From 1893b9b83523942e9cad513425e4407afa1a0a17 Mon Sep 17 00:00:00 2001 From: Zane Kaminski Date: Sun, 27 Mar 2022 23:45:53 -0400 Subject: [PATCH] Prototype --- .gitignore | 19 +- Control.kicad_sch | 440 +- DIPSW.kicad_sch | 6 +- Documentation/DIPSW.png | Bin 602770 -> 0 bytes Documentation/FrontIsom.png | Bin 1653683 -> 1691479 bytes Documentation/GW4410A-Assembly.html | 2 +- Documentation/PWB.png | Bin 949127 -> 0 bytes Documentation/Schematic.pdf | Bin 0 -> 427331 bytes Documentation/UpdateSystem.png | Bin 1069698 -> 0 bytes MC68k.kicad_sch | 2 +- PDS.kicad_sch | 194 +- RAMROM.kicad_sch | 147 +- WarpSE-backups/WarpSE-2022-03-27_224248.zip | Bin 0 -> 1633043 bytes WarpSE-backups/WarpSE-2022-03-27_225509.zip | Bin 0 -> 3134238 bytes WarpSE-backups/WarpSE-2022-03-27_230357.zip | Bin 0 -> 3134257 bytes WarpSE-backups/WarpSE-2022-03-27_234203.zip | Bin 0 -> 1633074 bytes Warp-SE-cache.lib => WarpSE-cache.lib | 0 WarpSE.4410A-gerber.zip | Bin 1219821 -> 1396807 bytes Warp-SE.kicad_pcb => 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cpld/XC95144XL/MXSE_html/images/xc9500xv_logo.jpg delete mode 100644 cpld/XC95144XL/MXSE_html/images/xpla3_logo.jpg delete mode 100644 cpld/XC95144XL/MXSE_html/tim/cpldta_glossary.htm delete mode 100644 cpld/XC95144XL/MXSE_html/tim/cpldta_style.css delete mode 100644 cpld/XC95144XL/MXSE_html/tim/genreport.htm delete mode 100644 cpld/XC95144XL/MXSE_html/tim/leftnav.htm delete mode 100644 cpld/XC95144XL/MXSE_html/tim/report.htm delete mode 100644 cpld/XC95144XL/MXSE_html/tim/timing_report 2.htm delete mode 100644 cpld/XC95144XL/MXSE_html/tim/toc.css delete mode 100644 cpld/XC95144XL/MXSE_html/tim/topnav.htm delete mode 100644 cpld/XC95144XL/MXSE_ngdbuild 2.xrpt create mode 100644 cpld/XC95144XL/MXSE_pad.csv delete mode 100644 cpld/XC95144XL/MXSE_summary 2.html delete mode 100644 cpld/XC95144XL/MXSE_xst 2.xrpt create mode 100644 cpld/XC95144XL/_impact.cmd create mode 100644 cpld/XC95144XL/_impact.log delete mode 100644 cpld/XC95144XL/_xmsgs/pn_parser 2.xmsgs create mode 100644 cpld/XC95144XL/webtalk_pn.xml create mode 100644 cpld/auto_project.ipf create mode 100644 cpld/auto_project_1.ipf create mode 100644 cpld/impact.xsl create mode 100644 cpld/impact_impact.xwbt create mode 100644 cpld/usage_statistics_webtalk.html create mode 100644 cpld/webtalk.log create mode 100644 cpld/webtalk_impact.xml create mode 100644 gerber/WarpSE-BOM.csv rename gerber/{Warp-SE-B_Cu.gbl => WarpSE-B_Cu.gbl} (70%) rename gerber/{Warp-SE-B_Mask.gbs => WarpSE-B_Mask.gbs} (93%) rename gerber/{Warp-SE-B_Paste.gbp => WarpSE-B_Paste.gbp} (51%) rename gerber/{Warp-SE-B_Silkscreen.gbo => WarpSE-B_Silkscreen.gbo} (93%) rename gerber/{Warp-SE-Edge_Cuts.gm1 => WarpSE-Edge_Cuts.gm1} (81%) rename gerber/{Warp-SE-F_Cu.gtl => WarpSE-F_Cu.gtl} (85%) rename gerber/{Warp-SE-F_Mask.gts => WarpSE-F_Mask.gts} (96%) rename gerber/{Warp-SE-F_Paste.gtp => WarpSE-F_Paste.gtp} (95%) rename gerber/{Warp-SE-F_Silkscreen.gto => WarpSE-F_Silkscreen.gto} (80%) rename gerber/{Warp-SE-In1_Cu.g2 => WarpSE-In1_Cu.g2} (85%) rename gerber/{Warp-SE-In2_Cu.g3 => WarpSE-In2_Cu.g3} (60%) rename gerber/{Warp-SE-drl_map.ps => WarpSE-drl_map.ps} (78%) create mode 100644 gerber/WarpSE-top-pos.csv rename gerber/{Warp-SE.drl => WarpSE.drl} (65%) diff --git a/.gitignore b/.gitignore index 2d3ac29..adc040a 100644 --- a/.gitignore +++ b/.gitignore @@ -2,12 +2,6 @@ # Format documentation: http://kicad-pcb.org/help/file-formats/ # Temporary files -*.000 -*.bak -*.bck -*.kicad_pcb-bak -*.sch-bak -*~ _autosave-* *.tmp *-rescue.lib @@ -16,17 +10,6 @@ _autosave-* fp-info-cache Warp-SE-backups/* -# Netlist files (exported from Eeschema) -*.net - -# Autorouter files (exported from Pcbnew) -*.dsn -*.ses - -# Exported BOM files -*.xml -*.csv - *.DS_Store -Docs/Thumbs.db +Documentation/Thumbs.db Warp-SE.kicad_prl diff --git a/Control.kicad_sch b/Control.kicad_sch index 98f564d..d84c2c3 100644 --- a/Control.kicad_sch +++ b/Control.kicad_sch @@ -582,16 +582,16 @@ (junction (at 119.38 191.77) (diameter 0) (color 0 0 0 0) (uuid 15189cef-9045-423b-b4f6-a763d4e75704) ) - (junction (at 246.38 157.48) (diameter 0) (color 0 0 0 0) + (junction (at 243.84 157.48) (diameter 0) (color 0 0 0 0) (uuid 17cf1c88-8d51-4538-aa76-e35ac22d0ed0) ) (junction (at 129.54 191.77) (diameter 0) (color 0 0 0 0) (uuid 1a22eb2d-f625-4371-a918-ff1b97dc8219) ) - (junction (at 233.68 157.48) (diameter 0) (color 0 0 0 0) + (junction (at 231.14 157.48) (diameter 0) (color 0 0 0 0) (uuid 2028d85e-9e27-4758-8c0b-559fad072813) ) - (junction (at 231.14 20.32) (diameter 0) (color 0 0 0 0) + (junction (at 228.6 20.32) (diameter 0) (color 0 0 0 0) (uuid 234e1024-0b7f-410c-90bb-bae43af1eb25) ) (junction (at 139.7 191.77) (diameter 0) (color 0 0 0 0) @@ -600,46 +600,46 @@ (junction (at 139.7 186.69) (diameter 0) (color 0 0 0 0) (uuid 35fb7c56-dc85-43f7-b954-81b8040a8500) ) - (junction (at 241.3 157.48) (diameter 0) (color 0 0 0 0) + (junction (at 238.76 157.48) (diameter 0) (color 0 0 0 0) (uuid 3fa05934-8ad1-40a9-af5c-98ad298eb412) ) - (junction (at 236.22 157.48) (diameter 0) (color 0 0 0 0) + (junction (at 233.68 157.48) (diameter 0) (color 0 0 0 0) (uuid 49488c82-6277-4d05-a051-6a9df142c373) ) (junction (at 119.38 186.69) (diameter 0) (color 0 0 0 0) (uuid 560d05a7-84e4-403a-80d1-f287a4032b8a) ) - (junction (at 238.76 20.32) (diameter 0) (color 0 0 0 0) + (junction (at 236.22 20.32) (diameter 0) (color 0 0 0 0) (uuid 6762c669-2824-49a2-8bd4-3f19091dd75a) ) (junction (at 160.02 186.69) (diameter 0) (color 0 0 0 0) (uuid 7274c82d-0cb9-47de-b093-7d848f491410) ) - (junction (at 236.22 20.32) (diameter 0) (color 0 0 0 0) + (junction (at 233.68 20.32) (diameter 0) (color 0 0 0 0) (uuid 83e349fb-6338-43f9-ad3f-2e7f4b8bb4a9) ) (junction (at 109.22 186.69) (diameter 0) (color 0 0 0 0) (uuid 9de304ba-fba7-4896-b969-9d87a3522d74) ) - (junction (at 248.92 157.48) (diameter 0) (color 0 0 0 0) + (junction (at 246.38 157.48) (diameter 0) (color 0 0 0 0) (uuid a48f5fff-52e4-4ae8-8faa-7084c7ae8a28) ) - (junction (at 241.3 20.32) (diameter 0) (color 0 0 0 0) + (junction (at 238.76 20.32) (diameter 0) (color 0 0 0 0) (uuid a9d76dfc-52ba-46de-beb4-dab7b94ee663) ) - (junction (at 233.68 20.32) (diameter 0) (color 0 0 0 0) + (junction (at 231.14 20.32) (diameter 0) (color 0 0 0 0) (uuid aae6bc05-6036-4fc6-8be7-c70daf5c8932) ) (junction (at 149.86 191.77) (diameter 0) (color 0 0 0 0) (uuid ae8bb5ae-95ee-4e2d-8a0c-ae5b6149b4e3) ) - (junction (at 243.84 157.48) (diameter 0) (color 0 0 0 0) + (junction (at 241.3 157.48) (diameter 0) (color 0 0 0 0) (uuid b7b00984-6ab1-482e-b4b4-67cac44d44da) ) (junction (at 149.86 186.69) (diameter 0) (color 0 0 0 0) (uuid b8c8c7a1-d546-4878-9de9-463ec76dff98) ) - (junction (at 238.76 157.48) (diameter 0) (color 0 0 0 0) + (junction (at 236.22 157.48) (diameter 0) (color 0 0 0 0) (uuid be5a7017-fe9d-43ea-9a6a-8fe8deb78420) ) (junction (at 170.18 191.77) (diameter 0) (color 0 0 0 0) @@ -651,30 +651,30 @@ (junction (at 129.54 186.69) (diameter 0) (color 0 0 0 0) (uuid dfcef016-1bf5-4158-8a79-72d38a522877) ) - (junction (at 243.84 20.32) (diameter 0) (color 0 0 0 0) + (junction (at 241.3 20.32) (diameter 0) (color 0 0 0 0) (uuid e04b8c10-725b-4bde-8cbf-66bfea5053e6) ) - (no_connect (at 213.36 60.96) (uuid 3579cf2f-29b0-46b6-a07d-483fb5586322)) - (no_connect (at 213.36 58.42) (uuid 73f40fda-e6eb-4f93-9482-56cf47d84a87)) + (no_connect (at 210.82 60.96) (uuid 3579cf2f-29b0-46b6-a07d-483fb5586322)) + (no_connect (at 210.82 58.42) (uuid 73f40fda-e6eb-4f93-9482-56cf47d84a87)) - (bus_entry (at 203.2 63.5) (size 2.54 2.54) + (bus_entry (at 198.12 63.5) (size 2.54 2.54) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 0a1d0cbe-85ab-4f0f-b3b1-fcef21dfb600) ) - (bus_entry (at 203.2 129.54) (size 2.54 2.54) + (bus_entry (at 198.12 129.54) (size 2.54 2.54) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 0a5610bb-d01a-4417-8271-dc424dd2c838) ) - (bus_entry (at 203.2 71.12) (size 2.54 2.54) + (bus_entry (at 198.12 71.12) (size 2.54 2.54) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 0c544a8c-9f45-4205-9bca-1d91c95d58ef) ) - (bus_entry (at 203.2 27.94) (size 2.54 2.54) + (bus_entry (at 198.12 27.94) (size 2.54 2.54) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 0fb27e11-fde6-4a25-adbb-e9684771b369) ) - (bus_entry (at 203.2 35.56) (size 2.54 2.54) + (bus_entry (at 198.12 35.56) (size 2.54 2.54) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 2f3fba7a-cf45-4bd8-9035-07e6fa0b4732) ) @@ -682,19 +682,19 @@ (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 3a1a39fc-8030-4c93-9d9c-d79ba6824099) ) - (bus_entry (at 271.78 43.18) (size -2.54 2.54) + (bus_entry (at 269.24 43.18) (size -2.54 2.54) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 3b9c5ffd-e59b-402d-8c5e-052f7ca643a4) ) - (bus_entry (at 203.2 25.4) (size 2.54 2.54) + (bus_entry (at 198.12 25.4) (size 2.54 2.54) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 41c18011-40db-4384-9ba4-c0158d0d9d6a) ) - (bus_entry (at 203.2 30.48) (size 2.54 2.54) + (bus_entry (at 198.12 30.48) (size 2.54 2.54) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 4346fe55-f906-453a-b81a-1c013104a598) ) - (bus_entry (at 203.2 45.72) (size 2.54 2.54) + (bus_entry (at 198.12 45.72) (size 2.54 2.54) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 456c5e47-d71e-4708-b061-1e61634d8648) ) @@ -702,11 +702,11 @@ (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 49b5f540-e128-4e08-bb09-f321f8e64056) ) - (bus_entry (at 203.2 48.26) (size 2.54 2.54) + (bus_entry (at 198.12 48.26) (size 2.54 2.54) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 49fec31e-3712-4229-8142-b191d90a97d0) ) - (bus_entry (at 271.78 45.72) (size -2.54 2.54) + (bus_entry (at 269.24 45.72) (size -2.54 2.54) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 4fb2577d-2e1c-480c-9060-124510b35053) ) @@ -714,7 +714,7 @@ (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 5a33f5a4-a470-4c04-9e2d-532b5f01a5d6) ) - (bus_entry (at 203.2 73.66) (size 2.54 2.54) + (bus_entry (at 198.12 73.66) (size 2.54 2.54) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 60d26b83-9c3a-4edb-93ef-ab3d9d05e8cb) ) @@ -722,51 +722,51 @@ (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 6133fb54-5524-482e-9ae2-adbf29aced9e) ) - (bus_entry (at 271.78 38.1) (size -2.54 2.54) + (bus_entry (at 269.24 38.1) (size -2.54 2.54) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 6b6d35dc-fa1d-46c5-87c0-b0652011059d) ) - (bus_entry (at 271.78 35.56) (size -2.54 2.54) + (bus_entry (at 269.24 35.56) (size -2.54 2.54) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 720ec55a-7c69-4064-b792-ef3dbba4eab9) ) - (bus_entry (at 203.2 86.36) (size 2.54 2.54) + (bus_entry (at 198.12 86.36) (size 2.54 2.54) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 765684c2-53b3-4ef7-bd1b-7a4a73d87b76) ) - (bus_entry (at 203.2 127) (size 2.54 2.54) + (bus_entry (at 198.12 127) (size 2.54 2.54) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 9f4abbc0-6ac3-48f0-b823-2c1c19349540) ) - (bus_entry (at 203.2 78.74) (size 2.54 2.54) + (bus_entry (at 198.12 78.74) (size 2.54 2.54) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid ae158d42-76cc-4911-a621-4cc28931c98b) ) - (bus_entry (at 203.2 76.2) (size 2.54 2.54) + (bus_entry (at 198.12 76.2) (size 2.54 2.54) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid bb5d2eae-a96e-45dd-89aa-125fe22cc2fa) ) - (bus_entry (at 203.2 68.58) (size 2.54 2.54) + (bus_entry (at 198.12 68.58) (size 2.54 2.54) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid c37d3f0c-41ec-4928-8869-febc821c6326) ) - (bus_entry (at 203.2 33.02) (size 2.54 2.54) + (bus_entry (at 198.12 33.02) (size 2.54 2.54) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid c512fed3-9770-476b-b048-e781b4f3cd72) ) - (bus_entry (at 203.2 40.64) (size 2.54 2.54) + (bus_entry (at 198.12 40.64) (size 2.54 2.54) (stroke (width 0) (type 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")) +var pcbdata = JSON.parse(LZString.decompressFromBase64("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a/MC68k.kicad_sch +++ b/MC68k.kicad_sch @@ -1233,7 +1233,7 @@ (property "Reference" "#PWR0101" (id 0) (at 30.48 57.15 0) (effects (font (size 1.27 1.27)) hide) ) - (property "Value" "+5V" (id 1) (at 30.48 49.53 0)) + (property "Value" "+5V" (id 1) (at 33.02 50.8 0)) (property "Footprint" "" (id 2) (at 30.48 53.34 0) (effects (font (size 1.27 1.27)) hide) ) diff --git a/PDS.kicad_sch b/PDS.kicad_sch index 4bc8273..4954711 100644 --- a/PDS.kicad_sch +++ b/PDS.kicad_sch @@ -695,34 +695,34 @@ ) ) - (junction (at 69.85 92.71) (diameter 0) (color 0 0 0 0) + (junction (at 72.39 91.44) (diameter 0) (color 0 0 0 0) (uuid 064853d1-fee5-4dc2-a187-8cbdd26d3919) ) - (junction (at 69.85 59.69) (diameter 0) (color 0 0 0 0) + (junction (at 72.39 58.42) (diameter 0) (color 0 0 0 0) (uuid 098afe52-27f0-4ec0-bf39-4eb766d2a851) ) - (junction (at 69.85 62.23) (diameter 0) (color 0 0 0 0) + (junction (at 72.39 60.96) (diameter 0) (color 0 0 0 0) (uuid 11cae898-6e02-4314-87c3-bfa88f249303) ) - (junction (at 69.85 69.85) (diameter 0) (color 0 0 0 0) + (junction (at 72.39 68.58) (diameter 0) (color 0 0 0 0) (uuid 127b0e8c-8b10-4db4-b691-908ac98caaf1) ) (junction (at 33.02 157.48) (diameter 0) (color 0 0 0 0) (uuid 1bb16fed-1537-47fa-90f6-8dc136da5d16) ) - (junction (at 69.85 100.33) (diameter 0) (color 0 0 0 0) + (junction (at 72.39 99.06) (diameter 0) (color 0 0 0 0) (uuid 2ff15691-c9f8-4e08-a694-3230522780fc) ) - (junction (at 69.85 135.89) (diameter 0) (color 0 0 0 0) + (junction (at 72.39 134.62) (diameter 0) (color 0 0 0 0) (uuid 41fc1c23-edd4-45a5-8036-7f62b013770f) ) - (junction (at 69.85 95.25) (diameter 0) (color 0 0 0 0) + (junction (at 72.39 93.98) (diameter 0) (color 0 0 0 0) (uuid 5da06777-0696-4bb2-8c9a-78c96b4b3e90) ) (junction (at 93.98 162.56) (diameter 0) (color 0 0 0 0) (uuid 63892cea-0371-47b0-925d-c40106168946) ) - (junction (at 69.85 67.31) (diameter 0) (color 0 0 0 0) + (junction (at 72.39 66.04) (diameter 0) (color 0 0 0 0) (uuid 741561bb-6157-4c58-bb00-0f2a32b21238) 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(stroke (width 0) (type default) (color 0 0 0 0)) + (uuid 61f8db63-6e8e-4258-ad83-bbd4865253ee) + ) + + (wire (pts (xy 72.39 71.12) (xy 72.39 68.58)) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 6428332e-b689-4aa8-86bb-3bee31b6f177) ) @@ -1116,11 +1116,11 @@ (uuid 73cd58cf-64e3-4c8e-aa18-418cbbd5eda2) ) - (wire (pts (xy 69.85 80.01) (xy 69.85 77.47)) + (wire (pts (xy 72.39 78.74) (xy 72.39 76.2)) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 7401f61b-dc36-4f5a-ba3e-b101a22bf1fc) ) - (wire (pts (xy 69.85 64.77) (xy 69.85 62.23)) + (wire (pts (xy 72.39 63.5) (xy 72.39 60.96)) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 76a87642-211c-44f2-a488-190d6dc3728e) ) @@ -1162,10 +1162,6 @@ (uuid 7fb4b15d-ec89-4bf7-876e-be4946b25d3f) ) - (wire (pts (xy 102.87 63.5) (xy 113.03 63.5)) - (stroke (width 0) (type default) (color 0 0 0 0)) - (uuid 7fd11519-eb9e-4413-8ca2-e43e38c699f6) - ) (wire (pts (xy 38.1 119.38) (xy 43.18 119.38)) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 84e154cc-34e9-48ac-ab7e-fc52b3bc90d0) @@ -1196,7 +1192,7 @@ (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 99c0b885-9395-4eaa-a204-8d7dea094883) ) - (wire (pts (xy 69.85 133.35) (xy 69.85 135.89)) + (wire (pts (xy 72.39 132.08) (xy 72.39 134.62)) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 9b4851fe-4e2f-4de0-a685-8e53004d88aa) ) @@ -1218,7 +1214,7 @@ (uuid a48abe71-c26f-4733-9578-7b7091fac6a2) ) - (wire (pts (xy 69.85 92.71) (xy 69.85 95.25)) + (wire (pts (xy 72.39 91.44) (xy 72.39 93.98)) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid a4971cc2-2bc0-4979-86df-10f6aaaa3b65) ) @@ -1234,7 +1230,7 @@ (stroke (width 0) (type default) (color 0 0 0 0)) (uuid ab26a42e-b7f6-4a80-b26c-c01085e448c7) ) - (wire (pts (xy 69.85 77.47) (xy 69.85 74.93)) + (wire (pts (xy 72.39 76.2) (xy 72.39 73.66)) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid ad4fcc27-bf1e-4e2e-ab26-9b8032da7693) ) @@ -1242,6 +1238,10 @@ (stroke (width 0) (type default) (color 0 0 0 0)) (uuid b02d02f6-d244-430b-bb33-eb4c9b09ade2) ) + (bus (pts (xy 110.49 93.98) (xy 111.76 93.98)) + (stroke (width 0) (type default) (color 0 0 0 0)) + (uuid b4cc6bb1-3547-4184-a6ad-61770c704cbd) + ) (wire (pts (xy 38.1 104.14) (xy 43.18 104.14)) (stroke (width 0) (type default) (color 0 0 0 0)) @@ -1260,7 +1260,7 @@ (uuid c374668c-56af-42dd-a650-35352e96de63) ) - (wire (pts (xy 69.85 74.93) (xy 69.85 72.39)) + (wire (pts (xy 72.39 73.66) (xy 72.39 71.12)) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid c7524402-4dbd-4d05-888d-edab7e79a150) ) @@ -1273,7 +1273,7 @@ (uuid c9472688-f970-4de5-b835-517dfc9f706b) ) - (wire (pts (xy 72.39 59.69) (xy 69.85 59.69)) + (wire (pts (xy 74.93 58.42) (xy 72.39 58.42)) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid cfec88d2-05ea-4320-9be6-2559d89ee700) ) @@ -1294,7 +1294,7 @@ (stroke (width 0) (type default) (color 0 0 0 0)) (uuid e2349eb5-0f2d-4c2a-b154-1cfe1ab9cd91) ) - (wire (pts (xy 77.47 130.81) (xy 69.85 130.81)) + (wire (pts (xy 80.01 129.54) (xy 72.39 129.54)) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid e3903eeb-8b72-4b40-a088-cbbba270c01b) ) @@ -1303,7 +1303,7 @@ (uuid e6c527f0-095b-4282-abfa-4a716c6205f5) ) - (wire (pts (xy 69.85 97.79) (xy 69.85 100.33)) + (wire (pts (xy 72.39 96.52) (xy 72.39 99.06)) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid e73ef891-c9f9-42ab-894b-b2580ee0b0a1) ) @@ -1324,7 +1324,7 @@ (uuid eb2a54fb-5e1e-4ee1-a74e-d6a2abf55d80) ) - (wire (pts (xy 69.85 90.17) (xy 69.85 92.71)) + (wire (pts (xy 72.39 88.9) (xy 72.39 91.44)) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid ec1ade12-3e4c-4517-be56-01c5cfbeed11) ) @@ -1350,11 +1350,11 @@ (uuid f387380a-e1fb-449a-8c5f-ba931e8194a3) ) - (wire (pts (xy 72.39 100.33) (xy 69.85 100.33)) + (wire (pts (xy 74.93 99.06) (xy 72.39 99.06)) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid f46fb303-7470-41c0-b6e8-4553c1d6503f) ) - (wire (pts (xy 72.39 135.89) (xy 69.85 135.89)) + (wire (pts (xy 74.93 134.62) (xy 72.39 134.62)) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid f58742f8-e57e-4646-a6f5-0463e0eceeb8) ) @@ -1541,7 +1541,7 @@ (effects (font (size 1.27 1.27)) (justify left)) (uuid 0208dcec-5844-41d6-8382-4437ac8ac82d) ) - (hierarchical_label "~{IPL}2" (shape output) (at 69.85 107.95 0) + (hierarchical_label "~{IPL}2" (shape output) (at 72.39 106.68 0) (effects (font (size 1.27 1.27)) (justify left)) (uuid 1569382e-a4f5-4166-a19c-b78580f8c980) ) @@ -1561,7 +1561,7 @@ (effects (font (size 1.27 1.27)) (justify left)) (uuid 4208e41d-1d0a-40b9-bf94-fcbeb6562f9d) ) - (hierarchical_label "~{IPL}1" (shape output) (at 69.85 105.41 0) + (hierarchical_label "~{IPL}1" (shape output) (at 72.39 104.14 0) (effects (font (size 1.27 1.27)) (justify left)) (uuid 4625ef31-ba9f-4b3e-8ebc-93b4658ad74a) ) @@ -1573,7 +1573,7 @@ (effects (font (size 1.27 1.27)) (justify left)) (uuid 60d30b2f-02cb-42f2-b2ed-c84cb33e3e36) ) - (hierarchical_label "A[23..1]" (shape bidirectional) (at 45.72 68.58 0) + (hierarchical_label "A[23..1]" (shape bidirectional) (at 46.99 68.58 0) (effects (font (size 1.27 1.27)) (justify left)) (uuid 710852c3-85af-44f2-af12-adc5798f2795) ) @@ -1581,15 +1581,15 @@ (effects (font (size 1.27 1.27)) (justify left)) (uuid 933a17ae-06d4-4de3-aae1-d3835cc0d957) ) - (hierarchical_label "D[15..0]" (shape bidirectional) (at 110.49 93.98 0) + (hierarchical_label "D[15..0]" (shape bidirectional) (at 111.76 93.98 0) (effects (font (size 1.27 1.27)) (justify left)) (uuid 96815f61-f3f5-43c2-b68f-856577233f16) ) - (hierarchical_label "~{BERR}" (shape output) (at 69.85 110.49 0) + (hierarchical_label "~{BERR}" (shape output) (at 72.39 109.22 0) (effects (font (size 1.27 1.27)) (justify left)) (uuid a2ead14b-89a8-4438-a7df-7876de28e69a) ) - (hierarchical_label "~{IPL}0" (shape output) (at 69.85 102.87 0) + (hierarchical_label "~{IPL}0" (shape output) (at 72.39 101.6 0) (effects (font (size 1.27 1.27)) (justify left)) (uuid a6694369-d7a9-41d0-a88e-8a3c16982564) ) @@ -1605,6 +1605,14 @@ (effects (font (size 1.27 1.27)) (justify left)) (uuid df3e0d78-29b1-4811-9600-571610f4b8a8) ) + (hierarchical_label "~{BG}" (shape output) (at 102.87 68.58 0) + (effects (font (size 1.27 1.27)) (justify left)) + (uuid dfa923af-e317-49a2-8f50-ed13e05cb0c1) + ) + (hierarchical_label "~{BR}" (shape input) (at 102.87 63.5 0) + (effects (font (size 1.27 1.27)) (justify left)) + (uuid ee8a6fd8-1e7f-4e43-ab8e-8f82128f2170) + ) (symbol (lib_id "GW_Connector:MacSEPDS") (at 34.29 100.33 0) (unit 1) (in_bom yes) (on_board yes) @@ -1651,15 +1659,15 @@ (pin "A9" (uuid 8c4e0e15-73c5-4a3c-af3e-a7a172316f69)) ) - (symbol (lib_id "GW_Connector:MacSEPDS") (at 66.04 101.6 0) (unit 2) + (symbol (lib_id "GW_Connector:MacSEPDS") (at 68.58 100.33 0) (unit 2) (in_bom yes) (on_board yes) (uuid 00000000-0000-0000-0000-00005f6df4c8) - (property "Reference" "J1" (id 0) (at 62.5348 52.9082 0)) - (property "Value" "MacSEPDS" (id 1) (at 62.5348 55.2196 0)) - (property "Footprint" "stdpads:DIN41612_R_3x32_Male_Vertical_THT" (id 2) (at 66.04 55.88 0) + (property "Reference" "J1" (id 0) (at 65.0748 51.6382 0)) + (property "Value" "MacSEPDS" (id 1) (at 65.0748 53.9496 0)) + (property "Footprint" "stdpads:DIN41612_R_3x32_Male_Vertical_THT" (id 2) (at 68.58 54.61 0) (effects (font (size 1.27 1.27)) hide) ) - (property "Datasheet" "" (id 3) (at 66.04 55.88 0) + (property "Datasheet" "" (id 3) (at 68.58 54.61 0) (effects (font (size 1.27 1.27)) hide) ) (pin "B1" (uuid a2d090b5-bdc2-4863-87f2-2ea46a246d3d)) @@ -1741,33 +1749,33 @@ (pin "C9" (uuid 0844b132-5386-469c-86ff-d527c8a00608)) ) - (symbol (lib_id "power:+5V") (at 72.39 100.33 0) (unit 1) + (symbol (lib_id "power:+5V") (at 74.93 99.06 0) (unit 1) (in_bom yes) (on_board yes) (uuid 00000000-0000-0000-0000-00005f6e26cc) - (property "Reference" "#PWR0143" (id 0) (at 72.39 104.14 0) + (property "Reference" "#PWR0143" (id 0) (at 74.93 102.87 0) (effects (font (size 1.27 1.27)) hide) ) - (property "Value" "+5V" (id 1) (at 72.39 96.52 0)) - (property "Footprint" "" (id 2) (at 72.39 100.33 0) + (property "Value" "+5V" (id 1) (at 74.93 95.25 0)) + (property "Footprint" "" (id 2) (at 74.93 99.06 0) (effects (font (size 1.27 1.27)) hide) ) - (property "Datasheet" "" (id 3) (at 72.39 100.33 0) + (property "Datasheet" "" (id 3) (at 74.93 99.06 0) (effects (font (size 1.27 1.27)) hide) ) (pin "1" (uuid 6287def5-62b2-4024-b166-e38fa9a13630)) ) - (symbol (lib_id "power:GND") (at 72.39 59.69 0) (unit 1) + (symbol (lib_id "power:GND") (at 74.93 58.42 0) (unit 1) (in_bom yes) (on_board yes) (uuid 00000000-0000-0000-0000-00005f6e368e) - (property "Reference" "#PWR0144" (id 0) (at 72.39 66.04 0) + (property "Reference" "#PWR0144" (id 0) (at 74.93 64.77 0) (effects (font (size 1.27 1.27)) hide) ) - (property "Value" "GND" (id 1) (at 72.39 63.5 0)) - (property "Footprint" "" (id 2) (at 72.39 59.69 0) + (property "Value" "GND" (id 1) (at 74.93 62.23 0)) + (property "Footprint" "" (id 2) (at 74.93 58.42 0) (effects (font (size 1.27 1.27)) hide) ) - (property "Datasheet" "" (id 3) (at 72.39 59.69 0) + (property "Datasheet" "" (id 3) (at 74.93 58.42 0) (effects (font (size 1.27 1.27)) hide) ) (pin "1" (uuid 3b6dd4ee-11c2-4737-a9fa-7ec95710931c)) @@ -1821,17 +1829,17 @@ (pin "1" (uuid e6f9345b-cf9f-4319-8dda-75e3abf6a605)) ) - (symbol (lib_id "power:GND") (at 77.47 130.81 0) (unit 1) + (symbol (lib_id "power:GND") (at 80.01 129.54 0) (unit 1) (in_bom yes) (on_board yes) (uuid 00000000-0000-0000-0000-00005f6e6fcb) - (property "Reference" "#PWR0149" (id 0) (at 77.47 137.16 0) + (property "Reference" "#PWR0149" (id 0) (at 80.01 135.89 0) (effects (font (size 1.27 1.27)) hide) ) - (property "Value" "GND" (id 1) (at 77.47 134.62 0)) - (property "Footprint" "" (id 2) (at 77.47 130.81 0) + (property "Value" "GND" (id 1) (at 80.01 133.35 0)) + (property "Footprint" "" (id 2) (at 80.01 129.54 0) (effects (font (size 1.27 1.27)) hide) ) - (property "Datasheet" "" (id 3) (at 77.47 130.81 0) + (property "Datasheet" "" (id 3) (at 80.01 129.54 0) (effects (font (size 1.27 1.27)) hide) ) (pin "1" (uuid d5ddcb68-69ee-47bb-947f-7c80028aafb7)) @@ -2027,33 +2035,17 @@ (pin "1" (uuid 40147430-75f3-4901-978e-fbb941026134)) ) - (symbol (lib_id "power:GND") (at 113.03 68.58 0) (unit 1) - (in_bom yes) (on_board yes) - (uuid 00000000-0000-0000-0000-000061704865) - (property "Reference" "#PWR0156" (id 0) (at 113.03 74.93 0) - (effects (font (size 1.27 1.27)) hide) - ) - (property "Value" "GND" (id 1) (at 113.03 72.39 0)) - (property "Footprint" "" (id 2) (at 113.03 68.58 0) - (effects (font (size 1.27 1.27)) hide) - ) - (property "Datasheet" "" (id 3) (at 113.03 68.58 0) - (effects (font (size 1.27 1.27)) hide) - ) - (pin "1" (uuid 22962f40-7568-4570-bdcf-54a33dacd259)) - ) - - (symbol (lib_id "power:-5V") (at 69.85 138.43 180) (unit 1) + (symbol (lib_id "power:-5V") (at 72.39 137.16 180) (unit 1) (in_bom yes) (on_board yes) (uuid 00000000-0000-0000-0000-00006176540d) - (property "Reference" "#PWR0109" (id 0) (at 69.85 140.97 0) + (property "Reference" "#PWR0109" (id 0) (at 72.39 139.7 0) (effects (font (size 1.27 1.27)) hide) ) - (property "Value" "-5V" (id 1) (at 69.85 142.24 0)) - (property "Footprint" "" (id 2) (at 69.85 138.43 0) + (property "Value" "-5V" (id 1) (at 72.39 140.97 0)) + (property "Footprint" "" (id 2) (at 72.39 137.16 0) (effects (font (size 1.27 1.27)) hide) ) - (property "Datasheet" "" (id 3) (at 69.85 138.43 0) + (property "Datasheet" "" (id 3) (at 72.39 137.16 0) (effects (font (size 1.27 1.27)) hide) ) (pin "1" (uuid 53972f30-0e63-44ba-8151-bc725f5d8800)) @@ -2075,17 +2067,17 @@ (pin "1" (uuid 9bd119a1-3f5e-4d3e-99ad-3842a1f9d5e1)) ) - (symbol (lib_id "power:+12V") (at 72.39 135.89 0) (unit 1) + (symbol (lib_id "power:+12V") (at 74.93 134.62 0) (unit 1) (in_bom yes) (on_board yes) (uuid 00000000-0000-0000-0000-000061774c31) - (property "Reference" "#PWR0111" (id 0) (at 72.39 139.7 0) + (property "Reference" "#PWR0111" (id 0) (at 74.93 138.43 0) (effects (font (size 1.27 1.27)) hide) ) - (property "Value" "+12V" (id 1) (at 72.39 132.08 0)) - (property "Footprint" "" (id 2) (at 72.39 135.89 0) + (property "Value" "+12V" (id 1) (at 74.93 130.81 0)) + (property "Footprint" "" (id 2) (at 74.93 134.62 0) (effects (font (size 1.27 1.27)) hide) ) - (property "Datasheet" "" (id 3) (at 72.39 135.89 0) + (property "Datasheet" "" (id 3) (at 74.93 134.62 0) (effects (font (size 1.27 1.27)) hide) ) (pin "1" (uuid 5ae5dfb4-7aa0-4370-8d85-5e29d928370c)) diff --git a/RAMROM.kicad_sch b/RAMROM.kicad_sch index d0c8b30..6e8e435 100644 --- a/RAMROM.kicad_sch +++ b/RAMROM.kicad_sch @@ -436,9 +436,15 @@ ) ) + (junction (at 156.21 115.57) (diameter 0) (color 0 0 0 0) + (uuid 124ce659-22a5-4a84-b30d-e5ec849b4e60) + ) (junction (at 265.43 111.76) (diameter 0) (color 0 0 0 0) (uuid 24fbbd33-4896-414c-ba79-167809dd0e90) ) + (junction (at 166.37 120.65) (diameter 0) (color 0 0 0 0) + (uuid 36e0febe-ee03-4736-a347-1125cc37f35b) + ) (junction (at 265.43 106.68) (diameter 0) (color 0 0 0 0) (uuid 54ea3c91-f824-4ee5-a744-4634dc7b3e93) ) @@ -454,9 +460,15 @@ (junction (at 125.73 115.57) (diameter 0) (color 0 0 0 0) (uuid 856c0384-2dfc-47d2-a66c-a145c3149f14) ) + (junction (at 156.21 120.65) (diameter 0) (color 0 0 0 0) + (uuid c0bd1545-59cd-44cf-988b-e20f15f0765b) + ) (junction (at 135.89 120.65) (diameter 0) (color 0 0 0 0) (uuid cad44c02-7fd2-4e9a-b93a-e1b73d6a3ee6) ) + (junction (at 146.05 115.57) (diameter 0) (color 0 0 0 0) + (uuid d3ee6eac-d3bf-4f23-b360-491cc573114b) + ) (junction (at 275.59 111.76) (diameter 0) (color 0 0 0 0) (uuid da8cef22-8613-4e08-9b41-406c689b1603) ) @@ -471,10 +483,6 @@ (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 01422660-08c8-48f3-98ca-26cbe7f98f5b) ) - (bus_entry (at 205.74 114.3) (size -2.54 2.54) - (stroke (width 0) (type default) (color 0 0 0 0)) - (uuid 077985bd-c8a6-43b8-af30-1141a8334306) - ) (bus_entry (at 69.85 118.11) (size 2.54 -2.54) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 08bb8c58-1868-4a96-8aaa-36d9e141ec38) @@ -655,10 +663,6 @@ (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 88fb8817-4ee2-4465-a9af-37fedc8b835b) ) - (bus_entry (at 205.74 68.58) (size -2.54 2.54) - (stroke (width 0) (type default) (color 0 0 0 0)) - (uuid 8aaa3345-c586-4729-9584-3137be876023) - ) (bus_entry (at 69.85 90.17) (size 2.54 -2.54) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 8b9c1722-a1fd-4391-b4b4-854b2cc1549f) @@ -857,10 +861,6 @@ (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 02895aea-3803-4b34-aaa6-c68c91c22fb6) ) - (bus (pts (xy 203.2 114.3) (xy 203.2 116.84)) - (stroke (width 0) (type default) (color 0 0 0 0)) - (uuid 02ef6ba5-01cf-4775-8ed2-2f5400027aad) - ) (bus (pts (xy 69.85 74.93) (xy 69.85 77.47)) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 0577beb6-fe9c-49d6-88c3-b0dc41d06ee3) @@ -1041,10 +1041,6 @@ (uuid 427ea469-a00c-48a4-8283-a7d9e027923d) ) - (wire (pts (xy 210.82 114.3) (xy 205.74 114.3)) - (stroke (width 0) (type default) (color 0 0 0 0)) - (uuid 44c331f8-33e4-4ba1-bb1e-3071cc175bfd) - ) (wire (pts (xy 210.82 76.2) (xy 205.74 76.2)) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 4612f9f0-1343-4ba7-94dd-7d3e9fc08dad) @@ -1130,6 +1126,10 @@ (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 60ca4740-3009-4486-93d6-c2502818122b) ) + (wire (pts (xy 146.05 120.65) (xy 156.21 120.65)) + (stroke (width 0) (type default) (color 0 0 0 0)) + (uuid 631fad6b-39ab-4683-8f03-06d96c2cffa8) + ) (wire (pts (xy 77.47 107.95) (xy 72.39 107.95)) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 63ace593-9960-4666-bb08-47e6f085cee8) @@ -1151,6 +1151,10 @@ (uuid 6c3ce6af-6581-49de-9e44-109535b22e0f) ) + (wire (pts (xy 146.05 115.57) (xy 156.21 115.57)) + (stroke (width 0) (type default) (color 0 0 0 0)) + (uuid 6cbd23ab-044d-4d6c-a58a-ab9085806702) + ) (wire (pts (xy 210.82 66.04) (xy 205.74 66.04)) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 6d401fdd-c1f6-4321-96c4-4843b6143be9) @@ -1246,10 +1250,6 @@ (uuid 840a2ba2-91b3-4f28-9c93-d358b4ac2daa) ) - (wire (pts (xy 210.82 68.58) (xy 205.74 68.58)) - (stroke (width 0) (type default) (color 0 0 0 0)) - (uuid 845f389f-ac5c-4af4-aa4f-3b1355707a5f) - ) (wire (pts (xy 77.47 87.63) (xy 72.39 87.63)) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 874dbaf8-adf6-4f01-81a0-e037bac53346) @@ -1300,10 +1300,6 @@ (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 93579848-3c8e-40db-a11f-27e2944f5ed1) ) - (bus (pts (xy 203.2 71.12) (xy 203.2 76.2)) - (stroke (width 0) (type default) (color 0 0 0 0)) - (uuid 9379168f-48ca-4895-ae2a-f80925ada292) - ) (bus (pts (xy 105.41 77.47) (xy 105.41 80.01)) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid 95bbe087-b236-4671-a367-256052c9a762) @@ -1395,6 +1391,11 @@ (stroke (width 0) (type default) (color 0 0 0 0)) (uuid b13ec6aa-ced8-41c3-a177-f5f5e220aa52) ) + + (wire (pts (xy 156.21 115.57) (xy 166.37 115.57)) + (stroke (width 0) (type default) (color 0 0 0 0)) + (uuid b16f84f3-f0f9-4259-bc5f-fc9ce360b3ba) + ) (bus (pts (xy 203.2 127) (xy 203.2 129.54)) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid b1a9dace-99c0-47cc-a010-0c83878d27cc) @@ -1462,7 +1463,7 @@ (stroke (width 0) (type default) (color 0 0 0 0)) (uuid c34f5129-9516-486b-b322-ada2d7baa6ba) ) - (bus (pts (xy 203.2 68.58) (xy 203.2 71.12)) + (bus (pts (xy 203.2 68.58) (xy 203.2 76.2)) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid c35b1d90-5923-4fad-9651-259dd8ec2387) ) @@ -1484,6 +1485,10 @@ (stroke (width 0) (type default) (color 0 0 0 0)) (uuid c96fb61f-984b-4e24-874e-ad2f1e86f9d7) ) + (wire (pts (xy 156.21 120.65) (xy 166.37 120.65)) + (stroke (width 0) (type default) (color 0 0 0 0)) + (uuid ca6a2ccc-3fc7-4ad2-a324-eb2962fcbcc3) + ) (bus (pts (xy 203.2 96.52) (xy 203.2 99.06)) (stroke (width 0) (type default) (color 0 0 0 0)) (uuid cb84ef73-1c8b-46e2-9c22-3f1a4b886d2c) @@ -1596,7 +1601,7 @@ (stroke (width 0) (type default) (color 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(label "RA11" (at 210.82 119.38 180) + (effects (font (size 1.27 1.27)) (justify right bottom)) + (uuid b6074471-20ba-4542-8f37-04be07af178d) + ) (label "A15" (at 210.82 81.28 180) (effects (font (size 1.27 1.27)) (justify right bottom)) (uuid b830f01d-0d9c-451a-9ac4-3e5744deb516) @@ -2039,10 +2052,6 @@ (effects (font (size 1.27 1.27)) (justify left)) (uuid 44cd273f-f3a1-4b9a-83a6-972b276409e1) ) - (hierarchical_label "B" (shape input) (at 210.82 71.12 180) - (effects (font (size 1.27 1.27)) (justify right)) - (uuid 495ef5b6-8285-4e01-ae9b-3f1afeab01f1) - ) (hierarchical_label "~{OE}" (shape input) (at 97.79 135.89 0) (effects (font (size 1.27 1.27)) (justify left)) (uuid 504cb9e4-5572-4208-bc9d-30a7efff8b9a) @@ -2075,10 +2084,6 @@ (effects (font (size 1.27 1.27)) (justify left)) (uuid 91637a62-ec43-463a-9edc-420af478d9cb) ) - (hierarchical_label "B" (shape input) (at 210.82 119.38 180) - (effects (font (size 1.27 1.27)) (justify right)) - (uuid 9e40d895-a947-4b33-a248-0d0dda788e56) - ) (hierarchical_label "~{RAS}" (shape input) (at 97.79 92.71 0) (effects (font (size 1.27 1.27)) (justify left)) (uuid a1223b95-aa11-427a-b201-9190a86a68be) @@ -2582,6 +2587,50 @@ (pin "1" (uuid d590efe6-8b8a-49ca-a2b8-1c8b75eb0589)) ) + (symbol (lib_id "Device:C_Small") (at 166.37 118.11 0) (unit 1) + (in_bom yes) (on_board yes) + (uuid 288541b7-4c27-4a3d-a164-daf4be300490) + (property "Reference" "C51" (id 0) (at 167.64 116.84 0) + (effects (font (size 1.27 1.27)) (justify left)) + ) + (property "Value" "10u" (id 1) (at 167.64 119.38 0) + (effects (font (size 1.27 1.27)) (justify left)) + ) + (property "Footprint" "stdpads:C_0805" (id 2) (at 166.37 118.11 0) + (effects (font (size 1.27 1.27)) hide) + ) + (property "Datasheet" "~" (id 3) (at 166.37 118.11 0) + (effects (font (size 1.27 1.27)) hide) + ) + (property "LCSC Part" "C15850" (id 4) (at 166.37 118.11 0) + (effects (font (size 1.27 1.27)) hide) + ) + (pin "1" (uuid 595404d6-c1b3-4bbd-91de-e465514e5162)) + (pin "2" (uuid 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parent.leftnav.showInputLeft(); } diff --git a/cpld/XC95144XL/MXSE_html/fit/legend.jpg b/cpld/XC95144XL/MXSE_html/fit/legend.jpg deleted file mode 100644 index 1d04af024b10f70a03faa699fb2da92df25a3ced..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 1256 zcmex=9X@jO*zpr5PhGlvPb?HxGHT=yahkYr<3UbkKb$@|Xn~>>0l3-%LJOC;5^8;98;2VV88*>51JHKa(Qear>Bm)mQ%? zq4QY(Gb~_T|M!Fap&jRMT>j@#*886!M)*I2TJL*7|q# z`G4m&UWt-e_v}+j#r>Sb*=1b9pC%uaJeqZQQH{W?XP<7#x*yu)pUi!}QY!vH)IF8l zb)OiDy4HT0RKWP)`rJRpf9KiwK3wa6ApF*{g^TX}XGpkVyY!3Uy}L^?4hL7?c-o=h zZ}G5c%5)A1ZGqnocF7+;KRDj|$5(9k!^$mlogLcjInFORydtZt==RL?f49sFJNY<@ zPV7kQII+;{lV1o!t*Tz<2Pe(9x=*jvXvOi`|`FD6KAU@8ln+!F=gI!^5x&@qZ0s`@bLf&%pKJ z{w-sNi+`-wWp0~g+9Ed5MDLt(0JqHgs9*E;<@{a!pW#UcP|NG){|s-oFn*qX`2MZr zBlkEzOl@yBnX7dB&9{j<)whawo{%{Cv)=3ee}=XrAFuyqT3i4A=YNJr8H*bDf8_Yf z)?d)N{_j7-{C{fwsN60M26Qdxd<-LY)=T}nD0RGho$fo+UM}%ztf_8&PgW{CUVr+n Js|e%&n*i?m6>0zg diff --git a/cpld/XC95144XL/MXSE_html/fit/logic_legXC95.htm b/cpld/XC95144XL/MXSE_html/fit/logic_legXC95.htm deleted file mode 100644 index e253a0b..0000000 --- a/cpld/XC95144XL/MXSE_html/fit/logic_legXC95.htm +++ /dev/null @@ -1,2 +0,0 @@ -
-
diff --git a/cpld/XC95144XL/MXSE_html/fit/logic_legXbr.htm b/cpld/XC95144XL/MXSE_html/fit/logic_legXbr.htm deleted file mode 100644 index d256e25..0000000 --- a/cpld/XC95144XL/MXSE_html/fit/logic_legXbr.htm +++ /dev/null @@ -1,16 +0,0 @@ -
-I/O Style - OD    - OpenDrain
-          - PU    - Pullup
-          - PN    - Pulldown
-          - KPR   - Keeper
-          - S     - SchmittTrigger
-          - DG    - DataGate
-Reg Use   - LATCH - Transparent latch
-          - DFF   - D-flip-flop
-          - DEFF  - D-flip-flop with clock enable
-          - TFF   - T-flip-flop
-          - TDFF  - Dual-edge-triggered T-flip-flop
-          - DDFF  - Dual-edge-triggered flip-flop
-          - DDEFF - Dual-edge-triggered flip-flop with clock enable
-          /S (after any above flop/latch type) indicates initial state is Set
-
diff --git a/cpld/XC95144XL/MXSE_html/fit/logic_legXpla3.htm b/cpld/XC95144XL/MXSE_html/fit/logic_legXpla3.htm deleted file mode 100644 index c0e6f4a..0000000 --- a/cpld/XC95144XL/MXSE_html/fit/logic_legXpla3.htm +++ /dev/null @@ -1,3 +0,0 @@ -
-Legend: PU  - Pull Up
-
diff --git a/cpld/XC95144XL/MXSE_html/fit/logicleft.js b/cpld/XC95144XL/MXSE_html/fit/logicleft.js deleted file mode 100644 index 2fa4142..0000000 --- a/cpld/XC95144XL/MXSE_html/fit/logicleft.js +++ /dev/null @@ -1 +0,0 @@ -function showLogicLeft() { parent.leftnav.showLogicLeft(); } diff --git a/cpld/XC95144XL/MXSE_html/fit/mapinput_00 2.htm b/cpld/XC95144XL/MXSE_html/fit/mapinput_00 2.htm deleted file mode 100644 index a1fa8f4..0000000 --- a/cpld/XC95144XL/MXSE_html/fit/mapinput_00 2.htm +++ /dev/null @@ -1,304 +0,0 @@ - - - - - - -

Inputs

-
- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
Signal NameFunction BlockMacrocellPin NumberPin TypePin Use
A_FSB<10>FB4MC589I/OI
A_FSB<11>FB6MC1786I/OI
A_FSB<12>FB4MC992I/OI
A_FSB<13>FB6MC1482I/OI
A_FSB<14>FB4MC1193I/OI
A_FSB<15>FB6MC1180I/OI
A_FSB<16>FB4MC1495I/OI
A_FSB<17>FB4MC1596I/OI
A_FSB<18>FB6MC576I/OI
A_FSB<19>FB8MC1773I/OI
A_FSB<1>FB4MC690I/OI
A_FSB<20>FB8MC1471I/OI
A_FSB<21>FB8MC1168I/OI
A_FSB<22>FB2MC159I/OI
A_FSB<23>FB8MC866I/OI
A_FSB<2>FB1MC916I/OI
A_FSB<3>FB6MC878I/OI
A_FSB<4>FB7MC1156I/OI
A_FSB<5>FB1MC815I/OI
A_FSB<6>FB1MC1419I/OI
A_FSB<7>FB1MC1520I/OI
A_FSB<8>FB8MC564I/OI
A_FSB<9>FB1MC312I/OI
CLK2X_IOBFB1MC1722I/O/GCK1GCK
CLK_FSBFB3MC223I/O/GCK2GCK
CLK_IOBFB3MC827I/O/GCK3GCK/I
E_IOBFB5MC1749I/OI
nAS_FSBFB1MC513I/OI
nBERR_IOBFB1MC1218I/OI
nDTACK_IOBFB7MC854I/OI
nLDS_FSBFB3MC625I/OI
nRESFB2MC299I/O/GSRGSR/I
nUDS_FSBFB7MC552I/OI
nVPA_IOBFB7MC1459I/OI
nWE_FSBFB7MC1761I/OI
- - -
- -
- - diff --git a/cpld/XC95144XL/MXSE_html/fit/mapinput_00.htm b/cpld/XC95144XL/MXSE_html/fit/mapinput_00.htm index 6b46dde..964448d 100644 --- a/cpld/XC95144XL/MXSE_html/fit/mapinput_00.htm +++ b/cpld/XC95144XL/MXSE_html/fit/mapinput_00.htm @@ -231,6 +231,22 @@ I +SW<0> +FB7 +MC17 +61 +I/O +I + + +SW<1> +FB7 +MC15 +60 +I/O +I + + nAS_FSB FB3 MC14 @@ -247,6 +263,14 @@ I +nBG_IOB +FB8 +MC17 +73 +I/O +I + + nDTACK_IOB FB6 MC8 @@ -255,6 +279,14 @@ I +nIPL2 +FB4 +MC9 +92 +I/O +I + + nLDS_FSB FB3 MC12 diff --git a/cpld/XC95144XL/MXSE_html/fit/mapinput_01 2.htm b/cpld/XC95144XL/MXSE_html/fit/mapinput_01 2.htm deleted file mode 100644 index 01c4e3a..0000000 --- a/cpld/XC95144XL/MXSE_html/fit/mapinput_01 2.htm +++ /dev/null @@ -1,304 +0,0 @@ - - - - - - -

Inputs

- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
Signal NameFunction BlockMacrocellPin NumberPin TypePin Use
A_FSB<9>FB1MC312I/OI
nAS_FSBFB1MC513I/OI
A_FSB<5>FB1MC815I/OI
A_FSB<2>FB1MC916I/OI
nBERR_IOBFB1MC1218I/OI
A_FSB<6>FB1MC1419I/OI
A_FSB<7>FB1MC1520I/OI
CLK2X_IOBFB1MC1722I/O/GCK1GCK
nRESFB2MC299I/O/GSRGSR/I
A_FSB<22>FB2MC159I/OI
CLK_FSBFB3MC223I/O/GCK2GCK
nLDS_FSBFB3MC625I/OI
CLK_IOBFB3MC827I/O/GCK3GCK/I
A_FSB<10>FB4MC589I/OI
A_FSB<1>FB4MC690I/OI
A_FSB<12>FB4MC992I/OI
A_FSB<14>FB4MC1193I/OI
A_FSB<16>FB4MC1495I/OI
A_FSB<17>FB4MC1596I/OI
E_IOBFB5MC1749I/OI
A_FSB<18>FB6MC576I/OI
A_FSB<3>FB6MC878I/OI
A_FSB<15>FB6MC1180I/OI
A_FSB<13>FB6MC1482I/OI
A_FSB<11>FB6MC1786I/OI
nUDS_FSBFB7MC552I/OI
nDTACK_IOBFB7MC854I/OI
A_FSB<4>FB7MC1156I/OI
nVPA_IOBFB7MC1459I/OI
nWE_FSBFB7MC1761I/OI
A_FSB<8>FB8MC564I/OI
A_FSB<23>FB8MC866I/OI
A_FSB<21>FB8MC1168I/OI
A_FSB<20>FB8MC1471I/OI
A_FSB<19>FB8MC1773I/OI
- - -
- -
- - diff --git a/cpld/XC95144XL/MXSE_html/fit/mapinput_01.htm b/cpld/XC95144XL/MXSE_html/fit/mapinput_01.htm index 730a99f..b2503fc 100644 --- a/cpld/XC95144XL/MXSE_html/fit/mapinput_01.htm +++ b/cpld/XC95144XL/MXSE_html/fit/mapinput_01.htm @@ -239,6 +239,14 @@ I +nIPL2 +FB4 +MC9 +92 +I/O +I + + A_FSB<1> FB4 MC12 @@ -294,6 +302,30 @@ I/O I + +SW<1> +FB7 +MC15 +60 +I/O +I + + +SW<0> +FB7 +MC17 +61 +I/O +I + + +nBG_IOB +FB8 +MC17 +73 +I/O +I +
+ + + + + + + + + + + + + + + + + + + + + + + + @@ -263,6 +287,14 @@ + + + + + + + + diff --git a/cpld/XC95144XL/MXSE_html/fit/maplogic_00 2.htm b/cpld/XC95144XL/MXSE_html/fit/maplogic_00 2.htm deleted file mode 100644 index 539a58a..0000000 --- a/cpld/XC95144XL/MXSE_html/fit/maplogic_00 2.htm +++ /dev/null @@ -1,1459 +0,0 @@ - - - - - - -

Logic

-
diff --git a/cpld/XC95144XL/MXSE_html/fit/mapinput_02 2.htm b/cpld/XC95144XL/MXSE_html/fit/mapinput_02 2.htm deleted file mode 100644 index ddd0d2f..0000000 --- a/cpld/XC95144XL/MXSE_html/fit/mapinput_02 2.htm +++ /dev/null @@ -1,304 +0,0 @@ - - - - - - -

Inputs

- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
Signal NameFunction BlockMacrocellPin NumberPin TypePin Use
A_FSB<22>FB2MC159I/OI
A_FSB<9>FB1MC312I/OI
nAS_FSBFB1MC513I/OI
A_FSB<5>FB1MC815I/OI
A_FSB<2>FB1MC916I/OI
nBERR_IOBFB1MC1218I/OI
A_FSB<6>FB1MC1419I/OI
A_FSB<7>FB1MC1520I/OI
CLK2X_IOBFB1MC1722I/O/GCK1GCK
CLK_FSBFB3MC223I/O/GCK2GCK
nLDS_FSBFB3MC625I/OI
CLK_IOBFB3MC827I/O/GCK3GCK/I
E_IOBFB5MC1749I/OI
nUDS_FSBFB7MC552I/OI
nDTACK_IOBFB7MC854I/OI
A_FSB<4>FB7MC1156I/OI
nVPA_IOBFB7MC1459I/OI
nWE_FSBFB7MC1761I/OI
A_FSB<8>FB8MC564I/OI
A_FSB<23>FB8MC866I/OI
A_FSB<21>FB8MC1168I/OI
A_FSB<20>FB8MC1471I/OI
A_FSB<19>FB8MC1773I/OI
A_FSB<18>FB6MC576I/OI
A_FSB<3>FB6MC878I/OI
A_FSB<15>FB6MC1180I/OI
A_FSB<13>FB6MC1482I/OI
A_FSB<11>FB6MC1786I/OI
A_FSB<10>FB4MC589I/OI
A_FSB<1>FB4MC690I/OI
A_FSB<12>FB4MC992I/OI
A_FSB<14>FB4MC1193I/OI
A_FSB<16>FB4MC1495I/OI
A_FSB<17>FB4MC1596I/OI
nRESFB2MC299I/O/GSRGSR/I
- - -
- -
- - diff --git a/cpld/XC95144XL/MXSE_html/fit/mapinput_02.htm b/cpld/XC95144XL/MXSE_html/fit/mapinput_02.htm index 6a7837d..949f3f2 100644 --- a/cpld/XC95144XL/MXSE_html/fit/mapinput_02.htm +++ b/cpld/XC95144XL/MXSE_html/fit/mapinput_02.htm @@ -231,6 +231,30 @@
I
SW<1>FB7MC1560I/OI
SW<0>FB7MC1761I/OI
nBG_IOBFB8MC1773I/OI
nBERR_IOB FB6 MC5I
nIPL2FB4MC992I/OI
A_FSB<1> FB4 MC12
- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
Signal NameTotal PtermsTotal InputsFunction BlockMacrocellPower ModeSlew RatePin NumberPin TypePin UseReg Init State
ALE0M27FB5MC13STD  (b)(b)RESET
ALE0S12FB3MC8STD 27I/O/GCK3GCK/IRESET
BERR_IOBS48FB5MC15STD 46I/O(b)RESET
IOACT1015FB5MC1STD  (b)(b)RESET
IOBERR811FB5MC18STD  (b)(b)RESET
IOL035FB6MC16STD  (b)(b)RESET
IOREQ1419FB3MC13STD  (b)(b)RESET
IORW01820FB3MC3STD  (b)(b)RESET
IOU035FB6MC14STD 82I/OIRESET
$OpTx$FX_DC$60225FB1MC17STD 22I/O/GCK1GCK 
$OpTx$FX_DC$606512FB1MC4STD  (b)(b) 
RA<0>23FB4MC2STDFAST87I/OO 
RA<10>11FB8MC6STDFAST65I/OO 
RA<11>11FB8MC2STDFAST63I/OO 
RA<1>23FB5MC2STDFAST35I/OO 
RA<2>23FB4MC8STDFAST91I/OO 
RA<3>23FB5MC8STDFAST39I/OO 
RA<4>23FB4MC12STDFAST94I/OO 
RA<5>23FB7MC2STDFAST50I/OO 
RA<6>23FB7MC6STDFAST53I/OO 
RA<7>23FB7MC9STDFAST55I/OO 
RA<8>23FB7MC12STDFAST58I/OO 
RA<9>23FB7MC15STDFAST60I/OO 
RefAck12FB6MC5STD 76I/OIRESET
TimeoutA310FB2MC16STD  (b)(b)RESET
TimeoutB312FB2MC15STD 9I/OIRESET
cnt/RefCnt<0>00FB5MC10STD  (b)(b)RESET
cnt/RefCnt<1>11FB2MC8STD 3I/O/GTS1(b)RESET
cnt/RefCnt<2>12FB2MC7STD  (b)(b)RESET
cnt/RefCnt<3>13FB2MC6STD 2I/O/GTS4(b)RESET
cnt/RefCnt<4>14FB7MC3STD  (b)(b)RESET
cnt/RefCnt<5>15FB7MC1STD  (b)(b)RESET
cnt/RefCnt<6>16FB7MC16STD  (b)(b)RESET
cnt/RefCnt<7>17FB7MC14STD 59I/OIRESET
cnt/RefDone210FB2MC10STD  (b)(b)RESET
cnt/TimeoutBPre311FB2MC13STD  (b)(b)RESET
cs/nOverlay027FB7MC4STD  (b)(b)RESET
cs/nOverlay123FB4MC3STD  (b)(b)RESET
fsb/ASrf11FB3MC7STD  (b)(b)RESET
fsb/BERR0r38FB4MC16STD  (b)(b)RESET
fsb/BERR1r24FB2MC9STD 4I/O/GTS2(b)RESET
fsb/Ready0r38FB7MC7STD  (b)(b)RESET
fsb/Ready1r717FB1MC7STD  (b)(b)RESET
fsb/Ready2r922FB1MC12STD 18I/OIRESET
fsb/VPA2230FB1MC15STD 20I/OIRESET
fsb/VPA__or00001/fsb/VPA__or00001_D2820FB1MC10STD  (b)(b) 
iobm/BERRrf11FB5MC9STD 40I/O(b)RESET
iobm/BERRrr11FB5MC7STD  (b)(b)RESET
iobm/DTACKrf11FB6MC4STD  (b)(b)RESET
iobm/DTACKrr11FB6MC3STD  (b)(b)RESET
iobm/ES<0>37FB6MC13STD  (b)(b)RESET
iobm/ES<1>34FB6MC11STD 80I/OIRESET
iobm/ES<2>57FB6MC18STD  (b)(b)RESET
iobm/ES<3>36FB6MC10STD  (b)(b)RESET
iobm/ES<4>47FB6MC17STD 86I/OIRESET
iobm/ETACK16FB3MC14STD 32I/O(b)RESET
iobm/Er211FB6MC1STD  (b)(b)RESET
iobm/Er11FB8MC18STD  (b)(b)RESET
iobm/IOREQr11FB2MC5STD 1I/O/GTS3(b)RESET
iobm/IOS_FSM_FFd111FB8MC17STD 73I/OIRESET
iobm/IOS_FSM_FFd249FB5MC14STD 43I/O(b)RESET
iobm/IOS_FSM_FFd3510FB5MC16STD  (b)(b)RESET
iobm/IOS_FSM_FFd411FB5MC6STD 37I/O(b)RESET
iobm/IOS_FSM_FFd511FB5MC5STD 36I/O(b)RESET
iobm/IOS_FSM_FFd611FB5MC4STD  (b)(b)RESET
iobm/IOS_FSM_FFd713FB5MC3STD  (b)(b)RESET
iobm/IOS_FSM_FFd824FB5MC11STD 41I/O(b)SET
iobm/RESrf11FB2MC4STD  (b)(b)RESET
iobm/RESrr11FB2MC3STD  (b)(b)RESET
iobm/VPArf11FB2MC2STD 99I/O/GSRGSR/IRESET
iobm/VPArr11FB2MC1STD  (b)(b)RESET
iobs/Clear113FB3MC6STD 25I/OIRESET
iobs/IOACTr11FB3MC4STD  (b)(b)RESET
iobs/IOL122FB6MC8STD 78I/OIRESET
iobs/IORW11619FB3MC17STD 34I/O(b)RESET
iobs/IOReady48FB2MC18STD  (b)(b)RESET
iobs/IOU122FB6MC7STD  (b)(b)RESET
iobs/Load11418FB4MC6STD 90I/OIRESET
iobs/Once1718FB4MC10STD  (b)(b)RESET
iobs/PS_FSM_FFd123FB3MC12STD 30I/O(b)RESET
iobs/PS_FSM_FFd21419FB3MC9STD 28I/O(b)RESET
nADoutLE012FB8MC9STDFAST67I/OO 
nADoutLE123FB3MC11STDFAST29I/OOSET
nAS_IOB15FB2MC17STDFAST10I/OORESET
nAoutOE00FB8MC12STDFAST70I/OO 
nBERR_FSB39FB1MC6STDFAST14I/OO 
nCAS11FB6MC2STDFAST74I/OORESET
nDTACK_FSB2332FB1MC2STDFAST11I/OORESET
nDinLE12FB8MC15STDFAST72I/OORESET
nDinOE26FB4MC17STDFAST97I/OO 
nDoutOE27FB2MC14STDFAST8I/OORESET
nLDS_IOB37FB2MC11STDFAST6I/OORESET
nOE12FB1MC11STDFAST17I/OO 
nRAMLWE15FB6MC6STDFAST77I/OO 
nRAMUWE15FB6MC9STDFAST79I/OO 
nRAS38FB3MC5STDFAST24I/OO 
nROMCS25FB5MC12STDFAST42I/OO 
nROMWE12FB6MC12STDFAST81I/OO 
nUDS_IOB37FB2MC12STDFAST7I/OORESET
nVMA_IOB29FB3MC15STDFAST33I/OORESET
nVPA_FSB12FB6MC15STDFAST85I/OO 
ram/BACTr12FB3MC18STD  (b)(b)RESET
ram/Once510FB7MC10STD  (b)(b)RESET
ram/RAMDIS11815FB4MC14STD 95I/OIRESET
ram/RAMDIS2715FB7MC11STD 56I/OIRESET
ram/RAMReady1615FB7MC17STD 61I/OIRESET
ram/RASEL2015FB4MC1STD  (b)(b)RESET
ram/RS_FSM_FFd1510FB7MC8STD 54I/OIRESET
ram/RS_FSM_FFd21314FB7MC13STD  (b)(b)RESET
ram/RS_FSM_FFd31114FB7MC5STD 52I/OIRESET
- - -
- -
- - diff --git a/cpld/XC95144XL/MXSE_html/fit/maplogic_00.htm b/cpld/XC95144XL/MXSE_html/fit/maplogic_00.htm index 9013dae..46ccfc2 100644 --- a/cpld/XC95144XL/MXSE_html/fit/maplogic_00.htm +++ b/cpld/XC95144XL/MXSE_html/fit/maplogic_00.htm @@ -21,10 +21,10 @@ ALE0M -2 +3 5 FB6 -MC3 +MC7 STD     @@ -36,8 +36,8 @@ ALE0S 1 2 -FB4 -MC4 +FB1 +MC13 STD     @@ -49,8 +49,8 @@ BERR_IOBS 4 8 -FB5 -MC16 +FB4 +MC18 STD     @@ -59,8 +59,34 @@ RESET +CLK20EN +1 +1 +FB7 +MC14 +STD +FAST +59 +I/O +O +  + + +CLK25EN +1 +1 +FB7 +MC12 +STD +FAST +58 +I/O +O +  + + IOACT -6 +7 13 FB6 MC16 @@ -74,7 +100,7 @@ IOBERR 9 -14 +13 FB6 MC18 STD @@ -89,20 +115,7 @@ 3 5 FB4 -MC17 -STD -  -97 -I/O -I -RESET - - -IOREQ -14 -19 -FB5 -MC13 +MC16 STD     @@ -111,10 +124,23 @@ RESET +IOREQ +15 +20 +FB8 +MC9 +STD +  +67 +I/O +(b) +RESET + + IORW0 -18 -20 -FB5 +19 +21 +FB8 MC18 STD   @@ -127,8 +153,8 @@ IOU0 3 5 -FB4 -MC16 +FB1 +MC18 STD     @@ -137,29 +163,55 @@ RESET -$OpTx$FX_DC$609 +IPL2r0 +1 +1 +FB1 +MC12 +STD +  +18 +I/O +I +RESET + + +IPL2r1 +1 +1 +FB1 +MC11 +STD +  +17 +I/O +I +RESET + + +$OpTx$FX_DC$708 1 2 FB1 -MC18 +MC14 STD   -  -(b) -(b) +19 +I/O +I   -$OpTx$FX_DC$610 -2 -5 -FB4 -MC15 +$OpTx$$OpTx$FX_DC$182_INV$783 +6 +8 +FB7 +MC10 STD   -96 -I/O -I +  +(b) +(b)   @@ -319,89 +371,11 @@   -RefAck -1 -2 -FB1 -MC17 -STD -  -22 -I/O/GCK1 -GCK -RESET - - -TimeoutA -3 -10 -FB7 -MC12 -STD -  -58 -I/O -(b) -RESET - - -TimeoutB -3 -12 -FB7 -MC1 -STD -  -  -(b) -(b) -RESET - - -cnt/RefCnt<0> -0 -0 -FB1 -MC16 -STD -  -  -(b) -(b) -RESET - - -cnt/RefCnt<1> -1 -1 -FB1 -MC15 -STD -  -20 -I/O -I -RESET - - -cnt/RefCnt<2> -1 -2 -FB1 -MC14 -STD -  -19 -I/O -I -RESET - - -cnt/RefCnt<3> +RESDone 1 3 -FB1 -MC13 +FB8 +MC7 STD     @@ -410,35 +384,9 @@ RESET -cnt/RefCnt<4> +RESr0 1 -4 -FB1 -MC12 -STD -  -18 -I/O -I -RESET - - -cnt/RefCnt<5> 1 -5 -FB1 -MC11 -STD -  -17 -I/O -I -RESET - - -cnt/RefCnt<6> -1 -6 FB1 MC10 STD @@ -449,9 +397,9 @@ RESET -cnt/RefCnt<7> +RESr1 +1 1 -7 FB1 MC9 STD @@ -462,59 +410,7 @@ RESET -cnt/RefDone -2 -10 -FB7 -MC3 -STD -  -  -(b) -(b) -RESET - - -cnt/TimeoutBPre -3 -11 -FB7 -MC10 -STD -  -  -(b) -(b) -RESET - - -cs/nOverlay0 -3 -8 -FB7 -MC7 -STD -  -  -(b) -(b) -RESET - - -cs/nOverlay1 -2 -3 -FB4 -MC14 -STD -  -95 -I/O -I -RESET - - -fsb/ASrf +RESr2 1 1 FB1 @@ -527,11 +423,219 @@ RESET +RefAck +1 +2 +FB1 +MC7 +STD +  +  +(b) +(b) +RESET + + +TimeoutA +3 +10 +FB4 +MC15 +STD +  +96 +I/O +I +RESET + + +TimeoutB +3 +12 +FB7 +MC3 +STD +  +  +(b) +(b) +RESET + + +cnt/RefCnt<0> +0 +0 +FB2 +MC18 +STD +  +  +(b) +(b) +RESET + + +cnt/RefCnt<1> +1 +1 +FB1 +MC6 +STD +  +14 +I/O +I +RESET + + +cnt/RefCnt<2> +1 +2 +FB1 +MC5 +STD +  +13 +I/O +I +RESET + + +cnt/RefCnt<3> +1 +3 +FB4 +MC7 +STD +  +  +(b) +(b) +RESET + + +cnt/RefCnt<4> +1 +4 +FB4 +MC4 +STD +  +  +(b) +(b) +RESET + + +cnt/RefCnt<5> +1 +5 +FB4 +MC3 +STD +  +  +(b) +(b) +RESET + + +cnt/RefCnt<6> +1 +6 +FB4 +MC1 +STD +  +  +(b) +(b) +RESET + + +cnt/RefCnt<7> +1 +7 +FB5 +MC3 +STD +  +  +(b) +(b) +RESET + + +cnt/RefDone +2 +10 +FB4 +MC12 +STD +  +94 +I/O +I +RESET + + +cnt/TimeoutBPre +3 +11 +FB4 +MC14 +STD +  +95 +I/O +I +RESET + + +cs/nOverlay0 +3 +8 +FB4 +MC13 +STD +  +  +(b) +(b) +RESET + + +cs/nOverlay1 +2 +3 +FB4 +MC10 +STD +  +  +(b) +(b) +RESET + + +fsb/ASrf +1 +1 +FB1 +MC4 +STD +  +  +(b) +(b) +RESET + + fsb/BERR0r 3 8 FB8 -MC3 +MC16 STD     @@ -544,12 +648,12 @@ 2 4 FB4 -MC13 +MC9 STD   -  -(b) -(b) +92 +I/O +I RESET @@ -567,8 +671,21 @@ fsb/Ready1r -7 -17 +8 +18 +FB3 +MC1 +STD +  +  +(b) +(b) +RESET + + +fsb/Ready2r +9 +22 FB3 MC5 STD @@ -579,9 +696,9 @@ RESET -fsb/Ready2r -9 +fsb/VPA 22 +31 FB3 MC15 STD @@ -592,40 +709,53 @@ RESET -fsb/VPA -25 -31 -FB3 -MC2 -STD -  -23 -I/O/GCK2 -GCK/I -RESET - - iobm/BERRrf 1 1 -FB1 -MC7 +FB2 +MC17 STD   -  -(b) -(b) +10 +I/O +I RESET iobm/BERRrr 1 1 -FB1 -MC6 +FB2 +MC16 STD   -14 +  +(b) +(b) +RESET + + +iobm/BGr0 +1 +1 +FB2 +MC15 +STD +  +9 +I/O +I +RESET + + +iobm/BGr1 +1 +1 +FB2 +MC14 +STD +  +8 I/O I RESET @@ -634,26 +764,26 @@ iobm/DTACKrf 1 1 -FB1 -MC5 +FB2 +MC13 STD   -13 -I/O -I +  +(b) +(b) RESET iobm/DTACKrr 1 1 -FB1 -MC4 +FB2 +MC12 STD   -  -(b) -(b) +7 +I/O +I RESET @@ -738,6 +868,84 @@ iobm/Er2 1 1 +FB2 +MC10 +STD +  +  +(b) +(b) +RESET + + +iobm/Er +1 +1 +FB2 +MC11 +STD +  +6 +I/O +I +RESET + + +iobm/IOREQr +1 +1 +FB2 +MC9 +STD +  +4 +I/O/GTS2 +I +RESET + + +iobm/IOS_FSM_FFd1 +2 +3 +FB1 +MC17 +STD +  +22 +I/O/GCK1 +GCK +RESET + + +iobm/IOS_FSM_FFd2 +5 +11 +FB6 +MC10 +STD +  +  +(b) +(b) +RESET + + +iobm/IOS_FSM_FFd3 +3 +6 +FB6 +MC3 +STD +  +  +(b) +(b) +RESET + + +iobm/RESrf +1 +1 FB1 MC3 STD @@ -748,20 +956,7 @@ RESET -iobm/Er -1 -1 -FB2 -MC18 -STD -  -  -(b) -(b) -RESET - - -iobm/IOREQr +iobm/RESrr 1 1 FB1 @@ -774,49 +969,23 @@ RESET -iobm/IOS_FSM_FFd1 -2 -4 -FB4 -MC12 +iobm/VPArf +1 +1 +FB2 +MC8 STD   -94 -I/O +3 +I/O/GTS1 I RESET -iobm/IOS_FSM_FFd2 -2 -4 -FB4 -MC10 -STD -  -  -(b) -(b) -RESET - - -iobm/IOS_FSM_FFd3 -5 -10 -FB6 -MC10 -STD -  -  -(b) -(b) -RESET - - -iobm/IOS_FSM_FFd4 -4 -6 -FB6 +iobm/VPArr +1 +1 +FB2 MC7 STD   @@ -826,63 +995,11 @@ RESET -iobm/RESrf -1 -1 -FB2 -MC17 -STD -  -10 -I/O -I -RESET - - -iobm/RESrr -1 -1 -FB2 -MC16 -STD -  -  -(b) -(b) -RESET - - -iobm/VPArf -1 -1 -FB2 -MC15 -STD -  -9 -I/O -I -RESET - - -iobm/VPArr -1 -1 -FB2 -MC14 -STD -  -8 -I/O -I -RESET - - iobs/Clear1 1 3 -FB4 -MC3 +FB3 +MC18 STD     @@ -894,34 +1011,34 @@ iobs/IOACTr 1 1 -FB1 -MC1 +FB2 +MC6 STD   -  -(b) -(b) +2 +I/O/GTS4 +I RESET iobs/IOL1 2 2 -FB4 -MC9 +FB1 +MC16 STD   -92 -I/O +  +(b) (b) RESET iobs/IORW1 -16 -19 +17 +20 FB3 -MC13 +MC3 STD     @@ -934,7 +1051,33 @@ 4 8 FB4 -MC18 +MC17 +STD +  +97 +I/O +I +RESET + + +iobs/IOU1 +2 +2 +FB1 +MC15 +STD +  +20 +I/O +I +RESET + + +iobs/Load1 +15 +19 +FB5 +MC13 STD     @@ -943,9 +1086,22 @@ RESET -iobs/IOU1 -2 +iobs/Once +18 +19 +FB8 +MC14 +STD +  +71 +I/O +(b) +RESET + + +iobs/PS_FSM_FFd1 2 +3 FB4 MC8 STD @@ -956,49 +1112,10 @@ RESET -iobs/Load1 -14 -18 -FB8 -MC9 -STD -  -67 -I/O -(b) -RESET - - -iobs/Once -17 -18 -FB5 -MC8 -STD -  -39 -I/O -(b) -RESET - - -iobs/PS_FSM_FFd1 -2 -3 -FB4 -MC7 -STD -  -  -(b) -(b) -RESET - - iobs/PS_FSM_FFd2 -14 -19 -FB5 +15 +20 +FB8 MC4 STD   @@ -1035,7 +1152,7 @@ nAS_IOB -2 +3 4 FB6 MC12 @@ -1048,8 +1165,8 @@ nAoutOE -0 -0 +3 +4 FB4 MC2 STD @@ -1057,7 +1174,7 @@ 87 I/O O -  +SET nBERR_FSB @@ -1073,6 +1190,19 @@   +nBR_IOB +1 +6 +FB8 +MC15 +STD +FAST +72 +I/O +O +SET + + nCAS 1 1 @@ -1100,8 +1230,8 @@ nDinLE +1 2 -3 FB6 MC17 STD @@ -1113,8 +1243,8 @@ nDinOE -2 -6 +3 +7 FB4 MC6 STD @@ -1127,7 +1257,7 @@ nDoutOE 2 -4 +3 FB4 MC5 STD @@ -1204,8 +1334,8 @@ nROMCS -2 -5 +3 +6 FB5 MC2 STD @@ -1243,8 +1373,8 @@ nVMA_IOB -2 -9 +3 +10 FB6 MC2 STD @@ -1271,7 +1401,7 @@ ram/BACTr 1 2 -FB4 +FB1 MC1 STD   @@ -1284,8 +1414,8 @@ ram/Once 5 10 -FB8 -MC7 +FB5 +MC16 STD     @@ -1297,11 +1427,11 @@ ram/RAMDIS1 18 15 -FB8 -MC15 +FB5 +MC8 STD   -72 +39 I/O (b) RESET @@ -1310,8 +1440,8 @@ ram/RAMDIS2 7 15 -FB8 -MC13 +FB5 +MC4 STD     @@ -1324,7 +1454,7 @@ 16 15 FB7 -MC18 +MC1 STD     @@ -1336,7 +1466,7 @@ ram/RASEL 20 15 -FB8 +FB5 MC1 STD   @@ -1349,8 +1479,8 @@ ram/RS_FSM_FFd1 5 10 -FB8 -MC4 +FB7 +MC7 STD     @@ -1363,12 +1493,12 @@ 13 14 FB7 -MC16 +MC17 STD   -  -(b) -(b) +61 +I/O +I RESET @@ -1376,11 +1506,11 @@ 11 14 FB7 -MC14 +MC13 STD   -59 -I/O +  +(b) (b) RESET diff --git a/cpld/XC95144XL/MXSE_html/fit/maplogic_01 2.htm b/cpld/XC95144XL/MXSE_html/fit/maplogic_01 2.htm deleted file mode 100644 index 0db044c..0000000 --- a/cpld/XC95144XL/MXSE_html/fit/maplogic_01 2.htm +++ /dev/null @@ -1,1459 +0,0 @@ - - - - - - -

Logic

- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
Signal NameTotal PtermsTotal InputsFunction BlockMacrocellPower ModeSlew RatePin NumberPin TypePin UseReg Init State
nDTACK_FSB2332FB1MC2STDFAST11I/OORESET
$OpTx$FX_DC$606512FB1MC4STD  (b)(b) 
nBERR_FSB39FB1MC6STDFAST14I/OO 
fsb/Ready1r717FB1MC7STD  (b)(b)RESET
fsb/VPA__or00001/fsb/VPA__or00001_D2820FB1MC10STD  (b)(b) 
nOE12FB1MC11STDFAST17I/OO 
fsb/Ready2r922FB1MC12STD 18I/OIRESET
fsb/VPA2230FB1MC15STD 20I/OIRESET
$OpTx$FX_DC$60225FB1MC17STD 22I/O/GCK1GCK 
iobm/VPArr11FB2MC1STD  (b)(b)RESET
iobm/VPArf11FB2MC2STD 99I/O/GSRGSR/IRESET
iobm/RESrr11FB2MC3STD  (b)(b)RESET
iobm/RESrf11FB2MC4STD  (b)(b)RESET
iobm/IOREQr11FB2MC5STD 1I/O/GTS3(b)RESET
cnt/RefCnt<3>13FB2MC6STD 2I/O/GTS4(b)RESET
cnt/RefCnt<2>12FB2MC7STD  (b)(b)RESET
cnt/RefCnt<1>11FB2MC8STD 3I/O/GTS1(b)RESET
fsb/BERR1r24FB2MC9STD 4I/O/GTS2(b)RESET
cnt/RefDone210FB2MC10STD  (b)(b)RESET
nLDS_IOB37FB2MC11STDFAST6I/OORESET
nUDS_IOB37FB2MC12STDFAST7I/OORESET
cnt/TimeoutBPre311FB2MC13STD  (b)(b)RESET
nDoutOE27FB2MC14STDFAST8I/OORESET
TimeoutB312FB2MC15STD 9I/OIRESET
TimeoutA310FB2MC16STD  (b)(b)RESET
nAS_IOB15FB2MC17STDFAST10I/OORESET
iobs/IOReady48FB2MC18STD  (b)(b)RESET
IORW01820FB3MC3STD  (b)(b)RESET
iobs/IOACTr11FB3MC4STD  (b)(b)RESET
nRAS38FB3MC5STDFAST24I/OO 
iobs/Clear113FB3MC6STD 25I/OIRESET
fsb/ASrf11FB3MC7STD  (b)(b)RESET
ALE0S12FB3MC8STD 27I/O/GCK3GCK/IRESET
iobs/PS_FSM_FFd21419FB3MC9STD 28I/O(b)RESET
nADoutLE123FB3MC11STDFAST29I/OOSET
iobs/PS_FSM_FFd123FB3MC12STD 30I/O(b)RESET
IOREQ1419FB3MC13STD  (b)(b)RESET
iobm/ETACK16FB3MC14STD 32I/O(b)RESET
nVMA_IOB29FB3MC15STDFAST33I/OORESET
iobs/IORW11619FB3MC17STD 34I/O(b)RESET
ram/BACTr12FB3MC18STD  (b)(b)RESET
ram/RASEL2015FB4MC1STD  (b)(b)RESET
RA<0>23FB4MC2STDFAST87I/OO 
cs/nOverlay123FB4MC3STD  (b)(b)RESET
iobs/Load11418FB4MC6STD 90I/OIRESET
RA<2>23FB4MC8STDFAST91I/OO 
iobs/Once1718FB4MC10STD  (b)(b)RESET
RA<4>23FB4MC12STDFAST94I/OO 
ram/RAMDIS11815FB4MC14STD 95I/OIRESET
fsb/BERR0r38FB4MC16STD  (b)(b)RESET
nDinOE26FB4MC17STDFAST97I/OO 
IOACT1015FB5MC1STD  (b)(b)RESET
RA<1>23FB5MC2STDFAST35I/OO 
iobm/IOS_FSM_FFd713FB5MC3STD  (b)(b)RESET
iobm/IOS_FSM_FFd611FB5MC4STD  (b)(b)RESET
iobm/IOS_FSM_FFd511FB5MC5STD 36I/O(b)RESET
iobm/IOS_FSM_FFd411FB5MC6STD 37I/O(b)RESET
iobm/BERRrr11FB5MC7STD  (b)(b)RESET
RA<3>23FB5MC8STDFAST39I/OO 
iobm/BERRrf11FB5MC9STD 40I/O(b)RESET
cnt/RefCnt<0>00FB5MC10STD  (b)(b)RESET
iobm/IOS_FSM_FFd824FB5MC11STD 41I/O(b)SET
nROMCS25FB5MC12STDFAST42I/OO 
ALE0M27FB5MC13STD  (b)(b)RESET
iobm/IOS_FSM_FFd249FB5MC14STD 43I/O(b)RESET
BERR_IOBS48FB5MC15STD 46I/O(b)RESET
iobm/IOS_FSM_FFd3510FB5MC16STD  (b)(b)RESET
IOBERR811FB5MC18STD  (b)(b)RESET
iobm/Er211FB6MC1STD  (b)(b)RESET
nCAS11FB6MC2STDFAST74I/OORESET
iobm/DTACKrr11FB6MC3STD  (b)(b)RESET
iobm/DTACKrf11FB6MC4STD  (b)(b)RESET
RefAck12FB6MC5STD 76I/OIRESET
nRAMLWE15FB6MC6STDFAST77I/OO 
iobs/IOU122FB6MC7STD  (b)(b)RESET
iobs/IOL122FB6MC8STD 78I/OIRESET
nRAMUWE15FB6MC9STDFAST79I/OO 
iobm/ES<3>36FB6MC10STD  (b)(b)RESET
iobm/ES<1>34FB6MC11STD 80I/OIRESET
nROMWE12FB6MC12STDFAST81I/OO 
iobm/ES<0>37FB6MC13STD  (b)(b)RESET
IOU035FB6MC14STD 82I/OIRESET
nVPA_FSB12FB6MC15STDFAST85I/OO 
IOL035FB6MC16STD  (b)(b)RESET
iobm/ES<4>47FB6MC17STD 86I/OIRESET
iobm/ES<2>57FB6MC18STD  (b)(b)RESET
cnt/RefCnt<5>15FB7MC1STD  (b)(b)RESET
RA<5>23FB7MC2STDFAST50I/OO 
cnt/RefCnt<4>14FB7MC3STD  (b)(b)RESET
cs/nOverlay027FB7MC4STD  (b)(b)RESET
ram/RS_FSM_FFd31114FB7MC5STD 52I/OIRESET
RA<6>23FB7MC6STDFAST53I/OO 
fsb/Ready0r38FB7MC7STD  (b)(b)RESET
ram/RS_FSM_FFd1510FB7MC8STD 54I/OIRESET
RA<7>23FB7MC9STDFAST55I/OO 
ram/Once510FB7MC10STD  (b)(b)RESET
ram/RAMDIS2715FB7MC11STD 56I/OIRESET
RA<8>23FB7MC12STDFAST58I/OO 
ram/RS_FSM_FFd21314FB7MC13STD  (b)(b)RESET
cnt/RefCnt<7>17FB7MC14STD 59I/OIRESET
RA<9>23FB7MC15STDFAST60I/OO 
cnt/RefCnt<6>16FB7MC16STD  (b)(b)RESET
ram/RAMReady1615FB7MC17STD 61I/OIRESET
RA<11>11FB8MC2STDFAST63I/OO 
RA<10>11FB8MC6STDFAST65I/OO 
nADoutLE012FB8MC9STDFAST67I/OO 
nAoutOE00FB8MC12STDFAST70I/OO 
nDinLE12FB8MC15STDFAST72I/OORESET
iobm/IOS_FSM_FFd111FB8MC17STD 73I/OIRESET
iobm/Er11FB8MC18STD  (b)(b)RESET
- - -
- -
- - diff --git a/cpld/XC95144XL/MXSE_html/fit/maplogic_01.htm b/cpld/XC95144XL/MXSE_html/fit/maplogic_01.htm index 7f50bea..c274b9b 100644 --- a/cpld/XC95144XL/MXSE_html/fit/maplogic_01.htm +++ b/cpld/XC95144XL/MXSE_html/fit/maplogic_01.htm @@ -20,9 +20,9 @@ Reg Init State -iobs/IOACTr -1 +ram/BACTr 1 +2 FB1 MC1 STD @@ -33,7 +33,7 @@ RESET -iobm/IOREQr +iobm/RESrr 1 1 FB1 @@ -46,7 +46,7 @@ RESET -iobm/Er2 +iobm/RESrf 1 1 FB1 @@ -59,7 +59,7 @@ RESET -iobm/DTACKrr +fsb/ASrf 1 1 FB1 @@ -72,9 +72,9 @@ RESET -iobm/DTACKrf -1 +cnt/RefCnt<2> 1 +2 FB1 MC5 STD @@ -85,7 +85,7 @@ RESET -iobm/BERRrr +cnt/RefCnt<1> 1 1 FB1 @@ -98,9 +98,9 @@ RESET -iobm/BERRrf -1 +RefAck 1 +2 FB1 MC7 STD @@ -111,7 +111,7 @@ RESET -fsb/ASrf +RESr2 1 1 FB1 @@ -124,9 +124,9 @@ RESET -cnt/RefCnt<7> +RESr1 +1 1 -7 FB1 MC9 STD @@ -137,9 +137,9 @@ RESET -cnt/RefCnt<6> +RESr0 +1 1 -6 FB1 MC10 STD @@ -150,9 +150,9 @@ RESET -cnt/RefCnt<5> +IPL2r1 +1 1 -5 FB1 MC11 STD @@ -163,9 +163,9 @@ RESET -cnt/RefCnt<4> +IPL2r0 +1 1 -4 FB1 MC12 STD @@ -176,9 +176,9 @@ RESET -cnt/RefCnt<3> +ALE0S 1 -3 +2 FB1 MC13 STD @@ -189,7 +189,7 @@ RESET -cnt/RefCnt<2> +$OpTx$FX_DC$708 1 2 FB1 @@ -199,12 +199,12 @@ 19 I/O I -RESET +  -cnt/RefCnt<1> -1 -1 +iobs/IOU1 +2 +2 FB1 MC15 STD @@ -215,9 +215,9 @@ RESET -cnt/RefCnt<0> -0 -0 +iobs/IOL1 +2 +2 FB1 MC16 STD @@ -228,9 +228,9 @@ RESET -RefAck -1 +iobm/IOS_FSM_FFd1 2 +3 FB1 MC17 STD @@ -241,9 +241,9 @@ RESET -$OpTx$FX_DC$609 -1 -2 +IOU0 +3 +5 FB1 MC18 STD @@ -251,13 +251,117 @@   (b) (b) +RESET + + +iobs/IOACTr +1 +1 +FB2 +MC6 +STD   +2 +I/O/GTS4 +I +RESET iobm/VPArr 1 1 FB2 +MC7 +STD +  +  +(b) +(b) +RESET + + +iobm/VPArf +1 +1 +FB2 +MC8 +STD +  +3 +I/O/GTS1 +I +RESET + + +iobm/IOREQr +1 +1 +FB2 +MC9 +STD +  +4 +I/O/GTS2 +I +RESET + + +iobm/Er2 +1 +1 +FB2 +MC10 +STD +  +  +(b) +(b) +RESET + + +iobm/Er +1 +1 +FB2 +MC11 +STD +  +6 +I/O +I +RESET + + +iobm/DTACKrr +1 +1 +FB2 +MC12 +STD +  +7 +I/O +I +RESET + + +iobm/DTACKrf +1 +1 +FB2 +MC13 +STD +  +  +(b) +(b) +RESET + + +iobm/BGr1 +1 +1 +FB2 MC14 STD   @@ -267,7 +371,7 @@ RESET -iobm/VPArf +iobm/BGr0 1 1 FB2 @@ -280,7 +384,7 @@ RESET -iobm/RESrr +iobm/BERRrr 1 1 FB2 @@ -293,7 +397,7 @@ RESET -iobm/RESrf +iobm/BERRrf 1 1 FB2 @@ -306,9 +410,9 @@ RESET -iobm/Er -1 -1 +cnt/RefCnt<0> +0 +0 FB2 MC18 STD @@ -319,22 +423,35 @@ RESET -fsb/VPA -25 -31 +fsb/Ready1r +8 +18 FB3 -MC2 +MC1 STD   -23 -I/O/GCK2 -GCK/I +  +(b) +(b) RESET -fsb/Ready1r -7 +iobs/IORW1 17 +20 +FB3 +MC3 +STD +  +  +(b) +(b) +RESET + + +fsb/Ready2r +9 +22 FB3 MC5 STD @@ -358,22 +475,9 @@ RESET -iobs/IORW1 -16 -19 -FB3 -MC13 -STD -  -  -(b) -(b) -RESET - - -fsb/Ready2r -9 +fsb/VPA 22 +31 FB3 MC15 STD @@ -397,9 +501,22 @@   -ram/BACTr +iobs/Clear1 1 -2 +3 +FB3 +MC18 +STD +  +  +(b) +(b) +RESET + + +cnt/RefCnt<6> +1 +6 FB4 MC1 STD @@ -411,8 +528,8 @@ nAoutOE -0 -0 +3 +4 FB4 MC2 STD @@ -420,12 +537,12 @@ 87 I/O O -  +SET -iobs/Clear1 +cnt/RefCnt<5> 1 -3 +5 FB4 MC3 STD @@ -436,9 +553,9 @@ RESET -ALE0S +cnt/RefCnt<4> 1 -2 +4 FB4 MC4 STD @@ -451,7 +568,7 @@ nDoutOE 2 -4 +3 FB4 MC5 STD @@ -463,8 +580,8 @@ nDinOE -2 -6 +3 +7 FB4 MC6 STD @@ -475,8 +592,8 @@   -iobs/PS_FSM_FFd1 -2 +cnt/RefCnt<3> +1 3 FB4 MC7 @@ -488,9 +605,9 @@ RESET -iobs/IOU1 -2 +iobs/PS_FSM_FFd1 2 +3 FB4 MC8 STD @@ -501,22 +618,22 @@ RESET -iobs/IOL1 -2 +fsb/BERR1r 2 +4 FB4 MC9 STD   92 I/O -(b) +I RESET -iobm/IOS_FSM_FFd2 +cs/nOverlay1 2 -4 +3 FB4 MC10 STD @@ -540,9 +657,9 @@   -iobm/IOS_FSM_FFd1 +cnt/RefDone 2 -4 +10 FB4 MC12 STD @@ -553,9 +670,9 @@ RESET -fsb/BERR1r -2 -4 +cs/nOverlay0 +3 +8 FB4 MC13 STD @@ -566,9 +683,9 @@ RESET -cs/nOverlay1 -2 +cnt/TimeoutBPre 3 +11 FB4 MC14 STD @@ -579,9 +696,9 @@ RESET -$OpTx$FX_DC$610 -2 -5 +TimeoutA +3 +10 FB4 MC15 STD @@ -589,10 +706,10 @@ 96 I/O I -  +RESET -IOU0 +IOL0 3 5 FB4 @@ -605,9 +722,9 @@ RESET -IOL0 -3 -5 +iobs/IOReady +4 +8 FB4 MC17 STD @@ -618,7 +735,7 @@ RESET -iobs/IOReady +BERR_IOBS 4 8 FB4 @@ -631,9 +748,22 @@ RESET +ram/RASEL +20 +15 +FB5 +MC1 +STD +  +  +(b) +(b) +RESET + + nROMCS -2 -5 +3 +6 FB5 MC2 STD @@ -644,9 +774,22 @@   -iobs/PS_FSM_FFd2 -14 -19 +cnt/RefCnt<7> +1 +7 +FB5 +MC3 +STD +  +  +(b) +(b) +RESET + + +ram/RAMDIS2 +7 +15 FB5 MC4 STD @@ -683,9 +826,9 @@   -iobs/Once -17 +ram/RAMDIS1 18 +15 FB5 MC8 STD @@ -735,8 +878,8 @@   -IOREQ -14 +iobs/Load1 +15 19 FB5 MC13 @@ -774,9 +917,9 @@   -BERR_IOBS -4 -8 +ram/Once +5 +10 FB5 MC16 STD @@ -787,19 +930,6 @@ RESET -IORW0 -18 -20 -FB5 -MC18 -STD -  -  -(b) -(b) -RESET - - iobm/ETACK 1 6 @@ -814,8 +944,8 @@ nVMA_IOB -2 -9 +3 +10 FB6 MC2 STD @@ -826,9 +956,9 @@ RESET -ALE0M -2 -5 +iobm/IOS_FSM_FFd3 +3 +6 FB6 MC3 STD @@ -878,9 +1008,9 @@ RESET -iobm/IOS_FSM_FFd4 -4 -6 +ALE0M +3 +5 FB6 MC7 STD @@ -917,9 +1047,9 @@ RESET -iobm/IOS_FSM_FFd3 +iobm/IOS_FSM_FFd2 5 -10 +11 FB6 MC10 STD @@ -944,7 +1074,7 @@ nAS_IOB -2 +3 4 FB6 MC12 @@ -996,7 +1126,7 @@ IOACT -6 +7 13 FB6 MC16 @@ -1009,8 +1139,8 @@ nDinLE +1 2 -3 FB6 MC17 STD @@ -1023,7 +1153,7 @@ IOBERR 9 -14 +13 FB6 MC18 STD @@ -1034,9 +1164,9 @@ RESET -TimeoutB -3 -12 +ram/RAMReady +16 +15 FB7 MC1 STD @@ -1060,9 +1190,9 @@   -cnt/RefDone -2 -10 +TimeoutB +3 +12 FB7 MC3 STD @@ -1112,9 +1242,9 @@   -cs/nOverlay0 -3 -8 +ram/RS_FSM_FFd1 +5 +10 FB7 MC7 STD @@ -1151,9 +1281,9 @@   -cnt/TimeoutBPre -3 -11 +$OpTx$$OpTx$FX_DC$182_INV$783 +6 +8 FB7 MC10 STD @@ -1161,7 +1291,7 @@   (b) (b) -RESET +  RA<9> @@ -1177,68 +1307,55 @@   -TimeoutA -3 -10 +CLK25EN +1 +1 FB7 MC12 STD -  +FAST 58 I/O -(b) -RESET +O +  ram/RS_FSM_FFd3 11 14 FB7 -MC14 +MC13 STD   -59 -I/O +  +(b) (b) RESET +CLK20EN +1 +1 +FB7 +MC14 +STD +FAST +59 +I/O +O +  + + ram/RS_FSM_FFd2 13 14 FB7 -MC16 +MC17 STD   -  -(b) -(b) -RESET - - -ram/RAMReady -16 -15 -FB7 -MC18 -STD -  -  -(b) -(b) -RESET - - -ram/RASEL -20 -15 -FB8 -MC1 -STD -  -  -(b) -(b) +61 +I/O +I RESET @@ -1255,22 +1372,9 @@   -fsb/BERR0r -3 -8 -FB8 -MC3 -STD -  -  -(b) -(b) -RESET - - -ram/RS_FSM_FFd1 -5 -10 +iobs/PS_FSM_FFd2 +15 +20 FB8 MC4 STD @@ -1307,9 +1411,9 @@   -ram/Once -5 -10 +RESDone +1 +3 FB8 MC7 STD @@ -1333,9 +1437,9 @@   -iobs/Load1 -14 -18 +IOREQ +15 +20 FB8 MC9 STD @@ -1359,11 +1463,37 @@   -ram/RAMDIS2 -7 -15 +iobs/Once +18 +19 FB8 -MC13 +MC14 +STD +  +71 +I/O +(b) +RESET + + +nBR_IOB +1 +6 +FB8 +MC15 +STD +FAST +72 +I/O +O +SET + + +fsb/BERR0r +3 +8 +FB8 +MC16 STD     @@ -1372,15 +1502,15 @@ RESET -ram/RAMDIS1 -18 -15 +IORW0 +19 +21 FB8 -MC15 +MC18 STD   -72 -I/O +  +(b) (b) RESET diff --git a/cpld/XC95144XL/MXSE_html/fit/maplogic_02 2.htm b/cpld/XC95144XL/MXSE_html/fit/maplogic_02 2.htm deleted file mode 100644 index 533b41d..0000000 --- a/cpld/XC95144XL/MXSE_html/fit/maplogic_02 2.htm +++ /dev/null @@ -1,1591 +0,0 @@ - - - - - - -

Logic

- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
Signal NameTotal PtermsTotal InputsFunction BlockMacrocellPower ModeSlew RatePin NumberPin TypePin UseReg Init State
iobm/IOREQr11FB2MC5STD 1I/O/GTS3(b)RESET
cnt/RefCnt<3>13FB2MC6STD 2I/O/GTS4(b)RESET
cnt/RefCnt<1>11FB2MC8STD 3I/O/GTS1(b)RESET
fsb/BERR1r24FB2MC9STD 4I/O/GTS2(b)RESET
nLDS_IOB37FB2MC11STDFAST6I/OORESET
nUDS_IOB37FB2MC12STDFAST7I/OORESET
nDoutOE27FB2MC14STDFAST8I/OORESET
TimeoutB312FB2MC15STD 9I/OIRESET
nAS_IOB15FB2MC17STDFAST10I/OORESET
nDTACK_FSB2332FB1MC2STDFAST11I/OORESET
nBERR_FSB39FB1MC6STDFAST14I/OO 
nOE12FB1MC11STDFAST17I/OO 
fsb/Ready2r922FB1MC12STD 18I/OIRESET
fsb/VPA2230FB1MC15STD 20I/OIRESET
$OpTx$FX_DC$60225FB1MC17STD 22I/O/GCK1GCK 
nRAS38FB3MC5STDFAST24I/OO 
iobs/Clear113FB3MC6STD 25I/OIRESET
ALE0S12FB3MC8STD 27I/O/GCK3GCK/IRESET
iobs/PS_FSM_FFd21419FB3MC9STD 28I/O(b)RESET
nADoutLE123FB3MC11STDFAST29I/OOSET
iobs/PS_FSM_FFd123FB3MC12STD 30I/O(b)RESET
iobm/ETACK16FB3MC14STD 32I/O(b)RESET
nVMA_IOB29FB3MC15STDFAST33I/OORESET
iobs/IORW11619FB3MC17STD 34I/O(b)RESET
RA<1>23FB5MC2STDFAST35I/OO 
iobm/IOS_FSM_FFd511FB5MC5STD 36I/O(b)RESET
iobm/IOS_FSM_FFd411FB5MC6STD 37I/O(b)RESET
RA<3>23FB5MC8STDFAST39I/OO 
iobm/BERRrf11FB5MC9STD 40I/O(b)RESET
iobm/IOS_FSM_FFd824FB5MC11STD 41I/O(b)SET
nROMCS25FB5MC12STDFAST42I/OO 
iobm/IOS_FSM_FFd249FB5MC14STD 43I/O(b)RESET
BERR_IOBS48FB5MC15STD 46I/O(b)RESET
RA<5>23FB7MC2STDFAST50I/OO 
ram/RS_FSM_FFd31114FB7MC5STD 52I/OIRESET
RA<6>23FB7MC6STDFAST53I/OO 
ram/RS_FSM_FFd1510FB7MC8STD 54I/OIRESET
RA<7>23FB7MC9STDFAST55I/OO 
ram/RAMDIS2715FB7MC11STD 56I/OIRESET
RA<8>23FB7MC12STDFAST58I/OO 
cnt/RefCnt<7>17FB7MC14STD 59I/OIRESET
RA<9>23FB7MC15STDFAST60I/OO 
ram/RAMReady1615FB7MC17STD 61I/OIRESET
RA<11>11FB8MC2STDFAST63I/OO 
RA<10>11FB8MC6STDFAST65I/OO 
nADoutLE012FB8MC9STDFAST67I/OO 
nAoutOE00FB8MC12STDFAST70I/OO 
nDinLE12FB8MC15STDFAST72I/OORESET
iobm/IOS_FSM_FFd111FB8MC17STD 73I/OIRESET
nCAS11FB6MC2STDFAST74I/OORESET
RefAck12FB6MC5STD 76I/OIRESET
nRAMLWE15FB6MC6STDFAST77I/OO 
iobs/IOL122FB6MC8STD 78I/OIRESET
nRAMUWE15FB6MC9STDFAST79I/OO 
iobm/ES<1>34FB6MC11STD 80I/OIRESET
nROMWE12FB6MC12STDFAST81I/OO 
IOU035FB6MC14STD 82I/OIRESET
nVPA_FSB12FB6MC15STDFAST85I/OO 
iobm/ES<4>47FB6MC17STD 86I/OIRESET
RA<0>23FB4MC2STDFAST87I/OO 
iobs/Load11418FB4MC6STD 90I/OIRESET
RA<2>23FB4MC8STDFAST91I/OO 
RA<4>23FB4MC12STDFAST94I/OO 
ram/RAMDIS11815FB4MC14STD 95I/OIRESET
nDinOE26FB4MC17STDFAST97I/OO 
iobm/VPArf11FB2MC2STD 99I/O/GSRGSR/IRESET
$OpTx$FX_DC$606512FB1MC4STD  (b)(b)    
fsb/Ready1r717FB1MC7STD  (b)(b)D  RESET
fsb/VPA__or00001/fsb/VPA__or00001_D2820FB1MC10STD  (b)(b)    
iobm/VPArr11FB2MC1STD  (b)(b)D  RESET
iobm/RESrr11FB2MC3STD  (b)(b)D  RESET
iobm/RESrf11FB2MC4STD  (b)(b)D  RESET
cnt/RefCnt<2>12FB2MC7STD  (b)(b)T  RESET
cnt/RefDone210FB2MC10STD  (b)(b)D  RESET
cnt/TimeoutBPre311FB2MC13STD  (b)(b)T  RESET
TimeoutA310FB2MC16STD  (b)(b)T  RESET
iobs/IOReady48FB2MC18STD  (b)(b)T  RESET
IORW01820FB3MC3STD  (b)(b)T  RESET
iobs/IOACTr11FB3MC4STD  (b)(b)D  RESET
fsb/ASrf11FB3MC7STD  (b)(b)D  RESET
IOREQ1419FB3MC13STD  (b)(b)D  RESET
ram/BACTr12FB3MC18STD  (b)(b)D  RESET
ram/RASEL2015FB4MC1STD  (b)(b)D  RESET
cs/nOverlay123FB4MC3STD  (b)(b)D  RESET
iobs/Once1718FB4MC10STD  (b)(b)D  RESET
fsb/BERR0r38FB4MC16STD  (b)(b)D  RESET
IOACT1015FB5MC1STD  (b)(b)D  RESET
iobm/IOS_FSM_FFd713FB5MC3STD  (b)(b)D  RESET
iobm/IOS_FSM_FFd611FB5MC4STD  (b)(b)D  RESET
iobm/BERRrr11FB5MC7STD  (b)(b)D  RESET
cnt/RefCnt<0>00FB5MC10STD  (b)(b)T  RESET
ALE0M27FB5MC13STD  (b)(b)D  RESET
iobm/IOS_FSM_FFd3510FB5MC16STD  (b)(b)D  RESET
IOBERR811FB5MC18STD  (b)(b)T  RESET
iobm/Er211FB6MC1STD  (b)(b)D  RESET
iobm/DTACKrr11FB6MC3STD  (b)(b)D  RESET
iobm/DTACKrf11FB6MC4STD  (b)(b)D  RESET
iobs/IOU122FB6MC7STD  (b)(b)D  RESET
iobm/ES<3>36FB6MC10STD  (b)(b)T  RESET
iobm/ES<0>37FB6MC13STD  (b)(b)T  RESET
IOL035FB6MC16STD  (b)(b)D  RESET
iobm/ES<2>57FB6MC18STD  (b)(b)D  RESET
cnt/RefCnt<5>15FB7MC1STD  (b)(b)T  RESET
cnt/RefCnt<4>14FB7MC3STD  (b)(b)T  RESET
cs/nOverlay027FB7MC4STD  (b)(b)T  RESET
fsb/Ready0r38FB7MC7STD  (b)(b)D  RESET
ram/Once510FB7MC10STD  (b)(b)T  RESET
ram/RS_FSM_FFd21314FB7MC13STD  (b)(b)T  RESET
cnt/RefCnt<6>16FB7MC16STD  (b)(b)T  RESET
iobm/Er11FB8MC18STD  (b)(b)D  RESET
- - -
- -
- - diff --git a/cpld/XC95144XL/MXSE_html/fit/maplogic_02.htm b/cpld/XC95144XL/MXSE_html/fit/maplogic_02.htm index ffe7760..d437b2f 100644 --- a/cpld/XC95144XL/MXSE_html/fit/maplogic_02.htm +++ b/cpld/XC95144XL/MXSE_html/fit/maplogic_02.htm @@ -20,7 +20,72 @@ Reg Init State -iobm/VPArr +iobs/IOACTr +1 +1 +FB2 +MC6 +STD +  +2 +I/O/GTS4 +I +RESET + + +iobm/VPArf +1 +1 +FB2 +MC8 +STD +  +3 +I/O/GTS1 +I +RESET + + +iobm/IOREQr +1 +1 +FB2 +MC9 +STD +  +4 +I/O/GTS2 +I +RESET + + +iobm/Er +1 +1 +FB2 +MC11 +STD +  +6 +I/O +I +RESET + + +iobm/DTACKrr +1 +1 +FB2 +MC12 +STD +  +7 +I/O +I +RESET + + +iobm/BGr1 1 1 FB2 @@ -33,7 +98,7 @@ RESET -iobm/VPArf +iobm/BGr0 1 1 FB2 @@ -46,7 +111,7 @@ RESET -iobm/RESrf +iobm/BERRrf 1 1 FB2 @@ -59,7 +124,7 @@ RESET -iobm/IOREQr +iobm/RESrr 1 1 FB1 @@ -72,7 +137,7 @@ RESET -iobm/Er2 +iobm/RESrf 1 1 FB1 @@ -85,9 +150,9 @@ RESET -iobm/DTACKrf -1 +cnt/RefCnt<2> 1 +2 FB1 MC5 STD @@ -98,7 +163,7 @@ RESET -iobm/BERRrr +cnt/RefCnt<1> 1 1 FB1 @@ -111,7 +176,7 @@ RESET -fsb/ASrf +RESr2 1 1 FB1 @@ -124,9 +189,9 @@ RESET -cnt/RefCnt<7> +RESr1 +1 1 -7 FB1 MC9 STD @@ -137,9 +202,9 @@ RESET -cnt/RefCnt<5> +IPL2r1 +1 1 -5 FB1 MC11 STD @@ -150,9 +215,9 @@ RESET -cnt/RefCnt<4> +IPL2r0 +1 1 -4 FB1 MC12 STD @@ -163,7 +228,7 @@ RESET -cnt/RefCnt<2> +$OpTx$FX_DC$708 1 2 FB1 @@ -173,12 +238,12 @@ 19 I/O I -RESET +  -cnt/RefCnt<1> -1 -1 +iobs/IOU1 +2 +2 FB1 MC15 STD @@ -189,9 +254,9 @@ RESET -RefAck -1 +iobm/IOS_FSM_FFd1 2 +3 FB1 MC17 STD @@ -202,22 +267,9 @@ RESET -fsb/VPA -25 -31 -FB3 -MC2 -STD -  -23 -I/O/GCK2 -GCK/I -RESET - - -fsb/Ready1r -7 -17 +fsb/Ready2r +9 +22 FB3 MC5 STD @@ -241,9 +293,9 @@ RESET -fsb/Ready2r -9 +fsb/VPA 22 +31 FB3 MC15 STD @@ -268,8 +320,8 @@ nROMCS -2 -5 +3 +6 FB5 MC2 STD @@ -306,9 +358,9 @@   -iobs/Once -17 +ram/RAMDIS1 18 +15 FB5 MC8 STD @@ -462,29 +514,42 @@   -TimeoutA -3 -10 +CLK25EN +1 +1 FB7 MC12 STD -  +FAST 58 I/O -(b) -RESET +O +  -ram/RS_FSM_FFd3 -11 -14 +CLK20EN +1 +1 FB7 MC14 STD -  +FAST 59 I/O -(b) +O +  + + +ram/RS_FSM_FFd2 +13 +14 +FB7 +MC17 +STD +  +61 +I/O +I RESET @@ -540,9 +605,9 @@   -iobs/Load1 -14 -18 +IOREQ +15 +20 FB8 MC9 STD @@ -566,22 +631,35 @@   -ram/RAMDIS1 +iobs/Once 18 -15 +19 FB8 -MC15 +MC14 STD   -72 +71 I/O (b) RESET +nBR_IOB +1 +6 +FB8 +MC15 +STD +FAST +72 +I/O +O +SET + + nVMA_IOB -2 -9 +3 +10 FB6 MC2 STD @@ -658,7 +736,7 @@ nAS_IOB -2 +3 4 FB6 MC12 @@ -697,8 +775,8 @@ nDinLE +1 2 -3 FB6 MC17 STD @@ -710,8 +788,8 @@ nAoutOE -0 -0 +3 +4 FB4 MC2 STD @@ -719,12 +797,12 @@ 87 I/O O -  +SET nDoutOE 2 -4 +3 FB4 MC5 STD @@ -736,8 +814,8 @@ nDinOE -2 -6 +3 +7 FB4 MC6 STD @@ -748,9 +826,9 @@   -iobs/IOU1 -2 +iobs/PS_FSM_FFd1 2 +3 FB4 MC8 STD @@ -761,16 +839,16 @@ RESET -iobs/IOL1 -2 +fsb/BERR1r 2 +4 FB4 MC9 STD   92 I/O -(b) +I RESET @@ -787,9 +865,9 @@   -iobm/IOS_FSM_FFd1 +cnt/RefDone 2 -4 +10 FB4 MC12 STD @@ -800,9 +878,9 @@ RESET -cs/nOverlay1 -2 +cnt/TimeoutBPre 3 +11 FB4 MC14 STD @@ -813,9 +891,9 @@ RESET -$OpTx$FX_DC$610 -2 -5 +TimeoutA +3 +10 FB4 MC15 STD @@ -823,12 +901,12 @@ 96 I/O I -  +RESET -IOL0 -3 -5 +iobs/IOReady +4 +8 FB4 MC17 STD @@ -839,9 +917,9 @@ RESET -iobs/IOACTr -1 +ram/BACTr 1 +2 FB1 MC1 STD @@ -855,7 +933,7 @@ RESET -iobm/DTACKrr +fsb/ASrf 1 1 FB1 @@ -871,9 +949,9 @@ RESET -iobm/BERRrf -1 +RefAck 1 +2 FB1 MC7 STD @@ -887,9 +965,9 @@ RESET -cnt/RefCnt<6> +RESr0 +1 1 -6 FB1 MC10 STD @@ -897,134 +975,6 @@   (b) (b) -T -  -  -RESET - - -cnt/RefCnt<3> -1 -3 -FB1 -MC13 -STD -  -  -(b) -(b) -T -  -  -RESET - - -cnt/RefCnt<0> -0 -0 -FB1 -MC16 -STD -  -  -(b) -(b) -T -  -  -RESET - - -$OpTx$FX_DC$609 -1 -2 -FB1 -MC18 -STD -  -  -(b) -(b) -  -  -  -  - - -iobm/RESrr -1 -1 -FB2 -MC16 -STD -  -  -(b) -(b) -D -  -  -RESET - - -iobm/Er -1 -1 -FB2 -MC18 -STD -  -  -(b) -(b) -D -  -  -RESET - - -iobs/IORW1 -16 -19 -FB3 -MC13 -STD -  -  -(b) -(b) -T -  -  -RESET - - -ram/BACTr -1 -2 -FB4 -MC1 -STD -  -  -(b) -(b) -D -  -  -RESET - - -iobs/Clear1 -1 -3 -FB4 -MC3 -STD -  -  -(b) -(b) D     @@ -1034,8 +984,8 @@ ALE0S 1 2 -FB4 -MC4 +FB1 +MC13 STD     @@ -1047,10 +997,42 @@ RESET -iobs/PS_FSM_FFd1 +iobs/IOL1 2 +2 +FB1 +MC16 +STD +  +  +(b) +(b) +D +  +  +RESET + + +IOU0 3 -FB4 +5 +FB1 +MC18 +STD +  +  +(b) +(b) +D +  +  +RESET + + +iobm/VPArr +1 +1 +FB2 MC7 STD   @@ -1063,10 +1045,186 @@ RESET -iobm/IOS_FSM_FFd2 -2 +iobm/Er2 +1 +1 +FB2 +MC10 +STD +  +  +(b) +(b) +D +  +  +RESET + + +iobm/DTACKrf +1 +1 +FB2 +MC13 +STD +  +  +(b) +(b) +D +  +  +RESET + + +iobm/BERRrr +1 +1 +FB2 +MC16 +STD +  +  +(b) +(b) +D +  +  +RESET + + +cnt/RefCnt<0> +0 +0 +FB2 +MC18 +STD +  +  +(b) +(b) +T +  +  +RESET + + +fsb/Ready1r +8 +18 +FB3 +MC1 +STD +  +  +(b) +(b) +D +  +  +RESET + + +iobs/IORW1 +17 +20 +FB3 +MC3 +STD +  +  +(b) +(b) +T +  +  +RESET + + +iobs/Clear1 +1 +3 +FB3 +MC18 +STD +  +  +(b) +(b) +D +  +  +RESET + + +cnt/RefCnt<6> +1 +6 +FB4 +MC1 +STD +  +  +(b) +(b) +T +  +  +RESET + + +cnt/RefCnt<5> +1 +5 +FB4 +MC3 +STD +  +  +(b) +(b) +T +  +  +RESET + + +cnt/RefCnt<4> +1 4 FB4 +MC4 +STD +  +  +(b) +(b) +T +  +  +RESET + + +cnt/RefCnt<3> +1 +3 +FB4 +MC7 +STD +  +  +(b) +(b) +T +  +  +RESET + + +cs/nOverlay1 +2 +3 +FB4 MC10 STD   @@ -1079,9 +1237,9 @@ RESET -fsb/BERR1r -2 -4 +cs/nOverlay0 +3 +8 FB4 MC13 STD @@ -1089,13 +1247,13 @@   (b) (b) -D +T     RESET -IOU0 +IOL0 3 5 FB4 @@ -1111,7 +1269,7 @@ RESET -iobs/IOReady +BERR_IOBS 4 8 FB4 @@ -1127,11 +1285,11 @@ RESET -iobs/PS_FSM_FFd2 -14 -19 +ram/RASEL +20 +15 FB5 -MC4 +MC1 STD     @@ -1143,8 +1301,40 @@ RESET -IOREQ -14 +cnt/RefCnt<7> +1 +7 +FB5 +MC3 +STD +  +  +(b) +(b) +T +  +  +RESET + + +ram/RAMDIS2 +7 +15 +FB5 +MC4 +STD +  +  +(b) +(b) +T +  +  +RESET + + +iobs/Load1 +15 19 FB5 MC13 @@ -1159,9 +1349,9 @@ RESET -BERR_IOBS -4 -8 +ram/Once +5 +10 FB5 MC16 STD @@ -1175,22 +1365,6 @@ RESET -IORW0 -18 -20 -FB5 -MC18 -STD -  -  -(b) -(b) -T -  -  -RESET - - iobm/ETACK 1 6 @@ -1207,9 +1381,9 @@ RESET -ALE0M -2 -5 +iobm/IOS_FSM_FFd3 +3 +6 FB6 MC3 STD @@ -1239,9 +1413,9 @@ RESET -iobm/IOS_FSM_FFd4 -4 -6 +ALE0M +3 +5 FB6 MC7 STD @@ -1255,9 +1429,9 @@ RESET -iobm/IOS_FSM_FFd3 +iobm/IOS_FSM_FFd2 5 -10 +11 FB6 MC10 STD @@ -1265,7 +1439,7 @@   (b) (b) -D +T     RESET @@ -1288,7 +1462,7 @@ IOACT -6 +7 13 FB6 MC16 @@ -1305,7 +1479,7 @@ IOBERR 9 -14 +13 FB6 MC18 STD @@ -1319,9 +1493,9 @@ RESET -TimeoutB -3 -12 +ram/RAMReady +16 +15 FB7 MC1 STD @@ -1329,15 +1503,15 @@   (b) (b) -T +D     RESET -cnt/RefDone -2 -10 +TimeoutB +3 +12 FB7 MC3 STD @@ -1345,7 +1519,7 @@   (b) (b) -D +T     RESET @@ -1367,9 +1541,9 @@ RESET -cs/nOverlay0 -3 -8 +ram/RS_FSM_FFd1 +5 +10 FB7 MC7 STD @@ -1383,9 +1557,9 @@ RESET -cnt/TimeoutBPre -3 -11 +$OpTx$$OpTx$FX_DC$182_INV$783 +6 +8 FB7 MC10 STD @@ -1393,17 +1567,17 @@   (b) (b) -T     -RESET +  +  -ram/RS_FSM_FFd2 -13 +ram/RS_FSM_FFd3 +11 14 FB7 -MC16 +MC13 STD     @@ -1415,11 +1589,11 @@ RESET -ram/RAMReady -16 +iobs/PS_FSM_FFd2 15 -FB7 -MC18 +20 +FB8 +MC4 STD     @@ -1431,11 +1605,11 @@ RESET -ram/RASEL -20 -15 +RESDone +1 +3 FB8 -MC1 +MC7 STD     @@ -1451,7 +1625,7 @@ 3 8 FB8 -MC3 +MC16 STD     @@ -1463,43 +1637,11 @@ RESET -ram/RS_FSM_FFd1 -5 -10 +IORW0 +19 +21 FB8 -MC4 -STD -  -  -(b) -(b) -T -  -  -RESET - - -ram/Once -5 -10 -FB8 -MC7 -STD -  -  -(b) -(b) -T -  -  -RESET - - -ram/RAMDIS2 -7 -15 -FB8 -MC13 +MC18 STD     diff --git a/cpld/XC95144XL/MXSE_html/fit/next.jpg b/cpld/XC95144XL/MXSE_html/fit/next.jpg deleted file mode 100644 index b8bbb999ee5f7042c9dcbad4dacf3659aa2ee7a8..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 1079 zcmex=9X@jO*zpr5PhGlvPb?HxGHT=yahkYr<3UbkKb$@|Xn~>>0k;H_C~9n78`F`QPzJCPur8PO(e59<=M&#AB!andt81j&-><& zq0R)8)>*%}S1eCIc5p`YX|0I4_YHq$Fz?;;;rYSt*U{0tb<-VpZr`&@tnAX^l};~h z4@wFuvh)0Bc+*$ATG}JO(dzgS4jcZ(uV&>fUG1N$daHKQE6pTDX*Pvd9!8IgE0a~U zjAeMzr9*y*KC+EJcQ} z_Q%h2XUvoA_V4%D9AWcJ^)|EmddV+~w(ZY~|Jm}-{
-Legend :  NC  = Not Connected, unbonded pin
-         PGND = Unused I/O configured as additional Ground pin
-         TIE  = Unused I/O floating -- must tie to VCC, GND or other signal
-         VCC  = Dedicated Power Pin
-         GND  = Dedicated Ground Pin
-         TDI  = Test Data In, JTAG pin
-         TDO  = Test Data Out, JTAG pin
-         TCK  = Test Clock, JTAG pin
-         TMS  = Test Mode Select, JTAG pin
-         PE   = Port Enable pin
-  PROHIBITED  = User reserved pin
-
diff --git a/cpld/XC95144XL/MXSE_html/fit/pin_legXbr.htm b/cpld/XC95144XL/MXSE_html/fit/pin_legXbr.htm deleted file mode 100644 index 00a6d2c..0000000 --- a/cpld/XC95144XL/MXSE_html/fit/pin_legXbr.htm +++ /dev/null @@ -1,21 +0,0 @@ -
-Legend :  NC  = Not Connected, unbonded pin
-        PGND  = Unused I/O configured as additional Ground pin
-         KPR  = Unused I/O with weak keeper (leave unconnected)
-         WPU  = Unused I/O with weak pull up (leave unconnected)
-         WPD  = Unused I/O with weak pull down (leave unconnected)
-         TIE  = Unused I/O floating -- must tie to VCC, GND or other signal
-         VCC  = Dedicated Power Pin
-      VCCAUX  = Power supply for JTAG pins
-   VCCIO-3.3  = I/O supply voltage for LVTTL, LVCMOS33, SSTL3_I
-   VCCIO-2.5  = I/O supply voltage for LVCMOS25, SSTL2_I
-   VCCIO-1.8  = I/O supply voltage for LVCMOS18
-   VCCIO-1.5  = I/O supply voltage for LVCMOS15, HSTL_I
-        VREF  = Reference voltage for indicated input standard
-         GND  = Dedicated Ground Pin
-         TDI  = Test Data In, JTAG pin
-         TDO  = Test Data Out, JTAG pin
-         TCK  = Test Clock, JTAG pin
-         TMS  = Test Mode Select, JTAG pin
-  PROHIBITED  = User reserved pin
-
diff --git a/cpld/XC95144XL/MXSE_html/fit/pin_legXpla3.htm b/cpld/XC95144XL/MXSE_html/fit/pin_legXpla3.htm deleted file mode 100644 index 8dad55d..0000000 --- a/cpld/XC95144XL/MXSE_html/fit/pin_legXpla3.htm +++ /dev/null @@ -1,13 +0,0 @@ -
-Legend :  NC  = Not Connected, unbonded pin
-          PE  = Port Enable pin
-         WPU  = Unused with Internal Weak Pull Up
-         TIE  = Unused I/O floating -- must tie to VCC, GND or other signal
-         VCC  = Dedicated Power Pin
-         GND  = Dedicated Ground Pin
-         TDI  = Test Data In, JTAG pin
-         TDO  = Test Data Out, JTAG pin
-         TCK  = Test Clock, JTAG pin
-         TMS  = Test Mode Select, JTAG pin
-  PROHIBITED  = User reserved pin
-
diff --git a/cpld/XC95144XL/MXSE_html/fit/pins 2.htm b/cpld/XC95144XL/MXSE_html/fit/pins 2.htm deleted file mode 100644 index 2c7fd7c..0000000 --- a/cpld/XC95144XL/MXSE_html/fit/pins 2.htm +++ /dev/null @@ -1,521 +0,0 @@ - - - - - - -

Pin List

- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
Pin NumPin TypeAssigned Signal
1I/O/GTS3KPR
2I/O/GTS4KPR
3I/O/GTS1KPR
4I/O/GTS2KPR
5VCCINTVCC
6I/OnLDS_IOB
7I/OnUDS_IOB
8I/OnDoutOE
9I/OA_FSB<22>
10I/OnAS_IOB
11I/OnDTACK_FSB
12I/OA_FSB<9>
13I/OnAS_FSB
14I/OnBERR_FSB
15I/OA_FSB<5>
16I/OA_FSB<2>
17I/OnOE
18I/OnBERR_IOB
19I/OA_FSB<6>
20I/OA_FSB<7>
21GNDGND
22I/O/GCK1CLK2X_IOB
23I/O/GCK2CLK_FSB
24I/OnRAS
25I/OnLDS_FSB
26VCCIOVCC
27I/O/GCK3CLK_IOB
28I/OKPR
29I/OnADoutLE1
30I/OKPR
31GNDGND
32I/OKPR
33I/OnVMA_IOB
34I/OKPR
35I/ORA<1>
36I/OKPR
37I/OKPR
38VCCIOVCC
39I/ORA<3>
40I/OKPR
41I/OKPR
42I/OnROMCS
43I/OKPR
44GNDGND
45TDITDI
46I/OKPR
47TMSTMS
48TCKTCK
49I/OE_IOB
50I/ORA<5>
51VCCIOVCC
52I/OnUDS_FSB
53I/ORA<6>
54I/OnDTACK_IOB
55I/ORA<7>
56I/OA_FSB<4>
57VCCINTVCC
58I/ORA<8>
59I/OnVPA_IOB
60I/ORA<9>
61I/OnWE_FSB
62GNDGND
63I/ORA<11>
64I/OA_FSB<8>
65I/ORA<10>
66I/OA_FSB<23>
67I/OnADoutLE0
68I/OA_FSB<21>
69GNDGND
70I/OnAoutOE
71I/OA_FSB<20>
72I/OnDinLE
73I/OA_FSB<19>
74I/OnCAS
75GNDGND
76I/OA_FSB<18>
77I/OnRAMLWE
78I/OA_FSB<3>
79I/OnRAMUWE
80I/OA_FSB<15>
81I/OnROMWE
82I/OA_FSB<13>
83TDOTDO
84GNDGND
85I/OnVPA_FSB
86I/OA_FSB<11>
87I/ORA<0>
88VCCIOVCC
89I/OA_FSB<10>
90I/OA_FSB<1>
91I/ORA<2>
92I/OA_FSB<12>
93I/OA_FSB<14>
94I/ORA<4>
95I/OA_FSB<16>
96I/OA_FSB<17>
97I/OnDinOE
98VCCINTVCC
99I/O/GSRnRES
100GNDGND
- - -
- -
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Summary

- - - - - - - - - - - - - - - - - - - - - -
 Design Name - MXSE
 Fitting Status - Successful
 Software Version - P.20131013
 Device Used - XC95144XL-10-TQ100 -
 Date - 12-11-2021, 6:24AM

RESOURCES SUMMARY
- - - - - - - - - - - - - - - -
Macrocells UsedPterms UsedRegisters UsedPins UsedFunction Block Inputs Used
110/144  (77%)439/720  (61%)84/144  (59%)67/81  (83%)244/432  (57%)

PIN RESOURCES
- - - -
- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
Signal TypeRequiredMapped
 Input 31 31
 Output 32 32
 Bidirectional 0 0
 GCK 3 3
 GTS 0 0
 GSR 1 1
- - - - - - - - - - - - - - - - - - - - - - - - - -
Pin TypeUsedTotal
 I/O  - 63 74
 GCK/IO 3 3
 GTS/IO 0 4
 GSR/IO 1 1

GLOBAL RESOURCES
- - - - - - - - - - - - - - - - - -
 Signal mapped onto global clock net (GCK1) CLK2X_IOB
 Signal mapped onto global clock net (GCK2) CLK_FSB
 Signal mapped onto global clock net (GCK3) CLK_IOB
 Signal mapped onto global output enable net (GSR) nRES

POWER DATA
- - - - - - - - - - - - - -
 Macrocells in high performance mode (MCHP) 110
 Macrocells in low power mode (MCLP) 0
 Total macrocells used (MC) 110
- - -
- - diff --git a/cpld/XC95144XL/MXSE_html/fit/summary.htm b/cpld/XC95144XL/MXSE_html/fit/summary.htm index 41a8c74..2c06e79 100644 --- a/cpld/XC95144XL/MXSE_html/fit/summary.htm +++ b/cpld/XC95144XL/MXSE_html/fit/summary.htm @@ -30,7 +30,7 @@  Date -  2-14-2022, 7:35PM +  3-27-2022, 10:08AM
RESOURCES SUMMARY
@@ -42,11 +42,11 @@ - - - - - + + + + +
Function Block Inputs Used
105/144  (73%)434/720  (61%)80/144  (56%)67/81  (83%)227/432  (53%)115/144  (80%)458/720  (64%)89/144  (62%)74/81  (92%)258/432  (60%)

PIN RESOURCES
@@ -58,13 +58,13 @@ - - + + - - + + @@ -96,7 +96,7 @@ + 68 @@ -133,7 +133,7 @@
 Input 32 32 36 36
 Output 32 32 35 35
 Bidirectional
 I/O   - 61  74
- + @@ -141,7 +141,7 @@ - +
 Macrocells in high performance mode (MCHP) 105 115
 Macrocells in low power mode (MCLP)
 Total macrocells used (MC) 105 115
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Unmapped Inputs

- -

This page shows - input signals which were either not mapped or not - routed.

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Unmapped Logic

- -

This page shows those equations whose - logic was either not placed or not completely - placed in the specified device.

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- - - - - - - - -

Introduction

- -

This report is the result of a static timing analysis of your design - after it has been fit in the device that you selected. The timing values - given represent the worst-case values over the recommended operating conditions - for the part.

- -

Overview

- -

The timing report consists of a series of sections:

- -

Summary

- -

This table summarizes the external timing parameters for your device, - including tPD, - tCO, - tSU, - tCYC, - and fSYSTEM. -  For a more - detailed description of the timing model for your device, please refer - to the application notes linked below.

- -

Timing Constraints

- -

This section reports on any timing constraints that you created for - your design. Timing constraints can be entered using the Constraints Editor - tool, or by editing an Implementation Constraints File directly. For more - information on creating timing constraints, see the Constraints Guide. -

- -

Note that if you - did not define any constraints for your design, then the timing analysis - software will automatically create a default set of constraints for you. - These include pad-to-pad, register-to-register, pad-to-register, and period - constraints. A constraint value of 0 ns - will be used for all of these automatically generated constraints. As - a result, all paths listed under each constraint will violate the constraint, - and will have a negative value for slack.

- -

Note also that to - limit the size of the report, each path endpoint involved in a timing - path will only be listed once, under a single constraint.  

- -

For each timing path listed under a constraint, there is a hyperlink - that can be used to open a window listing the individual internal delay - elements traversed in the path. To understand these delay elements, consult - the Definitions section below, or the following - application notes and white papers:

- -

XAPP375: Understanding - the CoolRunner-II - Timing Model

- -

WP122: - Using the CoolRunner - XPLA3 Timing Model

- -

XAPP071: Using - the XC9500 Timing Model

- -

XAPP111: Using - the XC9500XL Timing Model

- -

XAPP - 362: Using the XC9500XV Timing Model

- -

available in the literature section of www.xilinx.com. -

- -

Data Sheet Report

- -

This section of the report lists the external timing parameters for - your design. This includes; maximum external clock speed for each clock, - setup and hold times for each registered input, clock-to-output pad timing - for each registered output, clock to setup time for each register-to-register - timing path, and pad-to-pad time for each combinatorial path through your - design.

- -

Going Further

- -

To do more advanced timing analysis of your design, select the process - Analyze Post-Fit Static Timing - in iSE. This - will run Xilinx's - Timing Analyzer tool interactively.  The - Timing Analyzer provides a powerful, flexible, and easy way to perform - static timing analysis on FPGA - and CPLD designs. - With Timing Analyzer, analysis can be performed immediately after mapping, - placing or routing an FPGA - design, and after fitting and routing a CPLD - design.

- -

Timing Analyzer verifies that the delay along a given path or paths - meets specified timing requirements. It organizes and displays data that - allows you to analyze critical paths in a circuit, the cycle time of the - circuit, the delay along any specified path(s), - and the path with the greatest delay. It also provides a quick analysis - of the effect different speed grades have on the same design.  

- -

Timing Analyzer performs setup and hold checks (skew analysis). It works - with synchronous systems composed of synchronous elements and combinatorial - logic. In synchronous design, Timing Analyzer takes into account all path - delays, including clock-to-out and setup requirements, while calculating - the worst-case timing of the design.

- -

Timing Analyzer creates timing analysis reports based on existing timing - constraints or user specified paths within the program. Timing reports - have a hierarchical browser to quickly jump to different sections of the - reports. Timing paths in reports can be cross probed to synthesis tools - (Exemplar and Synplicity) - and Floorplanner. -

- -

There are several ways to issue commands in Timing Analyzer. Timing - Analyzer can be controlled through GUI - features (menu commands) or its comprehensive macro command language facility. - You can select from menus, click toolbar buttons, type keyboard commands - in the console window, and run macros.

- -

Definitions

- -

Pad to Pad (tPD) -

- -

Reports pad to pad paths that start at input pads and end at output - pads. The maximum external pad to pad delay.  Combinatorial - pad-to-pad paths begin at input pads, propagate through one or more levels - of combinatorial logic and end at output pads. Combinatorial paths also - trace through the enable inputs of 3-state controlled pads. Combinatorial - paths are not traced through clock, and asynchronous set and reset inputs - of registers. These paths are also broken at bidirectional pins

- -

Clock Pad to Output Pad (tCO) -

- -

The maximum external clock pad to output pad delay.  Reports - paths that start at input  pads - trace through clock inputs of  registers - and end at output pads. Paths are not traced through PRE/CLR -  inputs - of registers.  You - can directly specify tCO - for all registered output paths in your design using the Pad-to-Pad timespec. - Clock-Pad-to-Pad paths for global clocks begin at global clock pads, propagate - through global clock buffers, and propagate through the flip-flop Q - output and any number of levels of combinatorial logic and end at the - output pad. Clock-Pad-to-Pad paths for product term clock paths begin - at input pads, propagate through any number of logic levels feeding into - a clock product term, propagate through the flip-flop Q - output and any number of levels of combinatorial logic and end at the - output pad. Clock-Pad-to-Pad paths also trace through the enable inputs - of 3-state controlled pads.

- -

Setup to Clock at Pad (tSU - or tSUF)

- -

Reports external setup time of data  to - clock at pad. Data path starts at an input pad and ends at register  (Fast - Input Register for tSUF) - D/T  input. - Clock path starts at input pad and ends at the register clock input.  Paths - are not traced through registers. Pin-to-pin setup requirement is not - reported or guaranteed for product-term clocks derived from macrocell - feedback signals.

- -

The minimum required setup time for flip-flops.  You - can specify the tSU - (setup-to-clock) for all inputs in your design relative to a global clock - or product term clock. Each tSU - OFFSET timespec involves an input path and a clock path. Input paths start - at input pads, propagate through input buffers and any number of combinatorial - logic levels before ending at a flip-flop D/T input, including the receiving - flip-flop's tSU.  Input - paths are not traced through flip-flop clock pins, asynchronous set/reset - inputs or bidirectional I/O pins. Global clock paths start at global clock - pads, propagate through global clock buffers and end at the flip-flop - clock pin. Product term clock paths start at input pads, propagate through - a single level of logic implemented in a clock product term and end at - the flip-flop clock pin.

- -

Clock to Setup (tCYC)

- -

Register to register cycle time. Includes source register tCO and destination - register tSU.

- -

Note that when the - computed Maximum Clock Speed is limited by tCYC, it is computed assuming - that all registers are rising-edge sensitive.

- -

fSYSTEM

- -

Maximum clock operating frequency.  You - can specify the fSYSTEM (clock frequency or period) for all registered - paths in your design using a Register-to-Register timespec. Register-to-Register - paths begin at flip-flop clock inputs, propagate through the flip-flop - Q output and any number of levels of combinatorial logic and end at the - receiving flip-flop D/T input, including the receiving flip-flop's tSU. - When these flip-flops are clocked by the same clock, the delay on this - path is equivalent to the cycle time of the clock. Registered paths do - not propagate through clock, and asynchronous set and reset inputs of - registers as shown below. These paths are also broken at bidirectional - pins.

- -

 

- - - - diff --git a/cpld/XC95144XL/MXSE_html/tim/cpldta_style.css b/cpld/XC95144XL/MXSE_html/tim/cpldta_style.css deleted file mode 100644 index 4b82019..0000000 --- a/cpld/XC95144XL/MXSE_html/tim/cpldta_style.css +++ /dev/null @@ -1,144 +0,0 @@ - - - - -.cpldta_text_report_header { - font-style: normal; - font-weight: bold; - font-size: 25pt; - font-family: Arial, Helvetica, sans-serif; - text-align: center;} - -.cpldta_text_section_header { - font-style: normal; - font-weight: bold; - font-size: 15pt; - font-family: Arial, Helvetica, sans-serif; - text-align: center;} - -.cpldta_text_subsection_header { - font-style: normal; - font-weight: bold; - font-size: 10pt; - font-family: Arial, Helvetica, sans-serif; - text-align: left;} - - -.cpldta_warnings_header { - font-style: normal; - font-weight: normal; - font-size: 10pt; - font-family: Arial, Helvetica, sans-serif; - text-align: center; - background-color: #FFFFCC; } - - -.cpldta_text_normal { - font-style: normal; - font-weight: normal; - font-size: 10pt; - font-family: Arial, Helvetica, sans-serif; - text-align: left;} - - -.cpldta_text_normal_bold { - font-style: normal; - font-weight: bold; - font-size: 10pt; - font-family: Arial, Helvetica, sans-serif; - text-align: left;} - - -.cpldta_constraint_description_normal { - font-style: normal; - font-weight: normal; - font-size: 10pt; - font-family: Arial, Helvetica, sans-serif; - text-align: left;} -.cpldta_constraint_description_bold { - font-style: normal; - font-weight: bold; - font-size: 10pt; - font-family: Arial, Helvetica, sans-serif; - text-align: left;} - - -.cpldta_constraint_name { - font-style: normal; - font-weight: normal; - font-size: 10pt; - font-family: Arial, Helvetica, sans-serif; - text-align: left;} - - -.cpldta_constraint_name_error { - font-style: normal; - font-weight: normal; - font-size: 10pt; - font-family: Arial, Helvetica, sans-serif; - text-align: left; - background-color: #FFCCCC; } - - -.cpldta_time_value { - font-style: normal; - font-weight: normal; - font-size: 10pt; - font-family: Arial, Helvetica, sans-serif; - text-align: center;} - - -.cpldta_time_value_error { - font-style: normal; - font-weight: normal; - font-size: 10pt; - font-family: Arial, Helvetica, sans-serif; - text-align: center; - background-color: #FFCCCC; } - - -.cpldta_delaytable_header { - font-style: normal; - font-weight: bold; - font-size: 12pt; - font-family: Arial, Helvetica, sans-serif; - text-align: center; - background-color: #FFFFCC; } -.cpldta_constraint_header { - font-style: normal; - font-weight: bold; - font-size: 10pt; - font-family: Arial, Helvetica, sans-serif; - text-align: left; - background-color: #FFFFCC; } -.cpldta_time_header { - font-style: normal; - font-weight: bold; - font-size: 10pt; - font-family: Arial, Helvetica, sans-serif; - text-align: center; - background-color: #FFFFCC; } -.cpldta_text_caption { - font-style: normal; - font-weight: Bold; - font-size: 10pt; - font-family: Arial, Helvetica, sans-serif; - text-align: center;} - - -.cpldta_datasheet_pathname { - font-style: normal; - font-weight: normal; - font-size: 10pt; - font-family: Arial, Helvetica, sans-serif; - text-align: left;} -.cpldta_datasheet_time_value { - font-style: normal; - font-weight: normal; - font-size: 10pt; - font-family: Arial, Helvetica, sans-serif; - text-align: center;} - - - - diff --git a/cpld/XC95144XL/MXSE_html/tim/genreport.htm b/cpld/XC95144XL/MXSE_html/tim/genreport.htm deleted file mode 100644 index 43aca47..0000000 --- a/cpld/XC95144XL/MXSE_html/tim/genreport.htm +++ /dev/null @@ -1,17 +0,0 @@ - - -Reports - - -; - - - - - - - -<body bgcolor="#FFFFFF" text="#000000"> -</body> - - diff --git a/cpld/XC95144XL/MXSE_html/tim/leftnav.htm b/cpld/XC95144XL/MXSE_html/tim/leftnav.htm deleted file mode 100644 index e72761d..0000000 --- a/cpld/XC95144XL/MXSE_html/tim/leftnav.htm +++ /dev/null @@ -1,37 +0,0 @@ - - -Timing Navigation - - - - - -
- - - - - - - - - - - - - - - - - - - - - - - -
-
Timing Report
-
 Description
 Summary
 Constraints
 Definitions
  
- - diff --git a/cpld/XC95144XL/MXSE_html/tim/report.htm b/cpld/XC95144XL/MXSE_html/tim/report.htm deleted file mode 100644 index 43aca47..0000000 --- a/cpld/XC95144XL/MXSE_html/tim/report.htm +++ /dev/null @@ -1,17 +0,0 @@ - - -Reports - - -; - - - - - - - -<body bgcolor="#FFFFFF" text="#000000"> -</body> - - diff --git a/cpld/XC95144XL/MXSE_html/tim/timing_report 2.htm b/cpld/XC95144XL/MXSE_html/tim/timing_report 2.htm deleted file mode 100644 index d147136..0000000 --- a/cpld/XC95144XL/MXSE_html/tim/timing_report 2.htm +++ /dev/null @@ -1,2935 +0,0 @@ - - - - - - - -Timing report for MXSE - - - -

Timing Report

-
Need help reading this report?

- - - - - - - - - - - - - - - - - - -
Design NameMXSE
Device, Speed (SpeedFile Version)XC95144XL, -10 (3.0)
Date Created Sat Dec 11 06:24:30 2021 -
Created By Timing Report Generator: version P.20131013
Copyright Copyright (c) 1995-2013 Xilinx, Inc. All rights reserved.
-

Summary

- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
Performance Summary
Min. Clock Period20.100 ns.
Max. Clock Frequency (fSYSTEM)49.751 MHz.
Limited by Cycle Time for CLK_FSB
Clock to Setup (tCYC)20.100 ns.
Pad to Pad Delay (tPD)11.000 ns.
Setup to Clock at the Pad (tSU)16.600 ns.
Clock Pad to Output Pad Delay (tCO)14.500 ns.
-
-

Timing Constraints

- - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
Constraint NameRequirement (ns)Delay (ns)PathsPaths Failing
TS_CLK_IOB142.80.000
TS_CLK_FSB40.020.12730
TS_CLK2X_IOB66.611.01200
-
-
- -

Constraint: TS_CLK_IOB

- - - - - - - - -
Description: PERIOD:CLK_IOB:142.857nS:HIGH:71.428nS
PathRequirement (ns)Delay (ns)Slack (ns)
-
-
-
-

Constraint: TS_CLK_FSB

- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
Description: PERIOD:CLK_FSB:40.000nS:HIGH:20.000nS
PathRequirement (ns)Delay (ns)Slack (ns)
TimeoutA.Q to fsb/VPA.D40.00020.10019.900
cs/nOverlay1.Q to fsb/VPA.D40.00020.10019.900
fsb/Ready2r.Q to fsb/VPA.D40.00020.10019.900
-
-
- -

Constraint: TS_CLK2X_IOB

- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
Description: PERIOD:CLK2X_IOB:66.666nS:HIGH:33.333nS
PathRequirement (ns)Delay (ns)Slack (ns)
IOBERR.Q to IOBERR.D66.60011.00055.600
iobm/BERRrf.Q to IOACT.D33.30011.00022.300
iobm/BERRrf.Q to IOBERR.D33.30011.00022.300
-
-
-
Number of constraints not met: 0
-
- -

Data Sheet Report

- -

Maximum External Clock Speeds

- - - - - - - - - - - - - - - - - - - - - -
ClockfEXT (MHz)Reason
CLK_IOB111.111Limited by Clock Pulse Width for CLK_IOB
CLK_FSB49.751Limited by Cycle Time for CLK_FSB
CLK2X_IOB90.909Limited by Cycle Time for CLK2X_IOB
-
- -

Setup/Hold Times for Clocks

- - - - - - - - - - - - -
Setup/Hold Times for Clock CLK_IOB
Source PadSetup to clk (edge) Hold to clk (edge)
E_IOB6.5000.000

- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
Setup/Hold Times for Clock CLK_FSB
Source PadSetup to clk (edge) Hold to clk (edge)
A_FSB<10>16.6000.000
A_FSB<11>16.6000.000
A_FSB<12>16.6000.000
A_FSB<13>16.6000.000
A_FSB<14>16.6000.000
A_FSB<15>16.6000.000
A_FSB<16>16.6000.000
A_FSB<17>16.6000.000
A_FSB<18>16.6000.000
A_FSB<19>16.6000.000
A_FSB<20>16.6000.000
A_FSB<21>16.6000.000
A_FSB<22>16.6000.000
A_FSB<23>16.6000.000
A_FSB<8>16.6000.000
A_FSB<9>16.6000.000
nAS_FSB7.9000.000
nLDS_FSB6.5000.000
nUDS_FSB6.5000.000
nWE_FSB16.6000.000

- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
Setup/Hold Times for Clock CLK2X_IOB
Source PadSetup to clk (edge) Hold to clk (edge)
CLK_IOB7.5000.000
nBERR_IOB7.5000.000
nDTACK_IOB6.5000.000
nRES6.5000.000
nVPA_IOB6.5000.000

-
- -

Clock to Pad Timing

- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
Clock CLK_FSB to Pad
Destination PadClock (edge) to Pad
RA<0>14.500
RA<8>14.500
RA<1>13.500
RA<2>13.500
RA<3>13.500
RA<4>13.500
RA<5>13.500
RA<6>13.500
RA<7>13.500
RA<9>13.500
nADoutLE013.500
nBERR_FSB13.500
nRAMLWE13.500
nRAMUWE13.500
nRAS13.500
nROMCS13.500
nVPA_FSB13.500
nADoutLE15.800
nCAS5.800
nDTACK_FSB5.800

- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
Clock CLK2X_IOB to Pad
Destination PadClock (edge) to Pad
nADoutLE013.500
nAS_IOB5.800
nDinLE5.800
nDoutOE5.800
nLDS_IOB5.800
nUDS_IOB5.800
nVMA_IOB5.800

-
- -

Clock to Setup Times for Clocks

- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
Clock to Setup for clock CLK_FSB
SourceDestinationDelay
TimeoutA.Qfsb/VPA.D20.100
cs/nOverlay1.Qfsb/VPA.D20.100
fsb/Ready2r.Qfsb/VPA.D20.100
nADoutLE1.Qfsb/VPA.D20.100
TimeoutB.Qfsb/VPA.D19.100
TimeoutB.QnDTACK_FSB.D19.100
BERR_IOBS.Qfsb/VPA.D11.400
BERR_IOBS.QnDTACK_FSB.D11.400
IORW0.QIORW0.D11.400
TimeoutA.QnDTACK_FSB.D11.400
cnt/RefCnt<5>.Qram/RAMDIS1.D11.400
cnt/RefCnt<5>.Qram/RAMReady.D11.400
cnt/RefCnt<5>.Qram/RASEL.D11.400
cnt/RefCnt<6>.Qram/RAMDIS1.D11.400
cnt/RefCnt<6>.Qram/RAMReady.D11.400
cnt/RefCnt<6>.Qram/RASEL.D11.400
cnt/RefCnt<7>.Qram/RAMDIS1.D11.400
cnt/RefCnt<7>.Qram/RAMReady.D11.400
cnt/RefCnt<7>.Qram/RASEL.D11.400
cnt/RefDone.Qram/RAMDIS1.D11.400
cnt/RefDone.Qram/RAMReady.D11.400
cnt/RefDone.Qram/RASEL.D11.400
cs/nOverlay1.QIORW0.D11.400
cs/nOverlay1.Qiobs/IORW1.D11.400
cs/nOverlay1.Qiobs/Once.D11.400
cs/nOverlay1.QnDTACK_FSB.D11.400
cs/nOverlay1.Qram/RAMDIS1.D11.400
cs/nOverlay1.Qram/RASEL.D11.400
fsb/ASrf.QIORW0.D11.400
fsb/ASrf.Qfsb/VPA.D11.400
fsb/ASrf.Qram/RASEL.D11.400
fsb/BERR0r.Qfsb/VPA.D11.400
fsb/BERR0r.QnDTACK_FSB.D11.400
fsb/BERR1r.Qfsb/VPA.D11.400
fsb/BERR1r.QnDTACK_FSB.D11.400
fsb/Ready0r.Qfsb/VPA.D11.400
fsb/Ready1r.Qfsb/VPA.D11.400
fsb/Ready1r.QnDTACK_FSB.D11.400
fsb/Ready2r.QnDTACK_FSB.D11.400
fsb/VPA.Qfsb/VPA.D11.400
iobs/IOReady.Qfsb/VPA.D11.400
iobs/IOReady.QnDTACK_FSB.D11.400
iobs/Once.QIORW0.D11.400
iobs/Once.Qiobs/Once.D11.400
iobs/PS_FSM_FFd1.QIORW0.D11.400
iobs/PS_FSM_FFd2.QIORW0.D11.400
nADoutLE1.QIORW0.D11.400
nDTACK_FSB.QnDTACK_FSB.D11.400
ram/Once.Qram/RASEL.D11.400
ram/RAMReady.Qfsb/VPA.D11.400
ram/RS_FSM_FFd1.Qram/RAMDIS1.D11.400
ram/RS_FSM_FFd1.Qram/RASEL.D11.400
ram/RS_FSM_FFd2.Qram/RASEL.D11.400
TimeoutA.Qfsb/Ready2r.D11.000
cnt/RefCnt<0>.Qcnt/RefCnt<6>.D11.000
cnt/RefCnt<1>.Qcnt/RefCnt<6>.D11.000
cnt/RefCnt<2>.Qcnt/RefCnt<6>.D11.000
cnt/RefCnt<3>.Qcnt/RefCnt<6>.D11.000
cnt/RefCnt<4>.Qcnt/RefCnt<6>.D11.000
cnt/RefCnt<5>.Qcnt/RefCnt<6>.D11.000
cnt/RefCnt<5>.Qram/RAMDIS2.D11.000
cnt/RefCnt<5>.Qram/RS_FSM_FFd2.D11.000
cnt/RefCnt<5>.Qram/RS_FSM_FFd3.D11.000
cnt/RefCnt<6>.Qram/RAMDIS2.D11.000
cnt/RefCnt<6>.Qram/RS_FSM_FFd2.D11.000
cnt/RefCnt<6>.Qram/RS_FSM_FFd3.D11.000
cnt/RefCnt<7>.Qram/RAMDIS2.D11.000
cnt/RefCnt<7>.Qram/RS_FSM_FFd2.D11.000
cnt/RefCnt<7>.Qram/RS_FSM_FFd3.D11.000
cnt/RefDone.Qram/RAMDIS2.D11.000
cnt/RefDone.Qram/RS_FSM_FFd2.D11.000
cnt/RefDone.Qram/RS_FSM_FFd3.D11.000
cs/nOverlay1.QIOREQ.D11.000
cs/nOverlay1.Qfsb/Ready1r.D11.000
cs/nOverlay1.Qfsb/Ready2r.D11.000
cs/nOverlay1.Qiobs/Load1.D11.000
cs/nOverlay1.Qiobs/PS_FSM_FFd2.D11.000
cs/nOverlay1.Qram/Once.D11.000
cs/nOverlay1.Qram/RAMDIS2.D11.000
cs/nOverlay1.Qram/RAMReady.D11.000
cs/nOverlay1.Qram/RS_FSM_FFd2.D11.000
cs/nOverlay1.Qram/RS_FSM_FFd3.D11.000
fsb/ASrf.Qfsb/Ready2r.D11.000
fsb/ASrf.Qiobs/IORW1.D11.000
fsb/ASrf.Qram/Once.D11.000
fsb/ASrf.Qram/RAMDIS1.D11.000
fsb/ASrf.Qram/RAMDIS2.D11.000
fsb/ASrf.Qram/RAMReady.D11.000
fsb/ASrf.Qram/RS_FSM_FFd2.D11.000
fsb/ASrf.Qram/RS_FSM_FFd3.D11.000
fsb/Ready0r.QnDTACK_FSB.D11.000
fsb/Ready1r.Qfsb/Ready1r.D11.000
fsb/Ready2r.Qfsb/Ready2r.D11.000
iobs/IOACTr.Qiobs/PS_FSM_FFd1.D11.000
iobs/IORW1.Qiobs/IORW1.D11.000
iobs/IOReady.Qfsb/Ready1r.D11.000
iobs/PS_FSM_FFd1.Qiobs/IORW1.D11.000
iobs/PS_FSM_FFd1.Qiobs/Once.D11.000
iobs/PS_FSM_FFd1.Qiobs/PS_FSM_FFd1.D11.000
iobs/PS_FSM_FFd1.Qiobs/PS_FSM_FFd2.D11.000
iobs/PS_FSM_FFd2.QIOREQ.D11.000
iobs/PS_FSM_FFd2.Qiobs/IORW1.D11.000
iobs/PS_FSM_FFd2.Qiobs/Once.D11.000
iobs/PS_FSM_FFd2.Qiobs/PS_FSM_FFd1.D11.000
iobs/PS_FSM_FFd2.Qiobs/PS_FSM_FFd2.D11.000
nADoutLE1.QIOREQ.D11.000
nADoutLE1.Qfsb/Ready1r.D11.000
nADoutLE1.Qiobs/Once.D11.000
nADoutLE1.Qiobs/PS_FSM_FFd2.D11.000
nADoutLE1.QnDTACK_FSB.D11.000
ram/BACTr.Qram/RAMDIS1.D11.000
ram/BACTr.Qram/RAMReady.D11.000
ram/BACTr.Qram/RASEL.D11.000
ram/Once.Qram/Once.D11.000
ram/Once.Qram/RAMDIS1.D11.000
ram/Once.Qram/RAMDIS2.D11.000
ram/Once.Qram/RAMReady.D11.000
ram/RAMDIS2.Qram/RAMDIS2.D11.000
ram/RAMReady.QnDTACK_FSB.D11.000
ram/RS_FSM_FFd1.Qram/Once.D11.000
ram/RS_FSM_FFd1.Qram/RAMDIS2.D11.000
ram/RS_FSM_FFd1.Qram/RAMReady.D11.000
ram/RS_FSM_FFd1.Qram/RS_FSM_FFd2.D11.000
ram/RS_FSM_FFd1.Qram/RS_FSM_FFd3.D11.000
ram/RS_FSM_FFd2.Qram/Once.D11.000
ram/RS_FSM_FFd2.Qram/RAMDIS1.D11.000
ram/RS_FSM_FFd2.Qram/RAMDIS2.D11.000
ram/RS_FSM_FFd2.Qram/RAMReady.D11.000
ram/RS_FSM_FFd2.Qram/RS_FSM_FFd2.D11.000
ram/RS_FSM_FFd2.Qram/RS_FSM_FFd3.D11.000
ram/RS_FSM_FFd3.Qram/Once.D11.000
ram/RS_FSM_FFd3.Qram/RAMDIS1.D11.000
ram/RS_FSM_FFd3.Qram/RAMDIS2.D11.000
ram/RS_FSM_FFd3.Qram/RAMReady.D11.000
ram/RS_FSM_FFd3.Qram/RASEL.D11.000
ram/RS_FSM_FFd3.Qram/RS_FSM_FFd2.D11.000
ram/RS_FSM_FFd3.Qram/RS_FSM_FFd3.D11.000
BERR_IOBS.QBERR_IOBS.D10.000
BERR_IOBS.Qfsb/BERR1r.D10.000
RefAck.Qcnt/RefDone.D10.000
TimeoutA.QTimeoutA.D10.000
TimeoutB.QTimeoutB.D10.000
TimeoutB.Qfsb/BERR0r.D10.000
cnt/RefCnt<0>.QTimeoutA.D10.000
cnt/RefCnt<0>.QTimeoutB.D10.000
cnt/RefCnt<0>.Qcnt/RefCnt<1>.D10.000
cnt/RefCnt<0>.Qcnt/RefCnt<2>.D10.000
cnt/RefCnt<0>.Qcnt/RefCnt<3>.D10.000
cnt/RefCnt<0>.Qcnt/RefCnt<4>.D10.000
cnt/RefCnt<0>.Qcnt/RefCnt<5>.D10.000
cnt/RefCnt<0>.Qcnt/RefCnt<7>.D10.000
cnt/RefCnt<0>.Qcnt/RefDone.D10.000
cnt/RefCnt<0>.Qcnt/TimeoutBPre.D10.000
cnt/RefCnt<1>.QTimeoutA.D10.000
cnt/RefCnt<1>.QTimeoutB.D10.000
cnt/RefCnt<1>.Qcnt/RefCnt<2>.D10.000
cnt/RefCnt<1>.Qcnt/RefCnt<3>.D10.000
cnt/RefCnt<1>.Qcnt/RefCnt<4>.D10.000
cnt/RefCnt<1>.Qcnt/RefCnt<5>.D10.000
cnt/RefCnt<1>.Qcnt/RefCnt<7>.D10.000
cnt/RefCnt<1>.Qcnt/RefDone.D10.000
cnt/RefCnt<1>.Qcnt/TimeoutBPre.D10.000
cnt/RefCnt<2>.QTimeoutA.D10.000
cnt/RefCnt<2>.QTimeoutB.D10.000
cnt/RefCnt<2>.Qcnt/RefCnt<3>.D10.000
cnt/RefCnt<2>.Qcnt/RefCnt<4>.D10.000
cnt/RefCnt<2>.Qcnt/RefCnt<5>.D10.000
cnt/RefCnt<2>.Qcnt/RefCnt<7>.D10.000
cnt/RefCnt<2>.Qcnt/RefDone.D10.000
cnt/RefCnt<2>.Qcnt/TimeoutBPre.D10.000
cnt/RefCnt<3>.QTimeoutA.D10.000
cnt/RefCnt<3>.QTimeoutB.D10.000
cnt/RefCnt<3>.Qcnt/RefCnt<4>.D10.000
cnt/RefCnt<3>.Qcnt/RefCnt<5>.D10.000
cnt/RefCnt<3>.Qcnt/RefCnt<7>.D10.000
cnt/RefCnt<3>.Qcnt/RefDone.D10.000
cnt/RefCnt<3>.Qcnt/TimeoutBPre.D10.000
cnt/RefCnt<4>.QTimeoutA.D10.000
cnt/RefCnt<4>.QTimeoutB.D10.000
cnt/RefCnt<4>.Qcnt/RefCnt<5>.D10.000
cnt/RefCnt<4>.Qcnt/RefCnt<7>.D10.000
cnt/RefCnt<4>.Qcnt/RefDone.D10.000
cnt/RefCnt<4>.Qcnt/TimeoutBPre.D10.000
cnt/RefCnt<5>.QTimeoutA.D10.000
cnt/RefCnt<5>.QTimeoutB.D10.000
cnt/RefCnt<5>.Qcnt/RefCnt<7>.D10.000
cnt/RefCnt<5>.Qcnt/RefDone.D10.000
cnt/RefCnt<5>.Qcnt/TimeoutBPre.D10.000
cnt/RefCnt<6>.QTimeoutA.D10.000
cnt/RefCnt<6>.QTimeoutB.D10.000
cnt/RefCnt<6>.Qcnt/RefCnt<7>.D10.000
cnt/RefCnt<6>.Qcnt/RefDone.D10.000
cnt/RefCnt<6>.Qcnt/TimeoutBPre.D10.000
cnt/RefCnt<7>.QTimeoutB.D10.000
cnt/RefCnt<7>.Qcnt/RefDone.D10.000
cnt/RefCnt<7>.Qcnt/TimeoutBPre.D10.000
cnt/RefDone.Qcnt/RefDone.D10.000
cnt/TimeoutBPre.QTimeoutB.D10.000
cnt/TimeoutBPre.Qcnt/TimeoutBPre.D10.000
cs/nOverlay0.Qcs/nOverlay0.D10.000
cs/nOverlay0.Qcs/nOverlay1.D10.000
cs/nOverlay1.Qfsb/Ready0r.D10.000
cs/nOverlay1.Qram/RS_FSM_FFd1.D10.000
fsb/ASrf.QBERR_IOBS.D10.000
fsb/ASrf.QIOREQ.D10.000
fsb/ASrf.QTimeoutA.D10.000
fsb/ASrf.QTimeoutB.D10.000
fsb/ASrf.Qcnt/TimeoutBPre.D10.000
fsb/ASrf.Qcs/nOverlay0.D10.000
fsb/ASrf.Qcs/nOverlay1.CE10.000
fsb/ASrf.Qfsb/BERR0r.D10.000
fsb/ASrf.Qfsb/BERR1r.D10.000
fsb/ASrf.Qfsb/Ready0r.D10.000
fsb/ASrf.Qfsb/Ready1r.D10.000
fsb/ASrf.Qiobs/IOReady.D10.000
fsb/ASrf.Qiobs/Load1.D10.000
fsb/ASrf.Qiobs/Once.D10.000
fsb/ASrf.Qiobs/PS_FSM_FFd2.D10.000
fsb/ASrf.QnDTACK_FSB.D10.000
fsb/ASrf.Qram/BACTr.D10.000
fsb/ASrf.Qram/RS_FSM_FFd1.D10.000
fsb/BERR0r.Qfsb/BERR0r.D10.000
fsb/BERR1r.Qfsb/BERR1r.D10.000
fsb/Ready0r.Qfsb/Ready0r.D10.000
iobs/Clear1.QnADoutLE1.D10.000
iobs/IOACTr.QBERR_IOBS.D10.000
iobs/IOACTr.QIOREQ.D10.000
iobs/IOACTr.Qiobs/IOReady.D10.000
iobs/IOACTr.Qiobs/PS_FSM_FFd2.D10.000
iobs/IOL1.QIOL0.D10.000
iobs/IORW1.QIORW0.D10.000
iobs/IOReady.Qiobs/IOReady.D10.000
iobs/IOU1.QIOU0.D10.000
iobs/Load1.Qiobs/IOL1.CE10.000
iobs/Load1.Qiobs/IOU1.CE10.000
iobs/Load1.QnADoutLE1.D10.000
iobs/Once.QBERR_IOBS.D10.000
iobs/Once.QIOREQ.D10.000
iobs/Once.Qiobs/IORW1.D10.000
iobs/Once.Qiobs/IOReady.D10.000
iobs/Once.Qiobs/Load1.D10.000
iobs/Once.Qiobs/PS_FSM_FFd2.D10.000
iobs/PS_FSM_FFd1.QALE0S.D10.000
iobs/PS_FSM_FFd1.QIOL0.CE10.000
iobs/PS_FSM_FFd1.QIOREQ.D10.000
iobs/PS_FSM_FFd1.QIOU0.CE10.000
iobs/PS_FSM_FFd1.Qiobs/Clear1.D10.000
iobs/PS_FSM_FFd1.Qiobs/Load1.D10.000
iobs/PS_FSM_FFd2.QALE0S.D10.000
iobs/PS_FSM_FFd2.QBERR_IOBS.D10.000
iobs/PS_FSM_FFd2.QIOL0.CE10.000
iobs/PS_FSM_FFd2.QIOU0.CE10.000
iobs/PS_FSM_FFd2.Qiobs/Clear1.D10.000
iobs/PS_FSM_FFd2.Qiobs/IOReady.D10.000
iobs/PS_FSM_FFd2.Qiobs/Load1.D10.000
nADoutLE1.QBERR_IOBS.D10.000
nADoutLE1.QIOL0.D10.000
nADoutLE1.QIOU0.D10.000
nADoutLE1.Qiobs/Clear1.D10.000
nADoutLE1.Qiobs/IORW1.D10.000
nADoutLE1.Qiobs/IOReady.D10.000
nADoutLE1.Qiobs/Load1.D10.000
nADoutLE1.QnADoutLE1.D10.000
ram/BACTr.Qram/RS_FSM_FFd2.D10.000
ram/Once.Qram/RS_FSM_FFd1.D10.000
ram/Once.Qram/RS_FSM_FFd3.D10.000
ram/RAMReady.Qfsb/Ready0r.D10.000
ram/RASEL.QnCAS.D10.000
ram/RS_FSM_FFd1.QRefAck.D10.000
ram/RS_FSM_FFd1.Qram/RS_FSM_FFd1.D10.000
ram/RS_FSM_FFd2.QRefAck.D10.000
ram/RS_FSM_FFd2.Qram/RS_FSM_FFd1.D10.000
ram/RS_FSM_FFd3.Qram/RS_FSM_FFd1.D10.000

- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
Clock to Setup for clock CLK2X_IOB
SourceDestinationDelay
IOBERR.QIOBERR.D11.000
iobm/BERRrf.QIOACT.D11.000
iobm/BERRrf.QIOBERR.D11.000
iobm/BERRrr.QIOACT.D11.000
iobm/BERRrr.QIOBERR.D11.000
iobm/DTACKrf.QIOACT.D11.000
iobm/DTACKrf.QIOBERR.D11.000
iobm/DTACKrr.QIOACT.D11.000
iobm/DTACKrr.QIOBERR.D11.000
iobm/IOREQr.QIOACT.D11.000
iobm/IOS_FSM_FFd3.QIOBERR.D11.000
iobm/IOS_FSM_FFd4.QIOACT.D11.000
iobm/IOS_FSM_FFd5.QIOACT.D11.000
iobm/IOS_FSM_FFd6.QIOACT.D11.000
iobm/IOS_FSM_FFd7.QIOACT.D11.000
iobm/IOS_FSM_FFd8.QIOACT.D11.000
iobm/RESrf.QIOACT.D11.000
iobm/RESrf.QIOBERR.D11.000
iobm/RESrr.QIOACT.D11.000
iobm/RESrr.QIOBERR.D11.000
IOACT.QnVMA_IOB.D10.000
iobm/BERRrf.Qiobm/IOS_FSM_FFd2.D10.000
iobm/BERRrf.Qiobm/IOS_FSM_FFd3.D10.000
iobm/BERRrr.Qiobm/IOS_FSM_FFd2.D10.000
iobm/BERRrr.Qiobm/IOS_FSM_FFd3.D10.000
iobm/DTACKrf.Qiobm/IOS_FSM_FFd2.D10.000
iobm/DTACKrf.Qiobm/IOS_FSM_FFd3.D10.000
iobm/DTACKrr.Qiobm/IOS_FSM_FFd2.D10.000
iobm/DTACKrr.Qiobm/IOS_FSM_FFd3.D10.000
iobm/ES<0>.Qiobm/ES<0>.D10.000
iobm/ES<0>.Qiobm/ES<1>.D10.000
iobm/ES<0>.Qiobm/ES<2>.D10.000
iobm/ES<0>.Qiobm/ES<3>.D10.000
iobm/ES<0>.Qiobm/ES<4>.D10.000
iobm/ES<0>.Qiobm/ETACK.D10.000
iobm/ES<0>.QnVMA_IOB.D10.000
iobm/ES<1>.Qiobm/ES<0>.D10.000
iobm/ES<1>.Qiobm/ES<1>.D10.000
iobm/ES<1>.Qiobm/ES<2>.D10.000
iobm/ES<1>.Qiobm/ES<3>.D10.000
iobm/ES<1>.Qiobm/ES<4>.D10.000
iobm/ES<1>.Qiobm/ETACK.D10.000
iobm/ES<1>.QnVMA_IOB.D10.000
iobm/ES<2>.Qiobm/ES<0>.D10.000
iobm/ES<2>.Qiobm/ES<2>.D10.000
iobm/ES<2>.Qiobm/ES<3>.D10.000
iobm/ES<2>.Qiobm/ES<4>.D10.000
iobm/ES<2>.Qiobm/ETACK.D10.000
iobm/ES<2>.QnVMA_IOB.D10.000
iobm/ES<3>.Qiobm/ES<0>.D10.000
iobm/ES<3>.Qiobm/ES<2>.D10.000
iobm/ES<3>.Qiobm/ES<3>.D10.000
iobm/ES<3>.Qiobm/ES<4>.D10.000
iobm/ES<3>.Qiobm/ETACK.D10.000
iobm/ES<3>.QnVMA_IOB.D10.000
iobm/ES<4>.Qiobm/ES<0>.D10.000
iobm/ES<4>.Qiobm/ES<2>.D10.000
iobm/ES<4>.Qiobm/ES<4>.D10.000
iobm/ES<4>.Qiobm/ETACK.D10.000
iobm/ES<4>.QnVMA_IOB.D10.000
iobm/ETACK.QIOACT.D10.000
iobm/ETACK.QIOBERR.D10.000
iobm/ETACK.Qiobm/IOS_FSM_FFd2.D10.000
iobm/ETACK.Qiobm/IOS_FSM_FFd3.D10.000
iobm/Er2.Qiobm/ES<0>.D10.000
iobm/Er2.Qiobm/ES<1>.D10.000
iobm/Er2.Qiobm/ES<2>.D10.000
iobm/Er2.Qiobm/ES<3>.D10.000
iobm/Er2.Qiobm/ES<4>.D10.000
iobm/IOREQr.QALE0M.D10.000
iobm/IOREQr.Qiobm/IOS_FSM_FFd7.D10.000
iobm/IOREQr.Qiobm/IOS_FSM_FFd8.D10.000
iobm/IOS_FSM_FFd1.Qiobm/IOS_FSM_FFd8.D10.000
iobm/IOS_FSM_FFd2.Qiobm/IOS_FSM_FFd1.D10.000
iobm/IOS_FSM_FFd2.QnDoutOE.D10.000
iobm/IOS_FSM_FFd3.QALE0M.D10.000
iobm/IOS_FSM_FFd3.QIOACT.D10.000
iobm/IOS_FSM_FFd3.Qiobm/IOS_FSM_FFd2.D10.000
iobm/IOS_FSM_FFd3.Qiobm/IOS_FSM_FFd3.D10.000
iobm/IOS_FSM_FFd3.QnAS_IOB.D10.000
iobm/IOS_FSM_FFd3.QnDinLE.D10.000
iobm/IOS_FSM_FFd3.QnDoutOE.D10.000
iobm/IOS_FSM_FFd3.QnLDS_IOB.D10.000
iobm/IOS_FSM_FFd3.QnUDS_IOB.D10.000
iobm/IOS_FSM_FFd4.QALE0M.D10.000
iobm/IOS_FSM_FFd4.Qiobm/IOS_FSM_FFd3.D10.000
iobm/IOS_FSM_FFd4.QnAS_IOB.D10.000
iobm/IOS_FSM_FFd4.QnDinLE.D10.000
iobm/IOS_FSM_FFd4.QnDoutOE.D10.000
iobm/IOS_FSM_FFd4.QnLDS_IOB.D10.000
iobm/IOS_FSM_FFd4.QnUDS_IOB.D10.000
iobm/IOS_FSM_FFd5.QALE0M.D10.000
iobm/IOS_FSM_FFd5.Qiobm/IOS_FSM_FFd4.D10.000
iobm/IOS_FSM_FFd5.QnAS_IOB.D10.000
iobm/IOS_FSM_FFd5.QnDoutOE.D10.000
iobm/IOS_FSM_FFd5.QnLDS_IOB.D10.000
iobm/IOS_FSM_FFd5.QnUDS_IOB.D10.000
iobm/IOS_FSM_FFd6.QALE0M.D10.000
iobm/IOS_FSM_FFd6.Qiobm/IOS_FSM_FFd5.D10.000
iobm/IOS_FSM_FFd6.QnAS_IOB.D10.000
iobm/IOS_FSM_FFd6.QnDoutOE.D10.000
iobm/IOS_FSM_FFd6.QnLDS_IOB.D10.000
iobm/IOS_FSM_FFd6.QnUDS_IOB.D10.000
iobm/IOS_FSM_FFd7.QALE0M.D10.000
iobm/IOS_FSM_FFd7.Qiobm/IOS_FSM_FFd6.D10.000
iobm/IOS_FSM_FFd7.QnAS_IOB.D10.000
iobm/IOS_FSM_FFd7.QnDoutOE.D10.000
iobm/IOS_FSM_FFd7.QnLDS_IOB.D10.000
iobm/IOS_FSM_FFd7.QnUDS_IOB.D10.000
iobm/IOS_FSM_FFd8.QALE0M.D10.000
iobm/IOS_FSM_FFd8.Qiobm/IOS_FSM_FFd7.D10.000
iobm/IOS_FSM_FFd8.Qiobm/IOS_FSM_FFd8.D10.000
iobm/RESrf.Qiobm/IOS_FSM_FFd2.D10.000
iobm/RESrf.Qiobm/IOS_FSM_FFd3.D10.000
iobm/RESrr.Qiobm/IOS_FSM_FFd2.D10.000
iobm/RESrr.Qiobm/IOS_FSM_FFd3.D10.000
iobm/VPArf.QnVMA_IOB.D10.000
iobm/VPArr.QnVMA_IOB.D10.000
nVMA_IOB.Qiobm/ETACK.D10.000
nVMA_IOB.QnVMA_IOB.D10.000

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- -

Pad to Pad List

- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
Source PadDestination PadDelay
A_FSB<10>RA<0>11.000
A_FSB<1>RA<0>11.000
A_FSB<20>nDinOE11.000
A_FSB<21>nDinOE11.000
A_FSB<22>nDinOE11.000
A_FSB<23>nDinOE11.000
A_FSB<9>RA<8>11.000
nAS_FSBnDinOE11.000
nWE_FSBnDinOE11.000
A_FSB<11>RA<1>10.000
A_FSB<12>RA<2>10.000
A_FSB<13>RA<3>10.000
A_FSB<14>RA<4>10.000
A_FSB<15>RA<5>10.000
A_FSB<16>RA<6>10.000
A_FSB<17>RA<7>10.000
A_FSB<18>RA<8>10.000
A_FSB<19>RA<11>10.000
A_FSB<19>RA<9>10.000
A_FSB<20>RA<9>10.000
A_FSB<20>nBERR_FSB10.000
A_FSB<20>nROMCS10.000
A_FSB<21>RA<10>10.000
A_FSB<21>nBERR_FSB10.000
A_FSB<21>nRAS10.000
A_FSB<21>nROMCS10.000
A_FSB<22>nBERR_FSB10.000
A_FSB<22>nRAS10.000
A_FSB<22>nROMCS10.000
A_FSB<23>nBERR_FSB10.000
A_FSB<23>nRAS10.000
A_FSB<23>nROMCS10.000
A_FSB<2>RA<1>10.000
A_FSB<3>RA<2>10.000
A_FSB<4>RA<3>10.000
A_FSB<5>RA<4>10.000
A_FSB<6>RA<5>10.000
A_FSB<7>RA<6>10.000
A_FSB<8>RA<7>10.000
nAS_FSBnBERR_FSB10.000
nAS_FSBnOE10.000
nAS_FSBnRAMLWE10.000
nAS_FSBnRAMUWE10.000
nAS_FSBnRAS10.000
nAS_FSBnROMWE10.000
nAS_FSBnVPA_FSB10.000
nLDS_FSBnRAMLWE10.000
nUDS_FSBnRAMUWE10.000
nWE_FSBnOE10.000
nWE_FSBnRAMLWE10.000
nWE_FSBnRAMUWE10.000
nWE_FSBnROMWE10.000
-
-
-
Number of paths analyzed: -393 -
Number of Timing errors: -0 -
Analysis Completed: Sat Dec 11 06:24:30 2021 - -
- diff --git a/cpld/XC95144XL/MXSE_html/tim/timing_report.htm b/cpld/XC95144XL/MXSE_html/tim/timing_report.htm index 2e300f7..45f4a36 100644 --- a/cpld/XC95144XL/MXSE_html/tim/timing_report.htm +++ b/cpld/XC95144XL/MXSE_html/tim/timing_report.htm @@ -27,7 +27,7 @@ XC95144XL, -10 (3.0) - Date Created Mon Feb 07 04:05:06 2022 + Date Created Sun Mar 27 10:09:02 2022 @@ -44,18 +44,18 @@ Min. Clock Period - 19.100 ns. + 20.100 ns. Max. Clock Frequency (fSYSTEM) - 52.356 MHz. + 49.751 MHz. Limited by Cycle Time for CLK_FSB Clock to Setup (tCYC) - 19.100 ns. + 20.100 ns. Pad to Pad Delay (tPD) @@ -63,7 +63,7 @@ Setup to Clock at the Pad (tSU) - 15.600 ns. + 16.600 ns. Clock Pad to Output Pad Delay (tCO) @@ -90,15 +90,15 @@ TS_CLK_FSB 40.0 - 19.1 - 273 + 20.1 + 287 0 TS_CLK2X_IOB 66.6 11.0 - 110 + 105 0 @@ -128,19 +128,19 @@ Slack (ns) - - TimeoutB.Q to nDTACK_FSB.D + + cs/nOverlay1.Q to fsb/VPA.D 40.000 - 19.100 - 20.900 + 20.100 + 19.900 - - - fsb/ASrf.Q to fsb/VPA.D - 20.000 - 19.100 - 0.900 - - - - BERR_IOBS.Q to fsb/VPA.D + + cs/nOverlay1.Q to nDTACK_FSB.D 40.000 - 11.400 - 28.600 + 20.100 + 19.900 + + + fsb/Ready0r.Q to fsb/VPA.D + 40.000 + 20.100 + 19.900 + +

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