; BcplUtil.Mu -- bcpl runtime utilities (except GetFrame and Return) ; Copyright Xerox Corporation 1979 ; Last modified October 16, 1977 6:38 PM ; All Bcpl runtime utilities in this module are invoked by an opcode ; of the form XXnnn, where XX is the opcode for the main dispatch in RamTrap ; and nnn is the DISP field used for sub-dispatching here. !77,100, Lq0.0, Lq0.1, Lq0.2, Lq0.3, Lq0.4, Lq0.5, Lq0.6, Lq0.7, , Lq1.1, Lq1.2, Lq1.3, Lq1.4, Lq1.5, Lq1.6, Lq1.7, Snq0, Sq0.1, Sq0.2, Sq0.3, Sq0.4, Sq0.5, Sq0.6, Sq0.7, Snq1, Sq1.1, Sq1.2, Sq1.3, Sq1.4, Sq1.5, Sq1.6, Sq1.7, LongJump, Branch, Lookup, Rsh, Lsh, Ior, Xor, Eqv, Mult, DivRem, MulPlus, Ly01, Ly10, Sy01, Sy10; ; RamTrap dispatches here for the Bcpl utility opcode BcplUtility: SINK←DISP, BUS, TASK; Branch on sub-code :Lq0.0; ; LongJump ; Jumps to AC3 + @AC3 ; Calling sequence is: ; jsr @355 ; target-. (i.e., a self-relative pointer) LongJump: MAR←T←AC3; LongJ1: NOP; L←MD+T, TASK; ; Some useful exit sequences Start0: PC←L; Branch here having done L← new PC, TASK; Start1: L←PC, SWMODE; Here after TASK; something; Start2: PC←L, :START; Here after TASK; something; L← new PC, SWMODE; ; Branch ; Calling sequence is: ; lda 0 switchon value ; jsr @350 ; value of last case ; number of cases ; lastTarget-. ; ... ; firstTarget-. ; return here if out of range, AC0 unchanged !1,2, Bran0, Bran1; !1,2, Bran2, Bran3; Branch: MAR←T←AC3; Fetch value of last case L←2+T; AC3←L; AC3← address of first branch table entry T←AC0; Value we are branching on L←MD-T; L← lastCase-value, carry← lastCase ge value MAR←T←AC3-1, ALUCY; Fetch number of cases T←LREG, L←LREG+T, :Bran0; [Bran0, Bran1] T← lastCase-value, ; L← AC3+(lastCase-value)-1 ; Value greater than last case, take out of range exit. Bran0: L←T←MD, :Bran1a; Finish fetch of numCases, turn off ALUCY ; Value le last case, test number of cases Bran1: SAD←L; Save address-1 of branch table entry L←MD-T-1, T←MD; L← numCases-(lastCase-value)-1, T← numCases Bran1a: L←AC3+T, ALUCY, TASK; Carry if numCases gr (lastCase-value) AC3←L, :Bran2; [Bran2, Bran3] Adr of inst after branch table ; Value in range, execute branch. ; SAD/ address-1 of branch table entry Bran3: MAR←T←SAD+1, :LongJ1; Just like LongJump ; Value less than first case, take out of range exit. Bran2: L←AC3, SWMODE, :Start2; ; Lookup ; Calling sequence is: ; lda 0 switchon value ; jsr @351 ; number of cases ; case value 1 ; target1-. ; ... ; case value n ; targetn-. ; return here if out of range !1,2, Look0, Look1; !1,2, Look2, Look3; Lookup: MAR←T←AC3; Fetch number of cases NOP; L←MD+T, T←MD; L← AC3+numCases, T← numCases L←LREG+T+1, TASK; L← AC3+(2*numCases)+1 AC1←L; Save for end test Look0: MAR←T←AC3+1; Increment pointer, fetch next case value L←AC1-T; Test for end T←AC0, L←T, SH=0; T← switchon value AC3←L, :Look2; [Look2, Look3] Look2: L←MD-T; Compare switchon value with case L←AC3+1, SH=0, TASK; Increment pointer again AC3←L, :Look0; [Look0, Look1] ; Found matching case value. AC3/ address of dispatch for case. Look1: MAR←T←AC3, :LongJ1; Just like LongJump ; Lookup failed. AC3/ adr of inst after lookup table Look3: L←AC3, TASK, :Start0; ; Right shift ; Computes ac0 ← ac0 rshift ac1 ; Called by jsr @347 ; Note that shift count may be either positive or negative !1,2, RshPos, RshNeg; !1,2, RshG16, RshL16; !1,2, RshG8, RshL8; !1,1, RshN1; !1,1, LtoAC0; Rsh: L←T←AC1; Shift count negative? L←17-T, SH<0; 16 or greater? L←10 AND T, ALUCY, :RshPos; [RshPos, RshNeg] 8 or greater? RshPos: L←7 AND T, SH=0, :RshG16; [RshG16, RshL16] Compute count mod 8 RshL16: T←177400, :RshG8; [RshG8, RshL8] ; Shift count in range 8 to 15. Start by right-shifting 8 RshG8: T←AC0.T; SINK←LREG, L←T, BUS, TASK; Branch on shift count mod 8 AC0←L LCY 8, :Lq0.0; ; Shift count less than 8. Branch on shift count RshL8: SINK←AC1, BUS, TASK; :Lq0.0; ; This shift table is also used in the Lq0.n series of instructions Lq0.7: L←AC0; AC0←L RSH 1; Lq0.6: L←AC0; AC0←L RSH 1; Lq0.5: L←AC0; AC0←L RSH 1; Lq0.4: L←AC0; AC0←L RSH 1; Lq0.3: L←AC0; AC0←L RSH 1; Lq0.2: L←AC0; AC0←L RSH 1; Lq0.1: L←AC0, TASK; AC0←L RSH 1, :Bran2; Do PC←AC3 and go to START ; Shift count 0, do nothing Lq0.0: L←AC3, SWMODE, :Start2; Do PC←L and go to START ; Shift count 16 or greater, return zero RshG16: L←0, TASK, :LtoAC0; [LtoAC0, LtoAC0] LtoAC0: AC0←L, :Bran2; Do PC←AC3 and go to START ; Shift count negative. Convert to Left Shift RshNeg: L←0-T, TASK; [RshN1, RshN1] Negate shift count RshN1: AC1←L, :Lsh; ; Right shift constant amount ; Computes ac0 ← ac0 rshift n (n in range 1 to 7) ; Calling sequence is: ; lda 0 value ; jsr 314 - 2*n ; (dispatches into Lq0.n table, above) ; Right shift constant amount ; Computes ac1 ← ac1 rshift n (n in range 1 to 7) ; Calling sequence is: ; lda 1 value ; jsr 315 - 2*n Lq1.7: L←AC1; AC1←L RSH 1; Lq1.6: L←AC1; AC1←L RSH 1; Lq1.5: L←AC1; AC1←L RSH 1; Lq1.4: L←AC1; AC1←L RSH 1; Lq1.3: L←AC1; AC1←L RSH 1; Lq1.2: L←AC1; AC1←L RSH 1; Lq1.1: L←AC1, TASK; AC1←L RSH 1, :Bran2; Do PC←AC3 and go to START ; Left shift ; Computes ac0 ← ac0 lshift ac1 ; called by jsr @346 ; Note that shift count may be either positive or negative !1,2, LshPos, LshNeg; !1,2, LshG16, LshL16; !1,2, LshG8, LshL8; !7,10, Lsh0, Lsh1, Lsh2, Lsh3, Lsh4, Lsh5, Lsh6, Lsh7; !1,1, LshN1; Lsh: L←T←AC1; Shift count negative? L←17-T, SH<0; 16 or greater? L←10 AND T, ALUCY, :LshPos; [LshPos, LshNeg] 8 or greater? LshPos: L←7 AND T, SH=0, :LshG16; [LshG16, LshL16] Compute count mod 8 LshL16: T←377, :LshG8; [LshG8, LshL8] ; Shift count in range 8 to 15. Start by left-shifting 8 LshG8: T←AC0.T; SINK←LREG, L←T, BUS, TASK; Branch on shift count mod 8 AC0←L LCY 8, :Lsh0; ; Shift count less than 8. Branch on shift count LshL8: SINK←AC1, BUS, TASK; :Lsh0; Lsh7: L←AC0; AC0←L LSH 1; Lsh6: L←AC0; AC0←L LSH 1; Lsh5: L←AC0; AC0←L LSH 1; Lsh4: L←AC0; AC0←L LSH 1; Lsh3: L←AC0; AC0←L LSH 1; Lsh2: L←AC0; AC0←L LSH 1; Lsh1: L←AC0, TASK; AC0←L LSH 1, :Bran2; Do PC←AC3 and go to START ; Shift count 0, do nothing Lsh0: L←AC0, TASK, :LtoAC0; ; Shift count 16 or greater, return zero LshG16: L←0, TASK, :LtoAC0; [LtoAC0, LtoAC0] ; Shift count negative. Convert to Right Shift LshNeg: L←0-T, TASK; [LshN1, LshN1] Negate shift count LshN1: AC1←L, :Rsh; ; Ior ; Computes ac0 ← ac0 % ac1 ; Called by jsr @340 Ior: T←AC1; L←AC0 OR T, TASK, :LtoAC0; ; Xor ; Computes ac0 ← ac0 xor ac1 ; Called by jsr @341 Xor: T←AC1; Xor1: L←AC0 XOR T, TASK, :LtoAC0; ; Eqv ; Computes ac0 ← ac0 eqv ac1 ; Called by jsr @342 Eqv: T←AC1; L←ALLONES XOR T; ac0 eqv ac1 = ac0 xor (not ac1) T←LREG, :Xor1; ; MulPlus ; Computes ac0 ← ac3 ← (ac1*@ac3)+ac0 ; Calling sequence is: ; lda 0 addend ; lda 1 multiplicand ; jsr @357 ; multiplier ; return here with result in ac0 and ac3 !1,2, MPNoAd, MPAdd; !1,2, MPLoop, MPDone; MulPlus: MAR←AC3; Start fetch of multiplier L←AC3+1; Compute return pc PC←L; L←MD, BUSODD, :MPLp1; Test low bit of multiplier ; MulPlus loop. During each iteration, the multiplier is right-shifted 1 ; and the multiplicand is left-shifted 1. The loop terminates when the ; multiplier becomes zero. This is good because in the standard use of ; MulPlus the multiplier is typically a small integer. MPLoop: L←AC3, BUSODD; Test low bit of multiplier MPLp1: AC3←L RSH 1, :MPNoAd; [MPNoAd, MPAdd] Shift it out ; Multiplier bit was 0, don't add but just shift multiplicand MPNoAd: L←AC1, SH=0, TASK, :MPShft; Test for no more bits in multiplier ; Multiplier bit was 1, add multiplicand to product MPAdd: T←AC1; Multiplicand L←AC0+T; Add to partial product AC0←L, L←T, TASK; L← multiplicand MPShft: AC1←L LSH 1, :MPLoop; [MPLoop, MPDone] Shift multiplicand left ; Here when done MPDone: L←AC0, SWMODE; Copy result to ac3 AC3←L, :START; ; Mult ; Computes (ac0,ac1) ← ac0*ac1 ; Called by jsr @343 !1,2, DoMul, NoMul; !1,2, MNoAdd, MAdd; !1,2, NoSpil, Spill; !1,2, MultLp, MultDn; Mult: L←AC0-1, BUS=0; Get multiplicand-1, test for zero SAD←L, L←0, :DoMul; [DoMul, NoMul] Save it away DoMul: AC0←L, TASK; Init partial product to 0 IR←ONE; Init loop count; done when it reaches 20 ; Multiply loop MultLp: L←AC1, BUSODD; Test low bit of multiplier T←AC0, :MNoAdd; [MNoAdd, MAdd] Get partial product ; Multiplier bit was 1, add multiplicand to product MAdd: L←T←SAD+T+1; Add multiplicand to partial product L←AC1, ALUCY; Low part of partial product ; Multiplier bit was 0, just shift multiplicand and partial product MNoAdd: AC1←L MRSH 1, L←T, T←0, :NoSpil; [NoSpil, Spill] Spill: T←ONE; Carry into high partial product NoSpil: AC0←L MRSH 1; L←DISP+1, L←X17+1, BUS=0, TASK; Check and update loop count IR←LREG, :MultLp; [MultLp, MultDn] Branch if it was 20 ; Here when done MultDn: L←AC3, SWMODE, :Start2; ; Here when multiplicand is zero, just return zero NoMul: AC1←L, :Bran2; ; DivRem ; Computes ac1 ← ac0/ac1 and ac0 ← ac0 rem ac1 (signed) ; Called by jsr@344 or jsr@345 !1,2, DvsPos, DvsNeg; !1,2, DndPos, DndNeg; !1,2, NoSub, DoSub; !1,2, DivLp, DivDn; !1,2, RemPos, RemNeg; !1,2, QuoPos, QuoNeg; DivRem: L←T←AC1; Fetch divisor SAD←L, SH<0; Save it, test sign XREG←L, L←0-T, :DvsPos; [DvsPos, DvsNeg] Save original divisor DvsNeg: SAD←L; Negative, negate divisor DvsPos: L←T←AC0; Fetch dividend PC←L, L←0-T, SH<0; Save it, test sign :DndPos; [DndPos, DndNeg] Init loop count DndNeg: T←LREG; Negative, negate dividend DndPos: L←20; Init loop count XH←L, L←0, :DivLp0; Init high dividend ; Divide loop DivLp: L←AC0; Current high dividend T←AC1; Current low dividend and quotient DivLp0: AC0←L MLSH 1, L←T; Shift another bit into high dividend AC1←L LSH 1; Shift a zero into quotient T←SAD; Divisor L←AC0-T, T←AC0; Try to subtract divisor from high dividend AC0←L, ALUCY; Store dividend assuming subtract ok L←XH-1, :NoSub; [NoSub, DoSub] Decrement and test loop count ; Subtract ok, put a 1 in the quotient DoSub: XH←L; Update loop count L←AC1+1, SH=0, TASK; Change quotient bit to 1 AC1←L, :DivLp; [DivLp, DivDn] Branch if done ; Subtract not ok, restore old dividend and leave quotient bit 0 NoSub: XH←L, L←T, SH=0, TASK; Update loop count AC0←L, :DivLp; [DivLp, DivDn] Restore AC0, branch if done ; Here when done. Fix up signs and exit DivDn: L←PC; Get original dividend T←AC0, SH<0; Test sign L←0-T, T←0, :RemPos; [RemPos, RemNeg] RemNeg: AC0←L, T←0-1; Was negative, negate remainder RemPos: L←XREG XOR T; Get divisor sign, xor with dividend T←AC1, SH<0; Test sign L←0-T, TASK, :QuoPos; QuoNeg: AC1←L, :Bran2; Negate quotient QuoPos: :Bran2; Set PC←AC3 and go to START ; Sq0 ; Left shifts data a constant amount, then stores in partial-word field ; in same manner as Snq0. ; Executes @ac1 ← (@ac1 & not @ac3) + ((ac0 lshift n) & @ac3) ; Calling sequence is: ; lda 0 value (right-justified) ; lda 1 address of word being stored into ; jsr 333 - 2*n (n is number of left shifts desired, in range 0-7) ; mask word (ones in field being stored into, zeroes elsewhere) ; returns here Sq0.7: L←AC0; AC0←L LSH 1; Sq0.6: L←AC0; AC0←L LSH 1; Sq0.5: L←AC0; AC0←L LSH 1; Sq0.4: L←AC0; AC0←L LSH 1; Sq0.3: L←AC0; AC0←L LSH 1; Sq0.2: L←AC0; AC0←L LSH 1; Sq0.1: L←AC0, TASK; AC0←L LSH 1, :Snq0; ; Snq0 ; Stores partial-word field into a structure. ; Executes @ac1 ← (@ac1 & not @ac3) + (ac0 & @ac3) ; Calling sequence is: ; lda 0 value (must be bit-aligned with field being stored into) ; lda 1 address of word being stored into ; jsr @360 ; mask word (ones in field being stored into, zeroes elsewhere) ; returns here Snq0: MAR←AC3; Fetch mask L←AC1; Address of word being stored into Snq0a: T←MD; MAR←LREG; Fetch word being stored into AC1←L; Save address (in case came from Snq1) L←MD AND NOT T; Zero bits to be changed MAR←AC1; Start to store back updated word T←AC0.T; Mask out extraneous bits in new value L←LREG+T, TASK; Merge new bits into old word MD←LREG; Store back in memory L←AC3+1, SWMODE, :Start2; PC←AC3+1 and go to START ; Sq1 ; Left shifts data a constant amount, then stores in partial-word field ; in same manner as Snq1. ; Executes @ac0 ← (@ac0 & not @ac3) + ((ac1 lshift n) & @ac3) ; Calling sequence is: ; lda 1 value (right-justified) ; lda 0 address of word being stored into ; jsr 334 - 2*n (n is number of left shifts desired, in range 0-7) ; mask word (ones in field being stored into, zeroes elsewhere) ; returns here Sq1.7: L←AC1; AC1←L LSH 1; Sq1.6: L←AC1; AC1←L LSH 1; Sq1.5: L←AC1; AC1←L LSH 1; Sq1.4: L←AC1; AC1←L LSH 1; Sq1.3: L←AC1; AC1←L LSH 1; Sq1.2: L←AC1; AC1←L LSH 1; Sq1.1: L←AC1, TASK; AC1←L LSH 1, :Snq1; ; Snq1 ; Stores partial-word field into a structure. ; Executes @ac0 ← (@ac0 & not @ac3) + ac1 & @ac3 ; Calling sequence is: ; lda 1 value (must be bit-aligned with field being stored into) ; lda 0 address of word being stored into ; jsr @360 ; mask word (ones in field being stored into, zeroes elsewhere) ; returns here Snq1: MAR←AC3; Fetch mask L←AC1; Get value T←AC0; Get address AC0←L, L←T, :Snq0a; Swap them and join common code ; Load byte from array ; Loads the ac1'th byte from the array pointed to by ac0 ; and returns it right-justified in ac0. ; Called by jsr @362 ; Note: ac1 may be negative. !1,2, Ly01P, Ly01N; !1,2, Ly01L, Ly01R; Ly01: L←AC1; Get index T←AC0, SH<0; Get address, test for negative index MTEMP←L RSH 1, :Ly01P; [Ly01P, Ly01N] Divide index by 2 Ly01N: T←77777+T+1; Negative index, extend sign of index/2 Ly01P: MAR←MTEMP+T; Positive index, start fetch SINK←AC1, BUSODD; Which byte? T←377, :Ly01L; [Ly01L, Ly01R] Ly01L: L←MD AND NOT T, TASK; Left byte, mask and swap to right AC0←L LCY 8, :Bran2; Ly01R: L←MD AND T, TASK, :LtoAC0; Right byte, mask and store ; Load byte from array ; Loads the ac0'th byte from the array pointed to by ac1 ; and returns it right-justified in ac1. ; Called by jsr @363 ; Note: ac0 may be negative. !1,2, Ly10P, Ly10N; !1,2, Ly10L, Ly10R; Ly10: L←AC0; Get index T←AC1, SH<0; Get address, test for negative index MTEMP←L RSH 1, :Ly10P; [Ly10P, Ly10N] Divide index by 2 Ly10N: T←77777+T+1; Negative index, extend sign of index/2 Ly10P: MAR←MTEMP+T; Positive index, start fetch SINK←AC0, BUSODD; Which byte? T←377, :Ly10L; [Ly10L, Ly10R] Ly10L: L←MD AND NOT T, TASK; Left byte, mask and swap to right AC1←L LCY 8, :Bran2; Ly10R: L←MD AND T, TASK; Right byte, mask and store AC1←L, :Bran2; ; Store byte into array ; Stores the byte now contained in frame temp 3 (ac2!3) into ; the ac1'th byte of the array pointed to by ac0. ; Called by jsr@364 ; Note: ac1 may be negative. !1,2, Sy01P, Sy01N; !1,2, Sy01L, Sy01R; Sy01: L←AC1; Get index T←3, SH<0; Frame offset, test for negative index MAR←AC2+T, :Sy01P; [Sy01P, Sy01N] Start fetch of byte to store Sy01N: MTEMP←L MRSH 1, :Sy01A; Negative index, divide by 2 and extend sign Sy01P: MTEMP←L RSH 1; Positive index, just divide by 2 Sy01A: T←MTEMP; Get word index L←AC0+T; Compute address of word T←MD; Here comes the byte to store MTEMP←L; Save word address MAR←MTEMP; Fetch word being stored into SINK←AC1, BUSODD; Which byte? Sy01C: L←377 AND T, T←377, :Sy01L; [Sy01L, Sy01R] Isolate byte being stored Sy01L: AC1←L LCY 8; Storing into left byte, swap halves L←MD AND T, :Sy01B; Zero left byte of word being stored into Sy01R: AC1←L; Storing into right byte, already set up L←MD AND NOT T; Zero right byte of word being stored into Sy01B: MAR←MTEMP; Start store T←LREG; Existing contents to preserve L←AC1 OR T, TASK; Merge old and new bytes MD←LREG, :Bran2; Finish store, then PC←AC3 and go to START ; Store byte into array ; Stores the byte now contained in frame temp 3 (ac2!3) into ; the ac0'th byte of the array pointed to by ac1. ; Called by jsr@365 ; Note: ac0 may be negative. !1,2, Sy10P, Sy10N; Sy10: L←AC0; Get index T←3, SH<0; Frame offset, test for negative index MAR←AC2+T, :Sy10P; [Sy10P, Sy10N] Start fetch of byte to store Sy10N: MTEMP←L MRSH 1, :Sy10A; Negative index, divide by 2 and extend sign Sy10P: MTEMP←L RSH 1; Positive index, just divide by 2 Sy10A: T←MTEMP; Get word index L←AC1+T; Compute address of word T←MD; Here comes the byte to store MTEMP←L; Save word address MAR←MTEMP; Fetch word being stored into SINK←AC0, BUSODD, :Sy01C; Which byte? Join common code