3|||||||||| -N15||DIFFM|IO_L17P_3/VREF_3|UNUSED||3|||||||||| -N16||DIFFS|IO_L17N_3|UNUSED||3|||||||||| -P1|sram2_ce_n|IOB|IO_L01P_6/VRN_6|OUTPUT|LVCMOS25|6|12|SLOW|NONE**|||||NO|NONE| -P2|sram1_lb_n|IOB|IO_L16N_6|OUTPUT|LVCMOS25|6|12|SLOW|NONE**|||||NO|NONE| +N14|led<3>|IOB|IO_L19P_3|OUTPUT|LVCMOS25|3|12|SLOW|NONE**|||LOCATED||NO|NONE| +N15|sevenseg<5>|IOB|IO_L17P_3/VREF_3|OUTPUT|LVCMOS25|3|12|SLOW|NONE**|||LOCATED||NO|NONE| +N16|sevenseg<1>|IOB|IO_L17N_3|OUTPUT|LVCMOS25|3|12|SLOW|NONE**|||LOCATED||NO|NONE| +P1|sram1_io<14>|IOB|IO_L01P_6/VRN_6|TRISTATE|LVCMOS25|6|12|FAST|NONE**|||LOCATED||NO|NONE| +P2|sram2_io<0>|IOB|IO_L16N_6|OUTPUT|LVCMOS25|6|12|SLOW|NONE**|||LOCATED||NO|NONE| P3|||M0||||||||||||| P4|||M2||||||||||||| -P5|ide_cs<1>|IOB|IO_L27P_5|OUTPUT|LVCMOS25|5|12|SLOW|NONE**|||||NO|NONE| -P6||DIFFM|IO_L29P_5/VREF_5|UNUSED||5|||||||||| -P7||IOB|IO|UNUSED||5|||||||||| -P8|sram1_io<1>|IOB|IO_L32N_5/GCLK3|BIDIR|LVCMOS25|5|12|SLOW|NONE**|NONE||||NO|NONE| -P9|sram_a<4>|IOB|IO_L31P_4/DOUT/BUSY|OUTPUT|LVCMOS25|4|12|SLOW|NONE**|||||NO|NONE| +P5|sram2_lb_n|IOB|IO_L27P_5|OUTPUT|LVCMOS25|5|12|SLOW|NONE**|||LOCATED||NO|NONE| +P6|sram1_lb_n|IOB|IO_L29P_5/VREF_5|OUTPUT|LVCMOS25|5|12|FAST|NONE**|||LOCATED||NO|NONE| +P7|sram1_ce_n|IOB|IO|OUTPUT|LVCMOS25|5|12|FAST|NONE**|||LOCATED||NO|NONE| +P8|sram1_io<9>|IOB|IO_L32N_5/GCLK3|BIDIR|LVCMOS25|5|12|FAST|NONE**|NONE||LOCATED||NO|NONE| +P9||DIFFM|IO_L31P_4/DOUT/BUSY|UNUSED||4|||||||||| P10||DIFFS|IO_L30N_4/D2|UNUSED||4|||||||||| -P11||DIFFS|IO_L28N_4|UNUSED||4|||||||||| -P12||DIFFS|IO_L25N_4|UNUSED||4|||||||||| -P13||IOB|IO/VREF_4|UNUSED||4|||||||||| -P14||DIFFM|IO_L16P_3|UNUSED||3|||||||||| -P15||DIFFS|IO_L16N_3|UNUSED||3|||||||||| -P16||DIFFS|IO_L01N_3/VRP_3|UNUSED||3|||||||||| -R1||DIFFS|IO_L01N_6/VRP_6|UNUSED||6|||||||||| +P11|led<7>|IOB|IO_L28N_4|OUTPUT|LVCMOS25|4|12|SLOW|NONE**|||LOCATED||NO|NONE| +P12|led<6>|IOB|IO_L25N_4|OUTPUT|LVCMOS25|4|12|SLOW|NONE**|||LOCATED||NO|NONE| +P13|led<4>|IOB|IO/VREF_4|OUTPUT|LVCMOS25|4|12|SLOW|NONE**|||LOCATED||NO|NONE| +P14|led<1>|IOB|IO_L16P_3|OUTPUT|LVCMOS25|3|12|SLOW|NONE**|||LOCATED||NO|NONE| +P15|sevenseg<4>|IOB|IO_L16N_3|OUTPUT|LVCMOS25|3|12|SLOW|NONE**|||LOCATED||NO|NONE| +P16|sevenseg<0>|IOB|IO_L01N_3/VRP_3|OUTPUT|LVCMOS25|3|12|SLOW|NONE**|||LOCATED||NO|NONE| +R1|sram1_io<15>|IOB|IO_L01N_6/VRP_6|TRISTATE|LVCMOS25|6|12|FAST|NONE**|||LOCATED||NO|NONE| R2|||GND||||||||||||| R3||DIFFM|IO_L01P_5/CS_B|UNUSED||5|||||||||| -R4|sram2_io<7>|IOB|IO_L10P_5/VRN_5|OUTPUT|LVCMOS25|5|12|SLOW|NONE**|||||NO|NONE| -R5|ide_da<1>|IOB|IO_L27N_5/VREF_5|OUTPUT|LVCMOS25|5|12|SLOW|NONE**|||||NO|NONE| -R6||DIFFS|IO_L29N_5|UNUSED||5|||||||||| +R4|sram2_ub_n|IOB|IO_L10P_5/VRN_5|OUTPUT|LVCMOS25|5|12|SLOW|NONE**|||LOCATED||NO|NONE| +R5|sram1_io<4>|IOB|IO_L27N_5/VREF_5|BIDIR|LVCMOS25|5|12|FAST|NONE**|NONE||LOCATED||NO|NONE| +R6|sram1_io<2>|IOB|IO_L29N_5|BIDIR|LVCMOS25|5|12|FAST|NONE**|NONE||LOCATED||NO|NONE| R7||DIFFM|IO_L31P_5/D5|UNUSED||5|||||||||| R8|||GND||||||||||||| -R9|sram1_io<11>|IOB|IO_L32N_4/GCLK1|BIDIR|LVCMOS25|4|12|SLOW|NONE**|NONE||||NO|NONE| +R9||DIFFS|IO_L32N_4/GCLK1|UNUSED||4|||||||||| R10||DIFFM|IO_L30P_4/D3|UNUSED||4|||||||||| R11||DIFFM|IO_L28P_4|UNUSED||4|||||||||| R12||DIFFM|IO_L25P_4|UNUSED||4|||||||||| -R13||DIFFS|IO_L01N_4/VRP_4|UNUSED||4|||||||||| +R13|rs232_txd|IOB|IO_L01N_4/VRP_4|OUTPUT|LVCMOS25|4|12|SLOW|NONE**|||LOCATED||NO|NONE| R14|||DONE||||||||||||| R15|||GND||||||||||||| -R16||DIFFM|IO_L01P_3/VRN_3|UNUSED||3|||||||||| +R16|sevenseg<3>|IOB|IO_L01P_3/VRN_3|OUTPUT|LVCMOS25|3|12|SLOW|NONE**|||LOCATED||NO|NONE| T1|||GND||||||||||||| T2|||M1||||||||||||| T3||DIFFS|IO_L01N_5/RDWR_B|UNUSED||5|||||||||| -T4||DIFFS|IO_L10N_5/VRP_5|UNUSED||5|||||||||| -T5|ide_da<2>|IOB|IO|OUTPUT|LVCMOS25|5|12|SLOW|NONE**|||||NO|NONE| +T4|sram1_ub_n|IOB|IO_L10N_5/VRP_5|OUTPUT|LVCMOS25|5|12|FAST|NONE**|||LOCATED||NO|NONE| +T5|sram1_io<3>|IOB|IO|BIDIR|LVCMOS25|5|12|FAST|NONE**|NONE||LOCATED||NO|NONE| T6|||VCCAUX||||||||2.5||||| T7||DIFFS|IO_L31N_5/D4|UNUSED||5|||||||||| -T8|sram1_io<2>|IOB|IO/VREF_5|BIDIR|LVCMOS25|5|12|SLOW|NONE**|NONE||||NO|NONE| -T9|sram1_io<7>|IOB|IO_L32P_4/GCLK0|BIDIR|LVCMOS25|4|12|SLOW|NONE**|NONE||||NO|NONE| -T10|sram1_ce_n|IOB|IO/VREF_4|OUTPUT|LVCMOS25|4|12|SLOW|NONE**|||||NO|NONE| +T8|sram1_io<1>|IOB|IO/VREF_5|BIDIR|LVCMOS25|5|12|FAST|NONE**|NONE||LOCATED||NO|NONE| +T9|sysclk|IOB|IO_L32P_4/GCLK0|INPUT|LVCMOS25|4||||NONE||LOCATED||NO|NONE| +T10||IOB|IO/VREF_4|UNUSED||4|||||||||| T11|||VCCAUX||||||||2.5||||| -T12|sram_a<1>|IOB|IO|OUTPUT|LVCMOS25|4|12|SLOW|NONE**|||||NO|NONE| -T13||DIFFM|IO_L01P_4/VRN_4|UNUSED||4|||||||||| -T14|sram1_io<10>|IOB|IO|BIDIR|LVCMOS25|4|12|SLOW|NONE**|NONE||||NO|NONE| +T12||IOB|IO|UNUSED||4|||||||||| +T13|rs232_rxd|IOB|IO_L01P_4/VRN_4|INPUT|LVCMOS25|4||||IFD||LOCATED||YES|NONE| +T14||DIFFS|IO|UNUSED||4|||||||||| T15|||CCLK||||||||||||| T16|||GND||||||||||||| diff --git a/xilinx/pdp8/top.par b/xilinx/pdp8/top.par index 11fe608..bb333b1 100644 --- a/xilinx/pdp8/top.par +++ b/xilinx/pdp8/top.par @@ -1,34 +1,34 @@ -Release 8.2i par I.31 +Release 8.2.03i par I.34 Copyright (c) 1995-2006 Xilinx, Inc. All rights reserved. -wide:: Fri Apr 16 08:16:15 2010 +LATITUDE:: Fri Apr 23 22:47:52 2010 par -w -intstyle ise -ol std -t 1 top_map.ncd top.ncd top.pcf Constraints file: top.pcf. -Loading device for application Rf_Device from file '3s1000.nph' in environment /opt/Xilinx. +Loading device for application Rf_Device from file '3s1000.nph' in environment C:\Xilinx. "top" is an NCD, version 3.1, device xc3s1000, package ft256, speed -5 Initializing temperature to 85.000 Celsius. (default - Range: 0.000 to 85.000 Celsius) Initializing voltage to 1.140 Volts. (default - Range: 1.140 to 1.260 Volts) -INFO:Par:282 - 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. 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". For a +INFO:Par:282 - 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. 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". For a balance between the fastest runtime and best performance, set the effort level to "med". -Device speed data version: "PRODUCTION 1.38 2006-05-03". +Device speed data version: "PRODUCTION 1.39 2006-08-18". Device Utilization Summary: Number of BUFGMUXs 3 out of 8 37% - Number of External IOBs 89 out of 173 51% - Number of LOCed IOBs 0 out of 89 0% + Number of External IOBs 116 out of 173 67% + Number of LOCed IOBs 116 out of 116 100% - Number of Slices 1135 out of 7680 14% + Number of Slices 1120 out of 7680 14% Number of SLICEMs 96 out of 3840 2% @@ -38,86 +38,88 @@ Placer effort level (-pl): High Placer cost table entry (-t): 1 Router effort level (-rl): Standard +WARNING:Par:288 - The signal slideswitch<4>_IBUF has no load. PAR will not attempt to route this signal. +WARNING:Par:288 - The signal slideswitch<5>_IBUF has no load. PAR will not attempt to route this signal. +WARNING:Par:288 - The signal slideswitch<6>_IBUF has no load. PAR will not attempt to route this signal. +WARNING:Par:288 - The signal slideswitch<7>_IBUF has no load. PAR will not attempt to route this signal. +WARNING:Par:288 - The signal button<0>_IBUF has no load. PAR will not attempt to route this signal. +WARNING:Par:288 - The signal button<1>_IBUF has no load. PAR will not attempt to route this signal. +WARNING:Par:288 - The signal button<2>_IBUF has no load. PAR will not attempt to route this signal. Starting Placer Phase 1.1 -Phase 1.1 (Checksum:98cab7) REAL time: 7 secs +Phase 1.1 (Checksum:98cb0b) REAL time: 4 secs -Phase 2.31 -Phase 2.31 (Checksum:1312cfe) REAL time: 7 secs +Phase 2.7 +Phase 2.7 (Checksum:1312cfe) REAL time: 5 secs -Phase 3.2 +Phase 3.31 +Phase 3.31 (Checksum:1c9c37d) REAL time: 5 secs + +Phase 4.2 . -Phase 3.2 (Checksum:1c9c37d) REAL time: 12 secs +Phase 4.2 (Checksum:26259fc) REAL time: 7 secs -Phase 4.3 -Phase 4.3 (Checksum:26259fc) REAL time: 12 secs +Phase 5.8 +......................................................... +.......................................................... +......... +....... +....... +.... +Phase 5.8 (Checksum:b6bb50) REAL time: 15 secs -Phase 5.5 -Phase 5.5 (Checksum:2faf07b) REAL time: 12 secs +Phase 6.5 +Phase 6.5 (Checksum:39386fa) REAL time: 15 secs -Phase 6.8 -............. -........ -................................. -........ -..... -..... -Phase 6.8 (Checksum:c1aa4b) REAL time: 30 secs +Phase 7.18 +Phase 7.18 (Checksum:42c1d79) REAL time: 25 secs -Phase 7.5 -Phase 7.5 (Checksum:42c1d79) REAL time: 30 secs - -Phase 8.18 -Phase 8.18 (Checksum:4c4b3f8) REAL time: 51 secs - -Phase 9.5 -Phase 9.5 (Checksum:55d4a77) REAL time: 51 secs +Phase 8.5 +Phase 8.5 (Checksum:4c4b3f8) REAL time: 25 secs Writing design to file top.ncd -Total REAL time to Placer completion: 54 secs -Total CPU time to Placer completion: 54 secs +Total REAL time to Placer completion: 26 secs +Total CPU time to Placer completion: 25 secs Starting Router -Phase 1: 8419 unrouted; REAL time: 54 secs +Phase 1: 8578 unrouted; REAL time: 26 secs -Phase 2: 7883 unrouted; REAL time: 55 secs +Phase 2: 8072 unrouted; REAL time: 26 secs -Phase 3: 1987 unrouted; REAL time: 57 secs +Phase 3: 2222 unrouted; REAL time: 27 secs -Phase 4: 1987 unrouted; (77716) REAL time: 58 secs +Phase 4: 2222 unrouted; (56101) REAL time: 28 secs -Phase 5: 2030 unrouted; (0) REAL time: 59 secs +Phase 5: 2251 unrouted; (0) REAL time: 28 secs -Phase 6: 0 unrouted; (229) REAL time: 1 mins 5 secs +Phase 6: 0 unrouted; (0) REAL time: 31 secs -Phase 7: 0 unrouted; (229) REAL time: 1 mins 6 secs +Phase 7: 0 unrouted; (0) REAL time: 32 secs -Phase 8: 0 unrouted; (204) REAL time: 1 mins 12 secs - -Phase 9: 0 unrouted; (121) REAL time: 1 mins 20 secs - -Phase 10: 0 unrouted; (121) REAL time: 1 mins 21 secs - -WARNING:Route:447 - CLK Net:io/tt/baud_rate_generator/tx_baud_clk may have excessive skew because - 2 CLK pins and 1 NON_CLK pins failed to route using a CLK template. +WARNING:Route:447 - CLK Net:ram_rd may have excessive skew because + 16 NON-CLK pins failed to route using a CLK template. WARNING:Route:447 - CLK Net:io/kw/kw_src_clk may have excessive skew because 6 CLK pins and 1 NON_CLK pins failed to route using a CLK template. -WARNING:Route:447 - CLK Net:io/tt/baud_rate_generator/rx_baud_clk may have excessive skew because +WARNING:Route:447 - CLK Net:io/tt/baud_rate_generator/tx_baud_clk may have excessive skew because 1 NON-CLK pins failed to route using a CLK template. +WARNING:Route:447 - CLK Net:show_pc/aclk may have excessive skew because + 2 CLK pins and 1 NON_CLK pins failed to route using a CLK template. WARNING:Route:447 - CLK Net:reset_sw/slowclk may have excessive skew because 1 NON-CLK pins failed to route using a CLK template. WARNING:Route:447 - CLK Net:clk may have excessive skew because 1 NON-CLK pins failed to route using a CLK template. +WARNING:Route:447 - CLK Net:io/tt/baud_rate_generator/rx_baud_clk may have excessive skew because + 1 NON-CLK pins failed to route using a CLK template. -Total REAL time to Router completion: 1 mins 21 secs -Total CPU time to Router completion: 1 mins 21 secs +Total REAL time to Router completion: 32 secs +Total CPU time to Router completion: 31 secs Partition Implementation Status ------------------------------- @@ -135,19 +137,23 @@ Generating Clock Report +---------------------+--------------+------+------+------------+-------------+ | Clock Net | Resource |Locked|Fanout|Net Skew(ns)|Max Delay(ns)| +---------------------+--------------+------+------+------------+-------------+ -| sysclk_BUFGP | BUFGMUX5| No | 23 | 0.107 | 0.729 | +| clk | BUFGMUX7| No | 377 | 0.372 | 0.987 | ++---------------------+--------------+------+------+------------+-------------+ +| sysclk_BUFGP | BUFGMUX0| No | 47 | 0.198 | 0.837 | +---------------------+--------------+------+------+------------+-------------+ |io/tt/baud_rate_gene | | | | | | -| rator/rx_baud_clk | BUFGMUX1| No | 24 | 0.208 | 0.861 | +| rator/rx_baud_clk | BUFGMUX2| No | 24 | 0.206 | 0.873 | +---------------------+--------------+------+------+------------+-------------+ -| clk | BUFGMUX7| No | 445 | 0.402 | 1.013 | +| io/kw/kw_src_clk | Local| | 7 | 0.913 | 1.831 | +---------------------+--------------+------+------+------------+-------------+ -| io/kw/kw_src_clk | Local| | 7 | 0.334 | 1.254 | +| ram_rd | Local| | 27 | 0.072 | 2.050 | +---------------------+--------------+------+------+------------+-------------+ -| reset_sw/slowclk | Local| | 8 | 0.475 | 3.214 | +| reset_sw/slowclk | Local| | 8 | 0.426 | 3.122 | +---------------------+--------------+------+------+------------+-------------+ |io/tt/baud_rate_gene | | | | | | -| rator/tx_baud_clk | Local| | 10 | 1.260 | 2.212 | +| rator/tx_baud_clk | Local| | 10 | 0.011 | 1.999 | ++---------------------+--------------+------+------+------------+-------------+ +| show_pc/aclk | Local| | 3 | 0.593 | 1.538 | +---------------------+--------------+------+------+------------+-------------+ * Net Skew is the difference between the minimum and maximum routing @@ -161,15 +167,15 @@ the minimum and maximum path delays which includes logic delays. The NUMBER OF SIGNALS NOT COMPLETELY ROUTED for this design is: 0 - The AVERAGE CONNECTION DELAY for this design is: 1.193 - The MAXIMUM PIN DELAY IS: 6.943 - The AVERAGE CONNECTION DELAY on the 10 WORST NETS is: 5.121 + The AVERAGE CONNECTION DELAY for this design is: 1.144 + The MAXIMUM PIN DELAY IS: 4.815 + The AVERAGE CONNECTION DELAY on the 10 WORST NETS is: 4.456 Listing Pin Delays by value: (nsec) - d < 1.00 < d < 2.00 < d < 3.00 < d < 4.00 < d < 7.00 d >= 7.00 + d < 1.00 < d < 2.00 < d < 3.00 < d < 4.00 < d < 5.00 d >= 5.00 --------- --------- --------- --------- --------- --------- - 4218 2975 763 395 31 0 + 4547 2799 845 329 19 0 Timing Score: 0 @@ -180,23 +186,29 @@ Asterisk (*) preceding a constraint indicates it was not met. Constraint | Requested | Actual | Logic | Absolute |Number of | | | Levels | Slack |errors ------------------------------------------------------------------------------------------------------ - Autotimespec constraint for clock net clk | N/A | 11.634ns | 8 | N/A | N/A + Autotimespec constraint for clock net clk | N/A | 11.651ns | 7 | N/A | N/A ------------------------------------------------------------------------------------------------------ - Autotimespec constraint for clock net io/ | N/A | 3.636ns | 3 | N/A | N/A + Autotimespec constraint for clock net io/ | N/A | 4.230ns | 3 | N/A | N/A kw/kw_src_clk | | | | | ------------------------------------------------------------------------------------------------------ - Autotimespec constraint for clock net sys | N/A | 4.081ns | 13 | N/A | N/A + Autotimespec constraint for clock net sys | N/A | 4.720ns | 2 | N/A | N/A clk_BUFGP | | | | | ------------------------------------------------------------------------------------------------------ - Autotimespec constraint for clock net io/ | N/A | 5.078ns | 3 | N/A | N/A + Autotimespec constraint for clock net ram | N/A | 2.171ns | 1 | N/A | N/A + _rd | | | | | +------------------------------------------------------------------------------------------------------ + Autotimespec constraint for clock net io/ | N/A | 5.007ns | 2 | N/A | N/A tt/baud_rate_generator/rx_baud_clk | | | | | ------------------------------------------------------------------------------------------------------ - Autotimespec constraint for clock net res | N/A | 2.808ns | 0 | N/A | N/A + Autotimespec constraint for clock net res | N/A | 2.836ns | 0 | N/A | N/A et_sw/slowclk | | | | | ------------------------------------------------------------------------------------------------------ - Autotimespec constraint for clock net io/ | N/A | 4.548ns | 1 | N/A | N/A + Autotimespec constraint for clock net io/ | N/A | 4.343ns | 2 | N/A | N/A tt/baud_rate_generator/tx_baud_clk | | | | | ------------------------------------------------------------------------------------------------------ + Autotimespec constraint for clock net sho | N/A | 2.638ns | 1 | N/A | N/A + w_pc/aclk | | | | | +------------------------------------------------------------------------------------------------------ All constraints were met. @@ -208,16 +220,19 @@ Generating Pad Report. All signals are completely routed. -Total REAL time to PAR completion: 1 mins 25 secs -Total CPU time to PAR completion: 1 mins 25 secs +WARNING:Par:284 - There are 7 sourceless or loadless signals in this design. This design will not pass the DRC check run + by Bitgen. -Peak Memory Usage: 427 MB +Total REAL time to PAR completion: 34 secs +Total CPU time to PAR completion: 33 secs + +Peak Memory Usage: 178 MB Placement: Completed - No errors found. Routing: Completed - No errors found. Number of error messages: 0 -Number of warning messages: 5 +Number of warning messages: 15 Number of info messages: 1 Writing design to file top.ncd diff --git a/xilinx/pdp8/top.pcf b/xilinx/pdp8/top.pcf index 228afa1..bfa9a48 100644 --- a/xilinx/pdp8/top.pcf +++ b/xilinx/pdp8/top.pcf @@ -1,7 +1,123 @@ -//! ************************************************************************** -// Written by: Map I.31 on Fri Apr 16 08:16:08 2010 -//! ************************************************************************** - -SCHEMATIC START; -NET "sysclk_BUFGP/IBUFG" BEL "sysclk_BUFGP/BUFG.GCLKMUX" USELOCALCONNECT; -SCHEMATIC END; +//! ************************************************************************** +// Written by: Map I.34 on Fri Apr 23 22:47:47 2010 +//! ************************************************************************** + +SCHEMATIC START; +COMP "sram1_ce_n" LOCATE = SITE "P7" LEVEL 1; +COMP "sram1_io<0>" LOCATE = SITE "N7" LEVEL 1; +COMP "sram1_io<1>" LOCATE = SITE "T8" LEVEL 1; +COMP "sram1_io<2>" LOCATE = SITE "R6" LEVEL 1; +COMP "sram1_io<3>" LOCATE = SITE "T5" LEVEL 1; +COMP "sram1_io<4>" LOCATE = SITE "R5" LEVEL 1; +COMP "sram1_io<5>" LOCATE = SITE "C2" LEVEL 1; +COMP "sram1_io<6>" LOCATE = SITE "C1" LEVEL 1; +COMP "sram1_io<7>" LOCATE = SITE "B1" LEVEL 1; +COMP "sram1_io<8>" LOCATE = SITE "D3" LEVEL 1; +COMP "sram2_ce_n" LOCATE = SITE "N5" LEVEL 1; +COMP "sram1_io<9>" LOCATE = SITE "P8" LEVEL 1; +COMP "sram1_lb_n" LOCATE = SITE "P6" LEVEL 1; +COMP "sram2_io<0>" LOCATE = SITE "P2" LEVEL 1; +COMP "sram2_io<1>" LOCATE = SITE "N2" LEVEL 1; +COMP "sram2_io<2>" LOCATE = SITE "M2" LEVEL 1; +COMP "sram2_io<3>" LOCATE = SITE "K1" LEVEL 1; +COMP "sram2_io<4>" LOCATE = SITE "J1" LEVEL 1; +COMP "sram2_io<5>" LOCATE = SITE "G2" LEVEL 1; +COMP "sram2_io<6>" LOCATE = SITE "E1" LEVEL 1; +COMP "sram2_lb_n" LOCATE = SITE "P5" LEVEL 1; +COMP "sram2_io<7>" LOCATE = SITE "D1" LEVEL 1; +COMP "sram2_io<8>" LOCATE = SITE "D2" LEVEL 1; +COMP "sram2_io<9>" LOCATE = SITE "E2" LEVEL 1; +COMP "sevenseg<0>" LOCATE = SITE "P16" LEVEL 1; +COMP "sram1_io<10>" LOCATE = SITE "F2" LEVEL 1; +COMP "sevenseg<1>" LOCATE = SITE "N16" LEVEL 1; +COMP "sram1_io<11>" LOCATE = SITE "H1" LEVEL 1; +COMP "sevenseg<2>" LOCATE = SITE "F13" LEVEL 1; +COMP "sram1_io<12>" LOCATE = SITE "J2" LEVEL 1; +COMP "sevenseg<3>" LOCATE = SITE "R16" LEVEL 1; +COMP "sram1_io<13>" LOCATE = SITE "L2" LEVEL 1; +COMP "sevenseg<4>" LOCATE = SITE "P15" LEVEL 1; +COMP "sram1_io<14>" LOCATE = SITE "P1" LEVEL 1; +COMP "sevenseg<5>" LOCATE = SITE "N15" LEVEL 1; +COMP "sram1_io<15>" LOCATE = SITE "R1" LEVEL 1; +COMP "sevenseg<6>" LOCATE = SITE "G13" LEVEL 1; +COMP "sevenseg<7>" LOCATE = SITE "E14" LEVEL 1; +COMP "sram1_ub_n" LOCATE = SITE "T4" LEVEL 1; +COMP "sysclk" LOCATE = SITE "T9" LEVEL 1; +COMP "sram2_ub_n" LOCATE = SITE "R4" LEVEL 1; +COMP "led<0>" LOCATE = SITE "K12" LEVEL 1; +COMP "led<1>" LOCATE = SITE "P14" LEVEL 1; +COMP "led<2>" LOCATE = SITE "L12" LEVEL 1; +COMP "led<3>" LOCATE = SITE "N14" LEVEL 1; +COMP "led<4>" LOCATE = SITE "P13" LEVEL 1; +COMP "led<5>" LOCATE = SITE "N12" LEVEL 1; +COMP "led<6>" LOCATE = SITE "P12" LEVEL 1; +COMP "led<7>" LOCATE = SITE "P11" LEVEL 1; +COMP "sram2_io<10>" LOCATE = SITE "G1" LEVEL 1; +COMP "sram2_io<11>" LOCATE = SITE "F5" LEVEL 1; +COMP "sram2_io<12>" LOCATE = SITE "C3" LEVEL 1; +COMP "sram2_io<13>" LOCATE = SITE "K2" LEVEL 1; +COMP "sram2_io<14>" LOCATE = SITE "M1" LEVEL 1; +COMP "sram2_io<15>" LOCATE = SITE "N1" LEVEL 1; +COMP "sram_oe_n" LOCATE = SITE "K4" LEVEL 1; +COMP "slideswitch<0>" LOCATE = SITE "F12" LEVEL 1; +COMP "slideswitch<1>" LOCATE = SITE "G12" LEVEL 1; +COMP "slideswitch<2>" LOCATE = SITE "H14" LEVEL 1; +COMP "slideswitch<3>" LOCATE = SITE "H13" LEVEL 1; +COMP "slideswitch<4>" LOCATE = SITE "J14" LEVEL 1; +COMP "slideswitch<5>" LOCATE = SITE "J13" LEVEL 1; +COMP "slideswitch<6>" LOCATE = SITE "K14" LEVEL 1; +COMP "slideswitch<7>" LOCATE = SITE "K13" LEVEL 1; +COMP "sram_we_n" LOCATE = SITE "G3" LEVEL 1; +COMP "ide_data_bus<0>" LOCATE = SITE "B5" LEVEL 1; +COMP "ide_data_bus<1>" LOCATE = SITE "B4" LEVEL 1; +COMP "ide_data_bus<2>" LOCATE = SITE "D10" LEVEL 1; +COMP "ide_data_bus<3>" LOCATE = SITE "D8" LEVEL 1; +COMP "ide_data_bus<4>" LOCATE = SITE "D7" LEVEL 1; +COMP "ide_data_bus<5>" LOCATE = SITE "E7" LEVEL 1; +COMP "ide_data_bus<6>" LOCATE = SITE "D6" LEVEL 1; +COMP "ide_data_bus<7>" LOCATE = SITE "D5" LEVEL 1; +COMP "ide_data_bus<8>" LOCATE = SITE "C5" LEVEL 1; +COMP "ide_data_bus<9>" LOCATE = SITE "C6" LEVEL 1; +COMP "ide_da<0>" LOCATE = SITE "B12" LEVEL 1; +COMP "ide_da<1>" LOCATE = SITE "B13" LEVEL 1; +COMP "ide_da<2>" LOCATE = SITE "B14" LEVEL 1; +COMP "ide_cs<0>" LOCATE = SITE "A9" LEVEL 1; +COMP "ide_cs<1>" LOCATE = SITE "A10" LEVEL 1; +COMP "rs232_rxd" LOCATE = SITE "T13" LEVEL 1; +COMP "rs232_txd" LOCATE = SITE "R13" LEVEL 1; +COMP "button<0>" LOCATE = SITE "M13" LEVEL 1; +COMP "button<1>" LOCATE = SITE "M14" LEVEL 1; +COMP "button<2>" LOCATE = SITE "L13" LEVEL 1; +COMP "button<3>" LOCATE = SITE "L14" LEVEL 1; +COMP "sevenseg_an<0>" LOCATE = SITE "D14" LEVEL 1; +COMP "sevenseg_an<1>" LOCATE = SITE "G14" LEVEL 1; +COMP "sevenseg_an<2>" LOCATE = SITE "F14" LEVEL 1; +COMP "sevenseg_an<3>" LOCATE = SITE "E13" LEVEL 1; +COMP "sram_a<10>" LOCATE = SITE "G5" LEVEL 1; +COMP "sram_a<11>" LOCATE = SITE "H3" LEVEL 1; +COMP "sram_a<12>" LOCATE = SITE "H4" LEVEL 1; +COMP "sram_a<13>" LOCATE = SITE "J4" LEVEL 1; +COMP "sram_a<14>" LOCATE = SITE "J3" LEVEL 1; +COMP "sram_a<15>" LOCATE = SITE "K3" LEVEL 1; +COMP "sram_a<16>" LOCATE = SITE "K5" LEVEL 1; +COMP "sram_a<17>" LOCATE = SITE "L3" LEVEL 1; +COMP "ide_data_bus<10>" LOCATE = SITE "C7" LEVEL 1; +COMP "ide_dior" LOCATE = SITE "B10" LEVEL 1; +COMP "ide_data_bus<11>" LOCATE = SITE "C8" LEVEL 1; +COMP "ide_data_bus<12>" LOCATE = SITE "C9" LEVEL 1; +COMP "sram_a<0>" LOCATE = SITE "L5" LEVEL 1; +COMP "ide_diow" LOCATE = SITE "A8" LEVEL 1; +COMP "ide_data_bus<13>" LOCATE = SITE "A3" LEVEL 1; +COMP "sram_a<1>" LOCATE = SITE "N3" LEVEL 1; +COMP "ide_data_bus<14>" LOCATE = SITE "A4" LEVEL 1; +COMP "sram_a<2>" LOCATE = SITE "M4" LEVEL 1; +COMP "ide_data_bus<15>" LOCATE = SITE "A5" LEVEL 1; +COMP "sram_a<3>" LOCATE = SITE "M3" LEVEL 1; +COMP "sram_a<4>" LOCATE = SITE "L4" LEVEL 1; +COMP "sram_a<5>" LOCATE = SITE "G4" LEVEL 1; +COMP "sram_a<6>" LOCATE = SITE "F3" LEVEL 1; +COMP "sram_a<7>" LOCATE = SITE "F4" LEVEL 1; +COMP "sram_a<8>" LOCATE = SITE "E3" LEVEL 1; +COMP "sram_a<9>" LOCATE = SITE "E4" LEVEL 1; +NET "sysclk_BUFGP/IBUFG" BEL "sysclk_BUFGP/BUFG.GCLKMUX" USELOCALCONNECT; +SCHEMATIC END; diff --git a/xilinx/pdp8/top.prj b/xilinx/pdp8/top.prj index aae2bc5..6b818e3 100644 --- a/xilinx/pdp8/top.prj +++ b/xilinx/pdp8/top.prj @@ -1,13 +1,16 @@ -verilog work "../../rtl/ide.v" -verilog work "../../rtl/uart.v" -verilog work "../../rtl/ram_256x12.v" -verilog work "../../rtl/ide_disk.v" -verilog work "../../rtl/brg.v" -verilog work "../../rtl/pdp8_tt.v" -verilog work "../../rtl/pdp8_rf.v" -verilog work "../../rtl/pdp8_kw.v" -verilog work "../../rtl/pdp8_ram.v" -verilog work "../../rtl/pdp8_io.v" -verilog work "../../rtl/pdp8.v" -verilog work "../../rtl/debounce.v" -verilog work "../../rtl/top.v" +verilog work "../../rtl/ide.v" +verilog work "../../rtl/uart.v" +verilog work "../../rtl/ram_256x12.v" +verilog work "../../rtl/ide_disk.v" +verilog work "../../rtl/brg.v" +verilog work "../../rtl/sevensegdecode.v" +verilog work "../../rtl/pdp8_tt.v" +verilog work "../../rtl/pdp8_rf.v" +verilog work "../../rtl/pdp8_kw.v" +verilog work "../../rtl/bootrom.v" +verilog work "../../rtl/pdp8_ram.v" +verilog work "../../rtl/pdp8_io.v" +verilog work "../../rtl/pdp8.v" +verilog work "../../rtl/display.v" +verilog work "../../rtl/debounce.v" +verilog work "../../rtl/top.v" diff --git a/xilinx/pdp8/top.syr b/xilinx/pdp8/top.syr index ae27cf7..c5d6b18 100644 --- a/xilinx/pdp8/top.syr +++ b/xilinx/pdp8/top.syr @@ -1,15 +1,12 @@ -Release 8.2i - xst I.31 +Release 8.2.03i - xst I.34 Copyright (c) 1995-2006 Xilinx, Inc. All rights reserved. ---> -Parameter TMPDIR set to ./xst/projnav.tmp -CPU : 0.00 / 0.08 s | Elapsed : 0.00 / 0.00 s +--> Parameter TMPDIR set to ./xst/projnav.tmp +CPU : 0.00 / 0.36 s | Elapsed : 0.00 / 1.00 s ---> -Parameter xsthdpdir set to ./xst -CPU : 0.00 / 0.08 s | Elapsed : 0.00 / 0.00 s +--> Parameter xsthdpdir set to ./xst +CPU : 0.00 / 0.36 s | Elapsed : 0.00 / 1.00 s ---> -Reading design: top.prj +--> Reading design: top.prj TABLE OF CONTENTS 1) Synthesis Options Summary @@ -108,20 +105,26 @@ Compiling verilog file "../../rtl/ide_disk.v" in library work Module compiled Compiling verilog file "../../rtl/brg.v" in library work Module compiled -Compiling verilog file "../../rtl/pdp8_tt.v" in library work +Compiling verilog file "../../rtl/sevensegdecode.v" in library work Module compiled +Compiling verilog file "../../rtl/pdp8_tt.v" in library work +Module compiled Compiling verilog file "../../rtl/pdp8_rf.v" in library work Module compiled Compiling verilog file "../../rtl/pdp8_kw.v" in library work Module compiled -Compiling verilog file "../../rtl/pdp8_ram.v" in library work +Compiling verilog file "../../rtl/bootrom.v" in library work Module compiled +Compiling verilog file "../../rtl/pdp8_ram.v" in library work +Module compiled Compiling verilog file "../../rtl/pdp8_io.v" in library work Module compiled Compiling verilog file "../../rtl/pdp8.v" in library work Module compiled -Compiling verilog file "../../rtl/debounce.v" in library work +Compiling verilog file "../../rtl/display.v" in library work Module compiled +Compiling verilog file "../../rtl/debounce.v" in library work +Module compiled Compiling verilog file "../../rtl/top.v" in library work Module compiled Module compiled @@ -136,134 +139,140 @@ Analyzing hierarchy for module in library . Analyzing hierarchy for module in library . +Analyzing hierarchy for module in library . + Analyzing hierarchy for module in library with parameters. - E2 = "1010" - E1 = "1001" - E0 = "1000" - F1 = "0001" - F0 = "0000" - E3 = "1011" - D2 = "0110" - D1 = "0101" D0 = "0100" + D1 = "0101" + D2 = "0110" D3 = "0111" - H0 = "1100" - F3 = "0011" + E0 = "1000" + E1 = "1001" + E2 = "1010" + E3 = "1011" + F0 = "0000" + F1 = "0001" F2 = "0010" + F3 = "0011" + H0 = "1100" Analyzing hierarchy for module in library . Analyzing hierarchy for module in library . +Analyzing hierarchy for module in library . + Analyzing hierarchy for module in library with parameters. F2 = "0010" + F3 = "0011" F1 = "0001" F0 = "0000" - F3 = "0011" Analyzing hierarchy for module in library with parameters. - F0 = "0000" - F1 = "0001" F3 = "0011" F2 = "0010" + F1 = "0001" + F0 = "0000" Analyzing hierarchy for module in library with parameters. - DB_begin_xfer_write = "0111" - CIE_bit = "000001000000" CA_ADDR = "000111111101001" - DB_done_xfer = "1001" - DB_check_xfer_write = "1000" + CIE_bit = "000001000000" + DB_begin_xfer_write = "0111" DB_check_xfer_read = "0100" - DB_done_xfer3 = "1100" - DB_done_xfer2 = "1011" + DB_check_xfer_write = "1000" + DB_done_xfer = "1001" DB_done_xfer1 = "1010" - DB_next_xfer_read = "0101" - DB_next_xfer_incr = "0110" + DB_done_xfer2 = "1011" + DB_done_xfer3 = "1100" DB_idle = "0000" + DB_next_xfer_incr = "0110" + DB_next_xfer_read = "0101" DB_read_new_page = "1101" DB_start_xfer1 = "0001" - DB_write_old_page = "1110" - DB_start_xfer3 = "0011" DB_start_xfer2 = "0010" + DB_start_xfer3 = "0011" + DB_write_old_page = "1110" DRE_bit = "010000000000" DRL_bit = "000000000100" - F1 = "0001" - F0 = "0000" EIE_bit = "000100000000" - MEX_bit = "000000111000" - F3 = "0011" + F0 = "0000" + F1 = "0001" F2 = "0010" - PER_bit = "000000000001" - PCA_bit = "100000000000" + F3 = "0011" + MEX_bit = "000000111000" NXD_bit = "000000000010" - WLS_bit = "001000000000" - WC_ADDR = "000111111101000" + PCA_bit = "100000000000" + PER_bit = "000000000001" PIE_bit = "000010000000" + WC_ADDR = "000111111101000" + WLS_bit = "001000000000" + +Analyzing hierarchy for module in library . Analyzing hierarchy for module in library with parameters. + TX_CLK_DIV = "00000000000000000000101000101100" SYS_CLK = "10111110101111000010000000" RX_CLK_DIV = "00000000000000000000000010100010" BAUD = "0010010110000000" - TX_CLK_DIV = "00000000000000000000101000101100" Analyzing hierarchy for module in library . Analyzing hierarchy for module in library . Analyzing hierarchy for module in library with parameters. - ATA_FEATURE = "10001" ATA_ALTER = "01110" - ATA_COMMAND = "10111" - ATA_CMD_WRITE = "0000000000110000" ATA_CMD_READ = "0000000000100000" - ATA_DATA = "10000" - ATA_CYLLOW = "10100" + ATA_CMD_WRITE = "0000000000110000" + ATA_COMMAND = "10111" ATA_CYLHIGH = "10101" - ATA_ERROR = "10001" - ATA_DRVHEAD = "10110" + ATA_CYLLOW = "10100" + ATA_DATA = "10000" ATA_DEVCTRL = "01110" + ATA_DRVHEAD = "10110" + ATA_ERROR = "10001" + ATA_FEATURE = "10001" ATA_SECCNT = "10010" - IDE_STATUS_BSY = "00000000000000000000000000000111" - ATA_STATUS = "10111" ATA_SECNUM = "10011" - IDE_STATUS_DRQ = "00000000000000000000000000000011" - IDE_STATUS_DRDY = "00000000000000000000000000000110" + ATA_STATUS = "10111" + IDE_STATUS_BSY = "00000000000000000000000000000111" IDE_STATUS_CORR = "00000000000000000000000000000010" - IDE_STATUS_ERR = "00000000000000000000000000000000" - IDE_STATUS_DWF = "00000000000000000000000000000101" + IDE_STATUS_DRDY = "00000000000000000000000000000110" + IDE_STATUS_DRQ = "00000000000000000000000000000011" IDE_STATUS_DSC = "00000000000000000000000000000100" - init1 = "00010" - init0 = "00001" + IDE_STATUS_DWF = "00000000000000000000000000000101" + IDE_STATUS_ERR = "00000000000000000000000000000000" IDE_STATUS_IDX = "00000000000000000000000000000001" - init2 = "00011" - init11 = "01100" + init0 = "00001" + init1 = "00010" init10 = "01011" - init5 = "00110" - init4 = "00101" + init11 = "01100" + init2 = "00011" init3 = "00100" - init8 = "01001" - init7 = "01000" + init4 = "00101" + init5 = "00110" init6 = "00111" - last1 = "10010" - last0 = "10001" + init7 = "01000" + init8 = "01001" init9 = "01010" - read0 = "01101" - last3 = "10100" + last0 = "10001" + last1 = "10010" last2 = "10011" - wait0 = "10101" - ready = "00000" + last3 = "10100" + read0 = "01101" read1 = "01110" - write1 = "10000" - write0 = "01111" + ready = "00000" + wait0 = "10101" wait1 = "10110" + write0 = "01111" + write1 = "10000" Analyzing hierarchy for module in library with parameters. - idle = "000" + s4 = "101" + s3 = "100" s2 = "011" s1 = "010" s0 = "001" - s4 = "101" - s3 = "100" + idle = "000" Building hierarchy successfully finished. @@ -276,6 +285,12 @@ Module is correct for synthesis. Analyzing module in library . Module is correct for synthesis. +Analyzing module in library . +Module is correct for synthesis. + +Analyzing module in library . +Module is correct for synthesis. + Analyzing module in library . F0 = 4'b0000 F1 = 4'b0001 @@ -416,6 +431,9 @@ Module is correct for synthesis. Analyzing module in library . Module is correct for synthesis. +Analyzing module in library . +Module is correct for synthesis. + ========================================================================= * HDL Synthesis * @@ -444,18 +462,16 @@ Synthesizing Unit . WARNING:Xst:646 - Signal is assigned but never used. WARNING:Xst:646 - Signal is assigned but never used. WARNING:Xst:646 - Signal is assigned but never used. - Found 8x8-bit ROM for signal <$AUX_15>. + Found 8x8-bit ROM for signal <$AUX_16>. Found 4x1-bit ROM for signal <$mux0005>. Found 4-bit register for signal . Found 12-bit register for signal . - Found 12-bit adder for signal <$add0000> created at line 475. - Found 12-bit adder carry out for signal <$addsub0000> created at line 418. - Found 12-bit adder carry out for signal <$addsub0001> created at line 418. - Found 13-bit adder for signal <$AUX_14>. - Found 13-bit adder for signal <$AUX_6>. + Found 12-bit adder for signal <$add0000> created at line 482. + Found 12-bit adder carry out for signal <$addsub0000> created at line 425. + Found 12-bit adder carry out for signal <$addsub0001> created at line 425. Found 3-bit 4-to-1 multiplexer for signal <$mux0022>. - Found 12-bit adder for signal <$share0000> created at line 558. - Found 1-bit xor2 for signal <$xor0059> created at line 345. + Found 12-bit adder for signal <$share0000> created at line 565. + Found 1-bit xor2 for signal <$xor0059> created at line 348. Found 12-bit register for signal . Found 3-bit register for signal . Found 15-bit register for signal . @@ -486,20 +502,18 @@ WARNING:Xst:646 - Signal is assigned but never used. Found 1-bit register for signal . Summary: inferred 2 ROM(s). - inferred 105 D-type flip-flop(s). + inferred 93 D-type flip-flop(s). inferred 6 Adder/Subtractor(s). inferred 7 Multiplexer(s). Unit synthesized. -Synthesizing Unit . - Related source file is "../../rtl/pdp8_ram.v". -WARNING:Xst:647 - Input is never used. -WARNING:Xst:647 - Input is never used. - Found 16-bit tristate buffer for signal <$mux0000>. +Synthesizing Unit . + Related source file is "../../rtl/sevensegdecode.v". + Found 16x7-bit ROM for signal . Summary: - inferred 16 Tristate(s). -Unit synthesized. + inferred 1 ROM(s). +Unit synthesized. Synthesizing Unit . @@ -632,6 +646,42 @@ Synthesizing Unit . Unit synthesized. +Synthesizing Unit . + Related source file is "../../rtl/bootrom.v". +WARNING:Xst:737 - Found 12-bit latch for signal . + Found 15-bit comparator greatequal for signal <$cmp_ge0000> created at line 31. + Found 15-bit comparator lessequal for signal <$cmp_le0000> created at line 31. + Found 3-bit down counter for signal . + Summary: + inferred 1 Counter(s). + inferred 2 Comparator(s). +Unit synthesized. + + +Synthesizing Unit . + Related source file is "../../rtl/display.v". +WARNING:Xst:647 - Input is never used. + Found 1-of-4 decoder for signal . + Found 1-bit register for signal . + Found 2-bit up counter for signal . + Found 3-bit 4-to-1 multiplexer for signal . + Found 11-bit up counter for signal . + Summary: + inferred 2 Counter(s). + inferred 1 D-type flip-flop(s). + inferred 4 Multiplexer(s). + inferred 1 Decoder(s). +Unit synthesized. + + +Synthesizing Unit . + Related source file is "../../rtl/pdp8_ram.v". + Found 16-bit tristate buffer for signal <$mux0000>. + Summary: + inferred 16 Tristate(s). +Unit synthesized. + + Synthesizing Unit . Related source file is "../../rtl/pdp8_tt.v". WARNING:Xst:647 - Input > is never used. @@ -662,14 +712,12 @@ WARNING:Xst:646 - Signal is assigned but never used. | Encoding | automatic | | Implementation | LUT | ----------------------------------------------------------------------- - Found 4x1-bit ROM for signal <$mux0003>. Found 1-bit 4-to-1 multiplexer for signal . Found 1-bit register for signal . Found 8-bit register for signal . Found 1-bit register for signal . Summary: inferred 2 Finite State Machine(s). - inferred 1 ROM(s). inferred 10 D-type flip-flop(s). inferred 1 Multiplexer(s). Unit synthesized. @@ -778,13 +826,10 @@ Unit synthesized. Synthesizing Unit . Related source file is "../../rtl/top.v". WARNING:Xst:647 - Input > is never used. -WARNING:Xst:1306 - Output is never assigned. -WARNING:Xst:1306 - Output is never assigned. WARNING:Xst:647 - Input > is never used. -WARNING:Xst:1306 - Output is never assigned. WARNING:Xst:653 - Signal is used but never assigned. Tied to value 000000000000. Found 16x25-bit ROM for signal . - Found 25-bit comparator equal for signal <$cmp_eq0000> created at line 74. + Found 25-bit comparator equal for signal <$cmp_eq0000> created at line 77. Found 1-bit register for signal . Found 25-bit up counter for signal . Summary: @@ -804,7 +849,8 @@ Macro Statistics 256x12-bit single-port distributed RAM : 1 # ROMs : 10 16x25-bit ROM : 1 - 4x1-bit ROM : 7 + 16x7-bit ROM : 1 + 4x1-bit ROM : 6 4x2-bit ROM : 1 8x8-bit ROM : 1 # Adders/Subtractors : 10 @@ -812,17 +858,19 @@ Macro Statistics 12-bit adder carry out : 2 13-bit adder : 2 4-bit adder : 1 -# Counters : 12 +# Counters : 15 + 11-bit up counter : 1 12-bit up counter : 1 13-bit up counter : 2 15-bit up counter : 1 - 2-bit up counter : 1 + 2-bit up counter : 2 20-bit up counter : 1 25-bit up counter : 1 + 3-bit down counter : 1 4-bit up counter : 2 8-bit up counter : 3 -# Registers : 90 - 1-bit register : 67 +# Registers : 91 + 1-bit register : 68 10-bit register : 1 12-bit register : 8 15-bit register : 1 @@ -831,17 +879,23 @@ Macro Statistics 4-bit register : 2 7-bit register : 1 8-bit register : 4 -# Comparators : 5 +# Latches : 1 + 12-bit latch : 1 +# Comparators : 7 12-bit comparator equal : 1 + 15-bit comparator greatequal : 1 + 15-bit comparator lessequal : 1 25-bit comparator equal : 1 4-bit comparator greatequal : 1 4-bit comparator lessequal : 1 8-bit comparator less : 1 -# Multiplexers : 11 - 1-bit 4-to-1 multiplexer : 7 +# Multiplexers : 13 + 1-bit 4-to-1 multiplexer : 8 12-bit 4-to-1 multiplexer : 2 - 3-bit 4-to-1 multiplexer : 1 + 3-bit 4-to-1 multiplexer : 2 4-bit 4-to-1 multiplexer : 1 +# Decoders : 1 + 1-of-4 decoder : 1 # Tristates : 2 16-bit tristate buffer : 2 # Xors : 1 @@ -953,13 +1007,11 @@ Optimizing FSM on signal with gray encoding 01 | 01 10 | 11 ------------------- -Loading device for application Rf_Device from file '3s1000.nph' in environment /opt/Xilinx. -INFO:Xst:1651 - Address input of ROM is tied to register . +Loading device for application Rf_Device from file '3s1000.nph' in environment C:\Xilinx. +INFO:Xst:1651 - Address input of ROM is tied to register . INFO:Xst:2502 - HDL ADVISOR - Asynchronous or synchronous initialization of this register prevents it from being combined with the ROM for implementation as read-only block RAM. INFO:Xst:1647 - Data output of ROM is tied to register . INFO:Xst:2506 - In order to maximize performance and save block RAM resources, this small ROM will be implemented on LUT. If you want to force its implementation on block, use option/constraint rom_style. -INFO:Xst:1647 - Data output of ROM is tied to register . -INFO:Xst:2506 - In order to maximize performance and save block RAM resources, this small ROM will be implemented on LUT. If you want to force its implementation on block, use option/constraint rom_style. WARNING:Xst:1426 - The value init of the FF/Latch onetime hinder the constant cleaning in the block debounce. You should achieve better results by setting this init to 1. WARNING:Xst:1291 - FF/Latch is unconnected in block . @@ -976,7 +1028,8 @@ Macro Statistics 256x12-bit single-port distributed RAM : 1 # ROMs : 10 16x25-bit ROM : 1 - 4x1-bit ROM : 7 + 16x7-bit ROM : 1 + 4x1-bit ROM : 6 4x2-bit ROM : 1 8x8-bit ROM : 1 # Adders/Subtractors : 10 @@ -984,28 +1037,36 @@ Macro Statistics 12-bit adder carry out : 2 13-bit adder : 2 4-bit adder : 1 -# Counters : 12 +# Counters : 15 + 11-bit up counter : 1 12-bit up counter : 1 13-bit up counter : 2 15-bit up counter : 1 - 2-bit up counter : 1 + 2-bit up counter : 2 20-bit up counter : 1 25-bit up counter : 1 + 3-bit down counter : 1 4-bit up counter : 2 8-bit up counter : 3 -# Registers : 315 - Flip-Flops : 315 -# Comparators : 5 +# Registers : 316 + Flip-Flops : 316 +# Latches : 1 + 12-bit latch : 1 +# Comparators : 7 12-bit comparator equal : 1 + 15-bit comparator greatequal : 1 + 15-bit comparator lessequal : 1 25-bit comparator equal : 1 4-bit comparator greatequal : 1 4-bit comparator lessequal : 1 8-bit comparator less : 1 -# Multiplexers : 11 - 1-bit 4-to-1 multiplexer : 7 +# Multiplexers : 13 + 1-bit 4-to-1 multiplexer : 8 12-bit 4-to-1 multiplexer : 2 - 3-bit 4-to-1 multiplexer : 1 + 3-bit 4-to-1 multiplexer : 2 4-bit 4-to-1 multiplexer : 1 +# Decoders : 1 + 1-of-4 decoder : 1 # Xors : 1 1-bit xor2 : 1 @@ -1026,33 +1087,34 @@ Optimizing unit ... Optimizing unit ... +Optimizing unit ... + Optimizing unit ... Optimizing unit ... Mapping all equations... Building and optimizing final netlist ... -Found area constraint ratio of 100 (+ 5) on block top, actual ratio is 12. -FlipFlop cpu/ac_0 has been replicated 1 time(s) -FlipFlop cpu/ir_0 has been replicated 4 time(s) -FlipFlop cpu/ir_1 has been replicated 5 time(s) -FlipFlop cpu/ir_2 has been replicated 5 time(s) -FlipFlop cpu/mb_0 has been replicated 4 time(s) -FlipFlop cpu/mb_1 has been replicated 4 time(s) -FlipFlop cpu/mb_2 has been replicated 5 time(s) -FlipFlop cpu/mb_3 has been replicated 6 time(s) -FlipFlop cpu/mb_4 has been replicated 5 time(s) -FlipFlop cpu/mb_5 has been replicated 5 time(s) -FlipFlop cpu/mb_6 has been replicated 5 time(s) -FlipFlop cpu/mb_7 has been replicated 4 time(s) -FlipFlop cpu/mb_8 has been replicated 4 time(s) -FlipFlop cpu/state_0 has been replicated 5 time(s) -FlipFlop cpu/state_1 has been replicated 5 time(s) -FlipFlop cpu/state_2 has been replicated 5 time(s) -FlipFlop cpu/state_3 has been replicated 5 time(s) -FlipFlop io/tf/db_state_FFd7 has been replicated 9 time(s) -FlipFlop io/tf/db_state_FFd8 has been replicated 9 time(s) -FlipFlop io/tf/db_state_FFd9 has been replicated 1 time(s) +Found area constraint ratio of 100 (+ 5) on block top, actual ratio is 13. +FlipFlop cpu/ir_0 has been replicated 1 time(s) +FlipFlop cpu/ir_1 has been replicated 2 time(s) +FlipFlop cpu/ir_2 has been replicated 2 time(s) +FlipFlop cpu/mb_1 has been replicated 2 time(s) +FlipFlop cpu/mb_2 has been replicated 2 time(s) +FlipFlop cpu/mb_3 has been replicated 1 time(s) +FlipFlop cpu/mb_4 has been replicated 1 time(s) +FlipFlop cpu/mb_5 has been replicated 2 time(s) +FlipFlop cpu/mb_6 has been replicated 1 time(s) +FlipFlop cpu/mb_7 has been replicated 1 time(s) +FlipFlop cpu/mb_8 has been replicated 1 time(s) +FlipFlop cpu/state_0 has been replicated 4 time(s) +FlipFlop cpu/state_1 has been replicated 4 time(s) +FlipFlop cpu/state_2 has been replicated 4 time(s) +FlipFlop cpu/state_3 has been replicated 4 time(s) +FlipFlop io/tf/db_state_FFd10 has been replicated 3 time(s) +FlipFlop io/tf/db_state_FFd13 has been replicated 1 time(s) +FlipFlop io/tf/db_state_FFd14 has been replicated 2 time(s) +FlipFlop io/tf/db_state_FFd9 has been replicated 3 time(s) FlipFlop io/tf/disk/ide_state_FFd6 has been replicated 1 time(s) FlipFlop io/tf/disk/ide_state_FFd8 has been replicated 1 time(s) @@ -1066,8 +1128,8 @@ Unit processed. Final Register Report Macro Statistics -# Registers : 533 - Flip-Flops : 533 +# Registers : 495 + Flip-Flops : 495 ========================================================================= @@ -1096,47 +1158,48 @@ Design Statistics # IOs : 116 Cell Usage : -# BELS : 2231 +# BELS : 2365 # GND : 1 -# INV : 22 -# LUT1 : 155 -# LUT2 : 140 -# LUT2_D : 10 -# LUT2_L : 10 +# INV : 26 +# LUT1 : 165 +# LUT2 : 133 +# LUT2_D : 25 +# LUT2_L : 2 # LUT3 : 249 -# LUT3_D : 32 -# LUT3_L : 27 -# LUT4 : 879 -# LUT4_D : 46 -# LUT4_L : 126 +# LUT3_D : 29 +# LUT3_L : 25 +# LUT4 : 987 +# LUT4_D : 37 +# LUT4_L : 104 # MULT_AND : 19 -# MUXCY : 215 -# MUXF5 : 91 +# MUXCY : 225 +# MUXF5 : 119 # MUXF6 : 12 # VCC : 1 -# XORCY : 196 -# FlipFlops/Latches : 533 -# FD : 26 +# XORCY : 206 +# FlipFlops/Latches : 507 +# FD : 38 # FDC : 30 # FDCE : 51 -# FDE : 8 +# FDE : 9 # FDP : 2 # FDPE : 3 -# FDR : 117 -# FDRE : 112 -# FDRS : 163 +# FDR : 118 +# FDRE : 104 +# FDRS : 112 # FDRSE : 4 -# FDS : 3 -# FDSE : 14 +# FDS : 7 +# FDSE : 17 +# LD : 12 # RAMS : 96 # RAM32X1S : 96 # Clock Buffers : 3 # BUFG : 2 # BUFGP : 1 -# IO Buffers : 88 +# IO Buffers : 108 # IBUF : 6 # IOBUF : 24 -# OBUF : 50 +# OBUF : 70 # OBUFT : 8 ========================================================================= @@ -1145,13 +1208,13 @@ Device utilization summary: Selected Device : 3s1000ft256-5 - Number of Slices: 990 out of 7680 12% - Number of Slice Flip Flops: 533 out of 15360 3% - Number of 4 input LUTs: 1888 out of 15360 12% - Number used as logic: 1696 + Number of Slices: 1038 out of 7680 13% + Number of Slice Flip Flops: 507 out of 15360 3% + Number of 4 input LUTs: 1974 out of 15360 12% + Number used as logic: 1782 Number used as RAMs: 192 Number of IOs: 116 - Number of bonded IOBs: 89 out of 173 51% + Number of bonded IOBs: 109 out of 173 63% Number of GCLKs: 3 out of 8 37% @@ -1164,33 +1227,38 @@ NOTE: THESE TIMING NUMBERS ARE ONLY A SYNTHESIS ESTIMATE. Clock Information: ------------------ ---------------------------------------+---------------------------+-------+ -Clock Signal | Clock buffer(FF name) | Load | ---------------------------------------+---------------------------+-------+ -sysclk | BUFGP | 42 | -reset_sw/slowclk | NONE(reset_sw/hold_2) | 11 | -clk1 | BUFG | 518 | -io/tt/baud_rate_generator/rx_baud_clk1| BUFG | 30 | -io/tt/baud_rate_generator/tx_baud_clk | NONE(io/tt/tt_uart/tx_out)| 16 | -io/kw/kw_src_clk | NONE(io/kw/kw_ctr_4) | 12 | ---------------------------------------+---------------------------+-------+ +--------------------------------------+-----------------------------+-------+ +Clock Signal | Clock buffer(FF name) | Load | +--------------------------------------+-----------------------------+-------+ +sysclk | BUFGP | 82 | +reset_sw/slowclk | NONE(reset_sw/hold_8) | 11 | +show_pc/aclk | NONE(show_pc/anode_0) | 2 | +clk1 | BUFG | 438 | +ram_rd(cpu/ram_rd:O) | NONE(*)(ram/rom/data_7) | 12 | +io/tt/baud_rate_generator/rx_baud_clk1| BUFG | 30 | +io/tt/baud_rate_generator/tx_baud_clk | NONE(io/tt/tt_uart/tx_cnt_2)| 16 | +io/kw/kw_src_clk | NONE(io/kw/kw_ctr_6) | 12 | +--------------------------------------+-----------------------------+-------+ +(*) This 1 clock signal(s) are generated by combinatorial logic, +and XST is not able to identify which are the primary clock signals. +Please use the CLOCK_SIGNAL constraint to specify the clock signal(s) generated by combinatorial logic. INFO:Xst:2169 - HDL ADVISOR - Some clock signals were not automatically buffered by XST with BUFG/BUFR resources. Please use the buffer_type constraint in order to insert these buffers to the clock signals to help prevent skew problems. Asynchronous Control Signals Information: ---------------------------------------- ------------------------------------+--------------------------------------------+-------+ -Control Signal | Buffer(FF name) | Load | ------------------------------------+--------------------------------------------+-------+ -reset(reset_sw/out28:O) | NONE(io/tt/baud_rate_generator/tx_baud_clk)| 86 | ------------------------------------+--------------------------------------------+-------+ +-----------------------------------+---------------------------------------------+-------+ +Control Signal | Buffer(FF name) | Load | +-----------------------------------+---------------------------------------------+-------+ +reset(reset_sw/out28:O) | NONE(io/tt/baud_rate_generator/rx_clk_div_1)| 86 | +-----------------------------------+---------------------------------------------+-------+ Timing Summary: --------------- Speed Grade: -5 - Minimum period: 11.549ns (Maximum Frequency: 86.585MHz) - Minimum input arrival time before clock: 7.558ns - Maximum output required time after clock: 15.972ns + Minimum period: 13.504ns (Maximum Frequency: 74.051MHz) + Minimum input arrival time before clock: 8.209ns + Maximum output required time after clock: 16.039ns Maximum combinational path delay: No path found Timing Detail: @@ -1199,10 +1267,10 @@ All values displayed in nanoseconds (ns) ========================================================================= Timing constraint: Default period analysis for Clock 'sysclk' - Clock period: 6.854ns (frequency: 145.909MHz) - Total number of paths / destination ports: 1112 / 69 + Clock period: 6.557ns (frequency: 152.519MHz) + Total number of paths / destination ports: 1737 / 112 ------------------------------------------------------------------------- -Delay: 6.854ns (Levels of Logic = 2) +Delay: 6.557ns (Levels of Logic = 2) Source: clk (FF) Destination: clk (FF) Source Clock: sysclk rising @@ -1213,12 +1281,12 @@ Delay: 6.854ns (Levels of Logic = 2) Cell:in->out fanout Delay Delay Logical Name (Net Name) ---------------------------------------- ------------ FDE:C->Q 1 0.626 0.681 clk (clk1) - BUFG:I->O 519 0.357 3.854 clk_BUFG (clk) + BUFG:I->O 439 0.357 3.557 clk_BUFG (clk) INV:I->O 1 0.479 0.681 _not00011_INV_0 (_not0001) FDE:D 0.176 clk ---------------------------------------- - Total 6.854ns (1.638ns logic, 5.216ns route) - (23.9% logic, 76.1% route) + Total 6.557ns (1.638ns logic, 4.919ns route) + (25.0% logic, 75.0% route) ========================================================================= Timing constraint: Default period analysis for Clock 'reset_sw/slowclk' @@ -1242,31 +1310,90 @@ Delay: 1.547ns (Levels of Logic = 0) (51.8% logic, 48.2% route) ========================================================================= -Timing constraint: Default period analysis for Clock 'clk1' - Clock period: 11.549ns (frequency: 86.585MHz) - Total number of paths / destination ports: 51473 / 1382 +Timing constraint: Default period analysis for Clock 'show_pc/aclk' + Clock period: 2.585ns (frequency: 386.855MHz) + Total number of paths / destination ports: 3 / 2 ------------------------------------------------------------------------- -Delay: 11.549ns (Levels of Logic = 6) - Source: cpu/ir_2_1 (FF) - Destination: cpu/ac_3 (FF) - Source Clock: clk1 rising - Destination Clock: clk1 rising +Delay: 2.585ns (Levels of Logic = 1) + Source: show_pc/anode_0 (FF) + Destination: show_pc/anode_1 (FF) + Source Clock: show_pc/aclk rising + Destination Clock: show_pc/aclk rising - Data Path: cpu/ir_2_1 to cpu/ac_3 + Data Path: show_pc/anode_0 to show_pc/anode_1 Gate Net Cell:in->out fanout Delay Delay Logical Name (Net Name) ---------------------------------------- ------------ - FDRE:C->Q 5 0.626 1.078 cpu/ir_2_1 (cpu/ir_2_1) - LUT4:I0->O 1 0.479 0.740 io/tt/_not00041_SW0 (N6803) - LUT4:I2->O 17 0.479 1.166 io/tt/io_data_out<1>1 (io/tt/N0) - LUT4:I3->O 24 0.479 1.586 io/tt/io_selected1 (io/tt_io_selected) - LUT3:I2->O 3 0.479 0.830 io_data_avail1 (io_data_avail) - LUT4_D:I2->O 7 0.479 1.076 cpu/_mux0009<0>101 (cpu/N164) - LUT4:I1->O 1 0.479 0.681 cpu/_mux0009<7>170 (cpu/_mux0009<7>_map1750) - FDRS:S 0.892 cpu/ac_4 + FDR:C->Q 14 0.626 1.304 show_pc/anode_0 (show_pc/anode_0) + LUT2:I0->O 1 0.479 0.000 show_pc/anode_Madd__add0000_Mxor_Result<1>_Result1 (show_pc/anode__add0000<1>) + FD:D 0.176 show_pc/anode_1 ---------------------------------------- - Total 11.549ns (4.392ns logic, 7.157ns route) - (38.0% logic, 62.0% route) + Total 2.585ns (1.281ns logic, 1.304ns route) + (49.6% logic, 50.4% route) + +========================================================================= +Timing constraint: Default period analysis for Clock 'clk1' + Clock period: 13.504ns (frequency: 74.051MHz) + Total number of paths / destination ports: 210459 / 1244 +------------------------------------------------------------------------- +Delay: 13.504ns (Levels of Logic = 20) + Source: cpu/ea_8 (FF) + Destination: io/tf/dma_wc_11 (FF) + Source Clock: clk1 rising + Destination Clock: clk1 rising + + Data Path: cpu/ea_8 to io/tf/dma_wc_11 + Gate Net + Cell:in->out fanout Delay Delay Logical Name (Net Name) + ---------------------------------------- ------------ + FDRS:C->Q 4 0.626 1.074 cpu/ea_8 (cpu/ea_8) + LUT4:I0->O 2 0.479 0.768 cpu/is_index_reg31 (cpu/is_index_reg_map3416) + LUT4:I3->O 18 0.479 1.227 cpu/is_index_reg33 (cpu/is_index_reg) + LUT4:I3->O 1 0.479 0.740 cpu/ram_addr<14>12_SW0 (N7265) + LUT4:I2->O 4 0.479 0.802 cpu/ram_addr<14>21 (ram_addr<14>) + LUT4:I3->O 1 0.479 0.740 cpu/ram_addr<10>_SW4 (N7424) + LUT4:I2->O 12 0.479 0.973 ram/rom/_and0001110 (ram/rom/_and00011_map3671) + LUT4:I3->O 3 0.479 0.000 io/tf/Madd__add0002_lut<0> (io/tf/N222) + MUXCY:S->O 1 0.435 0.000 io/tf/Madd__add0002_cy<0> (io/tf/Madd__add0002_cy<0>) + MUXCY:CI->O 1 0.056 0.000 io/tf/Madd__add0002_cy<1> (io/tf/Madd__add0002_cy<1>) + MUXCY:CI->O 1 0.056 0.000 io/tf/Madd__add0002_cy<2> (io/tf/Madd__add0002_cy<2>) + MUXCY:CI->O 1 0.056 0.000 io/tf/Madd__add0002_cy<3> (io/tf/Madd__add0002_cy<3>) + MUXCY:CI->O 1 0.056 0.000 io/tf/Madd__add0002_cy<4> (io/tf/Madd__add0002_cy<4>) + MUXCY:CI->O 1 0.056 0.000 io/tf/Madd__add0002_cy<5> (io/tf/Madd__add0002_cy<5>) + MUXCY:CI->O 1 0.056 0.000 io/tf/Madd__add0002_cy<6> (io/tf/Madd__add0002_cy<6>) + MUXCY:CI->O 1 0.056 0.000 io/tf/Madd__add0002_cy<7> (io/tf/Madd__add0002_cy<7>) + MUXCY:CI->O 1 0.056 0.000 io/tf/Madd__add0002_cy<8> (io/tf/Madd__add0002_cy<8>) + MUXCY:CI->O 1 0.056 0.000 io/tf/Madd__add0002_cy<9> (io/tf/Madd__add0002_cy<9>) + MUXCY:CI->O 0 0.056 0.000 io/tf/Madd__add0002_cy<10> (io/tf/Madd__add0002_cy<10>) + XORCY:CI->O 2 0.786 0.768 io/tf/Madd__add0002_xor<11> (io/tf/_add0002<11>) + LUT4:I3->O 1 0.479 0.000 io/tf/_mux0008<11>641 (N7129) + FDRS:D 0.176 io/tf/dma_wc_11 + ---------------------------------------- + Total 13.504ns (6.410ns logic, 7.094ns route) + (47.5% logic, 52.5% route) + +========================================================================= +Timing constraint: Default period analysis for Clock 'ram_rd' + Clock period: 3.610ns (frequency: 276.985MHz) + Total number of paths / destination ports: 14 / 12 +------------------------------------------------------------------------- +Delay: 3.610ns (Levels of Logic = 2) + Source: ram/rom/data_3 (LATCH) + Destination: ram/rom/data_3 (LATCH) + Source Clock: ram_rd falling + Destination Clock: ram_rd falling + + Data Path: ram/rom/data_3 to ram/rom/data_3 + Gate Net + Cell:in->out fanout Delay Delay Logical Name (Net Name) + ---------------------------------------- ------------ + LD:G->Q 4 0.551 1.074 ram/rom/data_3 (ram/rom/data_3) + LUT4:I0->O 1 0.479 0.851 ram/rom/_mux0000<8>123 (ram/rom/_mux0000<8>_map1169) + LUT2:I1->O 1 0.479 0.000 ram/rom/_mux0000<8>124 (ram/rom/_mux0000<8>) + LD:D 0.176 ram/rom/data_3 + ---------------------------------------- + Total 3.610ns (1.685ns logic, 1.925ns route) + (46.7% logic, 53.3% route) ========================================================================= Timing constraint: Default period analysis for Clock 'io/tt/baud_rate_generator/rx_baud_clk1' @@ -1285,7 +1412,7 @@ Delay: 6.319ns (Levels of Logic = 3) ---------------------------------------- ------------ FDCE:C->Q 12 0.626 1.245 io/tt/tt_uart/rx_cnt_2 (io/tt/tt_uart/rx_cnt_2) LUT4:I0->O 3 0.479 1.066 io/tt/tt_uart/_cmp_eq00031 (io/tt/tt_uart/_cmp_eq0003) - LUT4:I0->O 1 0.479 0.740 io/tt/tt_uart/_not0028_SW0 (N797) + LUT4:I0->O 1 0.479 0.740 io/tt/tt_uart/_not0028_SW0 (N1359) LUT4:I2->O 1 0.479 0.681 io/tt/tt_uart/_not0028 (io/tt/tt_uart/_not0028) FDCE:CE 0.524 io/tt/tt_uart/rx_busy ---------------------------------------- @@ -1298,19 +1425,19 @@ Timing constraint: Default period analysis for Clock 'io/tt/baud_rate_generator/ Total number of paths / destination ports: 84 / 22 ------------------------------------------------------------------------- Delay: 4.443ns (Levels of Logic = 4) - Source: io/tt/tt_uart/tx_cnt_0 (FF) + Source: io/tt/tt_uart/tx_cnt_2 (FF) Destination: io/tt/tt_uart/tx_out (FF) Source Clock: io/tt/baud_rate_generator/tx_baud_clk rising Destination Clock: io/tt/baud_rate_generator/tx_baud_clk rising - Data Path: io/tt/tt_uart/tx_cnt_0 to io/tt/tt_uart/tx_out + Data Path: io/tt/tt_uart/tx_cnt_2 to io/tt/tt_uart/tx_out Gate Net Cell:in->out fanout Delay Delay Logical Name (Net Name) ---------------------------------------- ------------ - FDCE:C->Q 9 0.626 1.250 io/tt/tt_uart/tx_cnt_0 (io/tt/tt_uart/tx_cnt_0) - LUT4:I0->O 1 0.479 0.000 io/tt/tt_uart/_mux0006129_G (N7342) - MUXF5:I1->O 2 0.314 0.804 io/tt/tt_uart/_mux0006129 (io/tt/tt_uart/_mux0006_map419) - LUT4:I2->O 1 0.479 0.000 io/tt/tt_uart/_mux0006161_F (N7343) + FDCE:C->Q 9 0.626 1.250 io/tt/tt_uart/tx_cnt_2 (io/tt/tt_uart/tx_cnt_2) + LUT4:I0->O 1 0.479 0.000 io/tt/tt_uart/_mux0006129_G (N7693) + MUXF5:I1->O 2 0.314 0.804 io/tt/tt_uart/_mux0006129 (io/tt/tt_uart/_mux0006_map1445) + LUT4:I2->O 1 0.479 0.000 io/tt/tt_uart/_mux0006161_F (N7696) MUXF5:I0->O 1 0.314 0.000 io/tt/tt_uart/_mux0006161 (io/tt/tt_uart/_mux0006) FDPE:D 0.176 io/tt/tt_uart/tx_out ---------------------------------------- @@ -1364,8 +1491,8 @@ Offset: 7.558ns (Levels of Logic = 15) Cell:in->out fanout Delay Delay Logical Name (Net Name) ---------------------------------------- ------------ IBUF:I->O 10 0.715 1.259 slideswitch_2_IBUF (slideswitch_2_IBUF) - LUT3:I0->O 5 0.479 0.953 Mrom_clkmax3 (N5) - LUT3:I1->O 1 0.479 0.000 Mcompar__cmp_eq0000_lut<1>1 (N29) + LUT3:I0->O 5 0.479 0.953 Mrom_clkmax3 (N4) + LUT3:I1->O 1 0.479 0.000 Mcompar__cmp_eq0000_lut<1>1 (N36) MUXCY:S->O 1 0.435 0.000 Mcompar__cmp_eq0000_cy<1> (Mcompar__cmp_eq0000_cy<1>) MUXCY:CI->O 1 0.056 0.000 Mcompar__cmp_eq0000_cy<2> (Mcompar__cmp_eq0000_cy<2>) MUXCY:CI->O 1 0.056 0.000 Mcompar__cmp_eq0000_cy<3> (Mcompar__cmp_eq0000_cy<3>) @@ -1404,9 +1531,9 @@ Offset: 1.572ns (Levels of Logic = 1) ========================================================================= Timing constraint: Default OFFSET IN BEFORE for Clock 'clk1' - Total number of paths / destination ports: 254 / 121 + Total number of paths / destination ports: 549 / 81 ------------------------------------------------------------------------- -Offset: 5.740ns (Levels of Logic = 15) +Offset: 8.209ns (Levels of Logic = 18) Source: sram1_io<0> (PAD) Destination: io/tf/dma_wc_11 (FF) Destination Clock: clk1 rising @@ -1415,8 +1542,11 @@ Offset: 5.740ns (Levels of Logic = 15) Gate Net Cell:in->out fanout Delay Delay Logical Name (Net Name) ---------------------------------------- ------------ - IOBUF:IO->O 4 0.715 1.074 sram1_io_0_IOBUF (N6517) - LUT2:I0->O 2 0.479 0.000 io/tf/Madd__add0002_lut<0> (io/tf/N222) + IOBUF:IO->O 5 0.715 0.953 sram1_io_0_IOBUF (N7074) + LUT3:I1->O 1 0.479 0.851 ram/data_out<0>1_SW0 (N7293) + LUT4:I1->O 1 0.479 0.000 ram/rom/_and0001123_SW2_F (N7458) + MUXF5:I0->O 1 0.314 0.740 ram/rom/_and0001123_SW2 (N7332) + LUT4:I2->O 3 0.479 0.000 io/tf/Madd__add0002_lut<0> (io/tf/N222) MUXCY:S->O 1 0.435 0.000 io/tf/Madd__add0002_cy<0> (io/tf/Madd__add0002_cy<0>) MUXCY:CI->O 1 0.056 0.000 io/tf/Madd__add0002_cy<1> (io/tf/Madd__add0002_cy<1>) MUXCY:CI->O 1 0.056 0.000 io/tf/Madd__add0002_cy<2> (io/tf/Madd__add0002_cy<2>) @@ -1428,12 +1558,12 @@ Offset: 5.740ns (Levels of Logic = 15) MUXCY:CI->O 1 0.056 0.000 io/tf/Madd__add0002_cy<8> (io/tf/Madd__add0002_cy<8>) MUXCY:CI->O 1 0.056 0.000 io/tf/Madd__add0002_cy<9> (io/tf/Madd__add0002_cy<9>) MUXCY:CI->O 0 0.056 0.000 io/tf/Madd__add0002_cy<10> (io/tf/Madd__add0002_cy<10>) - XORCY:CI->O 2 0.786 1.040 io/tf/Madd__add0002_xor<11> (io/tf/_add0002<11>) - LUT4:I0->O 1 0.479 0.000 io/tf/_mux0009591 (N6574) - FDRS:D 0.176 io/tf/dma_addr_11 + XORCY:CI->O 2 0.786 0.768 io/tf/Madd__add0002_xor<11> (io/tf/_add0002<11>) + LUT4:I3->O 1 0.479 0.000 io/tf/_mux0008<11>641 (N7129) + FDRS:D 0.176 io/tf/dma_wc_11 ---------------------------------------- - Total 5.740ns (3.625ns logic, 2.115ns route) - (63.2% logic, 36.8% route) + Total 8.209ns (4.897ns logic, 3.312ns route) + (59.7% logic, 40.3% route) ========================================================================= Timing constraint: Default OFFSET IN BEFORE for Clock 'io/tt/baud_rate_generator/rx_baud_clk1' @@ -1456,30 +1586,30 @@ Offset: 1.572ns (Levels of Logic = 1) ========================================================================= Timing constraint: Default OFFSET OUT AFTER for Clock 'clk1' - Total number of paths / destination ports: 8901 / 56 + Total number of paths / destination ports: 8970 / 72 ------------------------------------------------------------------------- -Offset: 15.972ns (Levels of Logic = 9) - Source: io/tf/disk/ide_state_FFd8 (FF) +Offset: 16.039ns (Levels of Logic = 9) + Source: io/tf/db_state_FFd7 (FF) Destination: sram1_io<0> (PAD) Source Clock: clk1 rising - Data Path: io/tf/disk/ide_state_FFd8 to sram1_io<0> + Data Path: io/tf/db_state_FFd7 to sram1_io<0> Gate Net Cell:in->out fanout Delay Delay Logical Name (Net Name) ---------------------------------------- ------------ - FDR:C->Q 18 0.626 1.374 io/tf/disk/ide_state_FFd8 (io/tf/disk/ide_state_FFd8) - LUT2:I1->O 19 0.479 1.255 io/tf/disk/ide_state_Out201 (io/tf/disk/inc_offset) - LUT4:I3->O 12 0.479 0.950 io/tf/buff_addr<4>1_7 (io/tf/buff_addr<4>16) - RAM32X1S:A4->O 1 0.540 0.851 io/tf/inst_Mram_mem710 (io/tf/N34) - LUT3:I1->O 1 0.479 0.000 io/tf/buff_addr<5>1 (io/tf/N21) - MUXF5:I1->O 1 0.314 0.000 io/tf/buff_addr<6>_f5 (io/tf/buff_addr<6>_f5) - MUXF6:I1->O 4 0.298 1.074 io/tf/inst_LPM_MUX_f6 (io/tf/buff_out<0>) - LUT4:I0->O 1 0.479 0.704 cpu/ram_data_out<0>32_SW1 (N7303) + FDRS:C->Q 18 0.626 1.499 io/tf/db_state_FFd7 (io/tf/db_state_FFd7) + LUT2_D:I0->O 15 0.479 1.069 io/tf/ide_active1_1 (io/tf/ide_active1) + LUT4:I2->O 12 0.479 0.950 io/tf/buff_addr<1>1_1 (io/tf/buff_addr<1>1) + RAM32X1S:A1->O 1 0.793 0.851 io/tf/inst_Mram_mem96 (io/tf/N20) + LUT3:I1->O 1 0.479 0.000 io/tf/buff_addr<5>3 (io/tf/N51) + MUXF5:I0->O 1 0.314 0.000 io/tf/buff_addr<6>_f5_0 (io/tf/buff_addr<6>_f51) + MUXF6:I0->O 4 0.298 0.949 io/tf/inst_LPM_MUX_f6 (io/tf/buff_out<0>) + LUT4:I1->O 1 0.479 0.704 cpu/ram_data_out<0>32_SW1 (N7637) LUT4:I3->O 1 0.479 0.681 cpu/ram_data_out<0>32 (ram_data_in<0>) IOBUF:I->IO 4.909 sram1_io_0_IOBUF (sram1_io<0>) ---------------------------------------- - Total 15.972ns (9.082ns logic, 6.890ns route) - (56.9% logic, 43.1% route) + Total 16.039ns (9.335ns logic, 6.704ns route) + (58.2% logic, 41.8% route) ========================================================================= Timing constraint: Default OFFSET OUT AFTER for Clock 'io/tt/baud_rate_generator/tx_baud_clk' @@ -1501,14 +1631,35 @@ Offset: 6.280ns (Levels of Logic = 1) (88.1% logic, 11.9% route) ========================================================================= -CPU : 85.55 / 85.65 s | Elapsed : 87.00 / 87.00 s +Timing constraint: Default OFFSET OUT AFTER for Clock 'show_pc/aclk' + Total number of paths / destination ports: 74 / 12 +------------------------------------------------------------------------- +Offset: 9.993ns (Levels of Logic = 4) + Source: show_pc/anode_0 (FF) + Destination: sevenseg<7> (PAD) + Source Clock: show_pc/aclk rising + + Data Path: show_pc/anode_0 to sevenseg<7> + Gate Net + Cell:in->out fanout Delay Delay Logical Name (Net Name) + ---------------------------------------- ------------ + FDR:C->Q 14 0.626 1.304 show_pc/anode_0 (show_pc/anode_0) + LUT3:I0->O 1 0.479 0.000 show_pc/anode<0>5 (N71) + MUXF5:I0->O 7 0.314 1.201 show_pc/Mmux_digit_f5_1 (show_pc/digit<2>) + LUT4:I0->O 1 0.479 0.681 show_pc/decode/Mrom_ss_out5 (sevenseg_5_OBUF) + OBUF:I->O 4.909 sevenseg_5_OBUF (sevenseg<5>) + ---------------------------------------- + Total 9.993ns (6.807ns logic, 3.186ns route) + (68.1% logic, 31.9% route) + +========================================================================= +CPU : 48.75 / 49.17 s | Elapsed : 48.00 / 49.00 s --> - -Total memory usage is 318424 kilobytes +Total memory usage is 186508 kilobytes Number of errors : 0 ( 0 filtered) -Number of warnings : 36 ( 0 filtered) -Number of infos : 15 ( 0 filtered) +Number of warnings : 33 ( 0 filtered) +Number of infos : 13 ( 0 filtered) diff --git a/xilinx/pdp8/top.twr b/xilinx/pdp8/top.twr index 24fec6d..a5976dc 100644 --- a/xilinx/pdp8/top.twr +++ b/xilinx/pdp8/top.twr @@ -1,57 +1,58 @@ --------------------------------------------------------------------------------- -Release 8.2i Trace -Copyright (c) 1995-2006 Xilinx, Inc. All rights reserved. - -trce -ise /home/brad/pdp8/xilinx/pdp8/pdp8.ise -intstyle ise -e 3 -l 3 -s 5 --xml top top.ncd -o top.twr top.pcf - -Design file: top.ncd -Physical constraint file: top.pcf -Device,speed: xc3s1000,-5 (PRODUCTION 1.38 2006-05-03) -Report level: error 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. - - - -Data Sheet report: ------------------ -All values displayed in nanoseconds (ns) - -Setup/Hold to clock sysclk ---------------+------------+------------+------------------+--------+ - | Setup to | Hold to | | Clock | -Source | clk (edge) | clk (edge) |Internal Clock(s) | Phase | ---------------+------------+------------+------------------+--------+ -slideswitch<2>| 3.851(R)| -1.343(R)|sysclk_BUFGP | 0.000| -slideswitch<3>| 3.548(R)| -1.100(R)|sysclk_BUFGP | 0.000| ---------------+------------+------------+------------------+--------+ - -Clock to Setup on destination clock sysclk ----------------+---------+---------+---------+---------+ - | Src:Rise| Src:Fall| Src:Rise| Src:Fall| -Source Clock |Dest:Rise|Dest:Rise|Dest:Fall|Dest:Fall| ----------------+---------+---------+---------+---------+ -sysclk | 4.081| | | | ----------------+---------+---------+---------+---------+ - - -Analysis completed Fri Apr 16 08:17:51 2010 --------------------------------------------------------------------------------- - -Trace Settings: -------------------------- -Trace Settings - -Peak Memory Usage: 267 MB - - - +-------------------------------------------------------------------------------- +Release 8.2.03i Trace +Copyright (c) 1995-2006 Xilinx, Inc. All rights reserved. + +C:\Xilinx\bin\nt\trce.exe -ise C:/brad/pdp8/xilinx/pdp8/pdp8.ise -intstyle ise +-e 3 -l 3 -s 5 -xml top top.ncd -o top.twr top.pcf -ucf +C:/brad/pdp8/synth/s3board.ucf + +Design file: top.ncd +Physical constraint file: top.pcf +Device,speed: xc3s1000,-5 (PRODUCTION 1.39 2006-08-18) +Report level: error 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. + + + +Data Sheet report: +----------------- +All values displayed in nanoseconds (ns) + +Setup/Hold to clock sysclk +--------------+------------+------------+------------------+--------+ + | Setup to | Hold to | | Clock | +Source | clk (edge) | clk (edge) |Internal Clock(s) | Phase | +--------------+------------+------------+------------------+--------+ +slideswitch<2>| 4.986(R)| -1.884(R)|sysclk_BUFGP | 0.000| +slideswitch<3>| 5.549(R)| -2.335(R)|sysclk_BUFGP | 0.000| +--------------+------------+------------+------------------+--------+ + +Clock to Setup on destination clock sysclk +---------------+---------+---------+---------+---------+ + | Src:Rise| Src:Fall| Src:Rise| Src:Fall| +Source Clock |Dest:Rise|Dest:Rise|Dest:Fall|Dest:Fall| +---------------+---------+---------+---------+---------+ +sysclk | 4.720| | | | +---------------+---------+---------+---------+---------+ + + +Analysis completed Fri Apr 23 22:48:33 2010 +-------------------------------------------------------------------------------- + +Trace Settings: +------------------------- +Trace Settings + +Peak Memory Usage: 144 MB + + + diff --git a/xilinx/pdp8/top.twx b/xilinx/pdp8/top.twx index 7111929..5fc5789 100644 --- a/xilinx/pdp8/top.twx +++ b/xilinx/pdp8/top.twx @@ -270,10 +270,11 @@ ]> -Release 8.2i Trace Copyright (c) 1995-2006 Xilinx, Inc. All rights reserved.trce -ise /home/brad/pdp8/xilinx/pdp8/pdp8.ise -intstyle ise -e 3 -l 3 -s 5 --xml top top.ncd -o top.twr top.pcf +Release 8.2.03i Trace Copyright (c) 1995-2006 Xilinx, Inc. All rights reserved.C:\Xilinx\bin\nt\trce.exe -ise C:/brad/pdp8/xilinx/pdp8/pdp8.ise -intstyle ise +-e 3 -l 3 -s 5 -xml top top.ncd -o top.twr top.pcf -ucf +C:/brad/pdp8/synth/s3board.ucf -top.ncdtop.pcfxc3s1000-5PRODUCTION 1.38 2006-05-03INFO: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.sysclkslideswitch<2>3.851-1.343slideswitch<3>3.548-1.100sysclksysclk4.081Fri Apr 16 08:17:51 2010TraceTrace Settings +top.ncdtop.pcfxc3s1000-5PRODUCTION 1.39 2006-08-18INFO: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.sysclkslideswitch<2>4.986-1.884slideswitch<3>5.549-2.335sysclksysclk4.720Fri Apr 23 22:48:33 2010TraceTrace Settings -Peak Memory Usage: 267 MB +Peak Memory Usage: 144 MB diff --git a/xilinx/pdp8/top.unroutes b/xilinx/pdp8/top.unroutes index ffd0562..52cc133 100644 --- a/xilinx/pdp8/top.unroutes +++ b/xilinx/pdp8/top.unroutes @@ -1,7 +1,17 @@ -Release 8.2i - par I.31 +Release 8.2.03i - par I.34 Copyright (c) 1995-2006 Xilinx, Inc. All rights reserved. -Fri Apr 16 08:17:41 2010 +Fri Apr 23 22:48:26 2010 There are 0 unrouted networks: + +There are 7 sourceless or loadless networks: + + button<0>_IBUF + button<1>_IBUF + button<2>_IBUF + slideswitch<4>_IBUF + slideswitch<5>_IBUF + slideswitch<6>_IBUF + slideswitch<7>_IBUF diff --git a/xilinx/pdp8/top.ut b/xilinx/pdp8/top.ut index 09a4334..0ffdebb 100644 --- a/xilinx/pdp8/top.ut +++ b/xilinx/pdp8/top.ut @@ -1,28 +1,28 @@ --w --g DebugBitstream:No --g Binary:no --g CRC:Enable --g ConfigRate:6 --g CclkPin:PullUp --g M0Pin:PullUp --g M1Pin:PullUp --g M2Pin:PullUp --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 DCMShutdown:Disable --g DCIUpdateMode:AsRequired --g StartUpClk:CClk --g DONE_cycle:4 --g GTS_cycle:5 --g GWE_cycle:6 --g LCK_cycle:NoWait --g Match_cycle:Auto --g Security:None --g DonePipe:No --g DriveDone:No +-w +-g DebugBitstream:No +-g Binary:no +-g CRC:Enable +-g ConfigRate:6 +-g CclkPin:PullUp +-g M0Pin:PullUp +-g M1Pin:PullUp +-g M2Pin:PullUp +-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 DCMShutdown:Disable +-g DCIUpdateMode:AsRequired +-g StartUpClk:CClk +-g DONE_cycle:4 +-g GTS_cycle:5 +-g GWE_cycle:6 +-g LCK_cycle:NoWait +-g Match_cycle:Auto +-g Security:None +-g DonePipe:No +-g DriveDone:No diff --git a/xilinx/pdp8/top.xpi b/xilinx/pdp8/top.xpi index d043f7f..fe58c93 100644 --- a/xilinx/pdp8/top.xpi +++ b/xilinx/pdp8/top.xpi @@ -1,3 +1,3 @@ -PROGRAM=PAR -STATE=ROUTED -TIMESPECS_MET=OFF +PROGRAM=PAR +STATE=ROUTED +TIMESPECS_MET=OFF diff --git a/xilinx/pdp8/top.xst b/xilinx/pdp8/top.xst index 3782768..483f76c 100644 --- a/xilinx/pdp8/top.xst +++ b/xilinx/pdp8/top.xst @@ -1,53 +1,53 @@ -set -tmpdir "./xst/projnav.tmp" -set -xsthdpdir "./xst" -run --ifn top.prj --ifmt mixed --ofn top --ofmt NGC --p xc3s1000-5-ft256 --top top --opt_mode Speed --opt_level 1 --iuc NO --lso top.lso --keep_hierarchy NO --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 --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 --mux_extract YES --resource_sharing YES --mult_style auto --iobuf YES --max_fanout 500 --bufg 8 --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 +set -tmpdir "./xst/projnav.tmp" +set -xsthdpdir "./xst" +run +-ifn top.prj +-ifmt mixed +-ofn top +-ofmt NGC +-p xc3s1000-5-ft256 +-top top +-opt_mode Speed +-opt_level 1 +-iuc NO +-lso top.lso +-keep_hierarchy NO +-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 +-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 +-mux_extract YES +-resource_sharing YES +-mult_style auto +-iobuf YES +-max_fanout 500 +-bufg 8 +-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 diff --git a/xilinx/pdp8/top_last_par.ncd b/xilinx/pdp8/top_last_par.ncd index 417ec1b..ad7dd4f 100644 --- a/xilinx/pdp8/top_last_par.ncd +++ b/xilinx/pdp8/top_last_par.ncd @@ -1,3 +1,3 @@ XILINX-XDB 0.1 STUB 0.1 ASCII XILINX-XDM V1.4 -###3624:XlxV32DM 3fff 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###5388:XlxV32DM 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zZxT2S57UnMRN20+w/GZNp/h+Gybz3JHn5jcITZ3qL0zcTu79s6Oyx3H5Y7jcsftcqe1TdXWq7htKm6bittmv/q067Hc1eNGGVStOquYh6fapUwVbTKtTgYnvSZg9wDTAtweYMP+J73m5tTuJ1+eMwNKDlQcqDnQcKDlQLptYvuvE2JeJ8S8Toh5ndDugbYxzWCGwSyDZQaLvcCTjIFvAnpPw7VyxTEHkzsd7rlZZEBWU3Kg4kDNgYYDLQcSBzoO9IyXnJmS81JyXkp2Oeel5LyUnJeS81JyXkrOS8l5yVmkOC8V56XivFQsp2Y25zDDYJbBiMEcg/n9LK9aShWT5RWT5RWX5RWX5RWX5RWy/P8qDNQ0###4132:XlxV32DM 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###3424:XlxV32DM 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###3268:XlxV32DM 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###6048:XlxV32DM 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###6772:XlxV32DM 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###6696:XlxV32DM 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###6648:XlxV32DM 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###6576:XlxV32DM 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###4236:XlxV32DM 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###4100:XlxV32DM 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###5016:XlxV32DM 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###4444:XlxV32DM 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###4472:XlxV32DM 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123ceNqFm0sS5CgOhq/EwxioOcccgOeyd7Pq6LsPaem3QUm6Kyoi4ythAUIIIbtCdn38OXVJn98Uc/z8NlXKG8dQ8ufXxKg/v1ldeLNWRb3JC7NVoV7te65v7b845Pb5rcHbz68K+bzG6fw1D6dy2rHs71f/XpH+oNyl32qSR+381a8q5k3uQ9G78dV6XhM5eTySpb5f+s0P/SZEWsec2o69pudOldw83yOQH3gVzcwpBjvPZ3R0zAy5UvmY5WDIQ4hxloPRvw2Z5qNWTjHyOsRA60hqwJBbIbe3nPw1h3RS/2RnsPRn+AkY8kOVOsvBX/6oVpb7AXK5P7AfIAdH7a/1cCEdZBdabzDkSsiVkGdeb8jBkJ9CLv2jBvJ3+AcY8iDkYKy/Ef5jhP844T9O+E9UmezAcjDkTa3+BYbchphnOfh+nvfJ/Twz5jf6W/wTDHkLNB7IwffzQh5vebriqlGJ4oZKdWbIC/sr5GDIz5DCLAdP+oPQv8j12JA0vpWf/kOY5WDI/XC4WQ5++l/l4Hv/huiX/csM+VjPc5aDsT91IHthf4Mh9zxfyMGQGyE3t5z6T6o0klP/YMhdWOVgyJWqapaDIc/qMsstB2N8Xa3xCXzLA53Pt5xZnmfwP/D3eeXCzN/nDcmNkOM8hBwMOeIB5E98qMfs711VNzPk5Y7fJC93/Cb5s77Vret76w9C/8WZz1/4pYyn8nyV7X89j/j8S474+kuO+HyfnyLeyfgo5Th/f+VPQcRvKUd8j2GfH8L/aqdzVgU6D+V+cZxf1V6OXXuZn8n2ytI8dNif5/keX/C79lIu490vuRHxS6mveMp+HTmPS2bfnu2t1vMA+Q1326NNfdf+1/gQf//556/eav6j/ti//wra/zFB/+d/QZ9/zH/+G7T7o83fVtsEP87CryMz6SmznuNNj1Zkf3Ba9NSh54Qet+jp9qPH2XTmspyE8DSls9oxZt5DpgxFPO9sYYtypia4BMq4ku5qxyYWT5lXd29sQ/e7/hMiPAfgL+ZIhPEj0+oqHXOmnm3SO5b9Scb4DoXMee0PkQ8s7YnM4JGv8/WqhJllfyPiL0ye0GaPCjuPiqqenLF4yqyID2bS02c9+U1P4Z0HdrOepmbPLIueenmmtakEWrnhN3qe6YgolJvaWjjH6+RJNdPdqtkfvOj7pb8G8jSr6XnDKyL7k2xiox3EOcNP5jsNPCFxDJP9Scbz0jMwXngGWLb3iuwgn4c94TlgOd6qVqaV1LNH9J1H+OAi73TKeZgTM+kxk55o3vQYVeysJy967ORZ0S562uVZhx1HeuHbnTJq/IElTqXch12nqIrTEXyG5ndcFcXIeP39Ztnfr/5zIMbpOizU52wYLNtj5cByPvAMMGJOuld2ZTl/2d7waXnkXHbtkV0qzj5l+8j2Of2azWB+Up9sTyt9zB5Ttx7Dt2DNOxTcuSpAetykJ6k3PZ6rBWDFeknPOXle0vvTFnm/4zyvh3hpzJpWTDLykM51v5b5FAkrO/bEX5zZ0yRjL2mr1JbZk1JQ+voHzr+L55XkGHrXxQTj+fveIuYv9Un+NV8wPAf3PGkv9AeW48HOeOogqz7svEf/ag/sPDB5gp89apu/Qe/B87jvu8ykJ8x6/JuexHUwsF30xNkzw/60dXflk2+wbGnDeZfkgz2lWjo9JcNSQVGeUrjwc6qSZrm8MaN/2f7X83Jl0B9WFizbQy49Bzd+7PGs1piL8WLl7xt+oBuTcyXt9B1cCRpJQ9q1l/OX7Wkl0xzzzn3+lRSPiyoLzJWZ9Mw3lRjf9DjOn8Ft0VPm0zYtevLlWUOT1XzHVvWY76ZV1cB3XspfeqUV5BuD5Rgm+dnD/aRYs+qX+iTfeRP33+9aNa2U1CcZp2FTtezmg9oYWI73iTn93OnDDQAsxwvPA9NK1GlFs9mvaM5rhk+8ZPhtvilk96bnyfCJ1wy/T56Rz30eZjVX31EtzcQjruYdV/bF4kdKc0XflWEpFZQlpoz1uRut/GS4qAqvLPXB8uCnCuPXqh9z5vG1npYbAPqX85ftn+iOG8J7ezmfpihmtxrOtWpE4zsVsY28t0V72b9sf610V7PHxP0pxcVRriaDT2bSM98kcnnT0/itEtgveszseSIvtJfrRZtgutypYDTCLJk09D1rCntF6fpZesndc6GZEyvJKAOcga8YPPSiaOjN0ZR0COmNM6+MZMvHSdVuy0/B8dRzUMT8pT2+ueU3NrHzizm8sNozCrpy/giydzAW/D3elbFVNZdxpL1x2QZLeyBRBMvxDmssLPtDaACTK9o5gcv7qwWHPhXiHPwPZtIzX3VSe9OT2V/AbtHj5kRQXNb1tTW8TS0XvAui88YSZ0RJwQdnBIdGxWhlZQvv9n7sGEv11CG4Bs+14cYmPyx5hOSM2q/e81PrxVKv+pMlV3Mc/b6YXe2pKAq+3/1Qe6lfhXr1qzrXxgVLe0uGfayovT8VRbxr4vEKezp2/aeuI+2xsuwPz4PJlc7HJa3a1n3GVmhzvgFe8o0+3ZWsNm96kG+Al3yjh8e1x0OrHnW59jkSDr6k4MCEKya+yEvGUphQ046xFRJcVzBMme9CDO1KHKiZo1xUvu4YhZNx59I7HscMv945zY6fzz5oaeX8MT4kJN/j40QI0UWw1Cf5KTFms7MHojJYjtfdn6msronxwjWfhG7t7ylpEpOrxNnlzreCTwuwC3EJU1G9p1lPfNNzKJRg8dnGrCfPrpt+RGXVyTUjuyYSDM2u+Is9u6JkmLLeUZeigOE3Xg1fIljKMCTjjZnzFAwlP198nEu1vfLw5Hwkj6WlN/Y+1x0j161h/WIH47dcSTr4jZ5kOR7J961NuJbkrtaoW0XUrbe9V3u4+wuYU+/ns7LsD7dIMLnS/ObQ/7jXB0Rz+sKKWTOTnvk26cubnqioMAM2i542JRy+7WuieAN41M7Bk1O72uOOcV8++A1Y7fBsCp4nv/PWrsQ39q7ZHZtAQSzUVnYsxyv5rjQprhGK8cFTEnvq/S2fIst5rvw4G92Opb5f+vHt4Nd41MrSnncKyizH6+73VmtQR38I6mDyhOnNoc9rvnAOjxqH8xmsp0MhnFepOZh21Zx9jjv2gYrUura2Y+MtzS+MKetvVp04BePfeCyP2fHB4y2K+DPPrj634bFFaKJlfZ1gzPB5+6l8jAPvmoP25lqFFPg6NVLDHR+hUS6pxxg2nHPjujWNxXV72eBgrspe19BDH9fcYjaXsXo4rudr0NQ+7rkEel5/TqINy/6cVeG65jKXYY5L7ql/KTeB9vZRST4W6Gp/RnvN37IcLOVN6SuBKJXsIVnaW3JTVEGCPSXL8X7ZT44nmEt/VI0SHWuoLKDI9yRLfd/rQ/Y+7d4eIwXnKu9+/Us4jms6n9+Nv+B5yOV6QB7v+a7+hL3wS17YHtAv54Px1R/2xfP/Nr94t1/97Qi6zPJv/1RtHp+cf+brP56X9oe8/vR/0h9/+AvGh+elfWBfyCnWTBUzX9a7kx8xdezNETMTvclLl30C+51TJb3x+fncR3+zKrQuje0i+XTEB8dEyZnn7bTdshoJOa/DlmGnNeaa2Q7H7mxpbH+vqHI7bipsT7KP5JyJ9Thsdhy4/WO3PT92XLmxf5pOdpMMfwmK/IXmaed5nrv1RpnK4ksCS+8YOs9L8pn5HQrPS3Lm7LXZandc+B3GJ52lca88cl6+gNGZKnn05znumB1jX63rfcx2SG920GyHEb2o9tHtsWVP49Yjy9jxOIy5tlW37D2N++DcQrLr/BaU5/2LzR3fVoYdVn9wsx3W7PoYdjg++/9zxHziaFj8uqrUdww/vaKX/uYzU1wbArdj+O3YqcczzqlW5KverRf258HfLmE/psDldcEYd1PnljHucVt7ZXulCt+M/fh517HlTPmF5fWRjDi1rpef7bDGqTjsEB+/jRynijKXfw4HiDsO4YgUN8iPv7gfmeIW+bFk54nhx5LHNinEyJlX7twefvyL4ceSjaLphErnnGSc66sdw2zH9bsIN+zoHn+K6izsv9c5knxsW+7kxyF0s+OmuH2/88OFkW+cHeOWbOL3uRXneWzj2Blonc7g6DwIvlO8ifqNQ29bTsFd9q9RHXTPWBl3JBd02jHuQCM/OXY8/J+vaMhTV8Z6rnZIcxxbv08Jww5hXk+8ieXXOOznkvu93zmeC0a8cIjnghEP4ue2qL8Z8aB0U3bsPfJXsovkxvndc/6vDH9Z42ie7VTe7tAppEuft3wn5rxEss60flr1vmNlLfsRr/8PbvAHwUYZt+7vlZHXrvu7zLWCdX9b8zd9G3zn6/aKK5rioVdH3vEZKQ8Y8THt2OF7ONZH45iqYOM03sUZ5NfHmDHnz/zlHMUNySffazzHz19c7/xoz/bOl1aG36z2/FThEs1Dux8vxIu29LZO0UketeX/0WbSzFqZyDeUOvPdXshPIR8nGN0oWQ6e+jtnORjyLORZyDHe+jyfxPOLPH/PL8z6wS/2of4VfXYVs2279k03/ymDOb5hyvbDocMsl+1/9Y/5v8jTmxzr93N+/yLH+r3oD48nTlXAoOwugqng+MZ4cgSijCGq6N44hbblnCkj0ofJVPlYOXLG5PkmLrll0vdkeisfwZmvHaenb2LOEHeR4/l/Hp9M//9/kBfD###4936:XlxV32DM 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###4524:XlxV32DM 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###4700:XlxV32DM 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###4700:XlxV32DM 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###4448:XlxV32DM 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###4808:XlxV32DM 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1204eNqNm0229KgNhrcExhjxZR1ZAL/DzDLqk73HtvS6QIWr+07qPBeBJSFAYBziZs6/Yo9y/XoTw8g7fbG7foP18fqtJu73/63vY31woWRHrmbmjZJbyaN9Z1JfyUfj8/V7uBxX8oYc3T8mt38ir+3RnOi429sC++t///uPNVuPf8yf/a//kA1/XMz/+i/Z48/2r3+T9X+S+8tZZ1zypvp+/hFFf6tg6n5zpL7ijYq7OFcqKy7nz8XGxrbiLZbQ73/w8974kK7V+tVa08UbsamaU2R9I4lrXtjQ+nnh1HhkLQ99wOLqdLrasauPtk2u9ttfzn8cHaSis+aOpbjfXfnNZmeHOaorLnW/YyaZkJZs/d1ep0ArPshvI4sheTDkqJMh7jTEuRRMqrdHTYvXb7J5u39NsyveYirs0ZpXjPbAokgZg7dPioRTkXB6tJa7oqfYp1CSUaq5Gl3ebkUthcpd39zIkI+Ubk/p5zlT291cCH3V3hn6d3ms0a7kdXtaXhxRR0fMPXKcjjhcgqJZFE3+duSpSApLjvnuuWZmx2Rl6CkZVgzHntPTtmrPm5xG1vJ4HlgMbWPolcnQ/TR0vwzl0NnMllmx5DkUjVvxXtPB8myAZoSiE89rRmiCRdE+KBqO1WCHokYUbZTuWaSHfjekeSdWrNYSVwzFyJT8i6O5f774M2aZb0NOFw2hlexkSDwNiZ9ZC6FxDtJb8WxjWXG37CkyFFbsZQzEEJaMMeSIZ7E3PgyPMa0flgOEqmZM5wg93R7mALCWx/Om0HXGjhHhV5NVNTDES4rBs52TCNHcTb4fVO/+vyyYea90y2fT9xVvMd6z77ma+V980Cxvqbt/Un6mHhOLI7bREftqDCMUgywfGLNJEgXNhSJPJr7sK4ZihopdcTBxG1kUdWPoh9UYzjJrBkplnMXKacCYKWwm3z2q5d/qB7o7+Ks9zIpgLY/ngcWQfTRkDj06DSGXDsOWF69SMEo/uWhFlSJf5WZOocAoRwqm5d/0g3wz5Z4MW0xxJY/n7dIRWl4c5cfQdKvMpsu6RWbjFMxzJhOMTSvGupeMzSvGOggWRY5Rke2XIp3sbVGJHEo7mbriJ1Qu4xeM0AKLImEMnbxMWmujeeVvktvxRgfT5blecXas5F/rn+vfr/bAWv4pFxZDaDQkrnNFVuSTKzbpymR+MZlZUc1eKX4oR+B5b89vqj0w2mt/8zywOCKOoWVWoYWYLLTxYCKO2XOW9CtGTJ+hWFbsP6FaBkXG/VCwq3XgUcTI3jtmtlgWSM3dZvGwCyuGYv6F8TywKDrtd/qvwWjJbuMsYE6ZFePBQeQ1oz2wKDLsd/o8FvO9V7culcrJFNZ4K3vvYtsLJ/rNVH8xmaP9YufvlfoMQk6yNFt7cK5BnLVozjQzkq0m9iHZAmv7tfwmOdRGRrbEs3xHezKtannpiWHD1eMqKXZethOGp18kuUkWDs3QM5ORMwdOUZrkVsilwFq+P0kus5N+Or02pTyo33wkkd+W8pJC7efKeS+YWl7Zp+X7cwZil/Lix3E/t++roYVtUjWWHWlS5sOiza8Y25pKW1kxckuwKDLu1/bfKz+5OI7pSK6sGA82Z3q1YigCZkWsGRXZfk3P2DjiwQdtfcWYXEjkNQ8pzZCC2HG/sttfXdPJHfe6kHlHmsy+rxgeyDJda0Z7YFFk3C/sPxesTXkkmS2s+ImJM2xX/Im5jQZF3KCI+7kOJImRYNjVh3V9xegKR3tYMdoDiyL7qEj72TUyas487eA965ZW/DksYA9qRrCqGPGfadCHZXbY/cZ7WRPkmJ7zXEt8HH/OD7yJ5r2/0fJv9Z3I6/YOyTHAWh7PA4shV77d2ZA9zxP6trvLpYdLWz1Vsdfm4owQex3GmZuLPdeGBXdq95QU/DkHLrhSuZ1P9Y35aB8cT63MrYLl9u2ZTdjLNzZev5mYQ9y2sbzTGcY/2Aq/1S/XsLG3b/v127K9OdjNcX1+/htH0e+tvvub8iD2vnEV1v7R7b21T8Tyun9hfyJm3b6Wf6vvpb727zXb3/XI+RWjfiXnfvVPpu1Y6afl3+ofUl/H22YyxyudW8JFf51xs4+s/Yly8Js/wdpfKPeqHPGOcrCO58cfKt4RzygH63iF/lHZh3hDeVXjEf2F9sFv/QXW/YFysMxV15Y8yE7WpWmusvbeB5yb2WiDvPO607Z+8sZ7Oj4DrBQcryxUpFzLL+sHqR9qkB0K3ccG1nD+GDrzLlxdmI7gOt3rztfzdXuaiw2V81eur1k/T+uD53tDecU4AvwqJ7Eb5cJv/gR/2Wtm1v5E/aDq77Kf0vp8yjWz/Jv/IS+xdJ2KEGJpfp9i3R1L1wF/jexDc9SxrWiO/ouzmW09zGzroXwdKeTRV2DdHsrBKcYme8XGfcjHD+Cnr0Teoa+Uvkn1NTiJTw/LsaTtMS60Li98V/LBk8RyCCt5PM8ZiQEl/+Z/rS/qa3ndnva3ltf+hD3Gcrn2Z6xshyGpr+S1flpeYvE6mDokmVSn1O0Oxf1KsNG1gbepnlVvRsJcM15pSNg7KT9DUL0ZCEauGEzta/m3+ocahmgPoQrW+sA1RdU/VDn4CT01bYBRHonnbS0vEfnMQ1qeHMshNLV8F/sRSlpe+0/LS1cPR3/J2fUNgiiHqTyPQREbZL1R/InJ2RFFzTlgUSQPG5iWVi/O0VAys0eNHJh4Og5ZOO4ejvHI4tF9yS/tac7KEDwPhoC1PMrzbOhwdOjL0tBC/PZwqySzquxVVahtsmLjxOfs675i3d5b+2ePlNXzsPcFa/n+HA4zi6HXyZzdsKTRHFtXerRfS1rtQbyZRRmSlwZFjifZqzVyr53jk43MIa2YOjfUZBxofpYwcR6W55T7VE5yDAlnW5HX+miu8WAnIt1Q/EQJljSx1xk5hhTGy/+38i7+efMf6juxj0Ir05JlWsC7c16amlvJv9X3qr63fdIvyKvmt/Ji+NX2GztVH/phSfO29hXj2LpQpV/9W3HMHEQ/4jfZ2p+atT5vDHs1a32aRxzHaV1pFOMq/rS8Zm2PZvi3EZ/EWbvzcbHh15Se9jwyys/1JI3lYN1f5+y7j6zj/ZkVVfwjnrvUB+v5AOVgHc9Y58E6XlEO1vEK/YO6WoH5AsshGPFm1WsSq16jIB5RDtbxCP2quhpCqhz8Fi9g3d+wD/w2fqC/7/suiwqt4iHQfnCKycu/ltfz49/J63iUxWR4PXHWWB60iuG75La28nJvJZfWDMdhn6bZPe0dbVCkD8t3X94dRcVgONNsmVeAc6UqK/6MECrjg1H/yUvUJgrynxFFZSWP9sBsyDa83qj1lx0WCSdGrJXNkGIkgoejbcXZ80yEBFYzVppzxt1XjJG/0bhx3uznEManOTLqvVk5Y8O4vI8uRwaTn33jupxMaOOgb9jsUD54bj3KinV7b+0jddSMjEqXQ5/Pi6LQVvagPKt9vRX9YQ/4c39MbXYUtxd57FuL2ozp56G+lpeu3D5jq4X1Dfgqby+76WJZkeDr4RfvZs2f60jMmP6amadr8PB2936TpvVBfdyP1u05c/Dpj5+nW8jHKumiLE9aHrn9aUVayX/5R8mLp4cLdc2v3prDzip2WtwqJn55o5lkT3GOVl6eFGfRI9seV4wTnNMbdsWfkxIsi0UmITPdigZr+c9JVpfjA9bfsvpGt6ft1/Lix+E+X8ur63yIL8QLbmeXc+iuGHrgNoJm2Pm5rUCyF5zTFzBuE8DPWt7JLROUa3nvixnjSct/2afkxU/D68m2vKWBduBv3MeEvzXjdoyNbyynFS9cKi8++bmtMjP8ROInrV+jIvu7zou6YvRbo3lbQ6qf6EkzZ3k8Dyx+PAY/9qUfbZnSw8/lwt8cZb7U9XFWEGtbcsI49mv+nJa3MNvFt3rgtxT5Vo/mb3vm9p50nlpY2iPPA4sfh8uUra7vbyUrnx3gfpJYXiqP1G+WmfaFnZfTG4MZaObPvaAW/4b9L87K07j3o+3R/KyMz72nNSczz7BZ9URWPQH5Z+YSlp4YboN29/LVm8wpFj0hlwkLYlSxwc05idFvlptzL4w3WofcjNP8GcvzFlVzliOY59MkNtxoezR/rnjPczzaQyKcn+9HZvnPp1NmuLO4DR8YdruO+cMXO94t2+UavhPPaM4yBlJ8YxwSrPmQMeDEs5qxhWihxBU/hwfK01k8jVUDd900a3s1P99CUT9GT4MxxsBan+cwY/qSZ0tDT4SX1yvPpzhyS1CO/86EIazYyW3Ss96+Zh4D7yw7jxfGMcEb78TpXvK5rHiLchplIq04Gc/HZzbWFT/HDjjblvxsN9aNnzZh3dCs/akZtzhJ8kP9vOfY64ngWf7z5WsfdzTDW40+59nl7unt+uADH2XJvIxvYM18H/WL6TcHw/P2c6BC6oBPWMvDs5oPeFrpG9FTde4ptJ9xwOSjfNU2y2fDkZgieJavkiFbOdDS8tvOX9XVygewWl7rq+Wlp4bXMnvel1/mZNf4ghzJd+l8mdIZiiO3cz3hLdHuR9byKAe/tY/6B2eeJnj+IlXL17jfBlZ8/aflqydu7577vuQbebkaWWklL46qn4sKhxkvKvwf+NDX7w==###4808:XlxV32DM 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###4764:XlxV32DM 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###4132:XlxV32DM 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###3872:XlxV32DM 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###3160:XlxV32DM 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###5612:XlxV32DM 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###6024:XlxV32DM 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###6568:XlxV32DM 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###6560:XlxV32DM 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###6612:XlxV32DM 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###4212:XlxV32DM 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###4620:XlxV32DM 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###4424:XlxV32DM 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###4304:XlxV32DM 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###4640:XlxV32DM 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###4728:XlxV32DM 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###4520:XlxV32DM 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11b4eNqFW0229KYO3BIY8/dlHW8BYOxhZhnlZO/PbVQY6kLf7lEdCRBCCEng67LRFHX/kvLqun9n2B9s/F5m2HsbP9gpa7/hQ7lrhndtrw/eg99mOASnevzff39rdTj1R/0x//4dnPkTj+Ovf4Lb/mx//S84/cds/xpj0hlqR4fyj6Cu2PDBOng/wxjYq1EQYAgCLILoVxCfp4K44EodSGZcnP3gEvw+xTJwJkEyCZJHQbZOI14Ngmy3IJtJaLgpb/qOE6k+kerTqHpzD6S3OlLWbhypmH/NbqxJ3pfj00iF9HS6xfPpRKt0PvYRyjPbrOPx2JMq5webK14zzP2t+j9UerS9heOZ5FniY28p5vhMMtza+YKdiqZqNz/2u/u89/Qt5O2DrSoP/QjpwfFW0wdHnfwM33wPv9M5zDCPtxq/hKwrrvqDvJAHGPowIZlqtqfpMfrTKj6rfKmceoz+DxnvavMdx9eiD9CBWV70/8o/6hP0jdq/86t0nh/Wuyhaf7I30IHRv5f1x/ie7CETPTd6nf+lku71D7zFo7qVpv8j9Bj0SPRI63OPN8z/xaP9sTy8v1b2gvbMX0p5xrMhXjN74vbMD/kvFe3M3lb7E/zZHs/+V4KZn8dn/mIqNuIf2J5/yE/8q/awb2OPIv7jmq0398/8q/a8/qw/rP9Kf2y/k/YPXZz5PjjzODpzbz4HWDQJk1HBnb0yjKpH2yaTsfdJ0U/Gqcq/wqXhalxePbK2zQr8bvaRfjR67S9If9hMYTEe6Dz+TYl9/8CgW6IDsz6gL+BX+T6PzqRi0FXwR08HhvxnCKGXHxh0E0Ls6cCQPys7OEvgd/72HOdvh/V+5YM9jPJhPhgfGHTwgw5sbD3MdbDbzB42XXI1budm/Gyfv/GzPf1oT/bs8qFrRBT8bD1+41+1x/oYkfdUfp/ZI8vH/Kv2sE/WB9vDio715/7ZHlb7v63/go72KdRgJ1vvZ/uF2//gX7Rn+2T/A/8gztB+nOEOZxhGZ3g+ka27E4s7pXicR01kXs+vZDHFMwftH8/O/Kv2t7Sh0mUxrB8W4xRhV/QodB4f/Wslm21BvxOlR9m7RmQ9bpZLjGVFT0JfyXdncPEb/Qq+RsKhPPqxejSW1fyZf9V+pZ83Mqn6wcm/S97G/Kv2v+nvzoj3b/gI1RntbTNWe+D+Vv3f2HzDQc37Z30iU0gS6aA9InemT+Qd8CHroYvbZ5j1zfaKwwKY7RV0YN6PLfJWOAzH/QY6MNtbO2zJeUSiA7M9vZmVODuyF9Bf+cf9Dn2fFKxEokei83oB837GYX9RMJCInoiO/Qw6MO/n1r9gtvcWzIUx2AsU7AHj8Nko2ALm/c/84uzd7ewLfL2neskT+O4mHar2ZXKmgzWrb1iHmmVecnAFVbOqKAeV1TXqZ3zabKotxH2G28EoWRzL1+Yqe7OYbPosZlfVd30CkinWNVCxSvgJ83ir8WFrR8liu6P8TrKQQ+avrFRJiH/V3qoxy/mBJUvi+be9SVWcXfpHoHGGmlUx/iEvYR5vNX6rqpB9tMCEskjIx/yr9mbRHuvjxX7YXhDYv1WYcT1B5yqUp6rC2/+43vB1wLxfWpUmjFWaTFWgTP1bqpIAsz5bYkhVGEP0H1UyqlJxleugKhew+Bp/+xortdmUBl+Tb1ej7396c97jqMdxPUbvLbbP8C5hiCvFz/Dlq+nt4ZziVgBV37EVbGV8o6rKXjddXQTLz/yr9kba/xgPSymY+VtBUzDLAzqwLEXoyuQpz8rkGNiEM/SCOVKMI0GBZaB4DyS5RLzGiwF3D3QnEm9J9KwD2iwzOI8Z3mI6qvGfErCM7UtV8G185z7Db1YFjY79eZVKj5n/LUEOE039RPNsomh4m4jrJ5ZFMMZNMFkBbo+JeVEMYwieFE000ERphROtaBpXNA+1MjPe9egnPYwmwSXuyg3hSrrZxvCfwjWkJ1Kr8KitLfgZI5e9Pv/HT0i4a0+pxYRjhhH+G5vyDLdwkMJHxkXJkYDwq4zhlw7u+EY/gsuz+f/gJ/zWYtzVF0ZtsUO4fQUJX0O9WAKd+Vftk7Q3+pQjyV6z/nQ5JV0I+2w+vD7cH+NLsAlbmuEUn+HvI8/4b1gr42bjs7yM31oR0pWxPfrnWqRTvvRHKjDzo7+3/WhPLX1RfPFU7cm2iyd3zOzpLcS7PIYMvvRHNnBXOypUiy0ze3trse6a2RucCTDbU3M2jS4XOeIvEHIBsz8Bnf1LofSwLPzFe04ifR3txcr6ALM9oD2ws/W8vdc7zewB6VmJ1b6Yn+2P+cuFkNpN14v3L/Ov2tvWftzPJdbyxBnsoH/271if3/jlMDm6dwPnmH7u2+coadf1QaVaTI31ncAd+14z7KyV+mNIM9weNAR/zXB74CBYBC1dwFTUtwcOe/A1bpEHDVqFbYbbOwM1CgLc3h2oQZCz11ieP/moJpTkyUdWrlakok8zjIFP0shJGjlHjVydRtz17aWFvRev77jQQIUGKsNAXr2RVdj3WWRVVI1s9nucutkq3oKW2slI33V9dbBL5MM4h5hqbfM8ZniLUVdnW0PO1XjAzH/nhVuPZaKfRzQOE7XDRMuTH5nPVKso7hpFUdLVqaqZW309+y9cQe4s9LOPGaO9U1r8YBXtXPTHdJbnJ66lgRVufkvV83wlD3DU9RXOdnvIuq3rKx5g7q+dW9S/oqUA1mJ7p9dxNh7rj/llKftnSMnNNgdsxIXL9jYU1bXPMPiBZaDnGZKMdLu60R+422rsx4lmWRX1xELvs5oVvrPougrl0pJVD7gVDNQlhQW5DPDCr7QUguqpydgXU58/SWrBuCjzRLU+lik+lakbrRxxhg9dT+nb2s5emSWMygQG/V7VOo6kRsAp1nBgV5eRQtvV4zeHrNXZN4dUtm9/tJy1tgdmeZ1ErcApBolOLhTt9x6/BSalh2dCgt8cdqQDvwWi2t9bILp8v95W+IsaMeiJ6KnR6657c+y49bjtStmlbVe2XYubVOgXN+vQbzC9PUI/wGyvrcAl+IhJng3Bvkf7wHpr2XzMb6/k6nqqrT+AYD+/8XP/P+xt0T/b11u1Gu3NhYqtrlEt8/P4zI+b+9zGH9eD9z/zc/8//EUIz345xL/wenJ75l+1x/5YyQ/7XdHZfiPZK+y32CiXcefZ08HP8v/Gz/uB7SeKv778HPN+xqlbV/Onv+Dzgfm9r6deEv0wvy5R/HIdn/l5/sy/kg/+SQ67vY8Ex2wh3Kdq6CPBeqqWnCQtrMc3Y0R2Tus0w9goOuhjhtvEiJ6Vzj0d2KlYF7joOONPti50DhfefQ78PD/mF0XZLkkoaRYy44Q5UIxsD95PPcWl4hgkbyR8yIP4w2c/xbrmgZtcFa2wVXOMa3xgmah7rxTSVoaJ+nui3iQf9kez2iI0qB3HcOThfUDIrt7Xj/yr9pcU+Ll9E5wnFmgiRIc8Tt4zAPN4oAOLIvy74mk7B0XY7RMFJgysRFATrTx8qCbF+LT7YLKMIRgi/iUO0c0wJgIsEwn9Hg/TbO+KEkSpawyuxj2nJZsDf0Twt8Dob9W/VuMe5/GAmf91fhXLRGN/8z7u0U09N+/bW0Y/w/gE0YSx7MI4IZWWMk+UJ3dwrEbKlkHKSkepT8YCrHKBub9V/ydecWW8R7bD++FTObn5l5vzuF8zfpavK7slSQhyzbRr2e3nfObtUWazRq7NUMZuBz8+czklvUz7bDzGPB/GPN5qfLsY/wrVHRed4gw3/YQ0lFGd9IcyqWv2MtoD0mXTytrjeoIOzOuJ/oHZHrsyrZqt5/skF2XTcb1A57Lqu141sH/7Z31WuuXxw/j9BPD7ymf8foQx1of5V/sX+l/uD+EXX5Fe7x729K2c4JUyfYbwZmgjBr8dI6zc1y3MbCCktl7pYaAkqQ5j8APLQEPhd/rBGF75esSa0dVoUwq5jA9dbz4Oqb8yRn0WWATpCrtp17MZo6Gjju/od4rBDywDnf23emlW6saJ6EOI/Ylsg2SzhEuohVxlwjbDEOx2TmWGISiwCNoXdi/zrdSNCvNlvYT5taLMGAPvahQEuJXOVS9IUP0JSd/y6eeEvGXBxcgW3T6+m3TDO1EjH0Iy/6r9oZzu20fxONwf4zuFqxfH1z7FzkrJJuz7DO8oudjNz/AWr6rDsIVv+FLbMVw0KrpobO88R36vJAtr7dsj90IfPQwnjCU6XyQGFVJ/ggC/HrPi18OGwcPrMF6karqIdER3RMd6vu9knZ7Zy/vO1g3vft+LTnmHKniXi7okDwlY3+DXdyg142c66wMXeaHQO3aZX5QvztpFNfFz/7/xsz7Z/lf6aPMjfh6P7WlFh/3gnTkuPtmeuD3ziy/RvS/Zf4m23c8PvI4+mozFJTrNz2/4jobyGG3QpXH7AEounQNdOgtGf5kuvTNdit9H5zbuVbeN7wjHS3fg9/KkRh+2XZ7Y8QMyuvQvdOmv1fhoQKvRFziiv48iRn3ZN5rMs/XoPjA7xjfgeCM/6juLLz682Wf6lq+p/w9mlGbW###4636:XlxV32DM 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1204eNqNW0uW7CgO3RIYY+RX6+gF8LGHNetRndp7E5auDUo5srNODe6TjD6ABBJxbi4k1/+KO8rZ/2oK64V9uzC5uHxwSq1+MPiTO8IH7y5Viz9Tcx8cW7zoeW/rBxfa/AfHncdb3dYsfj3+b/wY39F2yScq8YNTBL3sl3wXze81/9v3XZOD6fz93rb8wcte0wc32k5LX82/y/jVpzSO7126+Ivw553pmv+H/3/hx/ibjP/vv397V2n54/6Ef/6mLfzJ6/bXf7v3/ix//adP0p9l+ScsITuK4TKIauABo2eD6mJh8AOLoPAISrRPgtYuaA35dOdlQRBBq/OX5q2UYuFK62WJP0szsSjW3KwoMBQFFkXXwSO5Wh45aL22yEaJp9gz3ikVC4MfWATFUVCZBIUuKDyCap+zy4IWrrleXcoWhmBSipBShGZFtkGRFiyLiTZ3uYoy8cDx5EWYVwsfNGMRlLqgxoKKa5MgX8JHUgo57tVfC9lRGjeWd/vG+Lima3H55OmbseZPXfCIESiAT9eiRd8Ufbvl8/hdvV2Wz4RBj4oeFT0p/ZIav++SNNEFg14VHRgbPVNeWf+SRwz6qejA8GfHp+VvBDJqmRef5/nq9MX6/jd+7Y9Xutj3Rof9u2N5S9oXa77195r/7XvMf5HA6n02/a3H1/xv38P/b+sf60uPr/nfvsf6k71IQzw+DyseY9M7Kts1AS3usqnjN+yJsoURJLpiZGEEDWBRdB8zVLDDJH940n59WPYt8srbvYUhuCpFqlKkzorkrsjGimxlTgyf4OX7f3mlWD6fhvP68h56cXRF8I34dNRnk32i+RWufqvj9xjPO9pHVYG1PMwhsB6vn5aOmc450ot+0Bd4Ef3SScnSR9v3g7+tmdcM4zd5t38Uv0xFGdZEjHaOlgxEs2OcszH4gUVQHQV9XXzV7Ym3sZwP275Y+PaYUgz4nlGaFGldEb8gd877dTnDZ8MOuROHTuz94vjQfee6frrlEwzHtuhpsfAT+/jQ6Fu9lsnh6IpVIbK8JPI0hvxd5L9hHNqRa0IPGeMhFxj6rIJhDzC+39i8+3vgZT9Zf1rkknEeIx5ibRtzK7D2J+jA0I8cbyvoBwx6U3Rg6I9LBPQHvnMxh/abDoxcQrd/OLfT7Z/Z3499m8z35Y4zyPxFHMlx6RI6KTrddORa9tdztkrNWk/P2YpxbU3OKlSt9aDXr+bXdL1eMF7P1c1aL1vhS9tB2Vv8Wt5Pfl5f5JZirbe1nYnlLdnij+3ceH9xEND8hU4OEoXla35tv+bX+1evd/295tdYxxucnfa0ZWs//Mb/9j32xy5Fioc+r9ef4838b9/Ty/d6P65yNc2Rqr3fZv9p/rf4iv3xJh/7W5LBMd6jzjkX+PBJSz0xYayaUACQAokq2PS9RWOBxxP7QuN7LzrWxYUjS+yYY4PgKr5eCxdQNP/b90Gw1k+Pp/HmeK/kth7f8Nq4wKUx9mJ1gcbYGrsmo/1J5RbQtb4ao+B0RN47PzBilaNs+fOOtS/+umP1y3zdudQhV7C8SnMuAgY9KXpSdIwHuh4f6w104Lsg6FIZ6cA/54NzNfDbfABrf95nBcFv+wPyEauSSza/mj/NDzrFOZbd86H21xt/oa1Y8/H/8muM+ZVYcvZYsiKWpCmWbP2Eu4V+S+WT60GnnHB3Nryd1cLLztcsT27liZm/XxuflLMkJ43zziu7X77Ct/GANX90cp8WzIbubjSUvhnaY+qVVU/Hhp1RDFUYijmlGL6PMMyxYRpD8aQM1eM5ZWhShqbZUD8aulmGQpGFA/nnkn0dA7d2eimlTBiCu/nBwlAE+DbEKUMEa/lv/OETpQ1+MXSoXe/7al3OoNgpivXj28prgw3T+F5KyB0Kn1hagkWRT227SGXgmPOx36+6Zgy5+rBxHHGXHcCfTMi11cD1s8C6+BL8yK/x23gaF8GrX3Y+g5xSs2VMgu+7mWDULYEx3iq+3IgbQcCP/Jm+a7qMd9PV+IeiHy/69jP1hEFvit7U+PAHxi8v8wE68Bn57Ls4zrvaX/E++x1cu1H8ffau+QurNG7KEsb50N9r/rf5g316PM2v15eeT/295n/7HvP7Sv9FPuZX9tL6RK9+5p72UuqbOoV+E+ODQXGNa07llALnkSxMxAfFU6KZxuicFc9hWWNMdN/0q4WxUR66XPo+U3PRbQz9Nb844tMeilKgjcvkiHqVGz9VLi8BfK1STHIHr4lav+HT1TJiuOqgGYOepWbdT7LniPV4+B6YPrnrugfN42H8coWrvgFDSxZ/8JxJu6tWix8tw02mTPNr+g9/NZZ3uLJY9v7GL1M1NtDObCWijbwcgiXhxIWbpi5nC1fv+RRLebUwxgMWRdKjyNb2b4qgXLk7Hnjx2VkYgqNSJCpF4qwIjYpkq7vgKMi1aL+WSo8LEm1ZsMYF3V+fFwtDsc3NigJD0W1qSe6f7kJGuFGpO16p2z+peyUXx1SRaU6tu5tTD/AdqhUdWI+H1AMM+qnop6IvNKdeYNCToidFRwQDnZR+TdGbsq/2JDli2B9pufyWi5z4FT+Rvyb7SG2z+DF3TebuN37tb00/Cq+tplK/nl/49zd+Pb6ejzd6+oVOL/rr+ZC1nJ9N128M9u6X9ooc8MMeaeyMaXy36IiqhdFeAhZFxvbMun7rLfYDOvcKI7foejSIJibuJR6fSpyBoVhRihalaJkVndo7/tvLB1INuE9b28JP05SxCGqjR85vfaQsgdlJSbcbulh46Bs1C0MRPytyDHem5u1nOLjj8HXrcNJV7eccCz+XQbd8w+UF444GLIqeg6LZWR5LLssBm2+JJWYppvKfxhCMA73GUASYFcluvGXSt1vmSqcsVh4YBRGNIRgu1vi+tdLokezHjj3ZOZVfNCGnHj4mWVPRxLRxKS3xjUVjdIuxvTV2dylq3FV5elO2WLtqQ41ZmpwYuB+vqoUhCFgEhVFQsx+v8Yek+t/YnhqDf96+eXwTtpZvghblKq8Ee9V4BxZBw5uw1Ohb5Kwyx3HnSLjKKwuNh1cWU2Q8Vb/5VP1ojfPs+vHIGw5rV0DRJCF+a5xbkuQWjYdImi18d+gFiyLDkXc/3bfI2uRNAXLLwq87fmAIjkqRqBSJsyI0KuKtshuyL0J8Pz34MaRr7PaVd4G8M9T4fiySUrZwD0e7JCMTw7DtBcNQYDF0eJDTl+BkaOyGxs8NnUvzuGRUubZR2FcLB66gu71wXNL4Pk9J6nnD3bG7he+7hmAxZDgv7dXZuxq9hz3PNY1ZEDD4gUXQeB4K3g6IvDT6RX16h/NpOVsY/MAiaDzPLOc3QeRqHQcucmPXGPzAIuh6jiLViX4bmLddC5/l3u9Ny565UO7QfhcssaHd7diUxpZPIW6hYB15ecrWCrfUCp5+KoyWYN9r1cJomZ2Uj2+4SgupShkA7dtXexROYt/hDs8xWZ7XOG75hMj2aqz9oTH0i3gukao0BErlOmW7cO7/bmG0zHoor99wcIxDzBs3LNJk30GpfsNZ5k/7T4/3Nv5+twBtvDl7/Er8EtH5/bAwvpduvcNL8+Sreo5UJNXwc+fY9nPWJ4dv9FXoP+ZHydP4+Y1Cadb636WMdXpaLaz98abfIfbnyM9ZCp7biD4+8tNXjdtZguwXb2EtT+uv94PGWH9Y3/p7ra/Gm2N/93VVLKznQ+P7OQZVsuQ/z0HoK311tFnxoLkZ/4yHM9brFXRgHQ9Q7ozquRXseVoMlSx7nudmRFY8eJ4Q1Grtl+c5WTnteD5jvZ9wowPW+wl04OfpdGnzU/bSrP0EOrCOV/BvVvoh3oAOrPMF/F/v54bzfsP3wHq9P09KUrPWE9YbMOxrVA7LH2/xBfySzI+n09CPoFMup35qoM9VmxWrjq6DW/aHtDLIW3iVDncq6bQwFgYCvx4fhh9qYWp6uDfaPB4W2pNY7PGOHwt9djSwOGqoSaS4WscrrDAnvymCx3sk9RYGPzALKm4UFKwjNl774MDYonQNpRmlcblTRV1tzKnjDUPxPp63MAwBFkP8+NMi/62Kc8iHaysyVSxYYwhOSpGkFEmzImNNorzcV9fIc1/4nU3kp+c9mDkL48dVB5VgYYwHLIqEob95zMWRvSuyh7zL7SfFLI9fufpbi42fRi+fdlBcIbdwdgubNFpjtHAom9ym+DSmsdZHYwrhkF8cmhiOWamslr7ohgBrfjgSWBy5Dv3R7bAc2f/nV+uyJDBwUzOm8SmK322Qfrrg8lmQYzb/wFBjfO+FX3+v9XnTb3Vw1KwPfr53KsdCHujAerzbkW5y5Pg7xJK+/QQ0uzz9aqOfrzcLgx9YBG3P0l+XaFVI1salmP7hMlbNnoG5apZEEc2vcXH8k9CnaTjj++cnBMNsedpQ8MNQYDE0jeVCsw2LD1Eu3KR0g8qrxlBsIyoWhqLAogg9eySv2crs+HAVRYJ4sB8xTgujRhTQplDfu7ZJBsXbtZkOxZObDQF+ZpiKJQ81KeC7XOn2bSpnCtb6aH5x1P78tivlaD+2eB4s0VT8qUQ0mlKUKeU2debHeMB3ndElP3ZwgDF+vw0f4/jA/VTKr+UiJUuf5nhNlcI9sw///wB9TPlX###4724:XlxV32DM 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###4876:XlxV32DM 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###4204:XlxV32DM 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\ No newline at end of file diff --git a/xilinx/pdp8/top_map.mrp b/xilinx/pdp8/top_map.mrp index b1b6b1a..9d736dd 100644 --- a/xilinx/pdp8/top_map.mrp +++ b/xilinx/pdp8/top_map.mrp @@ -1,40 +1,43 @@ -Release 8.2i Map I.31 +Release 8.2.03i Map I.34 Xilinx Mapping Report File for Design 'top' Design Information ------------------ -Command Line : map -ise /home/brad/pdp8/xilinx/pdp8/pdp8.ise -intstyle ise -p -xc3s1000-ft256-5 -cm area -pr b -k 4 -c 100 -o top_map.ncd top.ngd top.pcf +Command Line : C:\Xilinx\bin\nt\map.exe -ise C:/brad/pdp8/xilinx/pdp8/pdp8.ise +-intstyle ise -p xc3s1000-ft256-5 -cm area -pr b -k 4 -c 100 -o top_map.ncd +top.ngd top.pcf Target Device : xc3s1000 Target Package : ft256 Target Speed : -5 Mapper Version : spartan3 -- $Revision: 1.34.32.1 $ -Mapped Date : Fri Apr 16 08:15:59 2010 +Mapped Date : Fri Apr 23 22:47:42 2010 Design Summary -------------- Number of errors: 0 -Number of warnings: 7 +Number of warnings: 12 Logic Utilization: - Number of Slice Flip Flops: 519 out of 15,360 3% - Number of 4 input LUTs: 1,532 out of 15,360 9% + Total Number Slice Registers: 493 out of 15,360 3% + Number used as Flip Flops: 481 + Number used as Latches: 12 + Number of 4 input LUTs: 1,605 out of 15,360 10% Logic Distribution: - Number of occupied Slices: 1,135 out of 7,680 14% - Number of Slices containing only related logic: 1,135 out of 1,135 100% - Number of Slices containing unrelated logic: 0 out of 1,135 0% + Number of occupied Slices: 1,120 out of 7,680 14% + Number of Slices containing only related logic: 1,120 out of 1,120 100% + Number of Slices containing unrelated logic: 0 out of 1,120 0% *See NOTES below for an explanation of the effects of unrelated logic -Total Number 4 input LUTs: 1,884 out of 15,360 12% - Number used as logic: 1,532 - Number used as a route-thru: 160 +Total Number 4 input LUTs: 1,964 out of 15,360 12% + Number used as logic: 1,605 + Number used as a route-thru: 167 Number used for 32x1 RAMs: 192 (Two LUTs used per 32x1 RAM) - Number of bonded IOBs: 89 out of 173 51% + Number of bonded IOBs: 116 out of 173 67% IOB Flip Flops: 14 Number of GCLKs: 3 out of 8 37% -Total equivalent gate count for design: 40,005 -Additional JTAG gate count for IOBs: 4,272 -Peak Memory Usage: 441 MB +Total equivalent gate count for design: 40,343 +Additional JTAG gate count for IOBs: 5,568 +Peak Memory Usage: 173 MB NOTES: @@ -74,48 +77,52 @@ Section 1 - Errors Section 2 - Warnings -------------------- -WARNING:LIT:243 - Logical network slideswitch<7> has no load. -WARNING:LIT:395 - The above warning message base_net_load_rule is repeated 26 +WARNING:LIT:243 - Logical network slideswitch<7>_IBUF has no load. +WARNING:LIT:395 - The above warning message base_net_load_rule is repeated 6 more times for the following (max. 5 shown): - slideswitch<6>, - slideswitch<5>, - slideswitch<4>, - button<2>, - button<1> + slideswitch<6>_IBUF, + slideswitch<5>_IBUF, + slideswitch<4>_IBUF, + button<2>_IBUF, + button<1>_IBUF To see the details of these warning messages, please use the -detail switch. -WARNING:LIT:176 - Clock buffer is designated to drive clock loads. BUFGMUX - symbol "physical_group_clk/clk_BUFG" (output signal=clk) has a mix of clock +WARNING:LIT:176 - Clock buffer is designated to drive clock loads. BUFGMUX + symbol "physical_group_clk/clk_BUFG" (output signal=clk) has a mix of clock and non-clock loads. The non-clock loads are: Pin D of clk -WARNING:LIT:176 - Clock buffer is designated to drive clock loads. BUFGMUX - symbol - "physical_group_io/tt/baud_rate_generator/rx_baud_clk/io/tt/baud_rate_generat - or/rx_baud_clk_BUFG" (output signal=io/tt/baud_rate_generator/rx_baud_clk) +WARNING:LIT:176 - Clock buffer is designated to drive clock loads. BUFGMUX + symbol + "physical_group_io/tt/baud_rate_generator/rx_baud_clk/io/tt/baud_rate_generat + or/rx_baud_clk_BUFG" (output signal=io/tt/baud_rate_generator/rx_baud_clk) has a mix of clock and non-clock loads. The non-clock loads are: Pin D of io/tt/baud_rate_generator/rx_baud_clk -WARNING:Pack:266 - The function generator cpu/_mux0009<4>129 failed to merge - with F5 multiplexer cpu/_mux0009<7>73_SW11_f5. There is a conflict for the - FXMUX. The design will exhibit suboptimal timing. -WARNING:Pack:266 - The function generator cpu/_mux0009<4>129 failed to merge - with F5 multiplexer cpu/_mux0009<8>73_SW11_f5. There is a conflict for the - FXMUX. The design will exhibit suboptimal timing. -WARNING:Pack:266 - The function generator cpu/_mux0009<4>129 failed to merge - with F5 multiplexer cpu/_mux0009<6>73_SW1. There is a conflict for the - FXMUX. The design will exhibit suboptimal timing. +WARNING:PhysDesignRules:372 - Gated clock. Clock net ram_rd is sourced by a + combinatorial pin. This is not good design practice. Use the CE pin to + control the loading of data into the flip-flop. +WARNING:PhysDesignRules:367 - The signal _IBUF> is incomplete. + The signal does not drive any load pins in the design. +WARNING:PhysDesignRules:367 - The signal _IBUF> is incomplete. + The signal does not drive any load pins in the design. +WARNING:PhysDesignRules:367 - The signal _IBUF> is incomplete. + The signal does not drive any load pins in the design. +WARNING:PhysDesignRules:367 - The signal _IBUF> is incomplete. + The signal does not drive any load pins in the design. +WARNING:PhysDesignRules:367 - The signal _IBUF> is incomplete. The + signal does not drive any load pins in the design. +WARNING:PhysDesignRules:367 - The signal _IBUF> is incomplete. The + signal does not drive any load pins in the design. +WARNING:PhysDesignRules:367 - The signal _IBUF> is incomplete. The + signal does not drive any load pins in the design. Section 3 - Informational ------------------------- INFO:MapLib:562 - No environment variables are currently set. -INFO:MapLib:535 - The following Virtex BUFG(s) is/are being retargetted to +INFO:MapLib:535 - The following Virtex BUFG(s) is/are being retargetted to Virtex2 BUFGMUX(s) with input tied to I0 and Select pin tied to constant 0: BUFG symbol "clk_BUFG" (output signal=clk), - BUFG symbol "io/tt/baud_rate_generator/rx_baud_clk_BUFG" (output + BUFG symbol "io/tt/baud_rate_generator/rx_baud_clk_BUFG" (output signal=io/tt/baud_rate_generator/rx_baud_clk), BUFGP symbol "sysclk_BUFGP" (output signal=sysclk_BUFGP) -INFO:LIT:244 - 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 in the - schematic. Section 4 - Removed Logic Summary --------------------------------- @@ -129,7 +136,7 @@ TYPE BLOCK GND XST_GND VCC XST_VCC -To enable printing of redundant blocks removed and signals merged, set the +To enable printing of redundant blocks removed and signals merged, set the detailed map report option and rerun map. Section 6 - IOB Properties @@ -139,55 +146,82 @@ Section 6 - IOB Properties | IOB Name | Type | Direction | IO Standard | Drive | Slew | Reg (s) | Resistor | IOB | | | | | | Strength | Rate | | | Delay | +------------------------------------------------------------------------------------------------------------------------+ +| button<0> | IOB | INPUT | LVCMOS25 | | | | | | +| button<1> | IOB | INPUT | LVCMOS25 | | | | | | +| button<2> | IOB | INPUT | LVCMOS25 | | | | | | | button<3> | IOB | INPUT | LVCMOS25 | | | INFF1 | | IFD | -| ide_cs<0> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | -| ide_cs<1> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | -| ide_da<0> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | -| ide_da<1> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | -| ide_da<2> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | -| ide_data_bus<0> | IOB | BIDIR | LVCMOS25 | 12 | SLOW | INFF1 | | IFD | -| ide_data_bus<1> | IOB | BIDIR | LVCMOS25 | 12 | SLOW | INFF1 | | IFD | -| ide_data_bus<2> | IOB | BIDIR | LVCMOS25 | 12 | SLOW | INFF1 | | IFD | -| ide_data_bus<3> | IOB | BIDIR | LVCMOS25 | 12 | SLOW | INFF1 | | IFD | -| ide_data_bus<4> | IOB | BIDIR | LVCMOS25 | 12 | SLOW | INFF1 | | IFD | -| ide_data_bus<5> | IOB | BIDIR | LVCMOS25 | 12 | SLOW | INFF1 | | IFD | -| ide_data_bus<6> | IOB | BIDIR | LVCMOS25 | 12 | SLOW | INFF1 | | IFD | -| ide_data_bus<7> | IOB | BIDIR | LVCMOS25 | 12 | SLOW | INFF1 | | IFD | -| ide_data_bus<8> | IOB | BIDIR | LVCMOS25 | 12 | SLOW | INFF1 | | IFD | -| ide_data_bus<9> | IOB | BIDIR | LVCMOS25 | 12 | SLOW | INFF1 | | IFD | -| ide_data_bus<10> | IOB | BIDIR | LVCMOS25 | 12 | SLOW | INFF1 | | IFD | -| ide_data_bus<11> | IOB | BIDIR | LVCMOS25 | 12 | SLOW | INFF1 | | IFD | -| ide_data_bus<12> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | -| ide_data_bus<13> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | -| ide_data_bus<14> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | -| ide_data_bus<15> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | -| ide_dior | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | -| ide_diow | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | +| ide_cs<0> | IOB | OUTPUT | LVTTL | 12 | SLOW | | | | +| ide_cs<1> | IOB | OUTPUT | LVTTL | 12 | SLOW | | | | +| ide_da<0> | IOB | OUTPUT | LVTTL | 12 | SLOW | | | | +| ide_da<1> | IOB | OUTPUT | LVTTL | 12 | SLOW | | | | +| ide_da<2> | IOB | OUTPUT | LVTTL | 12 | SLOW | | | | +| ide_data_bus<0> | IOB | BIDIR | LVTTL | 24 | SLOW | INFF1 | | IFD | +| ide_data_bus<1> | IOB | BIDIR | LVTTL | 24 | SLOW | INFF1 | | IFD | +| ide_data_bus<2> | IOB | BIDIR | LVTTL | 24 | SLOW | INFF1 | | IFD | +| ide_data_bus<3> | IOB | BIDIR | LVTTL | 24 | SLOW | INFF1 | | IFD | +| ide_data_bus<4> | IOB | BIDIR | LVTTL | 24 | SLOW | INFF1 | | IFD | +| ide_data_bus<5> | IOB | BIDIR | LVTTL | 24 | SLOW | INFF1 | | IFD | +| ide_data_bus<6> | IOB | BIDIR | LVTTL | 24 | SLOW | INFF1 | | IFD | +| ide_data_bus<7> | IOB | BIDIR | LVTTL | 24 | SLOW | INFF1 | | IFD | +| ide_data_bus<8> | IOB | BIDIR | LVTTL | 12 | SLOW | INFF1 | | IFD | +| ide_data_bus<9> | IOB | BIDIR | LVTTL | 12 | SLOW | INFF1 | | IFD | +| ide_data_bus<10> | IOB | BIDIR | LVTTL | 12 | SLOW | INFF1 | | IFD | +| ide_data_bus<11> | IOB | BIDIR | LVTTL | 12 | SLOW | INFF1 | | IFD | +| ide_data_bus<12> | IOB | OUTPUT | LVTTL | 12 | SLOW | | | | +| ide_data_bus<13> | IOB | OUTPUT | LVTTL | 12 | SLOW | | | | +| ide_data_bus<14> | IOB | OUTPUT | LVTTL | 12 | SLOW | | | | +| ide_data_bus<15> | IOB | OUTPUT | LVTTL | 12 | SLOW | | | | +| ide_dior | IOB | OUTPUT | LVTTL | 12 | SLOW | | | | +| ide_diow | IOB | OUTPUT | LVTTL | 12 | SLOW | | | | +| led<0> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | +| led<1> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | +| led<2> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | +| led<3> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | +| led<4> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | +| led<5> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | +| led<6> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | +| led<7> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | | rs232_rxd | IOB | INPUT | LVCMOS25 | | | INFF1 | | IFD | | rs232_txd | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | +| sevenseg<0> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | +| sevenseg<1> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | +| sevenseg<2> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | +| sevenseg<3> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | +| sevenseg<4> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | +| sevenseg<5> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | +| sevenseg<6> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | +| sevenseg<7> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | +| sevenseg_an<0> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | +| sevenseg_an<1> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | +| sevenseg_an<2> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | +| sevenseg_an<3> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | | slideswitch<0> | IOB | INPUT | LVCMOS25 | | | | | | | slideswitch<1> | IOB | INPUT | LVCMOS25 | | | | | | | slideswitch<2> | IOB | INPUT | LVCMOS25 | | | | | | | slideswitch<3> | IOB | INPUT | LVCMOS25 | | | | | | -| sram1_ce_n | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | -| sram1_io<0> | IOB | BIDIR | LVCMOS25 | 12 | SLOW | | | | -| sram1_io<1> | IOB | BIDIR | LVCMOS25 | 12 | SLOW | | | | -| sram1_io<2> | IOB | BIDIR | LVCMOS25 | 12 | SLOW | | | | -| sram1_io<3> | IOB | BIDIR | LVCMOS25 | 12 | SLOW | | | | -| sram1_io<4> | IOB | BIDIR | LVCMOS25 | 12 | SLOW | | | | -| sram1_io<5> | IOB | BIDIR | LVCMOS25 | 12 | SLOW | | | | -| sram1_io<6> | IOB | BIDIR | LVCMOS25 | 12 | SLOW | | | | -| sram1_io<7> | IOB | BIDIR | LVCMOS25 | 12 | SLOW | | | | -| sram1_io<8> | IOB | BIDIR | LVCMOS25 | 12 | SLOW | | | | -| sram1_io<9> | IOB | BIDIR | LVCMOS25 | 12 | SLOW | | | | -| sram1_io<10> | IOB | BIDIR | LVCMOS25 | 12 | SLOW | | | | -| sram1_io<11> | IOB | BIDIR | LVCMOS25 | 12 | SLOW | | | | -| sram1_io<12> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | -| sram1_io<13> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | -| sram1_io<14> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | -| sram1_io<15> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | -| sram1_lb_n | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | -| sram1_ub_n | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | +| slideswitch<4> | IOB | INPUT | LVCMOS25 | | | | | | +| slideswitch<5> | IOB | INPUT | LVCMOS25 | | | | | | +| slideswitch<6> | IOB | INPUT | LVCMOS25 | | | | | | +| slideswitch<7> | IOB | INPUT | LVCMOS25 | | | | | | +| sram1_ce_n | IOB | OUTPUT | LVCMOS25 | 12 | FAST | | | | +| sram1_io<0> | IOB | BIDIR | LVCMOS25 | 12 | FAST | | | | +| sram1_io<1> | IOB | BIDIR | LVCMOS25 | 12 | FAST | | | | +| sram1_io<2> | IOB | BIDIR | LVCMOS25 | 12 | FAST | | | | +| sram1_io<3> | IOB | BIDIR | LVCMOS25 | 12 | FAST | | | | +| sram1_io<4> | IOB | BIDIR | LVCMOS25 | 12 | FAST | | | | +| sram1_io<5> | IOB | BIDIR | LVCMOS25 | 12 | FAST | | | | +| sram1_io<6> | IOB | BIDIR | LVCMOS25 | 12 | FAST | | | | +| sram1_io<7> | IOB | BIDIR | LVCMOS25 | 12 | FAST | | | | +| sram1_io<8> | IOB | BIDIR | LVCMOS25 | 12 | FAST | | | | +| sram1_io<9> | IOB | BIDIR | LVCMOS25 | 12 | FAST | | | | +| sram1_io<10> | IOB | BIDIR | LVCMOS25 | 12 | FAST | | | | +| sram1_io<11> | IOB | BIDIR | LVCMOS25 | 12 | FAST | | | | +| sram1_io<12> | IOB | OUTPUT | LVCMOS25 | 12 | FAST | | | | +| sram1_io<13> | IOB | OUTPUT | LVCMOS25 | 12 | FAST | | | | +| sram1_io<14> | IOB | OUTPUT | LVCMOS25 | 12 | FAST | | | | +| sram1_io<15> | IOB | OUTPUT | LVCMOS25 | 12 | FAST | | | | +| sram1_lb_n | IOB | OUTPUT | LVCMOS25 | 12 | FAST | | | | +| sram1_ub_n | IOB | OUTPUT | LVCMOS25 | 12 | FAST | | | | | sram2_ce_n | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | | sram2_io<0> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | | sram2_io<1> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | @@ -207,26 +241,26 @@ Section 6 - IOB Properties | sram2_io<15> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | | sram2_lb_n | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | | sram2_ub_n | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | -| sram_a<0> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | -| sram_a<1> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | -| sram_a<2> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | -| sram_a<3> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | -| sram_a<4> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | -| sram_a<5> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | -| sram_a<6> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | -| sram_a<7> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | -| sram_a<8> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | -| sram_a<9> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | -| sram_a<10> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | -| sram_a<11> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | -| sram_a<12> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | -| sram_a<13> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | -| sram_a<14> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | -| sram_a<15> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | -| sram_a<16> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | -| sram_a<17> | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | -| sram_oe_n | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | -| sram_we_n | IOB | OUTPUT | LVCMOS25 | 12 | SLOW | | | | +| sram_a<0> | IOB | OUTPUT | LVCMOS25 | 12 | FAST | | | | +| sram_a<1> | IOB | OUTPUT | LVCMOS25 | 12 | FAST | | | | +| sram_a<2> | IOB | OUTPUT | LVCMOS25 | 12 | FAST | | | | +| sram_a<3> | IOB | OUTPUT | LVCMOS25 | 12 | FAST | | | | +| sram_a<4> | IOB | OUTPUT | LVCMOS25 | 12 | FAST | | | | +| sram_a<5> | IOB | OUTPUT | LVCMOS25 | 12 | FAST | | | | +| sram_a<6> | IOB | OUTPUT | LVCMOS25 | 12 | FAST | | | | +| sram_a<7> | IOB | OUTPUT | LVCMOS25 | 12 | FAST | | | | +| sram_a<8> | IOB | OUTPUT | LVCMOS25 | 12 | FAST | | | | +| sram_a<9> | IOB | OUTPUT | LVCMOS25 | 12 | FAST | | | | +| sram_a<10> | IOB | OUTPUT | LVCMOS25 | 12 | FAST | | | | +| sram_a<11> | IOB | OUTPUT | LVCMOS25 | 12 | FAST | | | | +| sram_a<12> | IOB | OUTPUT | LVCMOS25 | 12 | FAST | | | | +| sram_a<13> | IOB | OUTPUT | LVCMOS25 | 12 | FAST | | | | +| sram_a<14> | IOB | OUTPUT | LVCMOS25 | 12 | FAST | | | | +| sram_a<15> | IOB | OUTPUT | LVCMOS25 | 12 | FAST | | | | +| sram_a<16> | IOB | OUTPUT | LVCMOS25 | 12 | FAST | | | | +| sram_a<17> | IOB | OUTPUT | LVCMOS25 | 12 | FAST | | | | +| sram_oe_n | IOB | OUTPUT | LVCMOS25 | 12 | FAST | | | | +| sram_we_n | IOB | OUTPUT | LVCMOS25 | 12 | FAST | | | | | sysclk | IOB | INPUT | LVCMOS25 | | | | | | +------------------------------------------------------------------------------------------------------------------------+ diff --git a/xilinx/pdp8/top_map.ncd b/xilinx/pdp8/top_map.ncd index f42ebf2..1361436 100644 --- a/xilinx/pdp8/top_map.ncd +++ b/xilinx/pdp8/top_map.ncd @@ -1,3 +1,3 @@ XILINX-XDB 0.1 STUB 0.1 ASCII XILINX-XDM V1.4 -###5220:XlxV32DM 3ffa 144ceNqtW9tuGzkS/ZVgsY+7TpPFqzsIoFhSR4gleSQ5sZ8asixPjFyc9WVmFjsfvySPLmx1SZjYE0Bd5CHrsKpYrO6OrH+KhS/+J8t/a1EWohRUiqNCXJXCHA9G4/PZ8e31sr6eP87rq6eHN0IfF2+F3Y4+3M+/ifr2jh+R2xFTCncc8LPVUD1/I2wcUKVc43GpRVgkwFTSkQhjlI9dz9/IqEKlCotE9Orp8fHu+xuKqA/oeoHlb8vvD8tf6/lqzJVupfHwNTA9/H77uPj8Jq0vyo1dX5fXwMwWW1OlASXKzqvF/P7+v68Wn+e33189PM7vH2+///oqEH5ejXx7+uPVP4aLu28/5vd1vfj2o17+pwj/6sV/3xRv/0FXP8Hx9P2xXnz9cn3721p7+Ve1Fz+eXg/n19d13Tm/qIVaE1w/j8Cs9W9+Xj9csgAo+SyGh6ernET8PMnD5/n98lkct3evv/z+erUfX36vF4/3z+F4vGkERPwNHHLNoZ7JsRPW5U/SrNL86unmZnlff5uHY7V8qLvDznPtQoyvbx++ROs2YV48i+bH57vHu8Xy69c69ZcbOvNzdNGcNefdzc3D8nFFpP3PED2+vpo/Xdf388dl/evy+zI07u7XvPd/xJNeb4/638j9uMv917flfhm9fdhkf7sa/R4K6qubp++Lx9u7XaK+ycN4+/3hsT49G9bD8wtR1DfmRQQiEVw/n+CF+vKF+vRCffVCff1CffNCfftCffdCfZ/0F8/Wj+rhVibCR4YPhU+sK6ez7qDS5bvT8ckHC3FxeVO+O+9XQel1dXL6ISYfNZA6dPq9iSgCOjjt1rPOpOqFy8l7F5BpPRj1x7J8dxE+lwG5HIw+hueTsMplEAFYfn14VRxReGCKzeMVdb1ezLXh1YpLjAzG7+pu77Rzeb3tD/p9kQ0PRkHjZtsPCwdgsQXOOt3wMJW609PBSe+0PhEfu90QnwZ2GSzoc2B13cD6O2R9nQ59EzOpkjSxzqh700T6F7vAZXOtaoejChy70Kjbb0O7ihfjSb8NNTwb7ng2hGfNKdXOlE/TqjcKxCedbv1x0PtUf+xNpoPxSAdkMrmU5UlPXYXLcffP4G3Yq8Gs7sxmk+PYKo4jNp0AmU5Ox5+OTzuzk/f1eBJiEUaPp5ejEwx3YvPPP5UPbH8X15znEjtc7wfV+79s2CVj2OVPGkblyWAUYvchNE4/BOLxcDiYzXpdFZrnM1ueTHqd0A0j4TEnnbBrNNdHaTUS83+xamLbG72hKLuy7A5c+PT7g2A5WuPQ8qtWWI9Cs1K2fPEeriLlEtPfEaiVUS+i2mwfxyR2mP5SKoiyL8tYSvqh/vZD/e2HV4u+Dp8LHT6DUQfinSgrWVZhYhUmVmFipa7L6nT8rnNan46rwUnR7IbDN1DlINRTWQ6K8AnVOmyjDpfTDwIiMMXNCxv/OhVOl5qxZgJM5XKemqiUNrVDkQxcv0TCX+S8HHbO6uG4e37au07t2WDYm846w7Or1F2dciqH8x+Bd+9LpZjvGxMHB8WhQfl2/5LiwNghPTowpg6M6QNj5sCYPTDmDoz5fYH5+vQY4321d1AcHhUHR+XB0bfiwKg8OBrifsAhdchbfWjQHBq0hwbdoUEf/4+HeeEIzzctVOyBBQ9LHiYeVjysedjwsOVhx8O877w3kvdd7pnN+y6JXVGyKD9XsahmUcOilkUdi64PZ4biWIabyse6CAW6OfjH3X3KEhYXe3C5B6c9uNqD6z242YPbPbjbg/v2niacny73hEHum78nDHJPGKTizZE8TDy8h0TzsOFhy8OOh/3bcAO+v/sWsW/zP0TR7MpmVzW7ptl1ja5sUknR7MpF3iUqR0V46hgFI8Pzfqjo8Vr/mC++1AkSxVW6rqAwXciIy7Ad8eqTkASh51Fk6pQYac0YZ5FzSfgCQkIoCAPh4kIJUkURiVTSVcZCpGWVJwgNgTHvFxCZGTqZoUXmhYm4SbjJzTNORSdMpm3TgJUGIplvqYCQEAoCUwhTFKYoTFGYojBFYYrWC4jMAqstQNsAPUCfg0YsIBogAaQGiIVMYyGDhYzN4uKixy7FxeWJ4BPk15APna2WjHskU/rITfrMY2fLIEUaFpmtIYksRNzvkEXhErdUko+ORZGtEeMnQzrEdgyiNMn9KLJZicmHC8WJFDGKxBRTnVS86HiJ+09p/ynXJxtxm5qRKiRmvKR5uTUqeqyKOFslx5TIoqVS3ivKIUtX6ZpDOl1tGlhvQjiM0UAd46czAm0oXXW62nSNxmkbN0NvTTNRM08Jo4WFcBA+CVlAYIqUEDF5osjVU+iD0BAGApwSnBKcBE6CHoGTCAIsBBYCC4GFwEJgUWBRYFFgUWBRYFFgUWBRYFFgUWDRYNFg0WDRYNFg0WDRYNFg0WDRYDFgMWAxYDFgMWAxYDFgMWAxYDFgsWCxYLFgsWCxYLFgsWCxYLFgsWBxYHFgcWBxYHFgcVB3UHdQd1D3UPdQ91D3UPdQ9zDCg8WDxYPFJxZTFBACQkIQhILQEAbCQjgIsAiwCLAIsAiwCLAIsAiwIIUNUtgghQ1S2CCFDVLYSLAgaQ2S1iBpDZLWIGkNktYgaQ2S1iBpDZLWIGkNktYgaQ3y0yA/DfLTID8N8tMgP41aKWBZ5KdBfhrkp0FYLaJkER6LuFgExCISFiGw8N3CaQtvrYylPIrs3Fr4Z+GYhQ8WJ84i9a1e9ZJlFslujVxA5GRIdosst0hvi7y2Fgq2oYC8tkhoi2x1SBuHfHFIFIdEcfA2ZPcCIiNzcNphNx2pBUQ+BUfbwTGXbqJRNKZ4gD4HHWa6xkyHma4x069EssXDlXCoFhDZTI9t9NhGD8c8ttEjhT12xSPPPDbHY3M86qBHgnlklkcueSSRRxJ5VDePYuVRpTzKk0dd8ihIHpXIowR51J7wnLWAyI138Mg1PEKUfCNKHlHyjSj5VENskdwMwieRzmYQGEvHMAhMSecvCAFBEArCQECBQKbifT+K7bKhBz2FFRQUFBQ0pmi1gMj1tAFoGqAD6HLQFAuIBigBygaIhUxjIQNvDUyyAC3iYuGthfHWhts4JoiUO1YgcCKVsSASh0DgBAInEDiBwAmCAuInED+RbrNWIEYCMRJqBYJTgxMRE+muGQSoNagdxlKaRJE5KRzW82DxUPcpHEFsnwxtvndSpMhKUTRACVA2QAVQNcDkgUx3gyAMxApMbknESKbiHoSC0BB+AZFzqpVITgbRGLMAbQ7qlaAFRD6WjmAQsMWm9JXNEFjo2YaehQICLtOdPr5/QIDTYYrHFI8pOILSY0qqV+GFRUAQRHKM8rIVeh5gHgkSKyEh0gZQYwNIGID5GSK5EtCTWDbdleNbE4SBsBAOAuYiuQkbR9g4Qo4T9o+wf4QcJ+Q4IccJpYIUWLCbpMCCUkEKLDgNpMCCQ0E4FIRDQTgUhC0mHArCoSAcCtJg0WDRYNFg0WAxYDFgMWAxYDFgMWBBvhAqBiFtyEIddYFQOMhCHfWDUD/IwggLFgsW5BI5sCClyIEFmUUOLEgwQoLhdT0IqONg43U9CMxMj4vhdVdBaIgVaCEcRGJR6ekvCAEhIQgCLAIsAiwCLMgXhXxR2FSFTVXYVIVNVdhUhU1VaqUAI7CbCrupsJsKu6mwm0E7vFlZL9JVX6Xr9lXMepsgu4Vcevl1m5dfW456s0/jyQdRjmU5Dm914/AWOj7pmXI8i9/qrGQEz2emPOucfOh1Kchu7HQDGN7lzrrTOn2jX5+ddk56w95odpOB59NO1VsmIKxWDzvTWW+y2PRnl2e9OXpVtx50oXrWHa6/5wkBSMhgVPcuZr1Rt9dNSsGhiKcvfqtRt343GHUHo/gd8QaOjPFbsXzqx5OTzVSdwVisjn9dsPKpgU/6wchgwrvz6aB7cbVujzrDZMiHutubDqpRWHJYT8fnk5PeIqKn4+osLja5ib0wmH2XFYAY0Nn7yXmkuL97vItfjxZH6XvtcO3zcPx6fQOLo/XfE+xCR+Imx9L38mIXOSoaZMVR+kZftqCjggMFB0oOJA5UDXvWnlAbCwsVDTQ5I1vQjjey7Y3kvJFrb1rKVXtexSlXO8rUXpnWK+c+K8Znxfqs2uYozhzFmaPb5mguEHodCGLAgkX5uZKjZUHiQMWBmgMNB1oOdBzo22Gq2vMqLkwVF6aKDVPFhqliw1QdsSBxoOJAzYGGAy0HOg70WSVZHSqxizQze3Ok2phkMNpdoGpNqpgFKmaBilkgxi/baNkuc3JT5lrzqva8nUIjRZtPMOdrDQoOlBxIHKg4ULcNqtrzKs6gijOo4gyqOIMqzqCYh/kuyHahW2PNWiXbdVdKLubtEiuJizlxMScu5sTFnLiYExdzahtOXMyJizlxMScu5sTFnNYxzw1qV32puSxvlz2puYibNp/h+Eybz3B8ts1nuVLimNxxbO649sqOW9m3V/Zc7ngudzyXO36dO61lqva8ilum4papuGWqRrmkVj0mZlOoXfKIK3nULmW0LmXZojps6FE3B9xRvwn4HcDKXSBx5Iu79rPsdp8ZUHIgcaDiQM2BhgPtTY7t3p4cc3tyzO3JMbcntz7ibUwxmGYww2ANg3cD72gH8K0U8sw55A6D3zwbMiA7U3IgcaDiQM2BhgMtBzoO9IyXnJmS81JyXkpWnfNScl5KzkvJeSk5LyXnpeS85CwizkvivCTOS2I5FbM4h2kGMwxmGcwxmN/N8qo1qWKyvGKyvOKyvOKyvOKyvOKyvOKyvOKyvOKyvOKyvOKyvOKyvDrizJScl5LzUrLqnJeS81JyXkrOS8l5KTkvJeclZxFxXhLnJXFeEsupmMU5TDOYYTDLYI7BvCh/oXLS++jLyfLh6Wv8q7/5tik2bVG8vcra2YDIBkQ+ILMBmQ9QNkD5gMoGVD6gt0YJk7Vt1nZZ27/d+CMyOKOUmZ8ymyNl1qasrbaU+ZT4N8+rdjabMlhtYZXBmUs6gzPvTAZnjtoMznx2Gey3sI8/yJ7KclqY8PnXVP7LltP3g/4s/mYiNcbns0WJH1m8Ts8s15te+mlRs1u5dbe/0Uq/t9n24m+Irja9zqg733T6F1n7ckNVbabHHwptO6EO553ttPizoLyztmq4sWoIqzZ4tcHT/4Wu8E+9cBinkxCSz/Mfy7pYN4RbN4pNa4vJTYs2LeXK/wONxBD/###3940:XlxV32DM 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###6948:XlxV32DM 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###6652:XlxV32DM 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###7420:XlxV32DM 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###7312:XlxV32DM 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###7044:XlxV32DM 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###5904:XlxV32DM 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###4108:XlxV32DM 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###3188:XlxV32DM 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###3600:XlxV32DM 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###6516:XlxV32DM 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###7272:XlxV32DM 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###7300:XlxV32DM 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###7100:XlxV32DM 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FJp7/wgdOLMytOfOD9TmjpOU14SC+JkJ0nVUQNmlPYpzdIqYbHCoimqqFidHESgDbhhE8TvVkvPJy0tV37Rwl66ffaQPFJTm4+XQ9hTk5cu9kxdt470jrFbrx9SXDxRW67ws9Zu3I4AmHw5NzwcKmg7UH95enDsPtHygmHttqsaW2j1J1ZkbNi86jovbL4rf7vWB2ty+3bAH149D6CADTM7UD0hTMHyqNZb/gOQl6+Jrxne5zQQaUBnaxLQPFMRsb3dERnvuPKYDKB0QX2kS1D4gCb22xjbe2wO5aWk56/6AxPEb9wZ9Z0U8jqX2jL2Be1ES67w83lLsBZuP5UD9B4rNb+i11j63vE3XOtD+geJUn+R9OjKGTrudG3dygx8o1t06fc2tW3xmJR3wotO5GcjvjG3OXDqydFz0Q1L8QLHo5j6fsQjXTZw8n40pGgWpEswtmH5Altg5qjM+oIScDze46XwSN7iPx3Wf7VdC646B0y4QPIhmOXMyK2Cw+cc68PwGLJ28zdcA+bYqiQDU4OWO9zGZ2UL9dNhzfnvccXt6WvfZwiCR3OBkvXviAZ60kJGdVPVVXocpqzIvexLj7NCqhV5RYC8tK1gx7Y4ZOcc3yJVa3HjDaGuHtRfHH2v9hdahDWhRwpsebr6ilu3dyQi5U0Cb0GbjzAzIa9zR0hYyYFMzPs0ZLeKYXG2q4+Pbm28xLCybitaTkueDrgNdB7oOdGomr2VTpKM8S++FIvvrwSKhzh9aRIf7iwZ9OJby+HxfRlQoCtJwIJgvrlg8sDSLM6EdRv/ARnagCaubmJCxKE+f2sx9AuJ1oBX+1LWhoaMOolC7vC9c8KGzFLLKFwdY2i9j99LQSmqgAQ/DpWA5UMUdk50HnXmx49mBmrx+Ax0hRaVencTdRrXL7BQIOtYEBzXeiR4zI97RWBxjBM/Kl3Rsq5WzKoxDrBbl/97T7hppDTKs/HJPC0hdYSg1L3M7X7zCiYfkdJITSE4nOYHkdJJDAu1QRiRGlIoJKhKp6KBiggpPKoJRsRBdRTx2t6XYsd3oUpsHgzwIWLNhzYClmsUDeOdh24qMVMxHL5t2sjl5Ow5+ezBxa0hsgfTyhw4GNaG/aIOdJF5uGvYGhL3U3ofhgEBRFH1to4VuD9WE+bw+cAC2g+95dARkScTMAOFiVXmMMwvrskw9nh0m7gOFEtjAL/vGQnvvltXJeLDY745m4cnnm82xsABdhVSD2UVF7PGWQvO8Ybcn39stn2yxw7ULTwOJPI0rTLZ6aUlQrJqqIu2M4/rzkS3Uma5+7MSgZaIKDKYd4mkcpRjEoLCGFxcSAQKVWaC7RqrGdrikB30dnqe/u/9BTa3Whj4kpzMw7Q+R0FeOlWevDSxuBdi74g2Mxq62Qc0yLmLsZBGp2iYl7Bh+omOYXtrSAFvQqewMdm50JkbKtc0Nzsbj+bBweMqs49W50sFcAlgykCSR82g02i8jX9PtGHd2eDG6ocQi/kSHOYt5fdbbVtE6iQvjp1SGYWwMItDO0ywJlzAs34LfovLSFpAeFL8j09gYz8dJgz3TMYiIomUM25k0v5O3wUxkx9zyZHrGoGaWUsVdJNcTFh3M6U5kY/zEk4XcwcGEH5ok+3GQncaO1792cJkFTfgllgwYW3K9PlgmsCRgmTzT9oK5HCz2hrjs6Iu17Nf0eV7Et8N+mpo6OQ+t4jxIR4UnMBuZAzX4OcCvNnEQKl8cVVaCFGZXv+LsxJmIKgABkPMlsKIaRKXEyzzTLUU1iCqgYxOV0E7sukxg9rtVFAUNwyQGvzF0fu/t8rj35YHsp2ZUmVqFVrWMIpytGYlDycluM5+2qMH1wsatXAlFG54c2I90tQwVCMKDOnUmB8x2uxmtwgGSAZyMzmfwrqOSL0/KonEk8JdyLxCi+7w0yPihrz586fgdZ7B0urUZ4xn/M93e8f+D/01K+uPGjt/56ZvP67i+9kNwffjFJSeWTFgyYcmJJROWnFgyYcmJJROWnFgyYaVpLU0WjsuDeMPt3xE6Vp4fhCBuF6U9C/vyE/7z+sLknE6kjnlpvyl79fk/rJDr7Q==###6340:XlxV32DM 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\ No newline at end of file diff --git a/xilinx/pdp8/top_map.ngm b/xilinx/pdp8/top_map.ngm index b17129a..c8ca47b 100644 --- a/xilinx/pdp8/top_map.ngm +++ b/xilinx/pdp8/top_map.ngm @@ -1,3 +1,3 @@ XILINX-XDB 0.1 STUB 0.1 ASCII XILINX-XDM V1.4e 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6sr@ARxyEF \ No newline at end of file diff --git a/xilinx/pdp8/top_pad.csv b/xilinx/pdp8/top_pad.csv index f3393fb..1aab12e 100644 --- a/xilinx/pdp8/top_pad.csv +++ b/xilinx/pdp8/top_pad.csv @@ -1,7 +1,7 @@ -#Release 8.2i - par I.31 +#Release 8.2.03i - par I.34 #Copyright (c) 1995-2006 Xilinx, Inc. All rights reserved. -#Fri Apr 16 08:17:39 2010 +#Fri Apr 23 22:48:26 2010 # ## NOTE: This file is designed to be imported into a spreadsheet program @@ -21,120 +21,120 @@ Pin Number,Signal Name,Pin Usage,Pin Name,Direction,IO Standard,IO Bank Number,Drive (mA),Slew Rate,Termination,IOB Delay,Voltage,Constraint,DCI Value,IO Register,Signal Integrity, A1,,,GND,,,,,,,,,,,,, A2,,,TDI,,,,,,,,,,,,, -A3,slideswitch<1>,IOB,IO/VREF_0,INPUT,LVCMOS25,0,,,,NONE,,,,NO,NONE, -A4,,DIFFM,IO_L01P_0/VRN_0,UNUSED,,0,,,,,,,,,, -A5,,IOB,IO,UNUSED,,0,,,,,,,,,, +A3,ide_data_bus<13>,IOB,IO/VREF_0,TRISTATE,LVTTL,0,12,SLOW,NONE**,,,LOCATED,,NO,NONE, +A4,ide_data_bus<14>,IOB,IO_L01P_0/VRN_0,TRISTATE,LVTTL,0,12,SLOW,NONE**,,,LOCATED,,NO,NONE, +A5,ide_data_bus<15>,IOB,IO,TRISTATE,LVTTL,0,12,SLOW,NONE**,,,LOCATED,,NO,NONE, A6,,,VCCAUX,,,,,,,,2.5,,,,, A7,,IOB,IO,UNUSED,,0,,,,,,,,,, -A8,,DIFFM,IO_L32P_0/GCLK6,UNUSED,,0,,,,,,,,,, -A9,,IOB,IO,UNUSED,,1,,,,,,,,,, -A10,,DIFFS,IO_L31N_1/VREF_1,UNUSED,,1,,,,,,,,,, +A8,ide_diow,IOB,IO_L32P_0/GCLK6,OUTPUT,LVTTL,0,12,SLOW,NONE**,,,LOCATED,,NO,NONE, +A9,ide_cs<0>,IOB,IO,OUTPUT,LVTTL,1,12,SLOW,NONE**,,,LOCATED,,NO,NONE, +A10,ide_cs<1>,IOB,IO_L31N_1/VREF_1,OUTPUT,LVTTL,1,12,SLOW,NONE**,,,LOCATED,,NO,NONE, A11,,,VCCAUX,,,,,,,,2.5,,,,, A12,,IOB,IO,UNUSED,,1,,,,,,,,,, A13,,DIFFS,IO_L10N_1/VREF_1,UNUSED,,1,,,,,,,,,, A14,,DIFFS,IO_L01N_1/VRP_1,UNUSED,,1,,,,,,,,,, A15,,,TDO,,,,,,,,,,,,, A16,,,GND,,,,,,,,,,,,, -B1,,DIFFM,IO_L01P_7/VRN_7,UNUSED,,7,,,,,,,,,, +B1,sram1_io<7>,IOB,IO_L01P_7/VRN_7,BIDIR,LVCMOS25,7,12,FAST,NONE**,NONE,,LOCATED,,NO,NONE, B2,,,GND,,,,,,,,,,,,, B3,,,PROG_B,,,,,,,,,,,,, -B4,,DIFFS,IO_L01N_0/VRP_0,UNUSED,,0,,,,,,,,,, -B5,ide_da<0>,IOB,IO_L25P_0,OUTPUT,LVCMOS25,0,12,SLOW,NONE**,,,,,NO,NONE, +B4,ide_data_bus<1>,IOB,IO_L01N_0/VRP_0,BIDIR,LVTTL,0,24,SLOW,NONE**,IFD,,LOCATED,,YES,NONE, +B5,ide_data_bus<0>,IOB,IO_L25P_0,BIDIR,LVTTL,0,24,SLOW,NONE**,IFD,,LOCATED,,YES,NONE, B6,,DIFFM,IO_L28P_0,UNUSED,,0,,,,,,,,,, B7,,DIFFM,IO_L30P_0,UNUSED,,0,,,,,,,,,, B8,,DIFFS,IO_L32N_0/GCLK7,UNUSED,,0,,,,,,,,,, B9,,,GND,,,,,,,,,,,,, -B10,sram1_io<15>,IOB,IO_L31P_1,TRISTATE,LVCMOS25,1,12,SLOW,NONE**,,,,,NO,NONE, -B11,sram1_io<12>,IOB,IO_L29N_1,TRISTATE,LVCMOS25,1,12,SLOW,NONE**,,,,,NO,NONE, -B12,,DIFFS,IO_L27N_1,UNUSED,,1,,,,,,,,,, -B13,,DIFFM,IO_L10P_1,UNUSED,,1,,,,,,,,,, -B14,,DIFFM,IO_L01P_1/VRN_1,UNUSED,,1,,,,,,,,,, +B10,ide_dior,IOB,IO_L31P_1,OUTPUT,LVTTL,1,12,SLOW,NONE**,,,LOCATED,,NO,NONE, +B11,,DIFFS,IO_L29N_1,UNUSED,,1,,,,,,,,,, +B12,ide_da<0>,IOB,IO_L27N_1,OUTPUT,LVTTL,1,12,SLOW,NONE**,,,LOCATED,,NO,NONE, +B13,ide_da<1>,IOB,IO_L10P_1,OUTPUT,LVTTL,1,12,SLOW,NONE**,,,LOCATED,,NO,NONE, +B14,ide_da<2>,IOB,IO_L01P_1/VRN_1,OUTPUT,LVTTL,1,12,SLOW,NONE**,,,LOCATED,,NO,NONE, B15,,,GND,,,,,,,,,,,,, B16,,DIFFS,IO_L01N_2/VRP_2,UNUSED,,2,,,,,,,,,, -C1,,DIFFS,IO_L01N_7/VRP_7,UNUSED,,7,,,,,,,,,, -C2,sram2_io<9>,IOB,IO_L16N_7,OUTPUT,LVCMOS25,7,12,SLOW,NONE**,,,,,NO,NONE, -C3,sram2_lb_n,IOB,IO_L16P_7/VREF_7,OUTPUT,LVCMOS25,7,12,SLOW,NONE**,,,,,NO,NONE, +C1,sram1_io<6>,IOB,IO_L01N_7/VRP_7,BIDIR,LVCMOS25,7,12,FAST,NONE**,NONE,,LOCATED,,NO,NONE, +C2,sram1_io<5>,IOB,IO_L16N_7,BIDIR,LVCMOS25,7,12,FAST,NONE**,NONE,,LOCATED,,NO,NONE, +C3,sram2_io<12>,IOB,IO_L16P_7/VREF_7,OUTPUT,LVCMOS25,7,12,SLOW,NONE**,,,LOCATED,,NO,NONE, C4,,,HSWAP_EN,,,,,,,,,,,,, -C5,slideswitch<3>,IOB,IO_L25N_0,INPUT,LVCMOS25,0,,,,NONE,,,,NO,NONE, -C6,,DIFFS,IO_L28N_0,UNUSED,,0,,,,,,,,,, -C7,,DIFFS,IO_L30N_0,UNUSED,,0,,,,,,,,,, -C8,,DIFFM,IO_L31P_0/VREF_0,UNUSED,,0,,,,,,,,,, -C9,sysclk,IOB,IO_L32N_1/GCLK5,INPUT,LVCMOS25,1,,,,NONE,,,,NO,NONE, +C5,ide_data_bus<8>,IOB,IO_L25N_0,BIDIR,LVTTL,0,12,SLOW,NONE**,IFD,,LOCATED,,YES,NONE, +C6,ide_data_bus<9>,IOB,IO_L28N_0,BIDIR,LVTTL,0,12,SLOW,NONE**,IFD,,LOCATED,,YES,NONE, +C7,ide_data_bus<10>,IOB,IO_L30N_0,BIDIR,LVTTL,0,12,SLOW,NONE**,IFD,,LOCATED,,YES,NONE, +C8,ide_data_bus<11>,IOB,IO_L31P_0/VREF_0,BIDIR,LVTTL,0,12,SLOW,NONE**,IFD,,LOCATED,,YES,NONE, +C9,ide_data_bus<12>,IOB,IO_L32N_1/GCLK5,TRISTATE,LVTTL,1,12,SLOW,NONE**,,,LOCATED,,NO,NONE, C10,,IOB,IO,UNUSED,,1,,,,,,,,,, -C11,sram1_io<13>,IOB,IO_L29P_1,TRISTATE,LVCMOS25,1,12,SLOW,NONE**,,,,,NO,NONE, +C11,,DIFFM,IO_L29P_1,UNUSED,,1,,,,,,,,,, C12,,DIFFM,IO_L27P_1,UNUSED,,1,,,,,,,,,, C13,,,TMS,,,,,,,,,,,,, C14,,,TCK,,,,,,,,,,,,, C15,,DIFFS,IO_L16N_2,UNUSED,,2,,,,,,,,,, C16,,DIFFM,IO_L01P_2/VRN_2,UNUSED,,2,,,,,,,,,, -D1,sram2_ub_n,IOB,IO_L17N_7,OUTPUT,LVCMOS25,7,12,SLOW,NONE**,,,,,NO,NONE, -D2,sram2_io<8>,IOB,IO_L17P_7,OUTPUT,LVCMOS25,7,12,SLOW,NONE**,,,,,NO,NONE, -D3,sram1_ub_n,IOB,IO_L19P_7,OUTPUT,LVCMOS25,7,12,SLOW,NONE**,,,,,NO,NONE, +D1,sram2_io<7>,IOB,IO_L17N_7,OUTPUT,LVCMOS25,7,12,SLOW,NONE**,,,LOCATED,,NO,NONE, +D2,sram2_io<8>,IOB,IO_L17P_7,OUTPUT,LVCMOS25,7,12,SLOW,NONE**,,,LOCATED,,NO,NONE, +D3,sram1_io<8>,IOB,IO_L19P_7,BIDIR,LVCMOS25,7,12,FAST,NONE**,NONE,,LOCATED,,NO,NONE, D4,,,VCCINT,,,,,,,,1.2,,,,, -D5,slideswitch<0>,IOB,IO/VREF_0,INPUT,LVCMOS25,0,,,,NONE,,,,NO,NONE, -D6,slideswitch<2>,IOB,IO_L27P_0,INPUT,LVCMOS25,0,,,,NONE,,,,NO,NONE, -D7,,DIFFM,IO_L29P_0,UNUSED,,0,,,,,,,,,, -D8,,DIFFS,IO_L31N_0,UNUSED,,0,,,,,,,,,, -D9,sram_a<17>,IOB,IO_L32P_1/GCLK4,OUTPUT,LVCMOS25,1,12,SLOW,NONE**,,,,,NO,NONE, -D10,,DIFFS,IO_L30N_1,UNUSED,,1,,,,,,,,,, +D5,ide_data_bus<7>,IOB,IO/VREF_0,BIDIR,LVTTL,0,24,SLOW,NONE**,IFD,,LOCATED,,YES,NONE, +D6,ide_data_bus<6>,IOB,IO_L27P_0,BIDIR,LVTTL,0,24,SLOW,NONE**,IFD,,LOCATED,,YES,NONE, +D7,ide_data_bus<4>,IOB,IO_L29P_0,BIDIR,LVTTL,0,24,SLOW,NONE**,IFD,,LOCATED,,YES,NONE, +D8,ide_data_bus<3>,IOB,IO_L31N_0,BIDIR,LVTTL,0,24,SLOW,NONE**,IFD,,LOCATED,,YES,NONE, +D9,,DIFFM,IO_L32P_1/GCLK4,UNUSED,,1,,,,,,,,,, +D10,ide_data_bus<2>,IOB,IO_L30N_1,BIDIR,LVTTL,1,24,SLOW,NONE**,IFD,,LOCATED,,YES,NONE, D11,,DIFFS,IO_L28N_1,UNUSED,,1,,,,,,,,,, D12,,IOB,IO/VREF_1,UNUSED,,1,,,,,,,,,, D13,,,VCCINT,,,,,,,,1.2,,,,, -D14,,DIFFM,IO_L16P_2,UNUSED,,2,,,,,,,,,, +D14,sevenseg_an<0>,IOB,IO_L16P_2,OUTPUT,LVCMOS25,2,12,SLOW,NONE**,,,LOCATED,,NO,NONE, D15,,DIFFS,IO_L17N_2,UNUSED,,2,,,,,,,,,, D16,,DIFFM,IO_L17P_2/VREF_2,UNUSED,,2,,,,,,,,,, -E1,sram2_io<12>,IOB,IO_L20N_7,OUTPUT,LVCMOS25,7,12,SLOW,NONE**,,,,,NO,NONE, -E2,sram2_io<10>,IOB,IO_L20P_7,OUTPUT,LVCMOS25,7,12,SLOW,NONE**,,,,,NO,NONE, -E3,sram2_io<11>,IOB,IO_L19N_7/VREF_7,OUTPUT,LVCMOS25,7,12,SLOW,NONE**,,,,,NO,NONE, -E4,sram2_io<14>,IOB,IO_L21P_7,OUTPUT,LVCMOS25,7,12,SLOW,NONE**,,,,,NO,NONE, +E1,sram2_io<6>,IOB,IO_L20N_7,OUTPUT,LVCMOS25,7,12,SLOW,NONE**,,,LOCATED,,NO,NONE, +E2,sram2_io<9>,IOB,IO_L20P_7,OUTPUT,LVCMOS25,7,12,SLOW,NONE**,,,LOCATED,,NO,NONE, +E3,sram_a<8>,IOB,IO_L19N_7/VREF_7,OUTPUT,LVCMOS25,7,12,FAST,NONE**,,,LOCATED,,NO,NONE, +E4,sram_a<9>,IOB,IO_L21P_7,OUTPUT,LVCMOS25,7,12,FAST,NONE**,,,LOCATED,,NO,NONE, E5,,,VCCINT,,,,,,,,1.2,,,,, E6,,DIFFS,IO_L27N_0,UNUSED,,0,,,,,,,,,, -E7,,DIFFS,IO_L29N_0,UNUSED,,0,,,,,,,,,, -E8,,,VCCO_0,,,0,,,,,2.50,,,,, -E9,,,VCCO_1,,,1,,,,,2.50,,,,, -E10,sram1_io<14>,IOB,IO_L30P_1,TRISTATE,LVCMOS25,1,12,SLOW,NONE**,,,,,NO,NONE, +E7,ide_data_bus<5>,IOB,IO_L29N_0,BIDIR,LVTTL,0,24,SLOW,NONE**,IFD,,LOCATED,,YES,NONE, +E8,,,VCCO_0,,,0,,,,,3.30,,,,, +E9,,,VCCO_1,,,1,,,,,3.30,,,,, +E10,,DIFFM,IO_L30P_1,UNUSED,,1,,,,,,,,,, E11,,DIFFM,IO_L28P_1,UNUSED,,1,,,,,,,,,, E12,,,VCCINT,,,,,,,,1.2,,,,, -E13,,DIFFS,IO_L19N_2,UNUSED,,2,,,,,,,,,, -E14,,DIFFM,IO_L19P_2,UNUSED,,2,,,,,,,,,, +E13,sevenseg_an<3>,IOB,IO_L19N_2,OUTPUT,LVCMOS25,2,12,SLOW,NONE**,,,LOCATED,,NO,NONE, +E14,sevenseg<7>,IOB,IO_L19P_2,OUTPUT,LVCMOS25,2,12,SLOW,NONE**,,,LOCATED,,NO,NONE, E15,,DIFFS,IO_L20N_2,UNUSED,,2,,,,,,,,,, E16,,DIFFM,IO_L20P_2,UNUSED,,2,,,,,,,,,, F1,,,VCCAUX,,,,,,,,2.5,,,,, -F2,sram2_io<15>,IOB,IO_L22N_7,OUTPUT,LVCMOS25,7,12,SLOW,NONE**,,,,,NO,NONE, -F3,sram_a<15>,IOB,IO_L22P_7,OUTPUT,LVCMOS25,7,12,SLOW,NONE**,,,,,NO,NONE, -F4,sram2_io<13>,IOB,IO_L21N_7,OUTPUT,LVCMOS25,7,12,SLOW,NONE**,,,,,NO,NONE, -F5,,DIFFM,IO_L23P_7,UNUSED,,7,,,,,,,,,, +F2,sram1_io<10>,IOB,IO_L22N_7,BIDIR,LVCMOS25,7,12,FAST,NONE**,NONE,,LOCATED,,NO,NONE, +F3,sram_a<6>,IOB,IO_L22P_7,OUTPUT,LVCMOS25,7,12,FAST,NONE**,,,LOCATED,,NO,NONE, +F4,sram_a<7>,IOB,IO_L21N_7,OUTPUT,LVCMOS25,7,12,FAST,NONE**,,,LOCATED,,NO,NONE, +F5,sram2_io<11>,IOB,IO_L23P_7,OUTPUT,LVCMOS25,7,12,SLOW,NONE**,,,LOCATED,,NO,NONE, F6,,,GND,,,,,,,,,,,,, -F7,,,VCCO_0,,,0,,,,,2.50,,,,, -F8,,,VCCO_0,,,0,,,,,2.50,,,,, -F9,,,VCCO_1,,,1,,,,,2.50,,,,, -F10,,,VCCO_1,,,1,,,,,2.50,,,,, +F7,,,VCCO_0,,,0,,,,,3.30,,,,, +F8,,,VCCO_0,,,0,,,,,3.30,,,,, +F9,,,VCCO_1,,,1,,,,,3.30,,,,, +F10,,,VCCO_1,,,1,,,,,3.30,,,,, F11,,,GND,,,,,,,,,,,,, -F12,,DIFFS,IO_L21N_2,UNUSED,,2,,,,,,,,,, -F13,,DIFFM,IO_L21P_2,UNUSED,,2,,,,,,,,,, -F14,,DIFFS,IO_L22N_2,UNUSED,,2,,,,,,,,,, +F12,slideswitch<0>,IOB,IO_L21N_2,INPUT,LVCMOS25,2,,,,NONE,,LOCATED,,NO,NONE, +F13,sevenseg<2>,IOB,IO_L21P_2,OUTPUT,LVCMOS25,2,12,SLOW,NONE**,,,LOCATED,,NO,NONE, +F14,sevenseg_an<2>,IOB,IO_L22N_2,OUTPUT,LVCMOS25,2,12,SLOW,NONE**,,,LOCATED,,NO,NONE, F15,,DIFFM,IO_L22P_2,UNUSED,,2,,,,,,,,,, F16,,,VCCAUX,,,,,,,,2.5,,,,, -G1,ide_data_bus<2>,IOB,IO_L40P_7,BIDIR,LVCMOS25,7,12,SLOW,NONE**,IFD,,,,YES,NONE, -G2,ide_data_bus<7>,IOB,IO,BIDIR,LVCMOS25,7,12,SLOW,NONE**,IFD,,,,YES,NONE, -G3,ide_diow,IOB,IO_L24N_7,OUTPUT,LVCMOS25,7,12,SLOW,NONE**,,,,,NO,NONE, -G4,ide_dior,IOB,IO_L24P_7,OUTPUT,LVCMOS25,7,12,SLOW,NONE**,,,,,NO,NONE, -G5,sram_a<16>,IOB,IO_L23N_7,OUTPUT,LVCMOS25,7,12,SLOW,NONE**,,,,,NO,NONE, +G1,sram2_io<10>,IOB,IO_L40P_7,OUTPUT,LVCMOS25,7,12,SLOW,NONE**,,,LOCATED,,NO,NONE, +G2,sram2_io<5>,IOB,IO,OUTPUT,LVCMOS25,7,12,SLOW,NONE**,,,LOCATED,,NO,NONE, +G3,sram_we_n,IOB,IO_L24N_7,OUTPUT,LVCMOS25,7,12,FAST,NONE**,,,LOCATED,,NO,NONE, +G4,sram_a<5>,IOB,IO_L24P_7,OUTPUT,LVCMOS25,7,12,FAST,NONE**,,,LOCATED,,NO,NONE, +G5,sram_a<10>,IOB,IO_L23N_7,OUTPUT,LVCMOS25,7,12,FAST,NONE**,,,LOCATED,,NO,NONE, G6,,,VCCO_7,,,7,,,,,2.50,,,,, G7,,,GND,,,,,,,,,,,,, G8,,,GND,,,,,,,,,,,,, G9,,,GND,,,,,,,,,,,,, G10,,,GND,,,,,,,,,,,,, G11,,,VCCO_2,,,2,,,,,2.50,,,,, -G12,,DIFFS,IO_L23N_2/VREF_2,UNUSED,,2,,,,,,,,,, -G13,,DIFFM,IO_L23P_2,UNUSED,,2,,,,,,,,,, -G14,,DIFFS,IO_L24N_2,UNUSED,,2,,,,,,,,,, -G15,rs232_txd,IOB,IO_L24P_2,OUTPUT,LVCMOS25,2,12,SLOW,NONE**,,,,,NO,NONE, +G12,slideswitch<1>,IOB,IO_L23N_2/VREF_2,INPUT,LVCMOS25,2,,,,NONE,,LOCATED,,NO,NONE, +G13,sevenseg<6>,IOB,IO_L23P_2,OUTPUT,LVCMOS25,2,12,SLOW,NONE**,,,LOCATED,,NO,NONE, +G14,sevenseg_an<1>,IOB,IO_L24N_2,OUTPUT,LVCMOS25,2,12,SLOW,NONE**,,,LOCATED,,NO,NONE, +G15,,DIFFM,IO_L24P_2,UNUSED,,2,,,,,,,,,, G16,,DIFFM,IO,UNUSED,,2,,,,,,,,,, -H1,ide_data_bus<4>,IOB,IO_L40N_7/VREF_7,BIDIR,LVCMOS25,7,12,SLOW,NONE**,IFD,,,,YES,NONE, +H1,sram1_io<11>,IOB,IO_L40N_7/VREF_7,BIDIR,LVCMOS25,7,12,FAST,NONE**,NONE,,LOCATED,,NO,NONE, H2,,,GND,,,,,,,,,,,,, -H3,ide_data_bus<5>,IOB,IO_L39N_7,BIDIR,LVCMOS25,7,12,SLOW,NONE**,IFD,,,,YES,NONE, -H4,button<3>,IOB,IO_L39P_7,INPUT,LVCMOS25,7,,,,IFD,,,,YES,NONE, +H3,sram_a<11>,IOB,IO_L39N_7,OUTPUT,LVCMOS25,7,12,FAST,NONE**,,,LOCATED,,NO,NONE, +H4,sram_a<12>,IOB,IO_L39P_7,OUTPUT,LVCMOS25,7,12,FAST,NONE**,,,LOCATED,,NO,NONE, H5,,,VCCO_7,,,7,,,,,2.50,,,,, H6,,,VCCO_7,,,7,,,,,2.50,,,,, H7,,,GND,,,,,,,,,,,,, @@ -143,14 +143,14 @@ H9,,,GND,,,,,,,,,,,,, H10,,,GND,,,,,,,,,,,,, H11,,,VCCO_2,,,2,,,,,2.50,,,,, H12,,,VCCO_2,,,2,,,,,2.50,,,,, -H13,,DIFFS,IO_L39N_2,UNUSED,,2,,,,,,,,,, -H14,sram_oe_n,IOB,IO_L39P_2,OUTPUT,LVCMOS25,2,12,SLOW,NONE**,,,,,NO,NONE, -H15,sram_we_n,IOB,IO_L40N_2,OUTPUT,LVCMOS25,2,12,SLOW,NONE**,,,,,NO,NONE, -H16,sram_a<7>,IOB,IO_L40P_2/VREF_2,OUTPUT,LVCMOS25,2,12,SLOW,NONE**,,,,,NO,NONE, -J1,ide_data_bus<0>,IOB,IO_L40P_6/VREF_6,BIDIR,LVCMOS25,6,12,SLOW,NONE**,IFD,,,,YES,NONE, -J2,ide_data_bus<3>,IOB,IO_L40N_6,BIDIR,LVCMOS25,6,12,SLOW,NONE**,IFD,,,,YES,NONE, -J3,ide_data_bus<10>,IOB,IO_L39P_6,BIDIR,LVCMOS25,6,12,SLOW,NONE**,IFD,,,,YES,NONE, -J4,ide_data_bus<1>,IOB,IO_L39N_6,BIDIR,LVCMOS25,6,12,SLOW,NONE**,IFD,,,,YES,NONE, +H13,slideswitch<3>,IOB,IO_L39N_2,INPUT,LVCMOS25,2,,,,NONE,,LOCATED,,NO,NONE, +H14,slideswitch<2>,IOB,IO_L39P_2,INPUT,LVCMOS25,2,,,,NONE,,LOCATED,,NO,NONE, +H15,,DIFFS,IO_L40N_2,UNUSED,,2,,,,,,,,,, +H16,,DIFFM,IO_L40P_2/VREF_2,UNUSED,,2,,,,,,,,,, +J1,sram2_io<4>,IOB,IO_L40P_6/VREF_6,OUTPUT,LVCMOS25,6,12,SLOW,NONE**,,,LOCATED,,NO,NONE, +J2,sram1_io<12>,IOB,IO_L40N_6,TRISTATE,LVCMOS25,6,12,FAST,NONE**,,,LOCATED,,NO,NONE, +J3,sram_a<14>,IOB,IO_L39P_6,OUTPUT,LVCMOS25,6,12,FAST,NONE**,,,LOCATED,,NO,NONE, +J4,sram_a<13>,IOB,IO_L39N_6,OUTPUT,LVCMOS25,6,12,FAST,NONE**,,,LOCATED,,NO,NONE, J5,,,VCCO_6,,,6,,,,,2.50,,,,, J6,,,VCCO_6,,,6,,,,,2.50,,,,, J7,,,GND,,,,,,,,,,,,, @@ -159,120 +159,120 @@ J9,,,GND,,,,,,,,,,,,, J10,,,GND,,,,,,,,,,,,, J11,,,VCCO_3,,,3,,,,,2.50,,,,, J12,,,VCCO_3,,,3,,,,,2.50,,,,, -J13,sram1_io<3>,IOB,IO_L39P_3,BIDIR,LVCMOS25,3,12,SLOW,NONE**,NONE,,,,NO,NONE, -J14,sram1_io<4>,IOB,IO_L39N_3,BIDIR,LVCMOS25,3,12,SLOW,NONE**,NONE,,,,NO,NONE, +J13,slideswitch<5>,IOB,IO_L39P_3,INPUT,LVCMOS25,3,,,,NONE,,LOCATED,,NO,NONE, +J14,slideswitch<4>,IOB,IO_L39N_3,INPUT,LVCMOS25,3,,,,NONE,,LOCATED,,NO,NONE, J15,,,GND,,,,,,,,,,,,, -J16,sram_a<0>,IOB,IO_L40N_3/VREF_3,OUTPUT,LVCMOS25,3,12,SLOW,NONE**,,,,,NO,NONE, -K1,ide_data_bus<11>,IOB,IO,BIDIR,LVCMOS25,6,12,SLOW,NONE**,IFD,,,,YES,NONE, -K2,ide_data_bus<9>,IOB,IO_L24P_6,BIDIR,LVCMOS25,6,12,SLOW,NONE**,IFD,,,,YES,NONE, -K3,ide_data_bus<8>,IOB,IO_L24N_6/VREF_6,BIDIR,LVCMOS25,6,12,SLOW,NONE**,IFD,,,,YES,NONE, -K4,ide_cs<0>,IOB,IO_L23P_6,OUTPUT,LVCMOS25,6,12,SLOW,NONE**,,,,,NO,NONE, -K5,ide_data_bus<6>,IOB,IO_L23N_6,BIDIR,LVCMOS25,6,12,SLOW,NONE**,IFD,,,,YES,NONE, +J16,,DIFFS,IO_L40N_3/VREF_3,UNUSED,,3,,,,,,,,,, +K1,sram2_io<3>,IOB,IO,OUTPUT,LVCMOS25,6,12,SLOW,NONE**,,,LOCATED,,NO,NONE, +K2,sram2_io<13>,IOB,IO_L24P_6,OUTPUT,LVCMOS25,6,12,SLOW,NONE**,,,LOCATED,,NO,NONE, +K3,sram_a<15>,IOB,IO_L24N_6/VREF_6,OUTPUT,LVCMOS25,6,12,FAST,NONE**,,,LOCATED,,NO,NONE, +K4,sram_oe_n,IOB,IO_L23P_6,OUTPUT,LVCMOS25,6,12,FAST,NONE**,,,LOCATED,,NO,NONE, +K5,sram_a<16>,IOB,IO_L23N_6,OUTPUT,LVCMOS25,6,12,FAST,NONE**,,,LOCATED,,NO,NONE, K6,,,VCCO_6,,,6,,,,,2.50,,,,, K7,,,GND,,,,,,,,,,,,, K8,,,GND,,,,,,,,,,,,, K9,,,GND,,,,,,,,,,,,, K10,,,GND,,,,,,,,,,,,, K11,,,VCCO_3,,,3,,,,,2.50,,,,, -K12,sram_a<13>,IOB,IO_L23N_3,OUTPUT,LVCMOS25,3,12,SLOW,NONE**,,,,,NO,NONE, -K13,sram1_io<6>,IOB,IO_L24P_3,BIDIR,LVCMOS25,3,12,SLOW,NONE**,NONE,,,,NO,NONE, -K14,sram_a<14>,IOB,IO_L24N_3,OUTPUT,LVCMOS25,3,12,SLOW,NONE**,,,,,NO,NONE, -K15,sram1_io<5>,IOB,IO,BIDIR,LVCMOS25,3,12,SLOW,NONE**,NONE,,,,NO,NONE, -K16,sram_a<3>,IOB,IO_L40P_3,OUTPUT,LVCMOS25,3,12,SLOW,NONE**,,,,,NO,NONE, +K12,led<0>,IOB,IO_L23N_3,OUTPUT,LVCMOS25,3,12,SLOW,NONE**,,,LOCATED,,NO,NONE, +K13,slideswitch<7>,IOB,IO_L24P_3,INPUT,LVCMOS25,3,,,,NONE,,LOCATED,,NO,NONE, +K14,slideswitch<6>,IOB,IO_L24N_3,INPUT,LVCMOS25,3,,,,NONE,,LOCATED,,NO,NONE, +K15,,DIFFS,IO,UNUSED,,3,,,,,,,,,, +K16,,DIFFM,IO_L40P_3,UNUSED,,3,,,,,,,,,, L1,,,VCCAUX,,,,,,,,2.5,,,,, -L2,ide_data_bus<12>,IOB,IO_L22P_6,TRISTATE,LVCMOS25,6,12,SLOW,NONE**,,,,,NO,NONE, -L3,ide_data_bus<14>,IOB,IO_L22N_6,TRISTATE,LVCMOS25,6,12,SLOW,NONE**,,,,,NO,NONE, -L4,ide_data_bus<15>,IOB,IO_L21P_6,TRISTATE,LVCMOS25,6,12,SLOW,NONE**,,,,,NO,NONE, -L5,ide_data_bus<13>,IOB,IO_L21N_6,TRISTATE,LVCMOS25,6,12,SLOW,NONE**,,,,,NO,NONE, +L2,sram1_io<13>,IOB,IO_L22P_6,TRISTATE,LVCMOS25,6,12,FAST,NONE**,,,LOCATED,,NO,NONE, +L3,sram_a<17>,IOB,IO_L22N_6,OUTPUT,LVCMOS25,6,12,FAST,NONE**,,,LOCATED,,NO,NONE, +L4,sram_a<4>,IOB,IO_L21P_6,OUTPUT,LVCMOS25,6,12,FAST,NONE**,,,LOCATED,,NO,NONE, +L5,sram_a<0>,IOB,IO_L21N_6,OUTPUT,LVCMOS25,6,12,FAST,NONE**,,,LOCATED,,NO,NONE, L6,,,GND,,,,,,,,,,,,, L7,,,VCCO_5,,,5,,,,,2.50,,,,, L8,,,VCCO_5,,,5,,,,,2.50,,,,, L9,,,VCCO_4,,,4,,,,,2.50,,,,, L10,,,VCCO_4,,,4,,,,,2.50,,,,, L11,,,GND,,,,,,,,,,,,, -L12,sram_a<10>,IOB,IO_L23P_3/VREF_3,OUTPUT,LVCMOS25,3,12,SLOW,NONE**,,,,,NO,NONE, -L13,sram_a<11>,IOB,IO_L21N_3,OUTPUT,LVCMOS25,3,12,SLOW,NONE**,,,,,NO,NONE, -L14,sram_a<9>,IOB,IO_L22P_3,OUTPUT,LVCMOS25,3,12,SLOW,NONE**,,,,,NO,NONE, -L15,sram_a<8>,IOB,IO_L22N_3,OUTPUT,LVCMOS25,3,12,SLOW,NONE**,,,,,NO,NONE, +L12,led<2>,IOB,IO_L23P_3/VREF_3,OUTPUT,LVCMOS25,3,12,SLOW,NONE**,,,LOCATED,,NO,NONE, +L13,button<2>,IOB,IO_L21N_3,INPUT,LVCMOS25,3,,,,NONE,,LOCATED,,NO,NONE, +L14,button<3>,IOB,IO_L22P_3,INPUT,LVCMOS25,3,,,,IFD,,LOCATED,,YES,NONE, +L15,,DIFFS,IO_L22N_3,UNUSED,,3,,,,,,,,,, L16,,,VCCAUX,,,,,,,,2.5,,,,, -M1,sram2_io<6>,IOB,IO_L20P_6,OUTPUT,LVCMOS25,6,12,SLOW,NONE**,,,,,NO,NONE, -M2,sram2_io<5>,IOB,IO_L20N_6,OUTPUT,LVCMOS25,6,12,SLOW,NONE**,,,,,NO,NONE, -M3,sram2_io<4>,IOB,IO_L19P_6,OUTPUT,LVCMOS25,6,12,SLOW,NONE**,,,,,NO,NONE, -M4,sram2_io<3>,IOB,IO_L19N_6,OUTPUT,LVCMOS25,6,12,SLOW,NONE**,,,,,NO,NONE, +M1,sram2_io<14>,IOB,IO_L20P_6,OUTPUT,LVCMOS25,6,12,SLOW,NONE**,,,LOCATED,,NO,NONE, +M2,sram2_io<2>,IOB,IO_L20N_6,OUTPUT,LVCMOS25,6,12,SLOW,NONE**,,,LOCATED,,NO,NONE, +M3,sram_a<3>,IOB,IO_L19P_6,OUTPUT,LVCMOS25,6,12,FAST,NONE**,,,LOCATED,,NO,NONE, +M4,sram_a<2>,IOB,IO_L19N_6,OUTPUT,LVCMOS25,6,12,FAST,NONE**,,,LOCATED,,NO,NONE, M5,,,VCCINT,,,,,,,,1.2,,,,, M6,,DIFFM,IO_L28P_5/D7,UNUSED,,5,,,,,,,,,, M7,,DIFFM,IO_L30P_5,UNUSED,,5,,,,,,,,,, M8,,,VCCO_5,,,5,,,,,2.50,,,,, M9,,,VCCO_4,,,4,,,,,2.50,,,,, M10,,DIFFS,IO_L29N_4,UNUSED,,4,,,,,,,,,, -M11,sram_a<2>,IOB,IO_L27N_4/DIN/D0,OUTPUT,LVCMOS25,4,12,SLOW,NONE**,,,,,NO,NONE, +M11,,DIFFS,IO_L27N_4/DIN/D0,UNUSED,,4,,,,,,,,,, M12,,,VCCINT,,,,,,,,1.2,,,,, -M13,sram_a<5>,IOB,IO_L21P_3,OUTPUT,LVCMOS25,3,12,SLOW,NONE**,,,,,NO,NONE, -M14,,DIFFS,IO_L19N_3,UNUSED,,3,,,,,,,,,, -M15,sram_a<12>,IOB,IO_L20P_3,OUTPUT,LVCMOS25,3,12,SLOW,NONE**,,,,,NO,NONE, -M16,sram_a<6>,IOB,IO_L20N_3,OUTPUT,LVCMOS25,3,12,SLOW,NONE**,,,,,NO,NONE, -N1,sram2_io<2>,IOB,IO_L17P_6/VREF_6,OUTPUT,LVCMOS25,6,12,SLOW,NONE**,,,,,NO,NONE, -N2,sram2_io<1>,IOB,IO_L17N_6,OUTPUT,LVCMOS25,6,12,SLOW,NONE**,,,,,NO,NONE, -N3,sram2_io<0>,IOB,IO_L16P_6,OUTPUT,LVCMOS25,6,12,SLOW,NONE**,,,,,NO,NONE, +M13,button<0>,IOB,IO_L21P_3,INPUT,LVCMOS25,3,,,,NONE,,LOCATED,,NO,NONE, +M14,button<1>,IOB,IO_L19N_3,INPUT,LVCMOS25,3,,,,NONE,,LOCATED,,NO,NONE, +M15,,DIFFM,IO_L20P_3,UNUSED,,3,,,,,,,,,, +M16,,DIFFS,IO_L20N_3,UNUSED,,3,,,,,,,,,, +N1,sram2_io<15>,IOB,IO_L17P_6/VREF_6,OUTPUT,LVCMOS25,6,12,SLOW,NONE**,,,LOCATED,,NO,NONE, +N2,sram2_io<1>,IOB,IO_L17N_6,OUTPUT,LVCMOS25,6,12,SLOW,NONE**,,,LOCATED,,NO,NONE, +N3,sram_a<1>,IOB,IO_L16P_6,OUTPUT,LVCMOS25,6,12,FAST,NONE**,,,LOCATED,,NO,NONE, N4,,,VCCINT,,,,,,,,1.2,,,,, -N5,,IOB,IO,UNUSED,,5,,,,,,,,,, +N5,sram2_ce_n,IOB,IO,OUTPUT,LVCMOS25,5,12,SLOW,NONE**,,,LOCATED,,NO,NONE, N6,,DIFFS,IO_L28N_5/D6,UNUSED,,5,,,,,,,,,, -N7,,DIFFS,IO_L30N_5,UNUSED,,5,,,,,,,,,, -N8,sram1_io<0>,IOB,IO_L32P_5/GCLK2,BIDIR,LVCMOS25,5,12,SLOW,NONE**,NONE,,,,NO,NONE, -N9,sram1_io<8>,IOB,IO_L31N_4/INIT_B,BIDIR,LVCMOS25,4,12,SLOW,NONE**,NONE,,,,NO,NONE, +N7,sram1_io<0>,IOB,IO_L30N_5,BIDIR,LVCMOS25,5,12,FAST,NONE**,NONE,,LOCATED,,NO,NONE, +N8,,DIFFM,IO_L32P_5/GCLK2,UNUSED,,5,,,,,,,,,, +N9,,DIFFS,IO_L31N_4/INIT_B,UNUSED,,4,,,,,,,,,, N10,,DIFFM,IO_L29P_4,UNUSED,,4,,,,,,,,,, -N11,rs232_rxd,IOB,IO_L27P_4/D1,INPUT,LVCMOS25,4,,,,IFD,,,,YES,NONE, -N12,sram1_io<9>,IOB,IO/VREF_4,BIDIR,LVCMOS25,4,12,SLOW,NONE**,NONE,,,,NO,NONE, +N11,,DIFFM,IO_L27P_4/D1,UNUSED,,4,,,,,,,,,, +N12,led<5>,IOB,IO/VREF_4,OUTPUT,LVCMOS25,4,12,SLOW,NONE**,,,LOCATED,,NO,NONE, N13,,,VCCINT,,,,,,,,1.2,,,,, -N14,,DIFFM,IO_L19P_3,UNUSED,,3,,,,,,,,,, -N15,,DIFFM,IO_L17P_3/VREF_3,UNUSED,,3,,,,,,,,,, -N16,,DIFFS,IO_L17N_3,UNUSED,,3,,,,,,,,,, -P1,sram2_ce_n,IOB,IO_L01P_6/VRN_6,OUTPUT,LVCMOS25,6,12,SLOW,NONE**,,,,,NO,NONE, -P2,sram1_lb_n,IOB,IO_L16N_6,OUTPUT,LVCMOS25,6,12,SLOW,NONE**,,,,,NO,NONE, +N14,led<3>,IOB,IO_L19P_3,OUTPUT,LVCMOS25,3,12,SLOW,NONE**,,,LOCATED,,NO,NONE, +N15,sevenseg<5>,IOB,IO_L17P_3/VREF_3,OUTPUT,LVCMOS25,3,12,SLOW,NONE**,,,LOCATED,,NO,NONE, +N16,sevenseg<1>,IOB,IO_L17N_3,OUTPUT,LVCMOS25,3,12,SLOW,NONE**,,,LOCATED,,NO,NONE, +P1,sram1_io<14>,IOB,IO_L01P_6/VRN_6,TRISTATE,LVCMOS25,6,12,FAST,NONE**,,,LOCATED,,NO,NONE, +P2,sram2_io<0>,IOB,IO_L16N_6,OUTPUT,LVCMOS25,6,12,SLOW,NONE**,,,LOCATED,,NO,NONE, P3,,,M0,,,,,,,,,,,,, P4,,,M2,,,,,,,,,,,,, -P5,ide_cs<1>,IOB,IO_L27P_5,OUTPUT,LVCMOS25,5,12,SLOW,NONE**,,,,,NO,NONE, -P6,,DIFFM,IO_L29P_5/VREF_5,UNUSED,,5,,,,,,,,,, -P7,,IOB,IO,UNUSED,,5,,,,,,,,,, -P8,sram1_io<1>,IOB,IO_L32N_5/GCLK3,BIDIR,LVCMOS25,5,12,SLOW,NONE**,NONE,,,,NO,NONE, -P9,sram_a<4>,IOB,IO_L31P_4/DOUT/BUSY,OUTPUT,LVCMOS25,4,12,SLOW,NONE**,,,,,NO,NONE, +P5,sram2_lb_n,IOB,IO_L27P_5,OUTPUT,LVCMOS25,5,12,SLOW,NONE**,,,LOCATED,,NO,NONE, +P6,sram1_lb_n,IOB,IO_L29P_5/VREF_5,OUTPUT,LVCMOS25,5,12,FAST,NONE**,,,LOCATED,,NO,NONE, +P7,sram1_ce_n,IOB,IO,OUTPUT,LVCMOS25,5,12,FAST,NONE**,,,LOCATED,,NO,NONE, +P8,sram1_io<9>,IOB,IO_L32N_5/GCLK3,BIDIR,LVCMOS25,5,12,FAST,NONE**,NONE,,LOCATED,,NO,NONE, +P9,,DIFFM,IO_L31P_4/DOUT/BUSY,UNUSED,,4,,,,,,,,,, P10,,DIFFS,IO_L30N_4/D2,UNUSED,,4,,,,,,,,,, -P11,,DIFFS,IO_L28N_4,UNUSED,,4,,,,,,,,,, -P12,,DIFFS,IO_L25N_4,UNUSED,,4,,,,,,,,,, -P13,,IOB,IO/VREF_4,UNUSED,,4,,,,,,,,,, -P14,,DIFFM,IO_L16P_3,UNUSED,,3,,,,,,,,,, -P15,,DIFFS,IO_L16N_3,UNUSED,,3,,,,,,,,,, -P16,,DIFFS,IO_L01N_3/VRP_3,UNUSED,,3,,,,,,,,,, -R1,,DIFFS,IO_L01N_6/VRP_6,UNUSED,,6,,,,,,,,,, +P11,led<7>,IOB,IO_L28N_4,OUTPUT,LVCMOS25,4,12,SLOW,NONE**,,,LOCATED,,NO,NONE, +P12,led<6>,IOB,IO_L25N_4,OUTPUT,LVCMOS25,4,12,SLOW,NONE**,,,LOCATED,,NO,NONE, +P13,led<4>,IOB,IO/VREF_4,OUTPUT,LVCMOS25,4,12,SLOW,NONE**,,,LOCATED,,NO,NONE, +P14,led<1>,IOB,IO_L16P_3,OUTPUT,LVCMOS25,3,12,SLOW,NONE**,,,LOCATED,,NO,NONE, +P15,sevenseg<4>,IOB,IO_L16N_3,OUTPUT,LVCMOS25,3,12,SLOW,NONE**,,,LOCATED,,NO,NONE, +P16,sevenseg<0>,IOB,IO_L01N_3/VRP_3,OUTPUT,LVCMOS25,3,12,SLOW,NONE**,,,LOCATED,,NO,NONE, +R1,sram1_io<15>,IOB,IO_L01N_6/VRP_6,TRISTATE,LVCMOS25,6,12,FAST,NONE**,,,LOCATED,,NO,NONE, R2,,,GND,,,,,,,,,,,,, R3,,DIFFM,IO_L01P_5/CS_B,UNUSED,,5,,,,,,,,,, -R4,sram2_io<7>,IOB,IO_L10P_5/VRN_5,OUTPUT,LVCMOS25,5,12,SLOW,NONE**,,,,,NO,NONE, -R5,ide_da<1>,IOB,IO_L27N_5/VREF_5,OUTPUT,LVCMOS25,5,12,SLOW,NONE**,,,,,NO,NONE, -R6,,DIFFS,IO_L29N_5,UNUSED,,5,,,,,,,,,, +R4,sram2_ub_n,IOB,IO_L10P_5/VRN_5,OUTPUT,LVCMOS25,5,12,SLOW,NONE**,,,LOCATED,,NO,NONE, +R5,sram1_io<4>,IOB,IO_L27N_5/VREF_5,BIDIR,LVCMOS25,5,12,FAST,NONE**,NONE,,LOCATED,,NO,NONE, +R6,sram1_io<2>,IOB,IO_L29N_5,BIDIR,LVCMOS25,5,12,FAST,NONE**,NONE,,LOCATED,,NO,NONE, R7,,DIFFM,IO_L31P_5/D5,UNUSED,,5,,,,,,,,,, R8,,,GND,,,,,,,,,,,,, -R9,sram1_io<11>,IOB,IO_L32N_4/GCLK1,BIDIR,LVCMOS25,4,12,SLOW,NONE**,NONE,,,,NO,NONE, +R9,,DIFFS,IO_L32N_4/GCLK1,UNUSED,,4,,,,,,,,,, R10,,DIFFM,IO_L30P_4/D3,UNUSED,,4,,,,,,,,,, R11,,DIFFM,IO_L28P_4,UNUSED,,4,,,,,,,,,, R12,,DIFFM,IO_L25P_4,UNUSED,,4,,,,,,,,,, -R13,,DIFFS,IO_L01N_4/VRP_4,UNUSED,,4,,,,,,,,,, +R13,rs232_txd,IOB,IO_L01N_4/VRP_4,OUTPUT,LVCMOS25,4,12,SLOW,NONE**,,,LOCATED,,NO,NONE, R14,,,DONE,,,,,,,,,,,,, R15,,,GND,,,,,,,,,,,,, -R16,,DIFFM,IO_L01P_3/VRN_3,UNUSED,,3,,,,,,,,,, +R16,sevenseg<3>,IOB,IO_L01P_3/VRN_3,OUTPUT,LVCMOS25,3,12,SLOW,NONE**,,,LOCATED,,NO,NONE, T1,,,GND,,,,,,,,,,,,, T2,,,M1,,,,,,,,,,,,, T3,,DIFFS,IO_L01N_5/RDWR_B,UNUSED,,5,,,,,,,,,, -T4,,DIFFS,IO_L10N_5/VRP_5,UNUSED,,5,,,,,,,,,, -T5,ide_da<2>,IOB,IO,OUTPUT,LVCMOS25,5,12,SLOW,NONE**,,,,,NO,NONE, +T4,sram1_ub_n,IOB,IO_L10N_5/VRP_5,OUTPUT,LVCMOS25,5,12,FAST,NONE**,,,LOCATED,,NO,NONE, +T5,sram1_io<3>,IOB,IO,BIDIR,LVCMOS25,5,12,FAST,NONE**,NONE,,LOCATED,,NO,NONE, T6,,,VCCAUX,,,,,,,,2.5,,,,, T7,,DIFFS,IO_L31N_5/D4,UNUSED,,5,,,,,,,,,, -T8,sram1_io<2>,IOB,IO/VREF_5,BIDIR,LVCMOS25,5,12,SLOW,NONE**,NONE,,,,NO,NONE, -T9,sram1_io<7>,IOB,IO_L32P_4/GCLK0,BIDIR,LVCMOS25,4,12,SLOW,NONE**,NONE,,,,NO,NONE, -T10,sram1_ce_n,IOB,IO/VREF_4,OUTPUT,LVCMOS25,4,12,SLOW,NONE**,,,,,NO,NONE, +T8,sram1_io<1>,IOB,IO/VREF_5,BIDIR,LVCMOS25,5,12,FAST,NONE**,NONE,,LOCATED,,NO,NONE, +T9,sysclk,IOB,IO_L32P_4/GCLK0,INPUT,LVCMOS25,4,,,,NONE,,LOCATED,,NO,NONE, +T10,,IOB,IO/VREF_4,UNUSED,,4,,,,,,,,,, T11,,,VCCAUX,,,,,,,,2.5,,,,, -T12,sram_a<1>,IOB,IO,OUTPUT,LVCMOS25,4,12,SLOW,NONE**,,,,,NO,NONE, -T13,,DIFFM,IO_L01P_4/VRN_4,UNUSED,,4,,,,,,,,,, -T14,sram1_io<10>,IOB,IO,BIDIR,LVCMOS25,4,12,SLOW,NONE**,NONE,,,,NO,NONE, +T12,,IOB,IO,UNUSED,,4,,,,,,,,,, +T13,rs232_rxd,IOB,IO_L01P_4/VRN_4,INPUT,LVCMOS25,4,,,,IFD,,LOCATED,,YES,NONE, +T14,,DIFFS,IO,UNUSED,,4,,,,,,,,,, T15,,,CCLK,,,,,,,,,,,,, T16,,,GND,,,,,,,,,,,,, diff --git a/xilinx/pdp8/top_pad.txt b/xilinx/pdp8/top_pad.txt index 75ecb86..6c8bc7b 100644 --- a/xilinx/pdp8/top_pad.txt +++ b/xilinx/pdp8/top_pad.txt @@ -1,7 +1,7 @@ -Release 8.2i - par I.31 +Release 8.2.03i - par I.34 Copyright (c) 1995-2006 Xilinx, Inc. All rights reserved. -Fri Apr 16 08:17:40 2010 +Fri Apr 23 22:48:26 2010 INFO: The IO information is provided in three file formats as part of the Place and Route (PAR) process. These formats are: @@ -22,120 +22,120 @@ Pinout by Pin Number: +---------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+ |A1 | | |GND | | | | | | | | | | | | | |A2 | | |TDI | | | | | | | | | | | | | -|A3 |slideswitch<1> |IOB |IO/VREF_0 |INPUT |LVCMOS25 |0 | | | |NONE | | | |NO |NONE | -|A4 | |DIFFM |IO_L01P_0/VRN_0 |UNUSED | |0 | | | | | | | | | | -|A5 | |IOB |IO |UNUSED | |0 | | | | | | | | | | +|A3 |ide_data_bus<13>|IOB |IO/VREF_0 |TRISTATE |LVTTL |0 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | +|A4 |ide_data_bus<14>|IOB |IO_L01P_0/VRN_0 |TRISTATE |LVTTL |0 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | +|A5 |ide_data_bus<15>|IOB |IO |TRISTATE |LVTTL |0 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | |A6 | | |VCCAUX | | | | | | | |2.5 | | | | | |A7 | |IOB |IO |UNUSED | |0 | | | | | | | | | | -|A8 | |DIFFM |IO_L32P_0/GCLK6 |UNUSED | |0 | | | | | | | | | | -|A9 | |IOB |IO |UNUSED | |1 | | | | | | | | | | -|A10 | |DIFFS |IO_L31N_1/VREF_1 |UNUSED | |1 | | | | | | | | | | +|A8 |ide_diow |IOB |IO_L32P_0/GCLK6 |OUTPUT |LVTTL |0 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | +|A9 |ide_cs<0> |IOB |IO |OUTPUT |LVTTL |1 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | +|A10 |ide_cs<1> |IOB |IO_L31N_1/VREF_1 |OUTPUT |LVTTL |1 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | |A11 | | |VCCAUX | | | | | | | |2.5 | | | | | |A12 | |IOB |IO |UNUSED | |1 | | | | | | | | | | |A13 | |DIFFS |IO_L10N_1/VREF_1 |UNUSED | |1 | | | | | | | | | | |A14 | |DIFFS |IO_L01N_1/VRP_1 |UNUSED | |1 | | | | | | | | | | |A15 | | |TDO | | | | | | | | | | | | | |A16 | | |GND | | | | | | | | | | | | | -|B1 | |DIFFM |IO_L01P_7/VRN_7 |UNUSED | |7 | | | | | | | | | | +|B1 |sram1_io<7> |IOB |IO_L01P_7/VRN_7 |BIDIR |LVCMOS25 |7 |12 |FAST |NONE** |NONE | |LOCATED | |NO |NONE | |B2 | | |GND | | | | | | | | | | | | | |B3 | | |PROG_B | | | | | | | | | | | | | -|B4 | |DIFFS |IO_L01N_0/VRP_0 |UNUSED | |0 | | | | | | | | | | -|B5 |ide_da<0> |IOB |IO_L25P_0 |OUTPUT |LVCMOS25 |0 |12 |SLOW |NONE** | | | | |NO |NONE | +|B4 |ide_data_bus<1> |IOB |IO_L01N_0/VRP_0 |BIDIR |LVTTL |0 |24 |SLOW |NONE** |IFD | |LOCATED | |YES |NONE | +|B5 |ide_data_bus<0> |IOB |IO_L25P_0 |BIDIR |LVTTL |0 |24 |SLOW |NONE** |IFD | |LOCATED | |YES |NONE | |B6 | |DIFFM |IO_L28P_0 |UNUSED | |0 | | | | | | | | | | |B7 | |DIFFM |IO_L30P_0 |UNUSED | |0 | | | | | | | | | | |B8 | |DIFFS |IO_L32N_0/GCLK7 |UNUSED | |0 | | | | | | | | | | |B9 | | |GND | | | | | | | | | | | | | -|B10 |sram1_io<15> |IOB |IO_L31P_1 |TRISTATE |LVCMOS25 |1 |12 |SLOW |NONE** | | | | |NO |NONE | -|B11 |sram1_io<12> |IOB |IO_L29N_1 |TRISTATE |LVCMOS25 |1 |12 |SLOW |NONE** | | | | |NO |NONE | -|B12 | |DIFFS |IO_L27N_1 |UNUSED | |1 | | | | | | | | | | -|B13 | |DIFFM |IO_L10P_1 |UNUSED | |1 | | | | | | | | | | -|B14 | |DIFFM |IO_L01P_1/VRN_1 |UNUSED | |1 | | | | | | | | | | +|B10 |ide_dior |IOB |IO_L31P_1 |OUTPUT |LVTTL |1 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | +|B11 | |DIFFS |IO_L29N_1 |UNUSED | |1 | | | | | | | | | | +|B12 |ide_da<0> |IOB |IO_L27N_1 |OUTPUT |LVTTL |1 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | +|B13 |ide_da<1> |IOB |IO_L10P_1 |OUTPUT |LVTTL |1 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | +|B14 |ide_da<2> |IOB |IO_L01P_1/VRN_1 |OUTPUT |LVTTL |1 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | |B15 | | |GND | | | | | | | | | | | | | |B16 | |DIFFS |IO_L01N_2/VRP_2 |UNUSED | |2 | | | | | | | | | | -|C1 | |DIFFS |IO_L01N_7/VRP_7 |UNUSED | |7 | | | | | | | | | | -|C2 |sram2_io<9> |IOB |IO_L16N_7 |OUTPUT |LVCMOS25 |7 |12 |SLOW |NONE** | | | | |NO |NONE | -|C3 |sram2_lb_n |IOB |IO_L16P_7/VREF_7 |OUTPUT |LVCMOS25 |7 |12 |SLOW |NONE** | | | | |NO |NONE | +|C1 |sram1_io<6> |IOB |IO_L01N_7/VRP_7 |BIDIR |LVCMOS25 |7 |12 |FAST |NONE** |NONE | |LOCATED | |NO |NONE | +|C2 |sram1_io<5> |IOB |IO_L16N_7 |BIDIR |LVCMOS25 |7 |12 |FAST |NONE** |NONE | |LOCATED | |NO |NONE | +|C3 |sram2_io<12> |IOB |IO_L16P_7/VREF_7 |OUTPUT |LVCMOS25 |7 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | |C4 | | |HSWAP_EN | | | | | | | | | | | | | -|C5 |slideswitch<3> |IOB |IO_L25N_0 |INPUT |LVCMOS25 |0 | | | |NONE | | | |NO |NONE | -|C6 | |DIFFS |IO_L28N_0 |UNUSED | |0 | | | | | | | | | | -|C7 | |DIFFS |IO_L30N_0 |UNUSED | |0 | | | | | | | | | | -|C8 | |DIFFM |IO_L31P_0/VREF_0 |UNUSED | |0 | | | | | | | | | | -|C9 |sysclk |IOB |IO_L32N_1/GCLK5 |INPUT |LVCMOS25 |1 | | | |NONE | | | |NO |NONE | +|C5 |ide_data_bus<8> |IOB |IO_L25N_0 |BIDIR |LVTTL |0 |12 |SLOW |NONE** |IFD | |LOCATED | |YES |NONE | +|C6 |ide_data_bus<9> |IOB |IO_L28N_0 |BIDIR |LVTTL |0 |12 |SLOW |NONE** |IFD | |LOCATED | |YES |NONE | +|C7 |ide_data_bus<10>|IOB |IO_L30N_0 |BIDIR |LVTTL |0 |12 |SLOW |NONE** |IFD | |LOCATED | |YES |NONE | +|C8 |ide_data_bus<11>|IOB |IO_L31P_0/VREF_0 |BIDIR |LVTTL |0 |12 |SLOW |NONE** |IFD | |LOCATED | |YES |NONE | +|C9 |ide_data_bus<12>|IOB |IO_L32N_1/GCLK5 |TRISTATE |LVTTL |1 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | |C10 | |IOB |IO |UNUSED | |1 | | | | | | | | | | -|C11 |sram1_io<13> |IOB |IO_L29P_1 |TRISTATE |LVCMOS25 |1 |12 |SLOW |NONE** | | | | |NO |NONE | +|C11 | |DIFFM |IO_L29P_1 |UNUSED | |1 | | | | | | | | | | |C12 | |DIFFM |IO_L27P_1 |UNUSED | |1 | | | | | | | | | | |C13 | | |TMS | | | | | | | | | | | | | |C14 | | |TCK | | | | | | | | | | | | | |C15 | |DIFFS |IO_L16N_2 |UNUSED | |2 | | | | | | | | | | |C16 | |DIFFM |IO_L01P_2/VRN_2 |UNUSED | |2 | | | | | | | | | | -|D1 |sram2_ub_n |IOB |IO_L17N_7 |OUTPUT |LVCMOS25 |7 |12 |SLOW |NONE** | | | | |NO |NONE | -|D2 |sram2_io<8> |IOB |IO_L17P_7 |OUTPUT |LVCMOS25 |7 |12 |SLOW |NONE** | | | | |NO |NONE | -|D3 |sram1_ub_n |IOB |IO_L19P_7 |OUTPUT |LVCMOS25 |7 |12 |SLOW |NONE** | | | | |NO |NONE | +|D1 |sram2_io<7> |IOB |IO_L17N_7 |OUTPUT |LVCMOS25 |7 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | +|D2 |sram2_io<8> |IOB |IO_L17P_7 |OUTPUT |LVCMOS25 |7 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | +|D3 |sram1_io<8> |IOB |IO_L19P_7 |BIDIR |LVCMOS25 |7 |12 |FAST |NONE** |NONE | |LOCATED | |NO |NONE | |D4 | | |VCCINT | | | | | | | |1.2 | | | | | -|D5 |slideswitch<0> |IOB |IO/VREF_0 |INPUT |LVCMOS25 |0 | | | |NONE | | | |NO |NONE | -|D6 |slideswitch<2> |IOB |IO_L27P_0 |INPUT |LVCMOS25 |0 | | | |NONE | | | |NO |NONE | -|D7 | |DIFFM |IO_L29P_0 |UNUSED | |0 | | | | | | | | | | -|D8 | |DIFFS |IO_L31N_0 |UNUSED | |0 | | | | | | | | | | -|D9 |sram_a<17> |IOB |IO_L32P_1/GCLK4 |OUTPUT |LVCMOS25 |1 |12 |SLOW |NONE** | | | | |NO |NONE | -|D10 | |DIFFS |IO_L30N_1 |UNUSED | |1 | | | | | | | | | | +|D5 |ide_data_bus<7> |IOB |IO/VREF_0 |BIDIR |LVTTL |0 |24 |SLOW |NONE** |IFD | |LOCATED | |YES |NONE | +|D6 |ide_data_bus<6> |IOB |IO_L27P_0 |BIDIR |LVTTL |0 |24 |SLOW |NONE** |IFD | |LOCATED | |YES |NONE | +|D7 |ide_data_bus<4> |IOB |IO_L29P_0 |BIDIR |LVTTL |0 |24 |SLOW |NONE** |IFD | |LOCATED | |YES |NONE | +|D8 |ide_data_bus<3> |IOB |IO_L31N_0 |BIDIR |LVTTL |0 |24 |SLOW |NONE** |IFD | |LOCATED | |YES |NONE | +|D9 | |DIFFM |IO_L32P_1/GCLK4 |UNUSED | |1 | | | | | | | | | | +|D10 |ide_data_bus<2> |IOB |IO_L30N_1 |BIDIR |LVTTL |1 |24 |SLOW |NONE** |IFD | |LOCATED | |YES |NONE | |D11 | |DIFFS |IO_L28N_1 |UNUSED | |1 | | | | | | | | | | |D12 | |IOB |IO/VREF_1 |UNUSED | |1 | | | | | | | | | | |D13 | | |VCCINT | | | | | | | |1.2 | | | | | -|D14 | |DIFFM |IO_L16P_2 |UNUSED | |2 | | | | | | | | | | +|D14 |sevenseg_an<0> |IOB |IO_L16P_2 |OUTPUT |LVCMOS25 |2 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | |D15 | |DIFFS |IO_L17N_2 |UNUSED | |2 | | | | | | | | | | |D16 | |DIFFM |IO_L17P_2/VREF_2 |UNUSED | |2 | | | | | | | | | | -|E1 |sram2_io<12> |IOB |IO_L20N_7 |OUTPUT |LVCMOS25 |7 |12 |SLOW |NONE** | | | | |NO |NONE | -|E2 |sram2_io<10> |IOB |IO_L20P_7 |OUTPUT |LVCMOS25 |7 |12 |SLOW |NONE** | | | | |NO |NONE | -|E3 |sram2_io<11> |IOB |IO_L19N_7/VREF_7 |OUTPUT |LVCMOS25 |7 |12 |SLOW |NONE** | | | | |NO |NONE | -|E4 |sram2_io<14> |IOB |IO_L21P_7 |OUTPUT |LVCMOS25 |7 |12 |SLOW |NONE** | | | | |NO |NONE | +|E1 |sram2_io<6> |IOB |IO_L20N_7 |OUTPUT |LVCMOS25 |7 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | +|E2 |sram2_io<9> |IOB |IO_L20P_7 |OUTPUT |LVCMOS25 |7 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | +|E3 |sram_a<8> |IOB |IO_L19N_7/VREF_7 |OUTPUT |LVCMOS25 |7 |12 |FAST |NONE** | | |LOCATED | |NO |NONE | +|E4 |sram_a<9> |IOB |IO_L21P_7 |OUTPUT |LVCMOS25 |7 |12 |FAST |NONE** | | |LOCATED | |NO |NONE | |E5 | | |VCCINT | | | | | | | |1.2 | | | | | |E6 | |DIFFS |IO_L27N_0 |UNUSED | |0 | | | | | | | | | | -|E7 | |DIFFS |IO_L29N_0 |UNUSED | |0 | | | | | | | | | | -|E8 | | |VCCO_0 | | |0 | | | | |2.50 | | | | | -|E9 | | |VCCO_1 | | |1 | | | | |2.50 | | | | | -|E10 |sram1_io<14> |IOB |IO_L30P_1 |TRISTATE |LVCMOS25 |1 |12 |SLOW |NONE** | | | | |NO |NONE | +|E7 |ide_data_bus<5> |IOB |IO_L29N_0 |BIDIR |LVTTL |0 |24 |SLOW |NONE** |IFD | |LOCATED | |YES |NONE | +|E8 | | |VCCO_0 | | |0 | | | | |3.30 | | | | | +|E9 | | |VCCO_1 | | |1 | | | | |3.30 | | | | | +|E10 | |DIFFM |IO_L30P_1 |UNUSED | |1 | | | | | | | | | | |E11 | |DIFFM |IO_L28P_1 |UNUSED | |1 | | | | | | | | | | |E12 | | |VCCINT | | | | | | | |1.2 | | | | | -|E13 | |DIFFS |IO_L19N_2 |UNUSED | |2 | | | | | | | | | | -|E14 | |DIFFM |IO_L19P_2 |UNUSED | |2 | | | | | | | | | | +|E13 |sevenseg_an<3> |IOB |IO_L19N_2 |OUTPUT |LVCMOS25 |2 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | +|E14 |sevenseg<7> |IOB |IO_L19P_2 |OUTPUT |LVCMOS25 |2 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | |E15 | |DIFFS |IO_L20N_2 |UNUSED | |2 | | | | | | | | | | |E16 | |DIFFM |IO_L20P_2 |UNUSED | |2 | | | | | | | | | | |F1 | | |VCCAUX | | | | | | | |2.5 | | | | | -|F2 |sram2_io<15> |IOB |IO_L22N_7 |OUTPUT |LVCMOS25 |7 |12 |SLOW |NONE** | | | | |NO |NONE | -|F3 |sram_a<15> |IOB |IO_L22P_7 |OUTPUT |LVCMOS25 |7 |12 |SLOW |NONE** | | | | |NO |NONE | -|F4 |sram2_io<13> |IOB |IO_L21N_7 |OUTPUT |LVCMOS25 |7 |12 |SLOW |NONE** | | | | |NO |NONE | -|F5 | |DIFFM |IO_L23P_7 |UNUSED | |7 | | | | | | | | | | +|F2 |sram1_io<10> |IOB |IO_L22N_7 |BIDIR |LVCMOS25 |7 |12 |FAST |NONE** |NONE | |LOCATED | |NO |NONE | +|F3 |sram_a<6> |IOB |IO_L22P_7 |OUTPUT |LVCMOS25 |7 |12 |FAST |NONE** | | |LOCATED | |NO |NONE | +|F4 |sram_a<7> |IOB |IO_L21N_7 |OUTPUT |LVCMOS25 |7 |12 |FAST |NONE** | | |LOCATED | |NO |NONE | +|F5 |sram2_io<11> |IOB |IO_L23P_7 |OUTPUT |LVCMOS25 |7 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | |F6 | | |GND | | | | | | | | | | | | | -|F7 | | |VCCO_0 | | |0 | | | | |2.50 | | | | | -|F8 | | |VCCO_0 | | |0 | | | | |2.50 | | | | | -|F9 | | |VCCO_1 | | |1 | | | | |2.50 | | | | | -|F10 | | |VCCO_1 | | |1 | | | | |2.50 | | | | | +|F7 | | |VCCO_0 | | |0 | | | | |3.30 | | | | | +|F8 | | |VCCO_0 | | |0 | | | | |3.30 | | | | | +|F9 | | |VCCO_1 | | |1 | | | | |3.30 | | | | | +|F10 | | |VCCO_1 | | |1 | | | | |3.30 | | | | | |F11 | | |GND | | | | | | | | | | | | | -|F12 | |DIFFS |IO_L21N_2 |UNUSED | |2 | | | | | | | | | | -|F13 | |DIFFM |IO_L21P_2 |UNUSED | |2 | | | | | | | | | | -|F14 | |DIFFS |IO_L22N_2 |UNUSED | |2 | | | | | | | | | | +|F12 |slideswitch<0> |IOB |IO_L21N_2 |INPUT |LVCMOS25 |2 | | | |NONE | |LOCATED | |NO |NONE | +|F13 |sevenseg<2> |IOB |IO_L21P_2 |OUTPUT |LVCMOS25 |2 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | +|F14 |sevenseg_an<2> |IOB |IO_L22N_2 |OUTPUT |LVCMOS25 |2 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | |F15 | |DIFFM |IO_L22P_2 |UNUSED | |2 | | | | | | | | | | |F16 | | |VCCAUX | | | | | | | |2.5 | | | | | -|G1 |ide_data_bus<2> |IOB |IO_L40P_7 |BIDIR |LVCMOS25 |7 |12 |SLOW |NONE** |IFD | | | |YES |NONE | -|G2 |ide_data_bus<7> |IOB |IO |BIDIR |LVCMOS25 |7 |12 |SLOW |NONE** |IFD | | | |YES |NONE | -|G3 |ide_diow |IOB |IO_L24N_7 |OUTPUT |LVCMOS25 |7 |12 |SLOW |NONE** | | | | |NO |NONE | -|G4 |ide_dior |IOB |IO_L24P_7 |OUTPUT |LVCMOS25 |7 |12 |SLOW |NONE** | | | | |NO |NONE | -|G5 |sram_a<16> |IOB |IO_L23N_7 |OUTPUT |LVCMOS25 |7 |12 |SLOW |NONE** | | | | |NO |NONE | +|G1 |sram2_io<10> |IOB |IO_L40P_7 |OUTPUT |LVCMOS25 |7 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | +|G2 |sram2_io<5> |IOB |IO |OUTPUT |LVCMOS25 |7 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | +|G3 |sram_we_n |IOB |IO_L24N_7 |OUTPUT |LVCMOS25 |7 |12 |FAST |NONE** | | |LOCATED | |NO |NONE | +|G4 |sram_a<5> |IOB |IO_L24P_7 |OUTPUT |LVCMOS25 |7 |12 |FAST |NONE** | | |LOCATED | |NO |NONE | +|G5 |sram_a<10> |IOB |IO_L23N_7 |OUTPUT |LVCMOS25 |7 |12 |FAST |NONE** | | |LOCATED | |NO |NONE | |G6 | | |VCCO_7 | | |7 | | | | |2.50 | | | | | |G7 | | |GND | | | | | | | | | | | | | |G8 | | |GND | | | | | | | | | | | | | |G9 | | |GND | | | | | | | | | | | | | |G10 | | |GND | | | | | | | | | | | | | |G11 | | |VCCO_2 | | |2 | | | | |2.50 | | | | | -|G12 | |DIFFS |IO_L23N_2/VREF_2 |UNUSED | |2 | | | | | | | | | | -|G13 | |DIFFM |IO_L23P_2 |UNUSED | |2 | | | | | | | | | | -|G14 | |DIFFS |IO_L24N_2 |UNUSED | |2 | | | | | | | | | | -|G15 |rs232_txd |IOB |IO_L24P_2 |OUTPUT |LVCMOS25 |2 |12 |SLOW |NONE** | | | | |NO |NONE | +|G12 |slideswitch<1> |IOB |IO_L23N_2/VREF_2 |INPUT |LVCMOS25 |2 | | | |NONE | |LOCATED | |NO |NONE | +|G13 |sevenseg<6> |IOB |IO_L23P_2 |OUTPUT |LVCMOS25 |2 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | +|G14 |sevenseg_an<1> |IOB |IO_L24N_2 |OUTPUT |LVCMOS25 |2 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | +|G15 | |DIFFM |IO_L24P_2 |UNUSED | |2 | | | | | | | | | | |G16 | |DIFFM |IO |UNUSED | |2 | | | | | | | | | | -|H1 |ide_data_bus<4> |IOB |IO_L40N_7/VREF_7 |BIDIR |LVCMOS25 |7 |12 |SLOW |NONE** |IFD | | | |YES |NONE | +|H1 |sram1_io<11> |IOB |IO_L40N_7/VREF_7 |BIDIR |LVCMOS25 |7 |12 |FAST |NONE** |NONE | |LOCATED | |NO |NONE | |H2 | | |GND | | | | | | | | | | | | | -|H3 |ide_data_bus<5> |IOB |IO_L39N_7 |BIDIR |LVCMOS25 |7 |12 |SLOW |NONE** |IFD | | | |YES |NONE | -|H4 |button<3> |IOB |IO_L39P_7 |INPUT |LVCMOS25 |7 | | | |IFD | | | |YES |NONE | +|H3 |sram_a<11> |IOB |IO_L39N_7 |OUTPUT |LVCMOS25 |7 |12 |FAST |NONE** | | |LOCATED | |NO |NONE | +|H4 |sram_a<12> |IOB |IO_L39P_7 |OUTPUT |LVCMOS25 |7 |12 |FAST |NONE** | | |LOCATED | |NO |NONE | |H5 | | |VCCO_7 | | |7 | | | | |2.50 | | | | | |H6 | | |VCCO_7 | | |7 | | | | |2.50 | | | | | |H7 | | |GND | | | | | | | | | | | | | @@ -144,14 +144,14 @@ Pinout by Pin Number: |H10 | | |GND | | | | | | | | | | | | | |H11 | | |VCCO_2 | | |2 | | | | |2.50 | | | | | |H12 | | |VCCO_2 | | |2 | | | | |2.50 | | | | | -|H13 | |DIFFS |IO_L39N_2 |UNUSED | |2 | | | | | | | | | | -|H14 |sram_oe_n |IOB |IO_L39P_2 |OUTPUT |LVCMOS25 |2 |12 |SLOW |NONE** | | | | |NO |NONE | -|H15 |sram_we_n |IOB |IO_L40N_2 |OUTPUT |LVCMOS25 |2 |12 |SLOW |NONE** | | | | |NO |NONE | -|H16 |sram_a<7> |IOB |IO_L40P_2/VREF_2 |OUTPUT |LVCMOS25 |2 |12 |SLOW |NONE** | | | | |NO |NONE | -|J1 |ide_data_bus<0> |IOB |IO_L40P_6/VREF_6 |BIDIR |LVCMOS25 |6 |12 |SLOW |NONE** |IFD | | | |YES |NONE | -|J2 |ide_data_bus<3> |IOB |IO_L40N_6 |BIDIR |LVCMOS25 |6 |12 |SLOW |NONE** |IFD | | | |YES |NONE | -|J3 |ide_data_bus<10>|IOB |IO_L39P_6 |BIDIR |LVCMOS25 |6 |12 |SLOW |NONE** |IFD | | | |YES |NONE | -|J4 |ide_data_bus<1> |IOB |IO_L39N_6 |BIDIR |LVCMOS25 |6 |12 |SLOW |NONE** |IFD | | | |YES |NONE | +|H13 |slideswitch<3> |IOB |IO_L39N_2 |INPUT |LVCMOS25 |2 | | | |NONE | |LOCATED | |NO |NONE | +|H14 |slideswitch<2> |IOB |IO_L39P_2 |INPUT |LVCMOS25 |2 | | | |NONE | |LOCATED | |NO |NONE | +|H15 | |DIFFS |IO_L40N_2 |UNUSED | |2 | | | | | | | | | | +|H16 | |DIFFM |IO_L40P_2/VREF_2 |UNUSED | |2 | | | | | | | | | | +|J1 |sram2_io<4> |IOB |IO_L40P_6/VREF_6 |OUTPUT |LVCMOS25 |6 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | +|J2 |sram1_io<12> |IOB |IO_L40N_6 |TRISTATE |LVCMOS25 |6 |12 |FAST |NONE** | | |LOCATED | |NO |NONE | +|J3 |sram_a<14> |IOB |IO_L39P_6 |OUTPUT |LVCMOS25 |6 |12 |FAST |NONE** | | |LOCATED | |NO |NONE | +|J4 |sram_a<13> |IOB |IO_L39N_6 |OUTPUT |LVCMOS25 |6 |12 |FAST |NONE** | | |LOCATED | |NO |NONE | |J5 | | |VCCO_6 | | |6 | | | | |2.50 | | | | | |J6 | | |VCCO_6 | | |6 | | | | |2.50 | | | | | |J7 | | |GND | | | | | | | | | | | | | @@ -160,120 +160,120 @@ Pinout by Pin Number: |J10 | | |GND | | | | | | | | | | | | | |J11 | | |VCCO_3 | | |3 | | | | |2.50 | | | | | |J12 | | |VCCO_3 | | |3 | | | | |2.50 | | | | | -|J13 |sram1_io<3> |IOB |IO_L39P_3 |BIDIR |LVCMOS25 |3 |12 |SLOW |NONE** |NONE | | | |NO |NONE | -|J14 |sram1_io<4> |IOB |IO_L39N_3 |BIDIR |LVCMOS25 |3 |12 |SLOW |NONE** |NONE | | | |NO |NONE | +|J13 |slideswitch<5> |IOB |IO_L39P_3 |INPUT |LVCMOS25 |3 | | | |NONE | |LOCATED | |NO |NONE | +|J14 |slideswitch<4> |IOB |IO_L39N_3 |INPUT |LVCMOS25 |3 | | | |NONE | |LOCATED | |NO |NONE | |J15 | | |GND | | | | | | | | | | | | | -|J16 |sram_a<0> |IOB |IO_L40N_3/VREF_3 |OUTPUT |LVCMOS25 |3 |12 |SLOW |NONE** | | | | |NO |NONE | -|K1 |ide_data_bus<11>|IOB |IO |BIDIR |LVCMOS25 |6 |12 |SLOW |NONE** |IFD | | | |YES |NONE | -|K2 |ide_data_bus<9> |IOB |IO_L24P_6 |BIDIR |LVCMOS25 |6 |12 |SLOW |NONE** |IFD | | | |YES |NONE | -|K3 |ide_data_bus<8> |IOB |IO_L24N_6/VREF_6 |BIDIR |LVCMOS25 |6 |12 |SLOW |NONE** |IFD | | | |YES |NONE | -|K4 |ide_cs<0> |IOB |IO_L23P_6 |OUTPUT |LVCMOS25 |6 |12 |SLOW |NONE** | | | | |NO |NONE | -|K5 |ide_data_bus<6> |IOB |IO_L23N_6 |BIDIR |LVCMOS25 |6 |12 |SLOW |NONE** |IFD | | | |YES |NONE | +|J16 | |DIFFS |IO_L40N_3/VREF_3 |UNUSED | |3 | | | | | | | | | | +|K1 |sram2_io<3> |IOB |IO |OUTPUT |LVCMOS25 |6 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | +|K2 |sram2_io<13> |IOB |IO_L24P_6 |OUTPUT |LVCMOS25 |6 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | +|K3 |sram_a<15> |IOB |IO_L24N_6/VREF_6 |OUTPUT |LVCMOS25 |6 |12 |FAST |NONE** | | |LOCATED | |NO |NONE | +|K4 |sram_oe_n |IOB |IO_L23P_6 |OUTPUT |LVCMOS25 |6 |12 |FAST |NONE** | | |LOCATED | |NO |NONE | +|K5 |sram_a<16> |IOB |IO_L23N_6 |OUTPUT |LVCMOS25 |6 |12 |FAST |NONE** | | |LOCATED | |NO |NONE | |K6 | | |VCCO_6 | | |6 | | | | |2.50 | | | | | |K7 | | |GND | | | | | | | | | | | | | |K8 | | |GND | | | | | | | | | | | | | |K9 | | |GND | | | | | | | | | | | | | |K10 | | |GND | | | | | | | | | | | | | |K11 | | |VCCO_3 | | |3 | | | | |2.50 | | | | | -|K12 |sram_a<13> |IOB |IO_L23N_3 |OUTPUT |LVCMOS25 |3 |12 |SLOW |NONE** | | | | |NO |NONE | -|K13 |sram1_io<6> |IOB |IO_L24P_3 |BIDIR |LVCMOS25 |3 |12 |SLOW |NONE** |NONE | | | |NO |NONE | -|K14 |sram_a<14> |IOB |IO_L24N_3 |OUTPUT |LVCMOS25 |3 |12 |SLOW |NONE** | | | | |NO |NONE | -|K15 |sram1_io<5> |IOB |IO |BIDIR |LVCMOS25 |3 |12 |SLOW |NONE** |NONE | | | |NO |NONE | -|K16 |sram_a<3> |IOB |IO_L40P_3 |OUTPUT |LVCMOS25 |3 |12 |SLOW |NONE** | | | | |NO |NONE | +|K12 |led<0> |IOB |IO_L23N_3 |OUTPUT |LVCMOS25 |3 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | +|K13 |slideswitch<7> |IOB |IO_L24P_3 |INPUT |LVCMOS25 |3 | | | |NONE | |LOCATED | |NO |NONE | +|K14 |slideswitch<6> |IOB |IO_L24N_3 |INPUT |LVCMOS25 |3 | | | |NONE | |LOCATED | |NO |NONE | +|K15 | |DIFFS |IO |UNUSED | |3 | | | | | | | | | | +|K16 | |DIFFM |IO_L40P_3 |UNUSED | |3 | | | | | | | | | | |L1 | | |VCCAUX | | | | | | | |2.5 | | | | | -|L2 |ide_data_bus<12>|IOB |IO_L22P_6 |TRISTATE |LVCMOS25 |6 |12 |SLOW |NONE** | | | | |NO |NONE | -|L3 |ide_data_bus<14>|IOB |IO_L22N_6 |TRISTATE |LVCMOS25 |6 |12 |SLOW |NONE** | | | | |NO |NONE | -|L4 |ide_data_bus<15>|IOB |IO_L21P_6 |TRISTATE |LVCMOS25 |6 |12 |SLOW |NONE** | | | | |NO |NONE | -|L5 |ide_data_bus<13>|IOB |IO_L21N_6 |TRISTATE |LVCMOS25 |6 |12 |SLOW |NONE** | | | | |NO |NONE | +|L2 |sram1_io<13> |IOB |IO_L22P_6 |TRISTATE |LVCMOS25 |6 |12 |FAST |NONE** | | |LOCATED | |NO |NONE | +|L3 |sram_a<17> |IOB |IO_L22N_6 |OUTPUT |LVCMOS25 |6 |12 |FAST |NONE** | | |LOCATED | |NO |NONE | +|L4 |sram_a<4> |IOB |IO_L21P_6 |OUTPUT |LVCMOS25 |6 |12 |FAST |NONE** | | |LOCATED | |NO |NONE | +|L5 |sram_a<0> |IOB |IO_L21N_6 |OUTPUT |LVCMOS25 |6 |12 |FAST |NONE** | | |LOCATED | |NO |NONE | |L6 | | |GND | | | | | | | | | | | | | |L7 | | |VCCO_5 | | |5 | | | | |2.50 | | | | | |L8 | | |VCCO_5 | | |5 | | | | |2.50 | | | | | |L9 | | |VCCO_4 | | |4 | | | | |2.50 | | | | | |L10 | | |VCCO_4 | | |4 | | | | |2.50 | | | | | |L11 | | |GND | | | | | | | | | | | | | -|L12 |sram_a<10> |IOB |IO_L23P_3/VREF_3 |OUTPUT |LVCMOS25 |3 |12 |SLOW |NONE** | | | | |NO |NONE | -|L13 |sram_a<11> |IOB |IO_L21N_3 |OUTPUT |LVCMOS25 |3 |12 |SLOW |NONE** | | | | |NO |NONE | -|L14 |sram_a<9> |IOB |IO_L22P_3 |OUTPUT |LVCMOS25 |3 |12 |SLOW |NONE** | | | | |NO |NONE | -|L15 |sram_a<8> |IOB |IO_L22N_3 |OUTPUT |LVCMOS25 |3 |12 |SLOW |NONE** | | | | |NO |NONE | +|L12 |led<2> |IOB |IO_L23P_3/VREF_3 |OUTPUT |LVCMOS25 |3 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | +|L13 |button<2> |IOB |IO_L21N_3 |INPUT |LVCMOS25 |3 | | | |NONE | |LOCATED | |NO |NONE | +|L14 |button<3> |IOB |IO_L22P_3 |INPUT |LVCMOS25 |3 | | | |IFD | |LOCATED | |YES |NONE | +|L15 | |DIFFS |IO_L22N_3 |UNUSED | |3 | | | | | | | | | | |L16 | | |VCCAUX | | | | | | | |2.5 | | | | | -|M1 |sram2_io<6> |IOB |IO_L20P_6 |OUTPUT |LVCMOS25 |6 |12 |SLOW |NONE** | | | | |NO |NONE | -|M2 |sram2_io<5> |IOB |IO_L20N_6 |OUTPUT |LVCMOS25 |6 |12 |SLOW |NONE** | | | | |NO |NONE | -|M3 |sram2_io<4> |IOB |IO_L19P_6 |OUTPUT |LVCMOS25 |6 |12 |SLOW |NONE** | | | | |NO |NONE | -|M4 |sram2_io<3> |IOB |IO_L19N_6 |OUTPUT |LVCMOS25 |6 |12 |SLOW |NONE** | | | | |NO |NONE | +|M1 |sram2_io<14> |IOB |IO_L20P_6 |OUTPUT |LVCMOS25 |6 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | +|M2 |sram2_io<2> |IOB |IO_L20N_6 |OUTPUT |LVCMOS25 |6 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | +|M3 |sram_a<3> |IOB |IO_L19P_6 |OUTPUT |LVCMOS25 |6 |12 |FAST |NONE** | | |LOCATED | |NO |NONE | +|M4 |sram_a<2> |IOB |IO_L19N_6 |OUTPUT |LVCMOS25 |6 |12 |FAST |NONE** | | |LOCATED | |NO |NONE | |M5 | | |VCCINT | | | | | | | |1.2 | | | | | |M6 | |DIFFM |IO_L28P_5/D7 |UNUSED | |5 | | | | | | | | | | |M7 | |DIFFM |IO_L30P_5 |UNUSED | |5 | | | | | | | | | | |M8 | | |VCCO_5 | | |5 | | | | |2.50 | | | | | |M9 | | |VCCO_4 | | |4 | | | | |2.50 | | | | | |M10 | |DIFFS |IO_L29N_4 |UNUSED | |4 | | | | | | | | | | -|M11 |sram_a<2> |IOB |IO_L27N_4/DIN/D0 |OUTPUT |LVCMOS25 |4 |12 |SLOW |NONE** | | | | |NO |NONE | +|M11 | |DIFFS |IO_L27N_4/DIN/D0 |UNUSED | |4 | | | | | | | | | | |M12 | | |VCCINT | | | | | | | |1.2 | | | | | -|M13 |sram_a<5> |IOB |IO_L21P_3 |OUTPUT |LVCMOS25 |3 |12 |SLOW |NONE** | | | | |NO |NONE | -|M14 | |DIFFS |IO_L19N_3 |UNUSED | |3 | | | | | | | | | | -|M15 |sram_a<12> |IOB |IO_L20P_3 |OUTPUT |LVCMOS25 |3 |12 |SLOW |NONE** | | | | |NO |NONE | -|M16 |sram_a<6> |IOB |IO_L20N_3 |OUTPUT |LVCMOS25 |3 |12 |SLOW |NONE** | | | | |NO |NONE | -|N1 |sram2_io<2> |IOB |IO_L17P_6/VREF_6 |OUTPUT |LVCMOS25 |6 |12 |SLOW |NONE** | | | | |NO |NONE | -|N2 |sram2_io<1> |IOB |IO_L17N_6 |OUTPUT |LVCMOS25 |6 |12 |SLOW |NONE** | | | | |NO |NONE | -|N3 |sram2_io<0> |IOB |IO_L16P_6 |OUTPUT |LVCMOS25 |6 |12 |SLOW |NONE** | | | | |NO |NONE | +|M13 |button<0> |IOB |IO_L21P_3 |INPUT |LVCMOS25 |3 | | | |NONE | |LOCATED | |NO |NONE | +|M14 |button<1> |IOB |IO_L19N_3 |INPUT |LVCMOS25 |3 | | | |NONE | |LOCATED | |NO |NONE | +|M15 | |DIFFM |IO_L20P_3 |UNUSED | |3 | | | | | | | | | | +|M16 | |DIFFS |IO_L20N_3 |UNUSED | |3 | | | | | | | | | | +|N1 |sram2_io<15> |IOB |IO_L17P_6/VREF_6 |OUTPUT |LVCMOS25 |6 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | +|N2 |sram2_io<1> |IOB |IO_L17N_6 |OUTPUT |LVCMOS25 |6 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | +|N3 |sram_a<1> |IOB |IO_L16P_6 |OUTPUT |LVCMOS25 |6 |12 |FAST |NONE** | | |LOCATED | |NO |NONE | |N4 | | |VCCINT | | | | | | | |1.2 | | | | | -|N5 | |IOB |IO |UNUSED | |5 | | | | | | | | | | +|N5 |sram2_ce_n |IOB |IO |OUTPUT |LVCMOS25 |5 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | |N6 | |DIFFS |IO_L28N_5/D6 |UNUSED | |5 | | | | | | | | | | -|N7 | |DIFFS |IO_L30N_5 |UNUSED | |5 | | | | | | | | | | -|N8 |sram1_io<0> |IOB |IO_L32P_5/GCLK2 |BIDIR |LVCMOS25 |5 |12 |SLOW |NONE** |NONE | | | |NO |NONE | -|N9 |sram1_io<8> |IOB |IO_L31N_4/INIT_B |BIDIR |LVCMOS25 |4 |12 |SLOW |NONE** |NONE | | | |NO |NONE | +|N7 |sram1_io<0> |IOB |IO_L30N_5 |BIDIR |LVCMOS25 |5 |12 |FAST |NONE** |NONE | |LOCATED | |NO |NONE | +|N8 | |DIFFM |IO_L32P_5/GCLK2 |UNUSED | |5 | | | | | | | | | | +|N9 | |DIFFS |IO_L31N_4/INIT_B |UNUSED | |4 | | | | | | | | | | |N10 | |DIFFM |IO_L29P_4 |UNUSED | |4 | | | | | | | | | | -|N11 |rs232_rxd |IOB |IO_L27P_4/D1 |INPUT |LVCMOS25 |4 | | | |IFD | | | |YES |NONE | -|N12 |sram1_io<9> |IOB |IO/VREF_4 |BIDIR |LVCMOS25 |4 |12 |SLOW |NONE** |NONE | | | |NO |NONE | +|N11 | |DIFFM |IO_L27P_4/D1 |UNUSED | |4 | | | | | | | | | | +|N12 |led<5> |IOB |IO/VREF_4 |OUTPUT |LVCMOS25 |4 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | |N13 | | |VCCINT | | | | | | | |1.2 | | | | | -|N14 | |DIFFM |IO_L19P_3 |UNUSED | |3 | | | | | | | | | | -|N15 | |DIFFM |IO_L17P_3/VREF_3 |UNUSED | |3 | | | | | | | | | | -|N16 | |DIFFS |IO_L17N_3 |UNUSED | |3 | | | | | | | | | | -|P1 |sram2_ce_n |IOB |IO_L01P_6/VRN_6 |OUTPUT |LVCMOS25 |6 |12 |SLOW |NONE** | | | | |NO |NONE | -|P2 |sram1_lb_n |IOB |IO_L16N_6 |OUTPUT |LVCMOS25 |6 |12 |SLOW |NONE** | | | | |NO |NONE | +|N14 |led<3> |IOB |IO_L19P_3 |OUTPUT |LVCMOS25 |3 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | +|N15 |sevenseg<5> |IOB |IO_L17P_3/VREF_3 |OUTPUT |LVCMOS25 |3 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | +|N16 |sevenseg<1> |IOB |IO_L17N_3 |OUTPUT |LVCMOS25 |3 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | +|P1 |sram1_io<14> |IOB |IO_L01P_6/VRN_6 |TRISTATE |LVCMOS25 |6 |12 |FAST |NONE** | | |LOCATED | |NO |NONE | +|P2 |sram2_io<0> |IOB |IO_L16N_6 |OUTPUT |LVCMOS25 |6 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | |P3 | | |M0 | | | | | | | | | | | | | |P4 | | |M2 | | | | | | | | | | | | | -|P5 |ide_cs<1> |IOB |IO_L27P_5 |OUTPUT |LVCMOS25 |5 |12 |SLOW |NONE** | | | | |NO |NONE | -|P6 | |DIFFM |IO_L29P_5/VREF_5 |UNUSED | |5 | | | | | | | | | | -|P7 | |IOB |IO |UNUSED | |5 | | | | | | | | | | -|P8 |sram1_io<1> |IOB |IO_L32N_5/GCLK3 |BIDIR |LVCMOS25 |5 |12 |SLOW |NONE** |NONE | | | |NO |NONE | -|P9 |sram_a<4> |IOB |IO_L31P_4/DOUT/BUSY|OUTPUT |LVCMOS25 |4 |12 |SLOW |NONE** | | | | |NO |NONE | +|P5 |sram2_lb_n |IOB |IO_L27P_5 |OUTPUT |LVCMOS25 |5 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | +|P6 |sram1_lb_n |IOB |IO_L29P_5/VREF_5 |OUTPUT |LVCMOS25 |5 |12 |FAST |NONE** | | |LOCATED | |NO |NONE | +|P7 |sram1_ce_n |IOB |IO |OUTPUT |LVCMOS25 |5 |12 |FAST |NONE** | | |LOCATED | |NO |NONE | +|P8 |sram1_io<9> |IOB |IO_L32N_5/GCLK3 |BIDIR |LVCMOS25 |5 |12 |FAST |NONE** |NONE | |LOCATED | |NO |NONE | +|P9 | |DIFFM |IO_L31P_4/DOUT/BUSY|UNUSED | |4 | | | | | | | | | | |P10 | |DIFFS |IO_L30N_4/D2 |UNUSED | |4 | | | | | | | | | | -|P11 | |DIFFS |IO_L28N_4 |UNUSED | |4 | | | | | | | | | | -|P12 | |DIFFS |IO_L25N_4 |UNUSED | |4 | | | | | | | | | | -|P13 | |IOB |IO/VREF_4 |UNUSED | |4 | | | | | | | | | | -|P14 | |DIFFM |IO_L16P_3 |UNUSED | |3 | | | | | | | | | | -|P15 | |DIFFS |IO_L16N_3 |UNUSED | |3 | | | | | | | | | | -|P16 | |DIFFS |IO_L01N_3/VRP_3 |UNUSED | |3 | | | | | | | | | | -|R1 | |DIFFS |IO_L01N_6/VRP_6 |UNUSED | |6 | | | | | | | | | | +|P11 |led<7> |IOB |IO_L28N_4 |OUTPUT |LVCMOS25 |4 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | +|P12 |led<6> |IOB |IO_L25N_4 |OUTPUT |LVCMOS25 |4 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | +|P13 |led<4> |IOB |IO/VREF_4 |OUTPUT |LVCMOS25 |4 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | +|P14 |led<1> |IOB |IO_L16P_3 |OUTPUT |LVCMOS25 |3 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | +|P15 |sevenseg<4> |IOB |IO_L16N_3 |OUTPUT |LVCMOS25 |3 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | +|P16 |sevenseg<0> |IOB |IO_L01N_3/VRP_3 |OUTPUT |LVCMOS25 |3 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | +|R1 |sram1_io<15> |IOB |IO_L01N_6/VRP_6 |TRISTATE |LVCMOS25 |6 |12 |FAST |NONE** | | |LOCATED | |NO |NONE | |R2 | | |GND | | | | | | | | | | | | | |R3 | |DIFFM |IO_L01P_5/CS_B |UNUSED | |5 | | | | | | | | | | -|R4 |sram2_io<7> |IOB |IO_L10P_5/VRN_5 |OUTPUT |LVCMOS25 |5 |12 |SLOW |NONE** | | | | |NO |NONE | -|R5 |ide_da<1> |IOB |IO_L27N_5/VREF_5 |OUTPUT |LVCMOS25 |5 |12 |SLOW |NONE** | | | | |NO |NONE | -|R6 | |DIFFS |IO_L29N_5 |UNUSED | |5 | | | | | | | | | | +|R4 |sram2_ub_n |IOB |IO_L10P_5/VRN_5 |OUTPUT |LVCMOS25 |5 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | +|R5 |sram1_io<4> |IOB |IO_L27N_5/VREF_5 |BIDIR |LVCMOS25 |5 |12 |FAST |NONE** |NONE | |LOCATED | |NO |NONE | +|R6 |sram1_io<2> |IOB |IO_L29N_5 |BIDIR |LVCMOS25 |5 |12 |FAST |NONE** |NONE | |LOCATED | |NO |NONE | |R7 | |DIFFM |IO_L31P_5/D5 |UNUSED | |5 | | | | | | | | | | |R8 | | |GND | | | | | | | | | | | | | -|R9 |sram1_io<11> |IOB |IO_L32N_4/GCLK1 |BIDIR |LVCMOS25 |4 |12 |SLOW |NONE** |NONE | | | |NO |NONE | +|R9 | |DIFFS |IO_L32N_4/GCLK1 |UNUSED | |4 | | | | | | | | | | |R10 | |DIFFM |IO_L30P_4/D3 |UNUSED | |4 | | | | | | | | | | |R11 | |DIFFM |IO_L28P_4 |UNUSED | |4 | | | | | | | | | | |R12 | |DIFFM |IO_L25P_4 |UNUSED | |4 | | | | | | | | | | -|R13 | |DIFFS |IO_L01N_4/VRP_4 |UNUSED | |4 | | | | | | | | | | +|R13 |rs232_txd |IOB |IO_L01N_4/VRP_4 |OUTPUT |LVCMOS25 |4 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | |R14 | | |DONE | | | | | | | | | | | | | |R15 | | |GND | | | | | | | | | | | | | -|R16 | |DIFFM |IO_L01P_3/VRN_3 |UNUSED | |3 | | | | | | | | | | +|R16 |sevenseg<3> |IOB |IO_L01P_3/VRN_3 |OUTPUT |LVCMOS25 |3 |12 |SLOW |NONE** | | |LOCATED | |NO |NONE | |T1 | | |GND | | | | | | | | | | | | | |T2 | | |M1 | | | | | | | | | | | | | |T3 | |DIFFS |IO_L01N_5/RDWR_B |UNUSED | |5 | | | | | | | | | | -|T4 | |DIFFS |IO_L10N_5/VRP_5 |UNUSED | |5 | | | | | | | | | | -|T5 |ide_da<2> |IOB |IO |OUTPUT |LVCMOS25 |5 |12 |SLOW |NONE** | | | | |NO |NONE | +|T4 |sram1_ub_n |IOB |IO_L10N_5/VRP_5 |OUTPUT |LVCMOS25 |5 |12 |FAST |NONE** | | |LOCATED | |NO |NONE | +|T5 |sram1_io<3> |IOB |IO |BIDIR |LVCMOS25 |5 |12 |FAST |NONE** |NONE | |LOCATED | |NO |NONE | |T6 | | |VCCAUX | | | | | | | |2.5 | | | | | |T7 | |DIFFS |IO_L31N_5/D4 |UNUSED | |5 | | | | | | | | | | -|T8 |sram1_io<2> |IOB |IO/VREF_5 |BIDIR |LVCMOS25 |5 |12 |SLOW |NONE** |NONE | | | |NO |NONE | -|T9 |sram1_io<7> |IOB |IO_L32P_4/GCLK0 |BIDIR |LVCMOS25 |4 |12 |SLOW |NONE** |NONE | | | |NO |NONE | -|T10 |sram1_ce_n |IOB |IO/VREF_4 |OUTPUT |LVCMOS25 |4 |12 |SLOW |NONE** | | | | |NO |NONE | +|T8 |sram1_io<1> |IOB |IO/VREF_5 |BIDIR |LVCMOS25 |5 |12 |FAST |NONE** |NONE | |LOCATED | |NO |NONE | +|T9 |sysclk |IOB |IO_L32P_4/GCLK0 |INPUT |LVCMOS25 |4 | | | |NONE | |LOCATED | |NO |NONE | +|T10 | |IOB |IO/VREF_4 |UNUSED | |4 | | | | | | | | | | |T11 | | |VCCAUX | | | | | | | |2.5 | | | | | -|T12 |sram_a<1> |IOB |IO |OUTPUT |LVCMOS25 |4 |12 |SLOW |NONE** | | | | |NO |NONE | -|T13 | |DIFFM |IO_L01P_4/VRN_4 |UNUSED | |4 | | | | | | | | | | -|T14 |sram1_io<10> |IOB |IO |BIDIR |LVCMOS25 |4 |12 |SLOW |NONE** |NONE | | | |NO |NONE | +|T12 | |IOB |IO |UNUSED | |4 | | | | | | | | | | +|T13 |rs232_rxd |IOB |IO_L01P_4/VRN_4 |INPUT |LVCMOS25 |4 | | | |IFD | |LOCATED | |YES |NONE | +|T14 | |DIFFS |IO |UNUSED | |4 | | | | | | | | | | |T15 | | |CCLK | | | | | | | | | | | | | |T16 | | |GND | | | | | | | | | | | | | +---------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+ diff --git a/xilinx/pdp8/top_prev_built.ngd b/xilinx/pdp8/top_prev_built.ngd index d148c2f..2d13c48 100644 --- a/xilinx/pdp8/top_prev_built.ngd +++ b/xilinx/pdp8/top_prev_built.ngd @@ -1,3 +1,3 @@ XILINX-XDB 0.1 STUB 0.1 ASCII XILINX-XDM V1.4e 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Device: xc3s1000-5ft256
  • Warnings:
-48 Warnings +68 Warnings Product Version: -ISE 8.2i +ISE 8.2.03i
  • Updated:
-Fri Apr 16 08:19:50 2010 +Fri Apr 23 22:48:46 2010  
@@ -37,53 +37,65 @@ - - + + + + + + + + + + + + + + - + - + - + - - + + - + - + - + - + @@ -95,9 +107,9 @@ - + - + @@ -113,13 +125,13 @@ - + - + @@ -150,12 +162,12 @@ - - - - - - + + + + + +
Logic UtilizationUsedAvailableUtilizationNote(s)
Number of Slice Flip Flops519
Total Number Slice Registers493 15,360 3%  
    Number used as Flip Flops481   
    Number used as Latches12   
Number of 4 input LUTs1,5321,605 15,3609%10%  
Logic Distribution     
Number of occupied Slices1,1351,120 7,680 14%  
    Number of Slices containing only related logic1,1351,1351,1201,120 100%  
    Number of Slices containing unrelated logic 01,1351,120 0%  
Total Number 4 input LUTs1,8841,964 15,360 12%  
Number used as logic1,5321,605      
Number used as a route-thru160167       
Number of bonded IOBs89116 17351%67%  
    IOB Flip Flops 
Total equivalent gate count for design40,00540,343      
Additional JTAG gate count for IOBs4,2725,568      
Detailed Reports
Report NameStatusGenerated ErrorsWarningsInfos
Synthesis ReportCurrentFri Apr 16 08:15:48 2010036 Warnings15 Infos
Translation ReportCurrentFri Apr 16 08:15:54 2010000
Map ReportCurrentFri Apr 16 08:16:11 201007 Warnings3 Infos
Place and Route ReportCurrentFri Apr 16 08:17:42 201005 Warnings2 Infos
Static Timing ReportCurrentFri Apr 16 08:17:51 2010002 Infos
Bitgen ReportCurrentFri Apr 16 08:19:47 2010000
Synthesis ReportCurrentFri Apr 23 22:47:31 2010033 Warnings13 Infos
Translation ReportCurrentFri Apr 23 22:47:39 2010000
Map ReportCurrentFri Apr 23 22:47:49 2010012 Warnings2 Infos
Place and Route ReportCurrentFri Apr 23 22:48:27 2010015 Warnings2 Infos
Static Timing ReportCurrentFri Apr 23 22:48:33 2010002 Infos
Bitgen ReportCurrentFri Apr 23 22:48:45 201008 Warnings0
 
diff --git a/xilinx/pdp8/top_usage.xml b/xilinx/pdp8/top_usage.xml index 62fd714..1a047de 100644 --- a/xilinx/pdp8/top_usage.xml +++ b/xilinx/pdp8/top_usage.xml @@ -3,624 +3,622 @@ by the Xilinx ISE software. Any direct editing or changes made to this file may result in unpredictable behavior or data corruption. It is strongly advised that - users do not edit the contents of this file. --> - - - - - + users do not edit the contents of this file. --> + + + + + - + - - - - - - - - - + + + + + + + + + - - - - - - - - - - - + + + + + + + + + + + - - - - - - - - - - - - - - - - - - - - - - + + + + + + + + + + + + + + + + + + + + + + - + - + - + - + - + - + - + - + - + - + - + - + + + - + - + - + - + - + + + - + - + - + - + - + - - + + - + - + - - - + + + - - - - - - - - - - - - - + - - - + + + - - - - - + + + + + + + + + + + + + + + - + - - - - - - - + + + + + + + - - - + - - - - - + + + + + + + - + - + - + - + - - + + - + + + + + - - - - - - - - + + + + + + + + - + - + - + - + - - - - - - - - + + + + + + + + - - - - - - - - - - - - + + + + + + + + - - - - - - + + + + + + - - - - - - - - - - - - - - - - - - - - - - + + - + - + - + - + - + - + - + - + - + - + - + - + - + - + - + - + - + - + - + - + - + - - - - - + + + + + + + + + + + - - - - - - - - - - - - - - - - - - - - - + + + + + + + + + + + + + + + + + + + + + - + - + - - - - - - - - - - - - - + + + + + + + + + + + + + - - - - - - + + + + + + - + - + - + - + - + - + - + - + - + - + - + - + - + - - - - - - - - - - - - - - - + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + - - - - - - - - - + + + + + + + + + - + - + - + - + - + - + - + - - - - - - - - - - - - - - + + + + - - - - - - + + + + + + - - - - - - - - - - - - + + + + + + + + + + + + - - - - - - + + + + + + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + + + + + + + - + - + - + - - - - - - - - - - - + + + + + + + + + - - - - - - + + - - - + + + - + + + + + + + + + - - - - - - - - - - - - - + - + - + - + - + - + - + + + + + + + + + + + + + + + + + + + + + + + + + + + - - - - - - - - - - + + + + + + + + + + - - - - - - - - - - + + + + + + + + + + - - + + - - + + - - + + diff --git a/xilinx/pdp8/xst/dump.xst/top.prj/ntrc.scr b/xilinx/pdp8/xst/dump.xst/top.prj/ntrc.scr index a08fd76..84ea261 100644 --- a/xilinx/pdp8/xst/dump.xst/top.prj/ntrc.scr +++ b/xilinx/pdp8/xst/dump.xst/top.prj/ntrc.scr @@ -1,3 +1,3 @@ -set -xsthdpdir ./xst/ -set -checkcmdline no -run -ifn top.prj -ifmt mixed -ofn top -ofmt NGC -p xc3s1000-5-ft256 -top top -opt_mode Speed -opt_level 1 -iuc NO -lso top.lso -keep_hierarchy NO -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 -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 -mux_extract YES -resource_sharing YES -mult_style auto -iobuf YES -max_fanout 500 -bufg 8 -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 -crit Speed -power 1 -mapstyle lut -fsm_encoding Auto -t XILINX -addsub_extract yes +set -xsthdpdir ./xst\ +set -checkcmdline no +run -ifn top.prj -ifmt mixed -ofn top -ofmt NGC -p xc3s1000-5-ft256 -top top -opt_mode Speed -opt_level 1 -iuc NO -lso top.lso -keep_hierarchy NO -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 -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 -mux_extract YES -resource_sharing YES -mult_style auto -iobuf YES -max_fanout 500 -bufg 8 -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 -crit Speed -power 1 -mapstyle lut -fsm_encoding Auto -t XILINX -addsub_extract yes diff --git a/xilinx/pdp8/xst/work/hdllib.ref b/xilinx/pdp8/xst/work/hdllib.ref index 378bb53..e039abe 100644 --- a/xilinx/pdp8/xst/work/hdllib.ref +++ b/xilinx/pdp8/xst/work/hdllib.ref @@ -1,13 +1,16 @@ -MO ide_disk NULL ../../rtl/ide_disk.v vlg10/ide__disk.bin 1271420062 -MO pdp8_io NULL ../../rtl/pdp8_io.v vlg2F/pdp8__io.bin 1271420062 -MO brg NULL ../../rtl/brg.v vlg33/brg.bin 1271420062 -MO pdp8_kw NULL ../../rtl/pdp8_kw.v vlg41/pdp8__kw.bin 1271420062 -MO pdp8_rf NULL ../../rtl/pdp8_rf.v vlg53/pdp8__rf.bin 1271420062 -MO pdp8_tt NULL ../../rtl/pdp8_tt.v vlg6B/pdp8__tt.bin 1271420062 -MO debounce NULL ../../rtl/debounce.v vlg1D/debounce.bin 1271420062 -MO top NULL ../../rtl/top.v vlg6F/top.bin 1271420062 -MO ram_256x12 NULL ../../rtl/ram_256x12.v vlg37/ram__256x12.bin 1271420061 -MO pdp8 NULL ../../rtl/pdp8.v vlg5C/pdp8.bin 1271420062 -MO ide NULL ../../rtl/ide.v vlg1A/ide.bin 1271420061 -MO pdp8_ram NULL ../../rtl/pdp8_ram.v vlg73/pdp8__ram.bin 1271420062 -MO uart NULL ../../rtl/uart.v vlg48/uart.bin 1271420061 +MO ide_disk NULL ../../rtl/ide_disk.v vlg10/ide__disk.bin 1272077203 +MO bootrom NULL ../../rtl/bootrom.v vlg4A/bootrom.bin 1272077203 +MO display NULL ../../rtl/display.v vlg1E/display.bin 1272077203 +MO pdp8_io NULL ../../rtl/pdp8_io.v vlg2F/pdp8__io.bin 1272077203 +MO brg NULL ../../rtl/brg.v vlg33/brg.bin 1272077203 +MO pdp8_kw NULL ../../rtl/pdp8_kw.v vlg41/pdp8__kw.bin 1272077203 +MO pdp8_rf NULL ../../rtl/pdp8_rf.v vlg53/pdp8__rf.bin 1272077203 +MO pdp8_tt NULL ../../rtl/pdp8_tt.v vlg6B/pdp8__tt.bin 1272077203 +MO debounce NULL ../../rtl/debounce.v vlg1D/debounce.bin 1272077203 +MO top NULL ../../rtl/top.v vlg6F/top.bin 1272077203 +MO ram_256x12 NULL ../../rtl/ram_256x12.v vlg37/ram__256x12.bin 1272077203 +MO pdp8 NULL ../../rtl/pdp8.v vlg5C/pdp8.bin 1272077203 +MO ide NULL ../../rtl/ide.v vlg1A/ide.bin 1272077203 +MO sevensegdecode NULL ../../rtl/sevensegdecode.v vlg28/sevensegdecode.bin 1272077203 +MO pdp8_ram NULL ../../rtl/pdp8_ram.v vlg73/pdp8__ram.bin 1272077203 +MO uart NULL ../../rtl/uart.v vlg48/uart.bin 1272077203 diff --git a/xilinx/pdp8/xst/work/vlg10/ide__disk.bin b/xilinx/pdp8/xst/work/vlg10/ide__disk.bin index 7b2027d..12114f2 100644 Binary files a/xilinx/pdp8/xst/work/vlg10/ide__disk.bin and b/xilinx/pdp8/xst/work/vlg10/ide__disk.bin differ diff --git a/xilinx/pdp8/xst/work/vlg1A/ide.bin b/xilinx/pdp8/xst/work/vlg1A/ide.bin index 661b6cc..bfca278 100644 Binary files a/xilinx/pdp8/xst/work/vlg1A/ide.bin and b/xilinx/pdp8/xst/work/vlg1A/ide.bin differ diff --git a/xilinx/pdp8/xst/work/vlg1D/debounce.bin b/xilinx/pdp8/xst/work/vlg1D/debounce.bin index 8b64087..44f89a5 100644 Binary files a/xilinx/pdp8/xst/work/vlg1D/debounce.bin and b/xilinx/pdp8/xst/work/vlg1D/debounce.bin differ diff --git a/xilinx/pdp8/xst/work/vlg2F/pdp8__io.bin b/xilinx/pdp8/xst/work/vlg2F/pdp8__io.bin index 2f517e8..af5ccc9 100644 Binary files a/xilinx/pdp8/xst/work/vlg2F/pdp8__io.bin and b/xilinx/pdp8/xst/work/vlg2F/pdp8__io.bin differ diff --git a/xilinx/pdp8/xst/work/vlg33/brg.bin b/xilinx/pdp8/xst/work/vlg33/brg.bin index 177a432..12ff7f0 100644 Binary files a/xilinx/pdp8/xst/work/vlg33/brg.bin and b/xilinx/pdp8/xst/work/vlg33/brg.bin differ diff --git a/xilinx/pdp8/xst/work/vlg37/ram__256x12.bin b/xilinx/pdp8/xst/work/vlg37/ram__256x12.bin index a20ed95..e560a4a 100644 Binary files a/xilinx/pdp8/xst/work/vlg37/ram__256x12.bin and b/xilinx/pdp8/xst/work/vlg37/ram__256x12.bin differ diff --git a/xilinx/pdp8/xst/work/vlg41/pdp8__kw.bin b/xilinx/pdp8/xst/work/vlg41/pdp8__kw.bin index c375361..247652a 100644 Binary files a/xilinx/pdp8/xst/work/vlg41/pdp8__kw.bin and b/xilinx/pdp8/xst/work/vlg41/pdp8__kw.bin differ diff --git a/xilinx/pdp8/xst/work/vlg48/uart.bin b/xilinx/pdp8/xst/work/vlg48/uart.bin index 55d55ea..94dfd50 100644 Binary files a/xilinx/pdp8/xst/work/vlg48/uart.bin and b/xilinx/pdp8/xst/work/vlg48/uart.bin differ diff --git a/xilinx/pdp8/xst/work/vlg53/pdp8__rf.bin b/xilinx/pdp8/xst/work/vlg53/pdp8__rf.bin index 70d3ffc..8100c36 100644 Binary files a/xilinx/pdp8/xst/work/vlg53/pdp8__rf.bin and b/xilinx/pdp8/xst/work/vlg53/pdp8__rf.bin differ diff --git a/xilinx/pdp8/xst/work/vlg5C/pdp8.bin b/xilinx/pdp8/xst/work/vlg5C/pdp8.bin index ef10c40..8327893 100644 Binary files a/xilinx/pdp8/xst/work/vlg5C/pdp8.bin and b/xilinx/pdp8/xst/work/vlg5C/pdp8.bin differ diff --git a/xilinx/pdp8/xst/work/vlg6B/pdp8__tt.bin b/xilinx/pdp8/xst/work/vlg6B/pdp8__tt.bin index 6b9ca38..468fb49 100644 Binary files a/xilinx/pdp8/xst/work/vlg6B/pdp8__tt.bin and b/xilinx/pdp8/xst/work/vlg6B/pdp8__tt.bin differ diff --git a/xilinx/pdp8/xst/work/vlg6F/top.bin b/xilinx/pdp8/xst/work/vlg6F/top.bin index a17035c..abebbca 100644 Binary files a/xilinx/pdp8/xst/work/vlg6F/top.bin and b/xilinx/pdp8/xst/work/vlg6F/top.bin differ diff --git a/xilinx/pdp8/xst/work/vlg73/pdp8__ram.bin b/xilinx/pdp8/xst/work/vlg73/pdp8__ram.bin index d9d4e41..ffca003 100644 Binary files a/xilinx/pdp8/xst/work/vlg73/pdp8__ram.bin and b/xilinx/pdp8/xst/work/vlg73/pdp8__ram.bin differ
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