// Micro symbol table routines // last edited December 26, 1979 8:42 AM // Copyright Xerox Corporation 1979 get "micdecl.d" external [ // O.S. SetBlock; Zero Puts // for tracing // defined here for MICSLOW @endhc; @hlast; @hprev; @sw0 ] structure [ lhw bit 8 // Left half of word rhw bit 8 // Right half of word ] structure [ blank bit 15 odd bit 1 // Least significant bit ] compileif slink ne 0 then [ SlinkNe0 = 0 ] // *** Lookup assumes slink=0 *** static [ // Storage for scinit, scnext, and nsnext @scep // Scanner current entry pointer @schp // Scanner hash chain pointer @scwn // Scanner word number @scmask // Scanner word mask @scval // Scanner value for which to scan @sche // Scanner hash chain end pointer @scstop // Scanner chain stop value @nshp // New symbol hash pointer @nshe // New symbol hash end pointer @nsbp // New symbol current block pointer // Storage for lookup, putin, and newdef @svec // dummy vector for end of hash chains @endhc // ditto -sname @symbase // real address of hash vector @hsize // Hash table size @hlast @hprev @saddr // address of unpacked symbol @scc // length of unpacked symbol @sw0 // first word of packed name @nsbase // real address of new symbol hash vector @nsmask // new symbol hash mask // Statistics // *** Assumes statics are allocated in order zenter; zenter1 // # of putins ] let lenname(ep) = valof // Returns length of name of symbol table entry. Names are // delimited by a zero in the left or right halfword. [ let ptr = ep + sname while ptr>>rhw ne 0 do ptr = ptr + 1 resultis ((ptr-ep) lshift 1) + (ptr>>lhw ne 0 ? -1, -2) ] and initsym(siz, nsiz; numargs na) be // Initialize the symbol table [ if na ne 0 then // Allocating [ symtab = alloc(siz) - fstop symvec = alloc(1) - fstop nstab = alloc(nsiz) - fstop ] symbase = symtab + fstop svec = symvec + fstop endhc = svec-sname hsize = bsize(symbase) if na ne 0 then SetBlock(symbase, endhc, hsize) nsbase = nstab + fstop nsmask = bsize(nsbase)-1 Zero(nsbase, nsmask+1) ] and dumpsym() be // Relativize the symbol table for dumping [ scinit(0, 0, 0) until schp eq sche do [ let ep = schp until ep eq scstop do [ let ep1 = ep!slink ep!slink = ep1 - fstop ep = ep1 ] schp = schp+1 ] ] and recsym() be // De-relativize the symbol table after dumping or reloading [ scinit(0, 0, 0) until schp eq sche do [ let ep = schp until ep eq scstop do [ let ep1 = ep!slink + fstop ep!slink = ep1 ep = ep1 ] schp = schp+1 ] ] and scinit(wn,mask,val) be // Initialize for symbol table scan. All entries in the symbol // table will have the word displaced from their ep // by wn words anded with mask. If the resulting // value is val, they will be reported by scnext(). [ scwn, scmask, scval = wn, mask, val schp = symbase-slink sche = schp+hsize scstop = endhc scep = schp nshp = nsbase nshe = nshp+nsmask+1 nsbp = nshp ] and scnext() = valof // Traverse symbol table reporting all expressions that meet // the criteria described in scinit. Major traversal is // through the array of hash chain heads, minor is through // the chains themselves. [ [ scep = scep!slink if scep eq scstop then [ schp = schp+1 if schp eq sche resultis 0 scep = schp loop ] if (scep!scwn & scmask) eq scval resultis scep ] repeat ] and nsnext() = valof // Traverse table of new (redefined since /R) symbols that meet // the criteria set by scinit. Order is as in scnext. [ [ nsbp = @nsbp if nsbp eq 0 then [ nshp = nshp+1 if nshp eq nshe resultis 0 nsbp = nshp loop ] let ep = nsbp!1 if (ep!scwn & scmask) eq scval resultis ep ] repeat ] and lookup(paddr, pcc) = valof // Just a dummy [ lookup = fastlookup resultis fastlookup(paddr, pcc) ] and fastlookup(paddr, pcc) = valof // Lookup symbol in symbol table. If present, return ep; // if not, return zero and leave values around to // allow putin to work. [ saddr, scc = paddr, pcc let sw1, sw2, sw3, sw4, sw5, sw6, sw7 = nil, nil, nil, nil, nil, nil, nil let compare = nil let chain = nil // Faster branch if in local variable let ptr = nil switchon pcc into [ case 15: compare = cw7; sw7 = paddr!14 lshift 8; goto p6 case 14: compare = cw7; sw7 = 0; goto p6 case 13: compare = cw6; sw6 = paddr!12 lshift 8; goto p5 case 12: compare = cw6; sw6 = 0; goto p5 case 11: compare = cw5; sw5 = paddr!10 lshift 8; goto p4 case 10: compare = cw5; sw5 = 0; goto p4 case 9: compare = cw4; sw4 = paddr!8 lshift 8; goto p3 case 8: compare = cw4; sw4 = 0; goto p3 case 7: compare = cw3; sw3 = paddr!6 lshift 8; goto p2 case 6: compare = cw3; sw3 = 0; goto p2 case 5: compare = cw2; sw2 = paddr!4 lshift 8; goto p1 case 4: compare = cw2; sw2 = 0; goto p1 case 3: compare = cw1; sw1 = paddr!2 lshift 8; goto p0 case 2: // Special check for packed symbol if paddr!1 ls 40b then resultis (paddr!1 eq symc? @paddr+fstop, 0) compare = cw1; sw1 = 0; goto p0 case 1: compare = cw0; sw0 = @paddr lshift 8; goto pn case 0: compare = cw0; sw0 = 0; goto pn ] // Long name compare = complong p7: sw7 = (paddr!14 lshift 8) + paddr!15 p6: sw6 = (paddr!12 lshift 8) + paddr!13 p5: sw5 = (paddr!10 lshift 8) + paddr!11 p4: sw4 = (paddr!8 lshift 8) + paddr!9 p3: sw3 = (paddr!6 lshift 8) + paddr!7 p2: sw2 = (paddr!4 lshift 8) + paddr!5 p1: sw1 = (paddr!2 lshift 8) + paddr!3 p0: sw0 = (@paddr lshift 8) + paddr!1 pn: @svec = sw0 chain = schain hlast = ((rv paddr + paddr!(pcc-1) + pcc) rem hsize) + symbase ptr = hlast // *** assumes slink eq 0 schain: // Traverse through hash chain. [ let ptr1 = @ptr if sw0 eq ptr1!sname then [ hprev = ptr ptr = ptr1 if ptr ne endhc goto compare resultis 0 ] ptr = @ptr1 if sw0 eq ptr!sname then [ hprev = ptr1 if ptr ne endhc goto compare resultis 0 ] ] repeat complong: // Very long name, must use loop [ let tptr = ptr+(sname+8) let sptr = paddr+16 let tend = ptr+sname+(pcc rshift 1) while tptr ne tend do [ if (@sptr lshift 8 + sptr!1) ne @tptr goto chain tptr, sptr = tptr+1, sptr+2 ] if @tptr ne (pcc<