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/trunk/prototype_1/fpga/xilinx_prj/RegsGpibFasade_communication_test_isim_beh1.wdb Cannot display: file marked as a binary type. svn:mime-type = application/octet-stream
trunk/prototype_1/fpga/xilinx_prj/RegsGpibFasade_communication_test_isim_beh1.wdb Property changes : Added: svn:mime-type ## -0,0 +1 ## +application/octet-stream \ No newline at end of property Index: trunk/prototype_1/fpga/xilinx_prj/pa.fromNetlist.tcl =================================================================== --- trunk/prototype_1/fpga/xilinx_prj/pa.fromNetlist.tcl (nonexistent) +++ trunk/prototype_1/fpga/xilinx_prj/pa.fromNetlist.tcl (revision 5) @@ -0,0 +1,10 @@ + +# PlanAhead Launch Script for Post-Synthesis floorplanning, created by Project Navigator + +create_project -name proto1 -dir "J:/projekty/elektronika/GPIB/prototype_1/fpga/proto1/planAhead_run_1" -part xc3s200tq144-4 +set_property design_mode GateLvl [get_property srcset [current_run -impl]] +set_property edif_top_file "J:/projekty/elektronika/GPIB/prototype_1/fpga/proto1/main.ngc" [ get_property srcset [ current_run ] ] +add_files -norecurse { {J:/projekty/elektronika/GPIB/prototype_1/fpga/proto1} } +set_param project.paUcfFile "J:/projekty/elektronika/GPIB/prototype_1/fpga/proto1/src/main.ucf" +add_files "J:/projekty/elektronika/GPIB/prototype_1/fpga/proto1/src/main.ucf" -fileset [get_property constrset [current_run]] +open_netlist_design Index: trunk/prototype_1/fpga/xilinx_prj/src/main.ucf =================================================================== --- trunk/prototype_1/fpga/xilinx_prj/src/main.ucf (nonexistent) +++ trunk/prototype_1/fpga/xilinx_prj/src/main.ucf (revision 5) @@ -0,0 +1,57 @@ + + +NET "clk" LOC = P55; +NET "TX" LOC = P116; +NET "RX" LOC = P119; +NET "led1" LOC = P124; +NET "led2" LOC = P127; +NET "debug1" LOC = P118; +NET "debug2" LOC = P122; + + +NET "ATN_in" LOC = P1; +NET "ATN_out" LOC = P2; + +NET "DAV_in" LOC = P15; +NET "DAV_out" LOC = P141; + +NET "EOI_in" LOC = P8; +NET "EOI_out" LOC = P10; + +NET "IFC_in" LOC = P13; +NET "IFC_out" LOC = P14; + +NET "NDAC_in" LOC = P11; +NET "NDAC_out" LOC = P12; + +NET "NRFD_in" LOC = P140; +NET "NRFD_out" LOC = P137; + +NET "REN_in" LOC = P4; +NET "REN_out" LOC = P5; + +NET "SRQ_in" LOC = P6; +NET "SRQ_out" LOC = P7; + +# PlanAhead Generated physical constraints + +NET "DI[0]" LOC = P132; +NET "DI[1]" LOC = P130; +NET "DI[2]" LOC = P128; +NET "DI[3]" LOC = P107; +NET "DI[4]" LOC = P104; +NET "DI[5]" LOC = P102; +NET "DI[6]" LOC = P99; +NET "DI[7]" LOC = P112; + +NET "DO[0]" LOC = P135; +NET "DO[1]" LOC = P131; +NET "DO[2]" LOC = P129; +NET "DO[3]" LOC = P108; +NET "DO[4]" LOC = P105; +NET "DO[5]" LOC = P103; +NET "DO[6]" LOC = P100; +NET "DO[7]" LOC = P98; + + + Index: trunk/prototype_1/fpga/xilinx_prj/src/main.vhd =================================================================== --- trunk/prototype_1/fpga/xilinx_prj/src/main.vhd (nonexistent) +++ trunk/prototype_1/fpga/xilinx_prj/src/main.vhd (revision 5) @@ -0,0 +1,449 @@ +---------------------------------------------------------------------------------- +-- Company: +-- Engineer: +-- +-- Create Date: 22:17:28 01/24/2012 +-- Design Name: +-- Module Name: main - Behavioral +-- Project Name: +-- Target Devices: +-- Tool versions: +-- Description: +-- +-- Dependencies: +-- +-- Revision: +-- Revision 0.01 - File Created +-- Additional Comments: +-- +---------------------------------------------------------------------------------- +library IEEE; +use IEEE.STD_LOGIC_1164.ALL; +use IEEE.STD_LOGIC_ARITH.ALL; +use IEEE.STD_LOGIC_UNSIGNED.ALL; + +-- Uncomment the following library declaration if using +-- arithmetic functions with Signed or Unsigned values +--use IEEE.NUMERIC_STD.ALL; + +-- Uncomment the following library declaration if instantiating +-- any Xilinx primitives in this code. +--library UNISIM; +--use UNISIM.VComponents.all; + +use work.communication.ALL; +use work.wrapperComponents.ALL; +use work.helperComponents.ALL; + + +entity main is + port( + --reset : in std_logic; + clk : in std_logic; + + ------ UART --------- + RX : in std_logic; + TX : out std_logic; + + ------ GPIB --------- + DI : in std_logic_vector (7 downto 0); + DO : out std_logic_vector (7 downto 0); + ATN_in : in std_logic; + ATN_out : out std_logic; + DAV_in : in std_logic; + DAV_out : out std_logic; + NRFD_in : in std_logic; + NRFD_out : out std_logic; + NDAC_in : in std_logic; + NDAC_out : out std_logic; + EOI_in : in std_logic; + EOI_out : out std_logic; + SRQ_in : in std_logic; + SRQ_out : out std_logic; + IFC_in : in std_logic; + IFC_out : out std_logic; + REN_in : in std_logic; + REN_out : out std_logic; + + ------ LEDS --------- + led1 : out std_logic; + led2 : out std_logic + ------ DEBUG -------- + ;debug1 : out std_logic + ;debug2 : out std_logic + ); +end main; + +architecture Behavioral of main is + + constant BUF_LEN_MAX_BIT_NUM : integer := 11; + + type UART_REC_STATES is ( + ST_UART_REC_READ_ADDR, + ST_UART_REC_READ_B1, + ST_UART_REC_READ_B2, + + ST_UART_REC_READ_BURST_W_LEN_B1, + ST_UART_REC_READ_BURST_W_LEN_B2, + + ST_UART_REC_BURST_READ + ); + + type UART_TR_STATES is ( + ST_UART_TR_IDLE, + ST_UART_TR_WAIT_NOT_READY_TO_SEND_1, + ST_UART_TR_WRITE_B1, + ST_UART_TR_WAIT_NOT_READY_TO_SEND_2, + ST_UART_TR_WRITE_B2, + + ST_UART_TR_WRITE_BURST, + ST_UART_TR_WAIT_BURST_NOT_READY_TO_SEND, + ST_UART_TR_WAIT_BURST_READY_TO_SEND + ); + + ---------- global ------------- + signal reset : std_logic; + signal reset_timer : integer range 0 to 50000000; + + ---------- UART --------------- + signal uart_reset, uart_clk, uart_RX, uart_TX, uart_data_out_ready, + uart_data_in_ready, uart_ready_to_send : std_logic; + signal uart_data_out, uart_data_in : std_logic_vector(7 downto 0); + + ---------- GPIB ------------------------ + signal gpib_reset, gpib_clk : std_logic; + ---------- GPIB interface signals ------ + signal gpib_DI, gpib_DO : std_logic_vector (7 downto 0); + signal gpib_output_valid : std_logic; + signal gpib_ATN_in, gpib_ATN_out, gpib_DAV_in, gpib_DAV_out, gpib_NRFD_in, + gpib_NRFD_out, gpib_NDAC_in, gpib_NDAC_out, gpib_EOI_in, gpib_EOI_out, + gpib_SRQ_in, gpib_SRQ_out, gpib_IFC_in, gpib_IFC_out, gpib_REN_in, + gpib_REN_out : std_logic; + ---------- registers access ------------- + signal gpib_data_in, gpib_data_out : std_logic_vector(15 downto 0); + signal gpib_reg_addr : std_logic_vector(14 downto 0); + signal gpib_strobe_read, gpib_strobe_write : std_logic; + + ----------- writer strobe pulse generator + signal t_in_strobe_write, t_out_strobe_write : std_logic; + ----------- reader strobe pulse generator + signal t_in_strobe_read, t_out_strobe_read : std_logic; + + ---------- interrupt line --------------- + signal gpib_interrupt_line : std_logic; + + ---------- UART transceiver ------------- + signal uart_rec_state : UART_REC_STATES; + signal uart_strobe_write_s1, uart_strobe_write_s2 : std_logic; + signal uart_tr_state : UART_TR_STATES; + + signal burstLen : std_logic_vector (BUF_LEN_MAX_BIT_NUM downto 0); + signal isBurstRead : std_logic; + signal subscribeBurstRead_1, subscribeBurstRead_2 : std_logic; + signal currentBurstReadLen : integer range 0 to 2**BUF_LEN_MAX_BIT_NUM; + + -- GPIB synchronizer + signal gSync_clk : std_logic; + signal gSync_DI : std_logic_vector(7 downto 0); + signal gSync_DO : std_logic_vector(7 downto 0); + signal gSync_ATN_in : std_logic; + signal gSync_ATN_Out : std_logic; + signal gSync_DAV_in : std_logic; + signal gSync_DAV_out : std_logic; + signal gSync_NRFD_in : std_logic; + signal gSync_NRFD_out : std_logic; + signal gSync_NDAC_in : std_logic; + signal gSync_NDAC_out : std_logic; + signal gSync_EOI_in : std_logic; + signal gSync_EOI_out : std_logic; + signal gSync_SRQ_in : std_logic; + signal gSync_SRQ_out : std_logic; + signal gSync_IFC_in : std_logic; + signal gSync_IFC_out : std_logic; + signal gSync_REN_in : std_logic; + signal gSync_REN_out : std_logic; + +begin + + -- UART + uart_reset <= reset; + uart_clk <= clk; + uart_RX <= RX; + TX <= uart_TX; + + -- GPIB sync + gSync_clk <= clk; + gSync_DI <= DI; + gSync_ATN_in <= ATN_in; + gSync_DAV_in <= DAV_in; + gSync_NRFD_in <= NRFD_in; + gSync_NDAC_in <= NDAC_in; + gSync_EOI_in <= EOI_in; + gSync_SRQ_in <= SRQ_in; + gSync_IFC_in <= IFC_in; + gSync_REN_in <= REN_in; + + + -- GPIB + gpib_reset <= reset; + gpib_clk <= clk; + gpib_DI <= not gSync_DO; + DO <= gpib_DO when gpib_output_valid = '1' else "00000000"; + gpib_ATN_in <= not gSync_ATN_Out; + ATN_out <= gpib_ATN_out; + gpib_DAV_in <= not gSync_DAV_out; + DAV_out <= gpib_DAV_out; + gpib_NRFD_in <= not gSync_NRFD_out; + NRFD_out <= gpib_NRFD_out; + gpib_NDAC_in <= not gSync_NDAC_out; + NDAC_out <= gpib_NDAC_out; + gpib_EOI_in <= not gSync_EOI_out; + EOI_out <= gpib_EOI_out; + gpib_SRQ_in <= not gSync_SRQ_out; + SRQ_out <= gpib_SRQ_out; + gpib_IFC_in <= not gSync_IFC_out; + IFC_out <= gpib_IFC_out; + gpib_REN_in <= not gSync_REN_out; + REN_out <= gpib_REN_out; + + -- DEBUG + --led1 <= reset; + led2 <= uart_data_out_ready; + --debug1 <= gpib_output_valid; + + ---------- receive from UART ----------- + process (reset, uart_data_out_ready, uart_strobe_write_s2) begin + if reset = '1' then + uart_strobe_write_s1 <= uart_strobe_write_s2; + t_in_strobe_write <= '0'; + + subscribeBurstRead_1 <= '0'; + + uart_rec_state <= ST_UART_REC_READ_ADDR; + elsif rising_edge(uart_data_out_ready) then + case uart_rec_state is + when ST_UART_REC_READ_ADDR => + gpib_reg_addr(14 downto 6) <= "000000000"; + gpib_reg_addr(5 downto 0) <= uart_data_out(5 downto 0); + + if uart_data_out(7) = '1' then + if uart_data_out(6) = '1' then + isBurstRead <= '1'; + uart_rec_state <= ST_UART_REC_READ_BURST_W_LEN_B1; + else + uart_strobe_write_s1 <= not uart_strobe_write_s2; + uart_rec_state <= ST_UART_REC_READ_ADDR; + end if; + else + if uart_data_out(6) = '1' then + isBurstRead <= '0'; + uart_rec_state <= ST_UART_REC_READ_BURST_W_LEN_B1; + else + uart_rec_state <= ST_UART_REC_READ_B1; + end if; + end if; + + when ST_UART_REC_READ_B1 => + gpib_data_in(7 downto 0) <= uart_data_out; + uart_rec_state <= ST_UART_REC_READ_B2; + + when ST_UART_REC_READ_B2 => + gpib_data_in(15 downto 8) <= uart_data_out; + t_in_strobe_write <= not t_out_strobe_write; + uart_rec_state <= ST_UART_REC_READ_ADDR; + + -- burst length + when ST_UART_REC_READ_BURST_W_LEN_B1 => + burstLen(7 downto 0) <= uart_data_out; + uart_rec_state <= ST_UART_REC_READ_BURST_W_LEN_B2; + + when ST_UART_REC_READ_BURST_W_LEN_B2 => + burstLen(11 downto 8) <= uart_data_out(3 downto 0); + if isBurstRead = '1' then + subscribeBurstRead_1 <= not subscribeBurstRead_2; + uart_rec_state <= ST_UART_REC_READ_ADDR; + else + uart_rec_state <= ST_UART_REC_BURST_READ; + end if; + + when ST_UART_REC_BURST_READ => + gpib_data_in(7 downto 0) <= uart_data_out; + t_in_strobe_write <= not t_out_strobe_write; + burstLen <= burstLen - 1; + + if burstLen = "000000000001" then + uart_rec_state <= ST_UART_REC_READ_ADDR; + end if; + + when others => + uart_rec_state <= ST_UART_REC_READ_ADDR; + end case; + end if; + end process; + + ---------- write to UART --------------------- + process (reset, clk, uart_strobe_write_s1) begin + if reset = '1' then + uart_strobe_write_s2 <= uart_strobe_write_s1; + uart_data_in_ready <= '0'; + t_in_strobe_read <= '0'; + + subscribeBurstRead_2 <= '0'; + + led1 <= '0'; + + uart_tr_state <= ST_UART_TR_IDLE; + elsif rising_edge(clk) then + case uart_tr_state is + when ST_UART_TR_IDLE => + if uart_strobe_write_s2 /= uart_strobe_write_s1 and + uart_ready_to_send = '1' then + uart_strobe_write_s2 <= uart_strobe_write_s1; + uart_data_in <= gpib_data_out(7 downto 0); + uart_data_in_ready <= '1'; + uart_tr_state <= ST_UART_TR_WAIT_NOT_READY_TO_SEND_1; + elsif subscribeBurstRead_1 /= subscribeBurstRead_2 and + uart_ready_to_send = '1' then + subscribeBurstRead_2 <= subscribeBurstRead_1; + currentBurstReadLen <= conv_integer(UNSIGNED(burstLen)); + + uart_tr_state <= ST_UART_TR_WRITE_BURST; + end if; + + when ST_UART_TR_WAIT_NOT_READY_TO_SEND_1 => + if uart_ready_to_send = '0' then + uart_data_in_ready <= '0'; + uart_tr_state <= ST_UART_TR_WRITE_B1; + end if; + + when ST_UART_TR_WRITE_B1 => + if uart_ready_to_send = '1' then + uart_data_in <= gpib_data_out(15 downto 8); + uart_data_in_ready <= '1'; + uart_tr_state <= ST_UART_TR_WAIT_NOT_READY_TO_SEND_2; + end if; + + when ST_UART_TR_WAIT_NOT_READY_TO_SEND_2 => + if uart_ready_to_send = '0' then + uart_data_in_ready <= '0'; + uart_tr_state <= ST_UART_TR_WRITE_B2; + end if; + + when ST_UART_TR_WRITE_B2 => + if uart_ready_to_send = '1' then + t_in_strobe_read <= not t_out_strobe_read; + + uart_tr_state <= ST_UART_TR_IDLE; + end if; + + -- burst read + when ST_UART_TR_WRITE_BURST => + if uart_ready_to_send = '1' then + uart_data_in <= gpib_data_out(7 downto 0); + uart_data_in_ready <= '1'; + currentBurstReadLen <= currentBurstReadLen - 1; + + led1 <= '1'; + + uart_tr_state <= ST_UART_TR_WAIT_BURST_NOT_READY_TO_SEND; + end if; + + when ST_UART_TR_WAIT_BURST_NOT_READY_TO_SEND => + if uart_ready_to_send = '0' then + uart_data_in_ready <= '0'; + t_in_strobe_read <= not t_out_strobe_read; + + uart_tr_state <= ST_UART_TR_WAIT_BURST_READY_TO_SEND; + end if; + + when ST_UART_TR_WAIT_BURST_READY_TO_SEND => + if uart_ready_to_send = '1' then + + if currentBurstReadLen > 0 then + uart_tr_state <= ST_UART_TR_WRITE_BURST; + else + led1 <= '0'; + uart_tr_state <= ST_UART_TR_IDLE; + end if; + end if; + + + when others => + uart_tr_state <= ST_UART_TR_IDLE; + end case; + end if; + end process; + + process (clk) begin + if rising_edge(clk) then + if reset_timer < 50000000 then + reset_timer <= reset_timer + 1; + reset <= '1'; + else + reset <= '0'; + end if; + end if; + end process; + + uart0: Uart port map( + reset => uart_reset, clk => uart_clk, RX => uart_RX, TX => uart_TX, + data_out => uart_data_out, data_out_ready => uart_data_out_ready, + data_in => uart_data_in, data_in_ready => uart_data_in_ready, + ready_to_send => uart_ready_to_send + ); + + spg_strobe_write: SinglePulseGenerator generic map (WIDTH => 1) port map( + reset => reset, clk => clk, + t_in => t_in_strobe_write, t_out => t_out_strobe_write, + pulse => gpib_strobe_write + ); + + spg_strobe_read: SinglePulseGenerator generic map (WIDTH => 1) port map( + reset => reset, clk => clk, + t_in => t_in_strobe_read, t_out => t_out_strobe_read, + pulse => gpib_strobe_read + ); + + gpibSync: GpibSynchronizer port map ( + clk => gSync_clk, + DI => gSync_DI, + DO => gSync_DO, + ATN_in => gSync_ATN_in, + ATN_out => gSync_ATN_Out, + DAV_in => gSync_DAV_in, + DAV_out => gSync_DAV_out, + NRFD_in => gSync_NRFD_in, + NRFD_out => gSync_NRFD_out, + NDAC_in => gSync_NDAC_in, + NDAC_out => gSync_NDAC_out, + EOI_in => gSync_EOI_in, + EOI_out => gSync_EOI_out, + SRQ_in => gSync_SRQ_in, + SRQ_out => gSync_SRQ_out, + IFC_in => gSync_IFC_in, + IFC_out => gSync_IFC_out, + REN_in => gSync_REN_in, + REN_out => gSync_REN_out + ); + + gpib0: RegsGpibFasade port map( + reset => gpib_reset, clk => gpib_clk, + DI => gpib_DI, DO => gpib_DO, output_valid => gpib_output_valid, + ATN_in => gpib_ATN_in, ATN_out => gpib_ATN_out, + DAV_in => gpib_DAV_in, DAV_out => gpib_DAV_out, + NRFD_in => gpib_NRFD_in, NRFD_out => gpib_NRFD_out, + NDAC_in => gpib_NDAC_in, NDAC_out => gpib_NDAC_out, + EOI_in => gpib_EOI_in, EOI_out => gpib_EOI_out, + SRQ_in => gpib_SRQ_in, SRQ_out => gpib_SRQ_out, + IFC_in => gpib_IFC_in, IFC_out => gpib_IFC_out, + REN_in => gpib_REN_in, REN_out => gpib_REN_out, + data_in => gpib_data_in, data_out => gpib_data_out, + reg_addr => gpib_reg_addr, + strobe_read => gpib_strobe_read, + strobe_write => gpib_strobe_write, + interrupt_line => gpib_interrupt_line, + debug1 => debug1, debug2 => debug2 + ); + +end Behavioral; + Index: trunk/prototype_1/fpga/xilinx_prj/proto1.xise =================================================================== --- trunk/prototype_1/fpga/xilinx_prj/proto1.xise (nonexistent) +++ trunk/prototype_1/fpga/xilinx_prj/proto1.xise (revision 5) @@ -0,0 +1,603 @@ + + + +
+ + + + + + + + +
+ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
Index: trunk/prototype_1/fpga/xilinx_prj/main_bitgen.xwbt =================================================================== --- trunk/prototype_1/fpga/xilinx_prj/main_bitgen.xwbt (nonexistent) +++ trunk/prototype_1/fpga/xilinx_prj/main_bitgen.xwbt (revision 5) @@ -0,0 +1,8 @@ +INTSTYLE=ise +INFILE=/home/andrzej/apaluch/projects/elektronika/GPIB/prototype_1/fpga/proto1/main.ncd +OUTFILE=/home/andrzej/apaluch/projects/elektronika/GPIB/prototype_1/fpga/proto1/main.bit +FAMILY=Spartan3 +PART=xc3s200-4tq144 +WORKINGDIR=/home/andrzej/apaluch/projects/elektronika/GPIB/prototype_1/fpga/proto1 +LICENSE=WebPack +USER_INFO=0_0_730 Index: trunk/prototype_1/fpga/xilinx_prj/RegsGpibFasade_test_isim_beh1.wdb =================================================================== Cannot display: file marked as a binary type. svn:mime-type = application/octet-stream Index: trunk/prototype_1/fpga/xilinx_prj/RegsGpibFasade_test_isim_beh1.wdb =================================================================== --- trunk/prototype_1/fpga/xilinx_prj/RegsGpibFasade_test_isim_beh1.wdb (nonexistent) +++ trunk/prototype_1/fpga/xilinx_prj/RegsGpibFasade_test_isim_beh1.wdb (revision 5)
trunk/prototype_1/fpga/xilinx_prj/RegsGpibFasade_test_isim_beh1.wdb Property changes : Added: svn:mime-type ## -0,0 +1 ## +application/octet-stream \ No newline at end of property Index: trunk/prototype_1/fpga/xilinx_prj/main.ipf =================================================================== Cannot display: file marked as a binary type. svn:mime-type = application/octet-stream Index: trunk/prototype_1/fpga/xilinx_prj/main.ipf =================================================================== --- trunk/prototype_1/fpga/xilinx_prj/main.ipf (nonexistent) +++ trunk/prototype_1/fpga/xilinx_prj/main.ipf (revision 5)
trunk/prototype_1/fpga/xilinx_prj/main.ipf Property changes : Added: svn:mime-type ## -0,0 +1 ## +application/octet-stream \ No newline at end of property Index: trunk/prototype_1/fpga/xilinx_prj/main_guide.ncd =================================================================== --- trunk/prototype_1/fpga/xilinx_prj/main_guide.ncd (nonexistent) +++ trunk/prototype_1/fpga/xilinx_prj/main_guide.ncd (revision 5) @@ -0,0 +1,3 @@ +XILINX-XDB 0.1 STUB 0.1 ASCII +XILINX-XDM V1.6 +###4332:XlxV32DM 3ffa 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###3904:XlxV32DM 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###3928:XlxV32DM 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###3772:XlxV32DM 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###3540:XlxV32DM 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###3616:XlxV32DM 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###4048:XlxV32DM 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###4064:XlxV32DM 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###3836:XlxV32DM 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###4196:XlxV32DM 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###4064:XlxV32DM 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###4184:XlxV32DM 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###4076:XlxV32DM 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fd4eNqtm0uS5CgShi/TBxBviLDezynajIdkVpvpRS3L6u4DCByHCI9UqmaRFmmAHASf/+E4xP78/dNb89ge4tffjoeHEer5dykRPv/jhHsIFnIjx2NuxEuj+NA8Pv8RLtXyMB4u5bWBYOUf4es/uZFQo1Grc/WfbEU9f/8OPqkHe4gHf8hffxlnc/fi+ZcW/MGDef7IrbKB5w+57fkzl8eHkez5/Nf4MvZn8DaV4eW/7Vd9zIj9+R8tzfO/Og+DS16siQfTh3ueHViW7coA9pTI9vJbF3u/gxP1vZBBebzaCt2Wz7ZYqGPMr1U+/9XcV1M/y7udUyfKFPnnP3nUdd7DWV4Gn0fy/Ce/Xi1PqPxchvCyDCJME+g0yxNoHvoR1wk8yosaXgeVF+11IrdnKTimmf0hmRkFvhbYURBqgRsF7vkMur4Qw4vQJ8jsue9zYspYc4uHxO1in9vtZW7N8W5u6+cPI/pyabaaTM1kBuFlubZLJtVCQLbURsm6ycgpmvizFEQKL62X8QKq4ujGd9GN68W4WY3bWpBGgca96UoUXhgZu2lTFiacpGq7N7ryChXg/i5PnuT5SlCt05nWlGllrpTrA5fHUm5recTlhW5WqD/fvJazU21qg4x5ecb1OtVsbUct17gcPOVcojbeZks1WycRrR8sWBW+9swpWLnBqVPatjEXkk+dqnXl/SVLeG6KPcNPzxOk53GQrveex8Hzijtt7dNMbvXieEG77aKfccrP8j83/UyQfubv+plZTXY/y7abyUD6mQRX6B4wuZldVRzcLICbKcrN9Bs3Q17l+DWvcqKTw5tXOd69SoGX2Ml7lMPlyHtsLxedeNu9x4ReZ7qHbrXc4vLhVUbhcuRVZoy39WHAq8Tof/IqPp5pXiX6t//wRI6+s/K8tPLCc/M2cc5LDgh2XwMC8VAvXiWIgGCrAYGtAYHTkmTf3WPfn+9BxhjIrvvwrYABUhcBAvmTHSAFADX5LaPDQcSYdNmCutLgBGX3o64uYp61eXHlFFxIKfMwfZa4Y1kMJvQXwQV7kbizIn/NlQL2qnmXgo1c4EdB9ss8SEGseEj3Fry89nuxC8c9rZOyrKR6o3UBBHlnHwLURepaBasV+6x9Upqlr05q2F/7uhVhtE5bgZrZtlfYzu382i71dnbygSZuZVGaD/jmA9q5Xid6nW11VsheV0RuL6LoaznH5RDOWLHhchBky3dcDoJ8znIbV/Wz2qD6me3Beln21jer5R6Xg1BbbnE5CLXlDJeDj580tfduffdQ6mS3jQsJ9ekl7Zkq1OeERhzinPM4Qhwpy+4sm37YF/+3qxi/i2iql4M2F3PvPTWyu55qCb+K2we/eokcXr1Iu3hRo2HuVGcwdgY5rJOdOZC4fHAgLC4fHIjJDuLAjr4bBxY4UKMOaT3iQ01az1g66mLLh1u/ecXxxzvJl4A2q33p0xFEMGfuIVHf4716M+fuyTdjuyX2hMzpbjOZe3vCbN0T0Spz9tX6l9GqQdZ/MtYJrf0gaWPMbmd6ps5Zhbe1AZlrY+OtTYXsbFMpy8YdGJ+YZcw4MO7A+MRvm1be2nTjFoynA/WNxKxx0x+sctbeYdKz1vUQtGydUZDLjdq0YWUz7XPZmmXDG0lyuEvyzkiS022SA0my/0AySObEbSS5hbAm6RduP2yu8tJ6BkTFBVfdidoZEBUXXCM8zYCoOHAFovI8TLhaAcY3MB4WXAM8vYHxAMZ3hvqecN039GDDde/ZB8z5vi2ivAuSV/YVrzjZMIFbeeUkr8dtXqkkQV7U27wmktf9lTFGMCYXwd0pcP32QXBfnaDwqmHx9oXXCEgJQGpfeN3haQFI7YCUl1CdFl5BXncOxtPC61B+DsbT4FWgvmdeOXqw8yqAVwQ6X3lVJK/8Iq9XY4ed2umzs89bBCuSYHWb4IMi2PMLivs+ZDg2kmD55yGDhy/93M/EtBsyqTp2tQ1i+hhqpzp2pU1nGr7088zMTB9gXALTx8L00EoJTB+DaYX6npmW6MHOtBpMC1S9MG1IpuUXid4PgfH7KEKTTN+Oh3dDMn07Hj4YybT+oMoX4+GDk3Db+3EFKG02PzNtADsDTPOF6aGIBpjmg2kIOw42M+0UGNdgnM1MH0NPNRhng2mD+p6Z1ujBzrQZTCtUPTHNechMh0z1vjLNN2qz9z6h9y6+mNN2YU3b+XGC+68JqkUkgYygfYsmBTu+h34gA2i/30U/eOLYQh4Q6Cf5Zc7hfWASIpG7kweQL2nyF+N2TdWZubeoiLNu5tM645+Ouosps5hSWzcFFsKHw/JMJAQr0bTj8qDOGgi7o8IH6TlwhmdCxFm+vPsMUw3k+dqmd9RgHUjdVQPsL8KyvwgRtWmuGs79xTnyM/WThzYG4HGSp22MRw3WCojpAuxBgp+1ouLX2/QBeBiAggEEEJWw7EbChkw01QjnbqS/Q9uX+Gk8EXpAO2rOS9poz0rC2IuUjBsI+VOcn19usV+khV37+vzirIAQHXIbFLa7X7iB3AYFflt1EpHoVAy2ayZ9Q3VmYVi+gMNOyJDaIElg7IUv4C+ODlY9spQeBfatuzfFlqMEKYhrgiTAgaJbBAli0DziWZAgDgg7FiTF1FSB9Mj4qQb0SLF9qsAitINfwqYx7KABbojQsJ1wBlpxPVW8V6d1x7lNNViThnDCPjMkGI8dmgRBdlh2nNUPu4muSQJEx4EmVVnrDXu1xefLOIUUzo13Viux5H8C7zVNxwpdj1R0bHvRMfFd/VqPONfIqGvTW0ki97VB3pYkcl8b9G1JOihJ2iD7l1X3xuFLXtGNFKD9ggB9tu1JlVHfVplAqoy5qDKwLY1hVhkBzpJHTIQ9cZvCHi7lVIPDHj/VIJk5pgokM3HECbCPjxu4dXgnMweWmTweMdUgnbFuqkE6U3NeZ7eQBQhLFiAcqE1XnAOG5ofiDN1d8gEBd9MVR4GkhKE4YhpPhB6w4mjUzVCcqiuG1hX5p7pCZcjs85LSkNmGYG8rDZltCP6u0kRGBj8QUEl7U2k4pTQMtnNSXE6kqefn3iKpPe7b2pNI7QkXtQd8MNuatQdSDjFO2sM3iHAin7dcaa4B7VFcThV4x7VNNVh7RjwA+ZbIwcH77dQ8nrE5ZJP2IFWqNVh7jqkGa4+FbiFbE5dsTWSoTR8ag6HFoT0wiWHJ2wSNTHTtMSAuaWiPmsYToQesPR51s2hPyfLEN/e3OFffzFy2e1t/HNxYUnLibclxpOTczvJEQUqO+CA5VIKTfSELkhQh/drbN8OdnZSc9G3JOUjJuZjlESN0ORbJGY68L5IzZEoukhOmGhTuODPVIM3xY/ME9xJqG6w+ErXpLi7BxY+hPnCWkYGh1EfM6uPUVIPVZySXLAxNLOojUJs+NAFD24f6jADLLepjkYmuPg7k5RjqY6bxROhhZJKT9tThSDZ8IZH81aX3RF7oZW9+4XFJMcqYCcF48zuUS4KRahT39kBkXGa/dq0iGUWdfoyfiHzjaG86Bkm8+UXpBblF2lqqr8xNJe9sAD6R+qXx0qBiVxvUE4rERTc6AZ020Y3KbnSi+Zw1fjZoRkU3qv3oEOF78tCeqfCeQ54u/iS4yHzu7pOOJKXp29coPuMaKFzf/H7sIq6RxFXexVVTuI7fOH19Jj0dXiRjKG6l+HBqd5Hb0BGbrucmtnXEYkfMzNx24HXsiBng1nWjeuY2daOhG9Uzt7obDd2oBm7j6HDiNoxnGrexcYtYD4u67hS3W/iD6z9JJ5JSfZfSnaTU3qWUvHUp1c27P8k4klLzvas/qV8ZLzYnJnXHZ+/4uJnJzl1u0PBxwOTejU73KRMDLU3dqJ2ZtN1o6kYtMLmPDicm03imMbkDk3HUTUyajWQy/t+01FYtPUhK/U1KzUZSGu9S6klK3W0tDSSl4UYMoCYt7SnH0svEbZc9s3XEwswtiPDWEeu3H1P/XUWZjolb17k9ulE/cwvad3Sj/XrxuVqtw4nbYzxzcms24HYfdTO3nOQ2ffcaD/90jScZRnJ7N2Q1nOJW3QhZ/wdGDVDn###4172:XlxV32DM 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###3976:XlxV32DM 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###3980:XlxV32DM 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###3412:XlxV32DM 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###4012:XlxV32DM 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###4544:XlxV32DM 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11a8eNrlW0uy3CoS3cxbgBD/W9HzXoUjBIiInrQHb/jCe28yk0+iEq57y/aoJ8V1HkApyEMeQP7YPh7/kcF8UGlr6Wrpa3nUMtQyUZkllmqjdtacVB4Kyh9B7BoQAc23f/4ycv+wYn/818jjw4ntUSzyQ/rw+Mt69yFtfHyXuj5Dx1rWZ+mzlplKs9VS1HKvpaylqqWuZX1Hj+/yXYbaf1b076xraWppa+lq6WtZ2+dQy1jHwNUxyHUMsL8ffysBFfZ//oWDUcyPb/Dz4+/yb9cRUxAFiAKkjARvY3JByg8inrcxJyBnQezmWZPi1eMb/ADgJiAAEBCwE3AAcCBgJsAD4BHQE+AAcAioCbAAWATkBBgADAL7BGgANAKCAFMGukzSo9YI9C4bA3VooIb3MTnzlvJBYwR/AXgyUOUGqoxgYmBWrdusEIwc7N1miZN7stcoMfD4Bj8AJDZPhSAAWAQCAwqTyouXHwwHNSEwUSEQIicEZiochOwTAlMVPCFiQmCugiNkmxCYrGARUXlCYLaCIeScEJiuQEGs0oQoQGDcnMh8hj047Q8EphHw4JlHz4Sbmhh4vjGExAmB5xtNyBT3Bp5vFCFTGBsJiCRkikqzA7ITsk2IAEQgYufnbIBshCSO6EJW+AHETwzTJyAnIROTNESBToRMvmngsY6IHHy5kBoGVB+EmAmBKNCekCmmNIy1prE+pvjQEAXakgdTFGiYBU2z4Ke51jALmmbB+wmBWdA0C36abQ2zoGkWjimmNMyCplk44oTALGiaheOYEJiF8vPjR0gJmZA/SkLR/1A+OfYH5hypIG/UfKFrvtA1X+iaL3TNF7rmC13zha45UdecqGtO1McfzlOO56uSc2u9UOu9l7N/Q56zl3x3XvKe4vkvGGxvuADYqgDYcsn70hcyWVICoqy1TQocxWVVh7BJglCHjFL39yo/vtcUDjEABlxe+sMEexipDd8eEUrT/og/FB2+jmp3/bfM4mvllZJaCq8xFP8fwgvGgumulHSzy3vVhQ3uRBe2uNFc0OBOcpH9WXGR/Vlwkf1Zb5H9WW6R/Vltkf1ZbJH9TmsF0lpY4Sq1AkktxK5KK5DSgoF5ElqBhBZiV50VSGeRQxeZFUhmYbtZZUH1O5EFVe80FrnVJVY8Nbd3gRVPxe1dXsVTcnsXV/Hcub1Lq3gKbu/CKp4bt3dZFVPm9i6qYjq5/VlS4bDdKCqsPwRVEjw+h5xKgsfbEFNJ8PgZUiqJjdu7kEpb4vYuo9J2cHsXUWmKzyGh0sSLIaDSLri9y6c0jcMQT0lwf4Z0SpLP1xBOSfJ5GbIp7Xz8h2hKOx/nIZnS7rm9C6a0W27vcintPK6GWEo7j88hlZJ03N6FUpKG27tMSpLHMxNJGtfyso35iE0iSZJIwrmyJNu9LqlQrdjjh1XiAYbcDTKDASOi1tjRIIZhQ4MdhgMNbhgCGvwweDQcw+Aej+/2wFQQEq5FmuUyeVIu0+fepMN+1GTmBEiH0LsqQwiGOAwCDWkYFBrGS5fRLQmmJpIQcUlT7PFK1sc73ZVLy6Vuh/Gi3KkE5TSzU66ysneZL2+kbOvStC7d2bo0lzey1zdy1zcy1zfS7I3+1i1gwY9SrSycAgnREgXZE9hxwQsHt0ewAyG0UNwewA6E0G1LBENXBuFBFTD9UgxWrAwMpF9cJHMjS5nt6hMEc4ye29EnWDSCPLgdfNoy+jrVB5+2E306mb24Qs5tuHAcfvhUJqkQxu5AGIt6LJbJzxfChHPwRfpW2mf+7C/5s135I678CVf+uJf8OYA/AaVasJiX7vhjh/Te7Yo/6iV/9mu0Sc4fi2nujj/WvMkfm54oqanLfW/iVrYOFZ+hKkbJt+8WJwY6PLcFIa3phLR6RUh3HSL9kpCWE1LoVJdycIQx0jbmkb0zUijlOdApKXQTJwQMTqbWU5kO5CRWQE7aEBpW4n8D5RuAY7YJFPgDuIoVqE1xWbQHCU5Y4ky3d8IWlyegM7b0lDkwKJsCswNl0XekrFBGDp/LvILosZNaJwCypYds6bZzvAwnebDwImUf+hEuJM/bIiluF1JXym5Xlv++HBjQDXXH4VO1AJXbisP7NUDlNUAFp2ywakXZ07xH2WDlimGn/vMpL5g6++AHI5jYz8CBzrDgBbd3ggV7cHvnF70f2hXxCysgVyjCKsZyXjC9r33KbSZze2dKcInbO1EoOJodiIJOEFFk26WCjce9x0MHW+LeX+JebuIa+C/inSWx57jvQexxabhNREPIla3ONYhfxe7IPyyGPQqB+xiW78WwjzjOcwz/24xAHv36nwTyiEof6kRDzyyY6oOKvbwEBhNWwGCiaasYCyYXZbM7vh77mLm9B5mf6/cg80Fzew8y39Z1tEOQoXMYZEfbqYGJx1g9sU1lHsR2ibJdh09qqG2toRZR59eKqS2ycGRER0tNJ4k9LePzyF0FhE8vskMo3cRneZpZBeiR3gtQscer1GvCSMQenCWePi2N2iChv3a1gh9nZ+8y8M1aIz2PznTTWd6peAGnbrAw63FvWRziSzm77UBkqKV9yxMy5BK7B0GkU9Bs/aqhzBNykKqQ+hFH4O4NzVSntTVE1YR1esN+jZMmnhYnxYQM5bQlOyFDOu3jSjZNbDVb4ADQlV4E+cru4MAzpp72001Il0/87qX0M+2SYlzskg7/iuGv8spPDhcuDD+ueipc9ZTneyI8Vr6lelmW1nuiV6no50cJFje5t5TX/s2tUDarrZB7byuU3Yrm+vjJVugyMvY6Mu46MmaxA8pu2gHFxO1sB9RuuAm42wFlN++AegNbd0DZtR1QbJuDMpx8B9ROJeAP2gGVCk87oBJMfAcUI7ezHVC7eifgbgeEANsB7cyOOyDw/boDApdud0AIjB1QO66BTiYCp9UxR5JvpujVjugzufqJya4zeRDYbUsCq/z6UONTG6LnpO22JYHVmznbbUsC57cI7LYlgdX5+izjKU8/MVk/7hJ2JzA8nxM4eW6/OcIggBE4OQ4MAsdurwTGCkTgdrwBw8kI7JpagD+QwFDhSmAIJk7g4YC/P8IggBPYcmAQOHpmBwKj7xcCo0t3BCaAEZgNwCyz8TOLhcw+/jyH3zvduFHg8Vixepy12+M3s7o81q1o7eS7UhwP1e6luPhVKR79iuKunwYdf+wwhYvz8pZMnIudKUt/UedxQsZCwJRl9Bd1fk7IWArOAbimzqPvIttH7h9X51GxhlWdlzq14R67no7HpM6ZBkdkLApMtyNyq84RGcvCmTlA6hxe5KrOwbN7dY4IU+fjO6vSz7w24EcroYT3eb3104kvDfaXznteJXF/x3ehlztu27P4aX/PiVB52nLHbd/dcdPo3qVvqbYFzV/RW+gnldHobcdOW35Zgs+KW8gWhPAOjMSxnZSjI/xMNLsJGBeB/TtUAhhPjw60XTRWqTzVB3eB8ZSmqjUknkKd1tAOeNpFh5wnYJypZj0Bg6VCzn0xlgYOIEvxNS4sRb8YSykkmu+ci3Qzf5+mjfryjeL1EGx19/Alhf1E0hNvbG85GvbXp2Lj+vB63HN383Di52e3FA3bexQ9lV0lYnP8WiI+8SO52zwcxBtHYp+U2j39wqtNR2M1JMEvfq/fPmghe+dzammS7J3O/UMXsrMzsV4/EpmxAn1WJzXzaTCZJrS2QR5DhdZmb9jJSZzcye2dw9EHbu8UTn7qhx2CJWYH/qLjM33RncHes10Ukb1n2P5RDXQx5Ve1q8X94R6O1T0Kp+7nzq1Xp1r8gkUovOq/vSYc2ci7ZT7tFGVZU63v7+X5ZtZU6/t22fN+Sm+cJa9Om+b7dpXbmq/mC3ehnJsQtl8NckKGTFVdNarLpXtoX8yrdutOVSiLUeQ0mN3llB7Hsy636OGckJHH1JEnZOSxuQnmMcVu0oNhXkw3414tvhdTYXEz/vXkdHzh4xZ2H45L8/1VTQ/0M/6epETjcMsA/yYDAv4PkFsC+Pzs/8sd3E8+OOG34O0LTHg8i/rQPvwie495144vyD4uwduWh+wsQWzN3i7BfdNsNIgV47G+N2UGc8qlnNq4nW242u6JgHE93nQr2VkaEMyO1+O+XY+HllLAxGPf4Sf2d7G/n/qTn4W8vqccX3ZdrydvvgER26ZXQZ9vbuB+8X5yW551uu1NKVb6NKuwz/n1wYV7RdvLMUX7GB2fy+I9tw8mKjAWealnZCzysqt6QnrQ12khpB5MUh2MewqkhvLAl/1//EEPLPKz3SZghL7MekLG6i/13KZHf/n39Bhc/jd2CtlEHRpnZYOJo7zIh7ty4DCMA79wml9DW+Npvpgju4UYkytclkSxWpSTeVeWxKUsSfr5A5XfpedVuzBCByY1Es8JYWqknV1XhKmRJCdkBKoKXSGUwatyJA45MnRCgVmk2nYXrtspNnVQAyhp1mw+enKrm2GRvno1vD8+q5m/tLsVO/6vxlvJnF2bczix/fkRlHrcaefdL7VzPt49WLZutZ+1X9zP/g+SMHBD###4100:XlxV32DM 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###4232:XlxV32DM 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###4092:XlxV32DM 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###4560:XlxV32DM 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###6756:XlxV32DM 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###6852:XlxV32DM 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###6800:XlxV32DM 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###7076:XlxV32DM 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###5876:XlxV32DM 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###4736:XlxV32DM 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###4756:XlxV32DM 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###4728:XlxV32DM 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###4800:XlxV32DM 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###4564:XlxV32DM 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###4628:XlxV32DM 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###4572:XlxV32DM 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11c4eNqFW0G27KYO3BIYMPCyjr8A28Aws4xysvfvtlQ21MV9bwadOggsShIIwSvt/Cspb5/fZtrx+bF5Wz6/W2jh8xtSvpq3XK/fbPJ+9TOt9P1ZfskmmPPPG2CRX4zIc3+WP1K9vlNLcv33S4rX/7jQ4ufXp3TM5Hk+v8lj/CXF6feXXBdpT+Zbe9R2nl8Ibf38rilf8kepWcaJtv/+ppjHZ/m3/k0xzxf8RxPLt/ZD21lfjL+m9LV91/Y3/YKJ5uv8tf3Nf+B/b+1V27/ws3xr9yk64adcvFRth33zi31Y/q0/8Nkrij+JHruOl3Nd+/YjHXUmfyThf7O7mcmz/7P8pt8roV36hyz6rkbG5++xPOt7rw+pynpipZ/X8R7+pZ3HY3nWB/w17bcWsX9U/4P9jfozxx/Lv/UP2v/Nv1tK+7d2xNOb/pvi//77ez3s8cf8cf/+vbrtj/XLX/+sLv9Z/vrf6tIfv/zrvNuCaZe9dlOTBJD8WtPsDJdsrr9wCK+Mj2TjNe9Y6wx/lq8PPozwLHqWR8/VjHq6U0/ntppM/fRLRuJrDdbLOHGd4cOejvjRy0Q/wybZ0mPRo556BNGjDFrkU4vsNvQ65xOEncV+kDVrm2F89Yz66yveyix2/SrY2ElLyON7wGhPSVbRNdmjx6bYy+vWFPNMnvVneVeExaIssr7cn+WFxdZb036z5qKr1WplHJOEN8aYx0Y8bMQT8KXHYh5r7oMW6dQiuc2r9ucaPfjMRtbAnga2gcFOIGuyz23EHnA2ap08WgvjQ35Rtlme9Wd9uD/LC0u2t1b7Zi2nudHp3pfXnBN2Mww9kEsxxnjAosfyWMuOThNPNaLbooa4N/Hoh41GUiJuB51Fnb9bQtpM/m38akRNHg/uAMzy+B4w6wt3ARYaXG8ON/CwnDwsjzkC0et0Xoxv8ymW7/iH7jZb6tBr015YYE+vcjN8s6POy/hmi4LHpZENYLQvNAvGG1mzqhMy5u/BaR1Z+218lhcWQ2ct8lrdYDGOQWKn4zxL9IiLbph2l+8wBq+Leg3jJ+h7r1q74Arf1kLE8D1sGj9zkDkPMmc5v9+bE5jHu9UkXBRjJ4X5GLM+rD/rw+OzvNAUe3Oab2vhqnnIkWWcAHMyxg5M5kpkrjSYK3Xmct8SkUbTub2Z8E1XGqPzoLXsoLUskzkzmTPSNIBhLl6LWb6luTwSi5MYP9OH+7O80JhPGr3QGMIx49Gm/doat2iu77e4i3sZ+xUvZjlm2JnD6Skwz/CWi6QKKl/MEeXYLKvAHnZZbT4BPMGsL+NstyTHAONn3wumhB6zvEtb7rHwuHU8rmN6vrt/nT3/OxU4khxIlkV2veNKMoq1eYbT6RMyM9GEcYyCk/HrDC9ZmKuK4SHngUMXihGzPJgHDqdriQPZZTbeZvQgEyRSWD6mdjFnd2lneZ+PMYkkeeaP5cUSe2+JcYE6Lkuc+cF+zu0KqYgdV45ars0xju4+L2mGcXRtydYZxlH4aRdmz/SFZia4JvGEc6nMcrgY9YV8gieRfMjiCVsaPQHjb0nGsyXYmXxycnSOanmWR7uFZ5I868vyYqnP0XvHEr4OlrKb+yRyZ5NLpfZVDpzivanySStDezrlez2tv/U32m6cVENQZVlUHlURxvy91++nOT5da9q+UTvwXdUzFVVi02OeD/oDMx/396ndgE9TXY/x/ZrG7wP/sIf299QfVTFUU4BLQdX6mMqzfdieqL6cLrfO5O/qjRSFfpXn+XJ/1vfNv2A/VJ/WUMPMnu6uHsk2xPL8fZZ/8z/YT0LtUz3KEmpuLNvYeEXambcdqUg90baFLCv10SC/leq1wKGIZmcCk3WGuxbs3BTTeG/jo967pyIRF/cqDBdN7KqdYa8ehPm84ZqN5Nk03y5S8kwfWCa/8XFHCtffpT6PSAJ+6u9jO/BtWd0W70hVjERmNTh2SiIDzPNl+Tf7Y/xmhNe1ZD+zB/RZjZRJf5Pn77H/MF88Psu/9Qd/Egm1i4RtjIR8RUK4IsFoDOpNl2yPq5FYY4ztzkeZMeNqdKZBZsr4vtlA5d3ImnJOZ+/brWlDe412HSyZrJ/h2xMU83hgFhjMmQRLNtPj7qapDnuSYrRbvclDJAA/a3ykPUEw84FIBN4t1nDxrHVXPs2x9PNJ6iksX5yuBJrGMd9sf5bn773JNz0Ssb14PJb3WfRd0+jJ4Ifnx/Jv/cH/Wzvs99YO+0sktT7RXmdHR/hFNst1NMbee24Aboa9Hgjc7sIMVyO1eBuWPMM4QmccPen7ixW+Y1rWGfa6l9uy+BlGXIXzhD37Hg4iwCyPoyXwxaMzPY9+Vnl6cj6dh/J2pvN2iu+V26WeB/Q/suQwOSlvhPfPFD767nPc9E7E6DwYgxeT5HjC+L4jUcz63jmsYuHJPiu3Hys+tlwr9+lxrmmWaOTQ73RFW1vJM5x3OaIi+2O86N73nAZGXPKY5TF+9iDJ9pA92pRtf+d531kiJ9A7TpZ/6487UZ4/Ti817HaGSzt0Lz6meDWCkY22iCy8DnzmJtkv49UIn6fiaYad8rlmsceqG8qR5Vrrhz0J/9CHxnv4L9tsPk/xR+/ECbe7GIT2cbxw52hlm9n7yeHG/sFEN+aAcbjDNtQOzP6CwgK/IYE/PIUHwbjjx07C32P+WZ798zd5nq9E8tJF8ngjYNMVyf6M5HtN+5ENDpES4fkk/9bfaH+cNjgnyfr6hcc/99zWZ7OMeby38b2OX3fRDzkE9hrkEAG5XhPsi74W0pyTcdZXGcEeU3x+T/Upc/50L0SOxJj1Zcz6Mr5fb2gksD7P6yuJJObjjszEkUQrp2K2d7gjCe3jeHek0/jQ5470NEZ6o0hvFOnsT8DsD2gHlkj5XHVGjZTwcm4/s1F956Rrm2JUmBjf73hMvTwo6DujZpB967sdvTe6s82US3/OyinHGcap6Fzi0wzjXcvh9E0BYdbnTb+k+qG4uKbd9/h5tzXH2ONjKHqDsNnZeDx/lsdpb4vjaW03ojd/D+1Bs3/GyH64HeNBH2C2J/oDsz3vd1mKmU+0A1dzmP60yvNNevpJRfZclmf/ZHnmm+UlEvwTCW68jbfhioTPBUvUtUSzl9DAvK55hLvarFQOqD+wUfk3vKqlGKMiddeO1XKbelLVCknUPYRxuvXd4gyzvjyfrtY81HodnoOoPsBoT9SeqH1P5Ilp9MTVjJ4MzHywPOyT2PN1fKt7gsvxmM0HL0oXzYZY3utK5fWFNMuzfVj+7fs3X+QfPB/x5PBkP+GtAnW6gGYdUvXFGnqe9NYZ7tYAWZuoPyoUexk90ZmssaaeF9QTCWNmnjwPeNPv1l3OFfx9XKgt8Thm+Hm7KfKsH/YYvDVmjP4OazT13wN28dxmmPXl+TwVFL3sJj6RTXxqGqM9pPb7rMnjW+SN2oF5PFQOgFmfp8K2uxmfd3ahmPlC9gLM/gQ+b2yRdc7ng3acO1j+h3/9Is98SiR9nuxsEknxeIkkX3A1+eM+7hj/VUPeeyaAnzyv2DHPK3ZkcmQamL9334/R909PHS2h+PaERJ6Q4GnYrbNaqtUeP7v/2A5cd9ll/X3/NX4Ptc5DI4P5RG21ajbE8phvQCSSPGqN2Uj2yPbg/iz/1h/8oaadY44zvrg/y7/1B38Z2YzV7If4ZL5+yOs5sWllgv0NK1Hc5/I8/m/y7K8SSbGrQS7brAa5JvGLWsR/nNa0mz6rYfysCMbP8LPijc9wfPK5v7O4sUX26NeZvNPKVUla+yX5H/qT/F2bNXhsOMoLT6nnKc2e4GIcPFcqRXYaq8+TGD/Z/ciDI72AWR483ljvEhYjtVgez1mJz5DMMZNn/VleeOifjS11VvvH46Fdx8UzrdVIjZzxqndqRR8TMT701FF3M8XPvbtxM/y8q0C76JfT+NgJODg8pnJ5Jr9beXy0690By/+YP8kLj/2zseWY36EcWlmTfpj34hY/w1gPmvLGGOvDycIyw8+/shp5WuipEjDL33d1is9Tt+TGWe5weLwf8yN58FiUR5YXHvtHX26ZxSXWAzxWw51caWaKn1O5zIP7Pxka9MJtu9xpYP3AkyzGv433ZHyCWZ+nSiBYeDh6HsbHb9v1+M18Kqv6bE4jzwbRxOGURXgBM7ue2gjjvI6VnPGTAY2R6WkmwLgtOiPF9rdFwE9NXpjm+Rx6axiKYhov6x1BdXgfPcrzeCwvTJeHaRfW+a0dbt2dPuzV20Dr7QzfO5rxw4qzm9X1kQfM8veOqfjc4eVWP6/ry3hyttrXfSYPHlJydSbP82N54an2PG3feEo6DiJlyc7P8L2j3be81F95Pb3dz3CM4t8xrXaGvfLgQqgzfO8EZl1mGHYCZn3vHb1/DOna8549bC/PVnG/bLRe4vSNl7PNzXDRvWGPc/ysxXprRuMjcpyeOkuWGQW9l03qScAsj/HcfSoev/fsJYIXG4qOJ3sofc8nsUCOXlYSkq9tlSfkeg/N8pssSKfFZf4sz/Nn+ctSvvs3c0tbZnt20kq4CU2f6u+aezTf4/8DNh6r6g==###4620:XlxV32DM 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###4752:XlxV32DM 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###4724:XlxV32DM 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###4616:XlxV32DM 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###4552:XlxV32DM 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\ No newline at end of file Index: trunk/prototype_1/fpga/xilinx_prj/main_summary.html =================================================================== --- trunk/prototype_1/fpga/xilinx_prj/main_summary.html (nonexistent) +++ trunk/prototype_1/fpga/xilinx_prj/main_summary.html (revision 5) @@ -0,0 +1,78 @@ +Xilinx Design Summary + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
main Project Status
Project File:proto1.xiseParser Errors:
Module Name:mainImplementation State:New
Target Device:xc3s200-4tq144
  • Errors:
 
Product Version:ISE 12.2
  • Warnings:
 
Design Goal:Balanced
  • Routing Results:
Design Strategy:Xilinx Default (unlocked)
  • Timing Constraints:
 
Environment: 
  • Final Timing Score:
  
+ + + + + + + + + + + + 
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Detailed Reports [-]
Report NameStatusGeneratedErrorsWarningsInfos
Synthesis Report     
Translation Report     
Map Report     
Place and Route Report     
Power Report     
Post-PAR Static Timing Report     
Bitgen Report     

+ + +
Secondary Reports [-]
Report NameStatusGenerated
+ + +
Date Generated: 01/05/2013 - 20:16:41
+ \ No newline at end of file Index: trunk/prototype_1/fpga/xilinx_prj/iseconfig/proto1.projectmgr =================================================================== --- trunk/prototype_1/fpga/xilinx_prj/iseconfig/proto1.projectmgr (nonexistent) +++ trunk/prototype_1/fpga/xilinx_prj/iseconfig/proto1.projectmgr (revision 5) @@ -0,0 +1,152 @@ + + + + + + + + + + /EdgeDetector - arch + /Fifo8b - arch + /Fifo8b_Test_vhd - behavior + /RegsGpibFasade - arch + /RegsGpibFasade_communication_test - behavior + /Uart - arch + /gpibInterface - Behavioral + /main - Behavioral + /main - Behavioral/gpib0 - RegsGpibFasade - arch/ev - EventReg - arch + /main - Behavioral/gpib0 - RegsGpibFasade - arch/gpib - gpibInterface - Behavioral + /main - Behavioral/gpib0 - RegsGpibFasade - arch/ig - InterruptGenerator - arch + /main - Behavioral/gpib0 - RegsGpibFasade - arch/rc0 - ReaderControlReg0 - arch + /main - Behavioral/gpib0 - RegsGpibFasade - arch/readerFifo - Fifo8b - arch + /main - Behavioral/gpib0 - RegsGpibFasade - arch/wc0 - WriterControlReg0 - arch + /main - Behavioral/gpib0 - RegsGpibFasade - arch/writerFifo - Fifo8b - arch + + + gpib - gpibInterface - Behavioral (/home/andrzej/apaluch/projects/elektronika/GPIB/vhdl/src/gpib/gpibInterface.vhd) + + 0 + 0 + 000000ff00000000000000010000000100000000000000000000000000000000020200000001000000010000006400000104000000020000000000000000000000000000000064ffffffff000000810000000000000002000001040000000100000000000000000000000100000000 + true + gpib - gpibInterface - Behavioral (/home/andrzej/apaluch/projects/elektronika/GPIB/vhdl/src/gpib/gpibInterface.vhd) + + + + Design Utilities/Compile HDL Simulation Libraries + + + Add Existing Source + + 0 + 0 + 000000ff00000000000000010000000100000000000000000000000000000000000000000000000124000000010000000100000000000000000000000064ffffffff000000810000000000000001000001240000000100000000 + false + Add Existing Source + + + + + 0 + 0 + 000000ff00000000000000010000000000000000010000000000000000000000000000000000000250000000040101000100000000000000000000000064ffffffff000000810000000000000004000000420000000100000000000000240000000100000000000000660000000100000000000001840000000100000000 + false + commandDecoder.vhd + + + + work + + + 0 + 0 + 000000ff00000000000000010000000000000000010000000000000000000000000000000000000128000000010001000100000000000000000000000064ffffffff000000810000000000000001000001280000000100000000 + false + work + + + + Design Utilities + Implement Design + Synthesize - XST + + + Add Existing Source + + 0 + 0 + 000000ff00000000000000010000000100000000000000000000000000000000000000000000000124000000010000000100000000000000000000000064ffffffff000000810000000000000001000001240000000100000000 + false + Add Existing Source + + + + User Constraints + + + Add Existing Source + + 0 + 0 + 000000ff00000000000000010000000100000000000000000000000000000000000000000000000124000000010000000100000000000000000000000064ffffffff000000810000000000000001000001240000000100000000 + false + Add Existing Source + + 000000ff00000000000000020000015e0000012a01000000040100000002 + Implementation + + + /Fifo8b_Test_vhd - behavior + /MemoryBlock_Test_vhd - behavior + /MemoryBlock_Test_vhd - behavior/uut - MemoryBlock - arch + /RegMultiplexer_Test_vhd - behavior + /RegsGpibFasade_communication_test - behavior + /RegsGpibFasade_test - behavior + /RegsGpibFasade_test - behavior/uut - RegsGpibFasade - arch + /gpibInterfaceTest - behavior + /gpibReaderTest - behavior + /gpibWriterReaderTest - behavior + /gpib_DC_Test - behavior + /gpib_DT_Test - behavior + /gpib_PP_Test - behavior + /gpib_RL_Test - behavior + /gpib_SeriallPoll_Test - behavior + /gpib_TE_LE_Test - behavior + /main - Behavioral + /main - Behavioral/gpib0 - RegsGpibFasade - arch + + + main - Behavioral (/home/andrzej/apaluch/projects/elektronika/GPIB/prototype_1/fpga/proto1/src/main.vhd) + + 3 + 0 + 000000ff000000000000000100000001000000000000000000000000000000000202000000010000000100000064000002a0000000020000000000000000000000000000000064ffffffff000000810000000000000002000002a00000000100000000000000000000000100000000 + false + main - Behavioral (/home/andrzej/apaluch/projects/elektronika/GPIB/prototype_1/fpga/proto1/src/main.vhd) + + + + Design Utilities + + + Add Existing Source + + 0 + 0 + 000000ff00000000000000010000000100000000000000000000000000000000000000000000000124000000010000000100000000000000000000000064ffffffff000000810000000000000001000001240000000100000000 + false + Add Existing Source + + + + + Behavioral Check Syntax + + 0 + 0 + 000000ff00000000000000010000000100000000000000000000000000000000000000000000000124000000010000000100000000000000000000000064ffffffff000000810000000000000001000001240000000100000000 + false + Behavioral Check Syntax + + Index: trunk/prototype_1/fpga/xilinx_prj/iseconfig/main.xreport =================================================================== --- trunk/prototype_1/fpga/xilinx_prj/iseconfig/main.xreport (nonexistent) +++ trunk/prototype_1/fpga/xilinx_prj/iseconfig/main.xreport (revision 5) @@ -0,0 +1,216 @@ + + +
+ 2013-01-05T20:16:41 + main + 2012-02-13T21:38:35 + /home/andrzej/apaluch/projects/elektronika/GPIB/prototype_1/fpga/proto1/iseconfig/main.xreport + /home/andrzej/apaluch/projects/elektronika/GPIB/prototype_1/fpga/proto1/ + 2012-01-25T02:08:45 + true +
+ + + + + + + + + + + + + + + + + + + + + + + +
Index: trunk/prototype_1/fpga/xilinx_prj/iseconfig/filter.filter =================================================================== --- trunk/prototype_1/fpga/xilinx_prj/iseconfig/filter.filter (nonexistent) +++ trunk/prototype_1/fpga/xilinx_prj/iseconfig/filter.filter (revision 5) @@ -0,0 +1,7 @@ + + + + + + + Index: trunk/prototype_1/fpga/xilinx_prj/iseconfig/Uart.xreport =================================================================== --- trunk/prototype_1/fpga/xilinx_prj/iseconfig/Uart.xreport (nonexistent) +++ trunk/prototype_1/fpga/xilinx_prj/iseconfig/Uart.xreport (revision 5) @@ -0,0 +1,216 @@ + + +
+ 2012-01-24T22:07:44 + Uart + Unknown + J:/projekty/elektronika/GPIB/prototype_1/fpga/proto1/iseconfig/Uart.xreport + J:/projekty/elektronika/GPIB/prototype_1/fpga/proto1 + 2012-01-24T22:07:43 + true +
+ + + + + + + + + + + + + + + + + + + + + + + +
Index: trunk/prototype_1/fpga/xilinx_prj/Fifo8b_Test_vhd_isim_beh1.wdb =================================================================== Cannot display: file marked as a binary type. svn:mime-type = application/octet-stream Index: trunk/prototype_1/fpga/xilinx_prj/Fifo8b_Test_vhd_isim_beh1.wdb =================================================================== --- trunk/prototype_1/fpga/xilinx_prj/Fifo8b_Test_vhd_isim_beh1.wdb (nonexistent) +++ trunk/prototype_1/fpga/xilinx_prj/Fifo8b_Test_vhd_isim_beh1.wdb (revision 5)
trunk/prototype_1/fpga/xilinx_prj/Fifo8b_Test_vhd_isim_beh1.wdb Property changes : Added: svn:mime-type ## -0,0 +1 ## +application/octet-stream \ No newline at end of property Index: trunk/prototype_1/fpga/xilinx_prj/default.wcfg =================================================================== --- trunk/prototype_1/fpga/xilinx_prj/default.wcfg (nonexistent) +++ trunk/prototype_1/fpga/xilinx_prj/default.wcfg (revision 5) @@ -0,0 +1,217 @@ + + + + + + + + + + + + + + + + + + + + + + + + + + reset + reset + + + clk + clk + + + di[7:0] + di[7:0] + + + atn_in + atn_in + + + dav_in + dav_in + + + nrfd_in + nrfd_in + + + ndac_in + ndac_in + + + eoi_in + eoi_in + + + srq_in + srq_in + + + ifc_in + ifc_in + + + ren_in + ren_in + + + data_in[15:0] + data_in[15:0] + + + reg_addr[14:0] + reg_addr[14:0] + + + strobe_read + strobe_read + + + strobe_write + strobe_write + + + do[7:0] + do[7:0] + + + output_valid + output_valid + + + atn_out + atn_out + + + dav_out + dav_out + + + nrfd_out + nrfd_out + + + ndac_out + ndac_out + + + atl + atl + + + cwrc + cwrc + + + atl + atl + + + eoi_out + eoi_out + + + srq_out + srq_out + + + ifc_out + ifc_out + + + ren_out + ren_out + + + data_out[15:0] + data_out[15:0] + + + interrupt_line + interrupt_line + + + debug1 + debug1 + + + data_in_1[15:0] + data_in_1[15:0] + + + reg_addr_1[14:0] + reg_addr_1[14:0] + + + strobe_read_1 + strobe_read_1 + + + strobe_write_1 + strobe_write_1 + + + do_1[7:0] + do_1[7:0] + + + output_valid_1 + output_valid_1 + + + atn_out_1 + atn_out_1 + + + dav_out_1 + dav_out_1 + + + nrfd_out_1 + nrfd_out_1 + + + ndac_out_1 + ndac_out_1 + + + eoi_out_1 + eoi_out_1 + + + srq_out_1 + srq_out_1 + + + ifc_out_1 + ifc_out_1 + + + ren_out_1 + ren_out_1 + + + data_out_1[15:0] + data_out_1[15:0] + + + interrupt_line_1 + interrupt_line_1 + + + clk_period + clk_period + + Index: trunk/prototype_1/fpga/xilinx_prj/proto1.gise =================================================================== --- trunk/prototype_1/fpga/xilinx_prj/proto1.gise (nonexistent) +++ trunk/prototype_1/fpga/xilinx_prj/proto1.gise (revision 5) @@ -0,0 +1,30 @@ + + + + + + + + + + + + + + + + + + + + 11.1 + + + + + + + + + + Index: trunk/prototype_1/fpga/xilinx_prj/pepExtractor.prj =================================================================== --- trunk/prototype_1/fpga/xilinx_prj/pepExtractor.prj (nonexistent) +++ trunk/prototype_1/fpga/xilinx_prj/pepExtractor.prj (revision 5) @@ -0,0 +1,41 @@ +work "../../../vhdl/src/common/gpibComponents.vhd" +work "../../../vhdl/src/common/helperComponents.vhd" +work "../../../vhdl/src/common/utilPkg.vhd" +work "../../../vhdl/src/common/wrapperComponents.vhd" +work "../../../vhdl/src/gpib/SecAddrSaver.vhd" +work "../../../vhdl/src/gpib/SecondaryAddressDecoder.vhd" +work "../../../vhdl/src/gpib/commandDecoder.vhd" +work "../../../vhdl/src/gpib/commandEncoder.vhd" +work "../../../vhdl/src/gpib/gpibInterface.vhd" +work "../../../vhdl/src/gpib/if_func_AH.vhd" +work "../../../vhdl/src/gpib/if_func_C.vhd" +work "../../../vhdl/src/gpib/if_func_DC.vhd" +work "../../../vhdl/src/gpib/if_func_DT.vhd" +work "../../../vhdl/src/gpib/if_func_L_LE.vhd" +work "../../../vhdl/src/gpib/if_func_PP.vhd" +work "../../../vhdl/src/gpib/if_func_RL.vhd" +work "../../../vhdl/src/gpib/if_func_SH.vhd" +work "../../../vhdl/src/gpib/if_func_SR.vhd" +work "../../../vhdl/src/gpib/if_func_T_TE.vhd" +work "../../../vhdl/src/gpib_helper/EdgeDetector.vhd" +work "../../../vhdl/src/gpib_helper/EventMem.vhd" +work "../../../vhdl/src/gpib_helper/Fifo8b.vhd" +work "../../../vhdl/src/gpib_helper/MemoryBlock.vhd" +work "../../../vhdl/src/gpib_helper/SerialPollCoordinator.vhd" +work "../../../vhdl/src/gpib_helper/SinglePulseGenerator.vhd" +work "../../../vhdl/src/gpib_helper/gpibReader.vhd" +work "../../../vhdl/src/gpib_helper/gpibWriter.vhd" +work "../../../vhdl/src/wrapper/EventReg.vhd" +work "../../../vhdl/src/wrapper/GpibStatusReg.vhd" +work "../../../vhdl/src/wrapper/InterruptGenerator.vhd" +work "../../../vhdl/src/wrapper/ReaderControlReg0.vhd" +work "../../../vhdl/src/wrapper/ReaderControlReg1.vhd" +work "../../../vhdl/src/wrapper/RegMultiplexer.vhd" +work "../../../vhdl/src/wrapper/RegsGpibFasade.vhd" +work "../../../vhdl/src/wrapper/SecAddrReg.vhd" +work "../../../vhdl/src/wrapper/SettingsReg0.vhd" +work "../../../vhdl/src/wrapper/SettingsReg1.vhd" +work "../../../vhdl/src/wrapper/WriterControlReg0.vhd" +work "../../../vhdl/src/wrapper/WriterControlReg1.vhd" +work "../../../vhdl/src/wrapper/gpibBusReg.vhd" +work "../../../vhdl/src/wrapper/gpibControlReg.vhd" Index: trunk/prototype_1/fpga/xilinx_prj/_impact.cmd =================================================================== --- trunk/prototype_1/fpga/xilinx_prj/_impact.cmd (nonexistent) +++ trunk/prototype_1/fpga/xilinx_prj/_impact.cmd (revision 5) @@ -0,0 +1,18 @@ +loadProjectFile -file "/home/andrzej/apaluch/projects/elektronika/GPIB/prototype_1/fpga/proto1/main.ipf" +setMode -ss +setMode -sm +setMode -hw140 +setMode -spi +setMode -acecf +setMode -acempm +setMode -pff +setMode -bs +setMode -bs +setMode -bs +setMode -bs +setMode -bs +setMode -bs +setCable -port auto +setCable -port auto +deleteDevice -position 1 +deleteDevice -position 1 Index: trunk/prototype_1/fpga/xilinx_prj/MemoryBlock_Test_vhd_isim_beh1.wdb =================================================================== Cannot display: file marked as a binary type. svn:mime-type = application/octet-stream Index: trunk/prototype_1/fpga/xilinx_prj/MemoryBlock_Test_vhd_isim_beh1.wdb =================================================================== --- trunk/prototype_1/fpga/xilinx_prj/MemoryBlock_Test_vhd_isim_beh1.wdb (nonexistent) +++ trunk/prototype_1/fpga/xilinx_prj/MemoryBlock_Test_vhd_isim_beh1.wdb (revision 5)
trunk/prototype_1/fpga/xilinx_prj/MemoryBlock_Test_vhd_isim_beh1.wdb Property changes : Added: svn:mime-type ## -0,0 +1 ## +application/octet-stream \ No newline at end of property

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