8L2C)pJJJJ IH(ȱH:=IH[H`@HcH  $ +   I/H`JLNGȄBȄF aK  haaFF  mJm# KKJ UJ )J ۈ) ;J3ȱJFȱJGJKaȄM  aaNNJFLGJL L? &PRODOS `DaElH$?EGvѶK+`L HHLy XP LM ŠϠĠӠS)*+,+`F)) (*=GJFjJJA QE'+ '== `@ STSP8QSS8 m P o R(8RLnSOS BOOT 1.1 SOS.KERNEL SOS KRNLI/O ERRORFILE 'SOS.KERNEL' NOT FOUND%INVALID KERNEL FILE: xةw,@  ȱlmi8#)!) >dLԡm#i㰼m#iЕOLԡȱfg hi !dLԡ憦  Ljmkm l y`2 Lԡ8(Je稽)ʈ@LMBMMAT$' 2@&AFORTH2`& ` )PS.SYSTEM:o7' SETUP.DAT=Fp8:*IN.DRIVERS?D 'GEN.OBJD   +FILEREQ.OVLM 3( ( (CALC.OVLX & & &TK.ABS`5D @D (INIT.OVL|% % (TEXT.STR! " *PR.DRIVERS D /(NEW.FONT $ $ (GADG.DATf66&PRODOS }<h  +RECKEEP.OVL u, , (WALK.LST "//TOOLS.OBJn ,DUMP.HIRES.R(CERT.PAK /*WOPDEF.STR2 2 +EQDTEXT.STR** / ,MAINTEXT.STR8, )ENTRY.PAK QC *SCALES.PAKd#v 'EQD.OVL2 2 'WOP.OVL 4 4 (MAIN.OVL[/ / *WOPFOR.STR*N1 1 (MAIN.PAK. 1 C+TOHTEXT.STR7A +WOPTEXT.STR:j1 1 'TOH.OVL=i&  )POINT.LSTR oq)SCORE.OVLZ * * -INTER.DRIVERSfD /PRINTER.DRIVERSk D /*PSMENU.DATw5 5 )RMOBJ.LSTzp46 MNSPRIME.STR0h  +FINDER.DATAC2+MNSTEXT.STR  (ROOM.DAT+- 'MNS.OVL'  )FIELD.OBJ  DATA98&ED.OVL)y$  *EDTEXT.STR=0  THREE5.LST?D *EDMENU.DATA6 6 WDESKTOPG1q1qLLJ^‡: ˑ``# & LIHʕhiLCLIԵH `EXECUT LBRANC 2 eHȱehLOBRANC' Q iL(LOOPE r  hhhhLY (+LOOPg 膈HH}h}hL (DO HHHHL r DIGI 800 08 0  HLHL(FIND -  Q)?-ȱQ #iee  !"#$%&'()*+,-./012345678HLȱȱȱеHLENCLOS"  8ȱLLEMIԇ 75  KE ?TERMINA BEL   C CMOV   LL U 8 666uuuLU1 p  *66866L ANi 5H5LOҥ HLXOһ UHULSP HLSP LRP L; ! hhLLEAV 4 L>* O HHLRH a hhLZ r HL0l L0 끫 uuL2 6LD uuuuL MINU 8LDMINU  8L OVE & HLDRO SWA. @ HLDU7 X HL+P g uuL TOGGL` UL } HLC L L C L   eHHieL A yW CONSTAN yLHȱLVARIABL $iHeLUSE9 $eHeLVxL rL }L L -HLB̞. C/̫.@FIRSԴ.ﶅLIMIԾ.FTO.FBO.B/BU.B/SC.+ORIGI `  TIc WIDTc WARNIN!cFENC,cD9cVOC-LINDcREFLcBLZcIdcOUmcSCucOFFSE~c CONTEXԇc"CURRENԓc$STATŠc&BASŭc(DP̸c*FLc,CSc.Rc0HLc2ERRIc4ERRBLc61  2uuLHER I  ALLO) Ie  8 0 @ CH 0 @ Xo8Li8L m  U8(LxL8PIL  >  RO M > _ >  SPAC   -DU V O V  TRAVERS > $ $ O > 5  LATES   LFA m CFT m NFc m& PFq &  !CSІ   ?ERROҙ > O $0 5  ?COMЪ   ?EXE   ?PAIR m ?CS  m ?LOADIN j  COMPIL _ V M L 7 v  S   SMUDGa J  HEp   DECIMĀ    (;CODE _ Ji  ;CODŪ AWE  TYP9 L qȩqL@-TRAILIN0 V v $ $ m mO 2 0 mp  (."j p $V _ M 7 . " O A0 @0 0$7 EXPECԽ  j) șșLQUER  vr  - j O *je vr j vn 5 O _ 5 0 _ 5  FILH > M $ V _ m  ERASń v BLANKӣ  HOLij e   PA 0D  WOR j O j |0  r > 0"re $ mM p 0 0 _   (NUMBER V M  O ,>  6 5  6  O e _ 0 _  NUMBE: vvV  - V M  EV mO V .mvv0 5 _ O   -FINć 0 + V O 5 0J+  (ABORT D ERRO  6 O 0$7@ r  j  j ID  _V Z$ m>  $ 7 LWJCREATň 0  O j XLO 5 w]@0V )  @I  @V  0m JL 0L [COMPILEݑ  v5 iL LITERA  O AL DLITERA1  O > ;; ?STACM   W INTERPREj O  O iL0 i s0 0 O X0 5 ;s0  IMMEDIATŎ J@  VOCABULAR L iL0W LW   FORT"DEFINITION*    < ) QUIV vj W  5 O 0  ABORc LJ  в2JjCOLđh, ín2̍莒莑 LJ oXl8m9 pqlةlL  S->ĵwHL+n O   D+ O   ABӒ V  DABӤ V  MIβ $ $ O > 5  MA $ $ O > 5  M $ $ M > 6 _  M $ M M p n _ p > _ >   6 5  /MO5 M u_  A H> 5  MOT H5  */MODb M _  *p y> 5  M/MOą M vp n _ > M n _  USŔJPREֲJ+BUƼ  V O 5 V  m UPDAT     EMPTY-BUFFER $ m BUFFE   V M O  p O p p  vp p  _  BLOC+  M  V p mV O 4 O 5 p 4V p mV p mV O V  _ 5  FLUSt m X v 45 p  (LINE M y_ 9 |  .LIN v7 MESSAG$ 6 O O a O LD0 ͣ@ LOA6 j M r M vr 9j _ r _ j  --k (vr j $ hmje  )L a b)**L L-DISÞ L CMDNU.CLIS.RLIS.R/  a O A0 CV  (R/WCȌ0 L 9  v5 ; FORGEx |wV A M W p $ O 2J V W 0 V mZ V p O $ m  O _ I  BACˌ 0mL BEGI 0 ENDI  0$ m>  THE $ D8 A 0 LOOE Ap  +LOOV A  UNTIk AO  ENā  AGAIΗ A0  REPEAԣ M M _ _ m$ Iƹ AO 0vL ELS A0 0vL> $ WHIL  SPACE  vO v p  <   #= 5 5  $ m SIGL  O - c   $ O  0  #{ $ $ O  D.Ң M > $ BjQ_ $ m%7 D v . M u_   u @ @ LIS @  V  SCR # @v    ,p   VLIS@ {  { O  v{ V ]Z V O 5  MOW@i(.A@ p V _ M  CORԨ@  O @iL0 @iL0 0> i  +CLIS@   ML@   V  (PFX? A A A$ (PFX=%A A A PFXFA QA@ PFXaA .A7 ?PATrA   9  RA e V A>   9m  RA V   RA V   RA  v Aa  9m  R@->CLISA AA  (OPEN+B V A  O NO BUFFERS AVAILABLE jmA AAA V Aa  OPECB NB@ .FLUSȬB 7BA CLOSŽB BAA GET-EOB 7BAA A  SET-MARB 7BA A A GET-MARC 7BAA A  EXI;C v Bp eA XFEbC M 7BA A _ AA  REAčC C WRITźC C PR/C M 6 C_ O C0 C5 v DERC MESSAGE VOLUME/FILE NOT PRESENT 6 j PMESSAGD 6 6  Di @/FORTHFILES/MESSAGES/LB> ,6 B (CREATAD  A A A A A .CREATŐD D@ (DESTROYD A A DESTROD D@ (GFIE A  A GET-FILE-INFE &"@ (SFI8E A A SET-FILE-INFRE \E@ SET-EOnE 7BA A A (LDRE  V V > 7 ) @ LBrBHERE= 0v  LDҴE E@ .E  O ) j X@:O A0 @0 0$7 <F $ $   >KF $ $   1bF m 2yF m NŬF  FALSœF.TRUŝF.TFJ TFJ  LF @ O @/F/BASE/EDASM.OVLLB@F DG @  LG GW2 K_G Gf2 COMkG QGQ 5  CUxG û6 G SPLɍG P 5 S 5 "  UNSХG R 5  .G  mXmV vO 0 v  V   0 5 --   CENTURG.lDA8H.MONTFH.YEAPH.WORKARE\H.S.FONT.gH.PATvH.PATH.PORTH. MTKBUFƛH.P-STRBEǧH.-STRLOõH.P-HELPBEH.V-STRNEH.SI.SCR.H.SA.SCR.H.uGADGBASH.MENU.LI I.BANKOVI.PATH.LI*I.IMAGEAD8I.TOOLS.CGI.SCROLL.VI.MISSEeI.@UNPACK.tI.԰PACK.COāI.WTOOLKIԐI.CALLI. PM.LISԭI.POLY.LIӹI.CMD.PTI.APPL.II.SII.OP.SYI.MSLOI.MSE.O J.P.FONT.J.SAV.PT"J.SIZ.PT1J. 2DR?J 5 5  2DUMJ $ $  #DU\J   2SWkJ M _  2OVŀJ    +OVœJ   +ROԲJ M _ >  -ROJ  #SWJJ ieHH ieHhhhL-CJ5KL --KIKL -CBKhKL#-`KrKL8-AUkK~K8 æL-ERuK $ > v 3Kp  -CMϐK > B > V < ~F> |K +CMϭK > B > V < ~F> v|K --CK O "V M _ fK$ 3K p 5 0 5 5  TKERRLJDESK.8LJu-TOOELeL L >TOO[L I3KcLAL  TODESoL IIGKwL l_calL ] wL l_cmdL ]> IGK wL STARTıL QGNLI KL SETCULL$STOPDLLKBRDMLL"SHOWC ML%HIDECML&OBSCU%ML'CHECK3ML)FLUSHAML+MNUIOM  9&I  MENUE]M nfKeM fKO vn3K0 DnfKnfKV O .9> eM pK fKO vn3K0 5 5 M BGETPuM IfK WGETPM IpK GETCUM (LN PEEKE N ,LM POSTEN -L RN4NJACRANDOGN MN !9'i V MN  CHOOSQN ZN6 > 5  GETEVtN *LMMNe  SETKEىN I3K.wL SETMEΦN &IIGK0wL MENUSŽN 1LM HILITN I3K3L FLIPIN I 3K5L ENABLO I 3KI3Kv O DISABO I 3KI3K O CKITE:O I 3K6L CHECKWO I 3KI3K`O UNCHErO I 3KI3Kv`O MENUKŏO 2LM ?MENլO I pK FWPM.O.XMOUSO.YMOUSO.X1POIO.Y1POIP.X2POIP.Y2POIP.GETPO)P LN GETLO6P ?P V mpK> pK INITPKPL-INITlPL-SETPzP ?P" pK> IGKwL?P" GK SETBIԈPLPATSEԵPLBITSPPLSETCOPLPENSEP IGKL SETCOP I3KO3K L SETPEQ O3KI3K L SETFOQ IGK L SETEX:Q I3K L MOVEPQQ PGK PGK L lghQ M PGK PGK_ L MOVETσQ Q DOLINśQ Q LINETϮQ Q PAINTQ 2PGK%PGKQ DRAWTQ O P3KIGKL0 5  FRAMEQ 2PGK%PGKQ STPR OIGKwL INREC1R 2PGK%PGKQAL  TEXTWHR V O P3KIGKLOpK0 > 5  MVgR vI3KOGKOGK=NJMJM M _RRLRBYŴR KR ʾRJDIRTYRJCNR.HEADER.+ENTRYR.'BUMS.BLOCKS.FILS.VO)S. SUB4S. DIR-B>SJ/F/PS/SCRATISJ WORDS2.DATDIRENԔSJPADS.ﶃNOT   DOSERTJDOER*T V 3T O F0 F ML7T   ?T (OPENWT V A  O No buffers available! jmA ]T> $ O AA V Aa 0 5  (MAKEmT  A A A A ]T (DELET A ]T (RENA,U A A ]T (.RGU p V _ M p V _ M PU XFEhU M 7BA A _ ]TA >  REAđU U WRITU U RWLEU.-XFEU JvU rJO 0V rJTrJKT$ UO Ue 0 5 0 &T$ UO V Ue TrJrJK$ JmV 3T O TJ5 UV O F0 F -REAU vU -WRITŏV U .FLUSȟV 7B]T5  CLOSŰV V]T5 A GET-MV 7B]T5 A A  SET-MV 7BA A ]T GET-E W 7B]TA A  OPE1W xT@ MAKXW T@ DELETiW 7U@ RENAMzW  O AoU0 @0 @0 0M 0 @0_ V I > PU CHNG-čW A ]T PFXW W@ GET-CW RSA ]TRS>  PFX X XO $7 GETVO-X A SA ]T5 S  S  COPYNBX SSS  V S   MATCHuX S SUO <5 S  XR 0SO V v>  0 ES0 5 F HNDMAԚX V5 %Sh O V5 S vWO X0 F0 XO 3T O VF0 F GET-FX F3T R F> vTO SvWO XO ~X"T0 V GET-N@Y F3T XO ~XF0 F CURDA{Y v]T5  vn BH eH v n ZH NH  4THBUƞYJP 0:06 09/26/88 S59E2Y./SCRSIY./ASCI,Z 0   O ; -READ9Z :W5 5 V5 5  LOADFYZ @NEW.FONTvT5 HbZV ENVINrZ QGgGK3gGK{ZL CAӔZ e>   OλZ F>  OFZ F>  PAZ R v R H 3Kp  PCOLOZ ] ZHP PBLAC[+[PRE5[+[PDBLUC[+[PVIOLO[+[PDGRE][+["PDGRAk[+[PMBLUy[+[3PLBLUŇ[+[PBROWΕ[+[DPORANǣ[+[̆PLGRAٱ[+[UPPIN˿[+[݇PMGRE[+[fPYELL[+[PLGREE[+[wPWHIT[+[STRN\ HV \0> $ V He K STRIN\ \L  -COUN=\ V fK> >  STRDRT\ ]\Q GETCTk\ V ]\pR5Z> mX CTRDR|\ \Qt\ CTRPOӛ\ > M M V ]\pR_ > mX_  RELCTҮ\ \Qt\ DELA\ v H5 5 p  ATO\]LÆSYS].INS"]6]H8 +],]hLUNI-]  FASK] )]O 6  6  SLOV] )]O 6  6  SOUy].GRAМ].Jʧ]J^POɲ]JJʻ]JNOT]]0R]]LNON]]R]]LPNO] ] R ]O ]0 ] RES^ ] ] -C2^ H3KHe  -C^ HGKHe  DURY^ ] pK TPLn^ ] fKV "TO "u^$ O 9^5 0 ^]e 0 5 ]e  SAVEAҁ^JuBOXI^J NUMGA^JLASTG^JBX^JEBY^JBX_JBY _JFHEIG_J DKE_JINGAD,_JGOTGA7_JCUROND_JLIQ_JFOUN^_JELEMEh_JGTYPt_JGIā_JGINDE؍_.LGINDŗ_.GADGSɤ_.WINDEر_.MINDEؾ_.GMI_J GMA_JzCX_JCY_JIDELCH_J/STRAD`.CHARP`. SAVEB`J Detective ITYPE)`  fK IIDV`  fK IMAXk`  fK IKEY~`  fK IX1`  pK IY1`  pK IX2`  pK IY2`  pK ISTR`  pK IALL` M p `p `p `p `_ 5  TYPEa __` ID(a _r` MAX8a _` KEYFa _` X1Ua _` Y1da _` X2ra _` Y2a _` STRa _` ALLa jaxaaa PTRa I pK IEDITƾa _`V >   GETNUa ^ aV O 5 va pK^ am_X TOPGAa ^ a ENDGA)b ^ a^ ~F_9 ^  SETGA gF O *__ ^ O 2b_ 0 __e 0 _ SETPO_b HuP^ H GK_ ^ m XH 3K_ ^ mH GK_ _ mH GK^ ?P GK_ ?P GK_ ?P GK_ ?P GK SVAREb IfKvP.Mb?PV V HPPuPPIfK"TO M RSARESc vP.M^ HGK_ HGKHP M SETLGɒc __  INITHŽc HfK (_  INITCc M p `V fKV '` > > pRp ` _ p `(_ m_ _ 5  BYEDIc a BYTYP4d _`_  BYKECd `3_  BYCOOXd aQR BYIld r`_  GMATCȃdZ=dLd`dudd FINDCՖd }_ p_Z2b_ ^ v _}_ dO p_Z2 0 __e p p_ "TO F0 _F ADJUSԯd (QM   m_ ~F FRAME e aeR DRAWC9e Z_ "TO 2\P(Q_ _ Qv(_ FQvPZ_ "TZ_  SHBOLe \(Q^ _ _ _ Q(Q>[^ _ _ m_ R(Q^  _  _  m_ mR SHBUTԕe (Q>[_aR_`~F_`_`_`_`m\ SHLAB f _` O _`_`^ _ ^ m\0 _`_`Q_`t\ SHEDIDf (Q>[_aR SHEDIԇf M p aM M M  _ _ ~F_ ~F(Q\Qp ` p `~FQp `t\_ 5  GETGAĤf ^ M ^ M ^ M _M _ ^ a^ d_ _ _ ^ _ ^ _ ^  SHGADfZMfffff SHOWGFg ZQ2b_ ^ v __`Og__e p  SELED_g _cFUeM_Z SELBUԔg >[_BeM_Z SELECԭgZFggggFFF UNEDIg 5 FUe UNBUTTg FUe\Be UNBOg 5 FUe UNSEL hZFgghhhhh ONEDIh V c5 FUe ONBUT=h (Qae>  > P\QvP OFFEDTh 5 FUe OFFBUԁh FUe(Qae>  > P\QvP ONGADǔhZFFhFh]h]h OFFGAhZFhhhh DRAGNh _aQRO d_ "TO _V _`hd_Z0 d_ O _V _`hd_Z GADGDhZFiiii DOWNNBi _V _`'h_V _`hd_Z@_Z GADGD[iZFdidididi UPNOR̀i _aQRO _V _`h__ cM_Z0 d_ O _V _`h@_ZM_Z0ag GADGUЙiZFiiii DMDOWi 8RM_Z@_ZdO V _ _`i DMDRAj 8R@_ O __`Ki DMU0j 8R@_ O __`i SETRAMj 0aO 0_ 9_ 0  _ z_  COPYShj a2`Ma K RESSTңj vdO 2`> V `> ` K GETLEκj H fK CHARLEj a fKj DBLEFj %` "TO %`k_ > m_ '`e  DBRIG k %`afKgF"TO %` k_ _ '`e  DBARR;k 3_ O FUekFUeF0 "3_ O FUeDkFUeF0 F DBERAnk afK%`O TP(_ mTP> ` j > \Q0 :aV fK> > pRja   TP> 5 (_ mTP> ` j > \Q DBPRIιk _ _ (_ ~FQa %` afK%`mZQQ DBINS(l afK%`O 3_ a%` 3K0 :a %` HafK%`m LHa%`  afK%`m L3_ a %` 3KafK a3K DBIN_l 3_ V _ gF> _ PF afKMa"T  ADJBl %` "TO  ` j_ > m_ '`e  INSIDl a%` fK ` a%`  HafK~F LHa%` afK~F LaV fK 3K ATEN*m aV fK V fK ` 3K DBBsm %` "TO %`afKO {m0 3mafK~Fa3K DOBӕm FUemm1lkFUe DOINm hlFUe1lDkFUe DBNEGm 0aO 03_ a fK3_ "T%` afK O m0 m DBEDIm _aO :3_ O m0 &3_ -O n0 wk"TO lO m SHEDIDn 2b_ ^ v _aO _f__e p  SETADđn _``  HNDEDn FUeM_ZF HNDBUn \aO j0aO cF HANDLnZFnnnn KEYBUo _0ah\_0ahM_Z DBSEL6oZFgg?o?o DBTAYo _0a'hEb_^ gFO 2b0 __ hb_ 0ag HNDTAro zoc HNDSPêo _0a'h0abo MATCHo dO _ _V _`'h0abocF0 F MATCHo o"TO "3_ O  3_ o5 0 Mn DBKEp OfK3_ 3_  O o0 2_aO  p0 $3_  3_   O o0  p DEVEN8pZFjTj@p9j CREATŐp ~F^ ^ _ _ _ ^ a^ \c.Mechg M INITDɩp M_Zd_ZZ_ZvdO _ qjj_c0 2bhb_ cXM DODIAp O pn0agM_ZNpM_ O 0a&oO >a MX#qJ7MYVqJMX`qJMYjqJMESSADDtq.hMESSAD~q.BWIDTȍq.eBHEIGHԛq. MESS٨q.dMESSCTRq.MESSq.O#MESqJMADDqJ(Hh MESADq q  MESSWIDr q]\pR BOXXLOCr V M 5Z> mXqmV \q q _ q pq pq \q m%rmX\q q  CTRMES/r q\q pq \q m\ LEFTMESӄr q> Qqt\ ADJSTRUär f5 M p  GKp  GKp  GKp  GK_ 5  MESSSIZŽr vq v r V fKrJO V q fK> 5 p 5 %r:rq (_ 9 $ mXV fq zq  SHOWSTr fq  vr q V r\q  $ Qpq  \q m8mvQ q  r q V qO r0 r(_ p 5  MESSIks.FIXBUs pq \q mqmX\q V q zq  mV qmJs~Fr MESSBs q V q v r p c st\q fq pq zq IspusF,q5 XM ERRICt.FIXBUԐt \q q V q zq  mV M p qmV M Jt~Frpq qmqm_ pq qm_ t~Fr ERRBO؜t Fq V q v r p c st\q fq pq zq ItpusF,qXM 41PEt (Q BDPARJu v V > p 5  DEFRE^u JLL> LLgu CLRSC}u v/Q CLӢu >[u SWITCȿuJSLOTuJPRDRIuJINDRIuJLNFDuJPDCOUvJICCOU vJPROv u V O  " 6 u 9 6   PRO&v u 6 v"  LNFEEkv v O -vv  p rv FRMFEňv -v rv FILESTүvJ/F/PS/MAIN.PAKATTRDAT ESTvJALLOT76C1 CURNAMvJ Detective CURPATwJ /F/PS/DATA/DS/ TEXTSTBwJTEXT.STRDATASTpwJDATA/PROG2PAԅwP\PROG3PAԗwP\PROG4PAԨwP\DATA2PAԹwP\DATA4PAwP\"BOOTPATwP\/DATAPATwP\PRECNAMwP\qDATNAMxP\zERxP\MS.xP\EMPT:xP\1ABOUFxP\2ABOUTxP\3ABOUcxP\4ABOUrxP\5ABOUԁxP\ BYUӐxP\ETHEUSEҟxP\QLEVSTҬxP\d1PDIS˼xP\l2PDISxP\1DDISxP\2DDISxP\PDISxP\DDISyP\2RDISyP\PEMPTY#yP\qGONE1yP\DUP@yP\DERRNyP\PATH[yP\EXCLiyP\1CHAwyP\MAINST҅yP\ SCORESTғyP\TOOLSTңyP\MAINTEXԴyP\&WOPTEXTyP\3TOHTEXTyP\?EQDTEXTyP\KMNSTEXTyP\WCONGRAzP\cGDWORzP\uWAY2G)zP\USOLVE8zP\BRILGzP\SMASWzP\JOLLezP\OUTJOszP\USERMSǁzZ#z_z2zmzAz{zzQz #EARNEĐzP\#TOTA̰zP\DATESTzP\PROB#zP\5CALDIzP\=LDINzP\RCALCSTzP\gREQST {P\pGADGST{P\|GENST*{P\INITST:{P\SETSTI{P\PRSTY{P\INSTh{P\LICv{P\CHRDRAׄ{ y V J3KQ JUSRIGHԑ{ V V > fKpRJ> mV O 5 v> Qt\ CTRXDRA׭{ v$  rJV > fKpR p 0> mXV O 5 v$ rJQv t\p 5  END{JQUIT;|JSTOPF|JEXITR|JTHRE^|.RKNAj|.NETWv|.ICO΂|JFIRSԎ|.NUMIÙ|.MENU|JITEM|JMAIN|JINTR|.SOLV|JRECI|JCALC|JLEVE|JNEWL}JPROB}JSTAT}J#POI)}Jd#TOT5}J#COMA}JPCTSM}JWOPPY}JTOHPe}JEQDPq}JMNSP}}JWOPDω}.WOP2ĕ}.TOHDϡ}.EQDDϭ}.MNSDϹ}.#DIG}JNUM2} BQV } ~F } v V > ~Fp 5  HELP} V I$ i O | | Z|Z0 V F$ f O | | Z|Z0 V D$ d O | | Z|Z0 ~V H$ h O | | Z|Z0 PV G$ g O | | Z|Z0 "V =O | | Z|Z0  QUIC~ | O XV Q$ q O Z|ZB|Zf|Z0 .V E$ e O | Z|Zf|Z0 ~0 *V S$ s O Z|ZN|Zf|Z0 ~ WAI ]v NV O &O fKO OfK'5 0 f|Z2 0 V O f|Z2 5 p ]] TAKE $ BREA  LUNC v f| O 2 0 $p  SIDE.JABORTJASK5`ZFxxxyy+yxy ASK3lZFyyyyy+yyy GADҌ  ^ 2b_ RECAĬ 9 ` DATAÀ  9 ` PATHۀZFwwwwˀww PATHZFwwwwˀxx +FIL V fKO &> vV JKvV  > 0 5  MOVE3 vv fK/"T\  ˀ fK/"T\  O w;\ r|O 0 ;; CANCo \ r|O 0 t@xh O uO F0 FF0 FLtF FILEՁ vvTO FF0 ݁O  LOAD XO Lv$  zw vV $ ~F  vV zw > vvTO HbZV0 B|Z0 B|Z KEYR; f|ZN|ZB|ZXM TMPSԛ \ ZC.M GADGŵ 4{wvvTO I:WTJVTJV0 B|Z XADς V hm XYIM V > GKGK XYAD M  > _  NUMI(.LAIMA@ RI pKRI  ADJUL V T $ T GKV T pK~F> T GK LOADf RIbZRIpKJ Hv np  APAI΢ TJJP LOADSTAʃ.ABOU xx{xlx]xFLt NUMDRA v}} v {p  BCSWA 8xY Ye YXLHhȇPOPCAL- } O $4Iл 64I  4Iл 60 z@xFLt POPREѝ 4IݻP64I  4IݻP6 POPGE߄ 4I64I  4I6 TOGGLEI | | O {O0 O STO5 N|Z5  CKRECORZ | "TV | @ FLIPSOUo ]"TV ] @ FLIPGRAЌ ]"TV ] @ LEVFLAǩ   } O {O0 Op  SHOWLEƅ NZQ } O & } 0 x 3K x{0  (x{ INITFIL XO Dw$ KB|Zwx$ fK  Lw xV fK w KxV fKw > 3K0 B|Z@ THREE5.LSTvTO Ft| V0 Ft|  NEXTOVN hZ M!5 .M:WTJUTJV냕   INI҆ 4]uvZQ`{\Yׂ NETLICE \ {w!O H:WTJV5 Vv H fKi H 3Kp vv5Z[Q2>[QvZQCHv cJ\V fK >  > p TJ$0 B|Z G B| "TO (|O *B| "TO \ S{w܆B| O R]R SAVEI‡ @AFORTHvT5 vvW5 vUTJ@0$ mUTJVEVA$EA A vA AZEV %Lt @`LHL e^`8L ٭)00 f 8 Lg e o&'12)p001324  ~ j@k p > L1 =m ?jBkC8  ejj ekkL v Le b 7 Γ `?8Lé?8 `; @ `  ȓ B 8 8 Lg p9;<` p ʓ L U 8 Lg ` p ̓ `AFORTHTK.ABS宮䮮,ᠱդȠϠĠ0JJJJ) a`` "```    0  ʍ ''```a`bce``eaabcc` cb` 8 LR< =>%?`BC8Lé p 7 Γ `Ԡڠ٠ɠŠդŠРàà֠ՠŠѠդƠŲƠŒӠȠŀԠŠŠ̠àҠŷàƠƀդŠŠ€ՠàƠŒӠȠŠŤŠՀŠŠÀϠàˠŢ ! " # $ %`ITY1 /RECORDS/ /NEWDATA/A/86H7H76 h7h6`H)h`8H hlxH)0h(``8H hlH0h`86H7H76 h7h6`H,ϱhH  h``8H hlH4Ih``8H hlH0h`86H7H76 h7h6`H,ϱhH h``8H hlH)h`>@AB`8H hlH)h``8H hlH)Ih``8H hlH)h`8H hlH)Ph``8H hlH)@h`86H7H76 h7h6`H)h``8H hlH0h`86H7H76 h7h6`H)h``8H hlH,ϱhH)@hȍȍȍ``8H hlH)h`8<`H4<h`86H7H76 h7h6`H)ph``8H hlH0h``8H hlHϙ șh`8H h,lHh`86H7H76 h7h6`Hɟh`8]H HHHH X\ahWoyxhnhVhh sZLsH hL|MAXCLUEHJMAXNUMJSETOFNUJALLOT DEF< זɖ#DIGJALLOT MS-7ATE^JMS-9ATErJMS-EVENJMS-SAVE 3K MS-SAVEΟ  GK MS-SAVEϲ  3K MS-SAVEə  GK MS-SAVE  GK MS-SAVE  GK MS-CHOO } O 20 d}N } O 2mV $  O    MS-ADDC+ V J e  MS-EXTR V 5 "TO  0  MS-PARIԟ  h V  MS-GETMƚ  V CEFGHIJK O 9V m}N V Jh "TO 5 0  MS-PRIM  V O 9vV fKJ$ >  "TO  0 fKv> 5  MS-MULT, }Z7O  0 "V "TO }Z O 9V }N  MS-MULT} X}N V O 5  MS-FACTΛ }  }  O 0 d V O 9ٛV O Z0 Z 9V   MS-SETS v J$ h $ h  O V  * e $ V O $ p TJ5  MS-SETBb ZcJXM V O 9M V O 9_ } O $ 9_ 0 V _ m INIT#DIǽ  v vf p  MS-ADDD V O 9V  hf$ > f  XV O 5  MS-GET#7   v * $ "TO * Bp 5  MS-#DIG|  V O 9V  hf O > 5 V  h>  XV J"T O 5  MS-SETDſ *$ V  > V  O 5 e  MS-UNEQ *$ ) MS-LSTOW  V O 9V  hf$ rJ$ O M M M TJ_ _ _ > 0 TJ XV O 5 > 5  MS-REMOx v*$ V  "TO $B$ f vO V b0  0 5 V  O TJ MS-UNIQ ʝV O 5 0   MS-LESSF }N J$ mJO  }NV rJ O   >  MS-GRTRo }N  J$ mJO  }NV rJ O   >  MS-GTRAθ } O 0 v* cJO >  MS-LTRA  ~F * } V >  O 20 dcJO >  MS-1MET8 ßCzQ MS-NUMI΁  v*$ J"TO  0 > 5  MS-2METȚ V O ßO vb0 ~F *  ß ~F$ O Cz5 0   * ~F > z MS-SWAP͠ 4v V fK> p 5  MS-SWAP< > > 4v $ fK$ 3Kp TJ MS-SWAPc 4~F V J 3K 5  MS-SWAЖ > M M p G_ p > n_  MS-SHUF v> }N  ˡ  MS-GENO } O 0 }N MS-OP2A V vO 5 +0 :V O 5 -0 &V O 5 0 V O 5 / MS-PLU1 2}N> $ m>  MS-SUŒ 2}N> $ >  MS-DI֨ $ XV O 9}N > $ 9>  MS-MULâ  >  7O  0  $ X  MS-GEN1Z̢ MS-SPLI& V G$ $  O mJ$ <> ԙ1J>  MS-EQUA? }  }  O }N J } O (}N O JJ0 }N J MS-SWIT| ~F49 > ~F49 > 4v $ fK$ fKrJ 3K$ 3Kp TJ MS-CKFLߣ O $ ~F} O $ ~F INITCLU4 Z%Zv v 3Kp  METHOgZؠؠ MS-GENC̔ r6њȜ}N O ? INITFLAǩ v vC p $ mK CLRANޤ v v 3Kp  #ANSWE JDUPANSW0 v: vO $: v fKJO 5 2 p  GETANSW> V }N IO 5 0 V : 3K:e > 5  SETROO} V PFO $ ~Fˊ pKˊ V fK  0 5  FLOOҸ > Q/vQ SHOWROO [(QcRu v N| O 2 p  GETROOM M\ hZȌw!O ˊbZVˊfK ٌw!5 :ZRu.M MS-ROOMY O d0  : O Vd MS-DRAWҠ B| "TO $¥u}"TO ЅF} Mp.M MS-PRESѦ | O N MNV O ,OfKV S> s O fK O N|ZV >  O .M MS-SETU |ZuvZQ`\d=} ܦ 3DRO TJ5  REQUI.SINDE.NAM.PAT,.TITL7.MAXFIB. ZEROAN.TO[.DIALBhJALLOT  PUT    ADăSXrJSYJSXǙJSYљJREQ.EۙJTOTALJTOPFIJCURRFJLASTF JMAXSHJMESS&JNUMSH3.SCRAD?.MAXCHL.FINDEY.LFINDf.SCROLs.DRAWLɀ __`O _`_`Q_`__m`Q SHSCRύ (Q>[_aR__`O _`F_`_`_`_`mLNOPQRSTUV\ GETCOϾ Ù ͙ י ᙕ  SAVEC ᙹ י ͙ Ù  SHGAD"ZMfffffǚǚǚ SHOWG? ZQ J\2b_ ^ v __`H__e p  BYIND^ M (` (_ _ ~F9 V (_ 5Z>  OUTSIě TP> 5 TJ> 5 O 0 .TP> 5 "  m TJ> 5 O "  m  BYLOʛ F"  m QRO 5 F2 p "TO ӛ INBUT (QM M M  _ _ ~F_ ~F ONBUTa ajP\Q OFFBUԎ FUeajP\QvP TOGGLŧ FUeaj5 > 5 ͙ > ᙕ P\QvP ONGADȜZFFhFhќ OFFGAZFhhќ CLEAN (ajvP\Q DOO7 (V _` DOOFR (V _`! SHOWOe H M (` _ Qo]\V WO 5 WQofK qe Je  SHOWFy vJ @o|H/  O 0  SETFIƝ rHq ~FV vO v ofK qe p 0 5  DOSCR  "TO 6me  "  m / O "e e ϝY DOSCR2 " gF"TO me "e  e ϝY ONEFÍ TP> 5 (`PFTP> 5 (`gF "TO m'+Y ARRSCҼ V O ;0  M_Z ARRO M M m  m_ +_ e YM_Z  FWDI o FWDSN ˦ KEYDO\  gF"TO  " O 0  5  KEYUj  "TO   O 0 v 5  KEYBUԣ _0a_0a!M_Z KEYBARٟ ⟠__`V O 0 s DOSCR __`V O 0 s DRAGN _aQRO d_ "TO _V _`d_Z0 d_ O _V _`!d_Z DRAGS? TP> 5 (`PFO ;0 *TP> 5 (`gFO 0 QR"TO Ş DRAGBϊ (aQRO QR"TO Ş0  DRAGBՠ _aQRO d_ "TO _V _`d_Z%0 d_ O _V _`!d_Z GADGD ZFHHHHޠ DOWNNW _V _`'h_V _`d_Z@_Z DOWNBv % DOWNBϛ 'm_V _`'h+Y@_Z GADGDϬZF CHECKϡ __`O M_Z(_ 0 M_Z0ag UPNOR _aQRO _V _`!__ cM_Z0 d_ O _V _`!@_Z UPBO! m'V  ~FV  +(_ YM_Z UPBARn * M_Z UPVOLբ *@_ O   GADGUлZF***Ģv DMDOWآ 8RM_Z@_ZdO V _ _`ء DMDRA 8R@_ O __`` DMU" 8R@_ O __` DBEDI? _aO 3_ O m0 wk"TO m ZEROUZ f d`v d` 3Kp  COPYEč V M `3p `fK K_ 5  TONAMź > 3 3 3   TOPATݣ > > > >   COPYN M p 3p `3 K_ 5  COPYF M p  op `ofK  L_ 5  CLEAN< \(QX-9Q UPCASg V agF$ zPF O  m DOMESӎ Q"(Q\Q > ^ _ $ m\ ERRMEӷ 3TZ MATCH F3 v 3 S "TO "T2 p O  V     ADDI oaI mO "SoS KS qe e  FILE-T >0SIY FILE-ΐ YO \F0 FO  GETFỊ O \ GETMAĥ (`(`m(_ X/  SHOWPۥ p`8Q>H$ KHfKbO bH3KHt\ SETLA  / ~F $ O 5 "  INITV7 v   rHq  FINDSf _ dO * 0 v* ( "T SETSCҍ o~ @  HISCR¦ rHq   m +Y CKALP F3  3 V .$ z $ / $ 9JA > V Z> a O 5 F2 p  CKFIR 3  V AgF$ ZPF $ agFJzPF O 5 F0 5 F CHECK} vdO 0`3$ fK K3 O F0 O 0 F0 F CHECKƧ >v$  3 vV 3  vV 3 > vvTO VF0 F SHOWS O ˦ϝ SHOWN\ vdO *_ qj FO _E0 _ _f_c DBSELuZFgg⟙FF HNDSPò _0a'h0a HNDBOѨ vdO "_  O _E_f_c__`gM_ZF CKFIL ϧO T V F> F "TO cF0 0 O cF0  O Hy0 UyF;Z0 :yF;Z HNDPO# vdO _ ,0 FV "TO vdO _ _c__`gM_Z HNDBUԔ \aO cF0 \a O 0 F MATCH۩ dO _ _V _`'h0ac0 c DBKE OfK3_ 3_  O o0 2_aO 0 $3_  3_   O ڨ0  HANDL?ZFnn DEVENԗZFFG+ CREATŶ \cec(_ W g SAVEVϪ ~F^ ^ _ _ _ ^ L  @ 5 tH a^ rH K DODIA 0agM_Z MNM_ O ; O J;Z0aO >a.M DOFILAZFFFFF CHECKЀ >vTO VFF0 *>H$ K MHqy@xu.MO F0 FFO  DOFILř rJ@ O .EIoͥتpe~J0  TJF vOPJAOPJAOJFIRSTJDBER#J#DECP0JUKE 5 vV > 5 vO "T8 0 TJ8Z DNEǹ "T> "T> v  D   SU lV vl> 5 vV > 5 vO "T8 0 TJ8Z U%t8$8L6666ffvvL@ Tm > M > M v> v v_ v v_ v "TO 8Z T V 6 M M 6 v_ _ WYZ[\]^  D M vp r> vp r> _ r> M vJ> "TO 8Z_ >  T M p > vp > _ > M vJ> _ J D/SIGB rJ$  D/s D/D G|M M M _ _ V V M r> 5 G5 v_ G5 v v G5 V vO 8Z_ G Q JJM M M M 5 _ _ _ _ > 5 M _  D |M J "TO 8Z2dG5 V vO 8Z_  MU$ 8Zl) DIg 8Z O 8Z0 l DELPE} SV v 0$ p 5 SV E mv V  $ p 5 SV E m >  GETNUͥ ]S$ fK KSV  vvSV  O V V ~F>  M 0 vM E5 V vO 8Z_ O  ADDPE SV V M V $  ~FV $  .> SV > _ V  0> 0 S  O SV m> EZ0 E  ADDSILJ ]V fKV vO " ]fKv V fK$ 3K~Fp 5 0 TJ]V fK V O ~F$ 3K > 3K PUTNU V vO M 0 vM }} O 00}e } O 0}e }  S p } S S]$ K_ O  DELSIq ] V ~FfKv V fK$ 3K p 5 ]V fK~F> 3K RESHO _2b_ ja xa a~Fa~F\Qja a~FQaZQt\2bc_  PUTSI5 FUe] fKO 0 >, O v ,ZFUe CLRNU͆ v]cJ3K 3KEZ,Z CLRI˟ ԟ>vvvvZ8Z DOCL FUeFUe DELI FUeE vO Ee ]V fKV vO ~F> 3K>, O v ,ZFUe PCTDO& ]V fK V fK$ 3K~FV fK$ 3K.> 3KE ]V fK > 3K 2SHORz ]V fKO @V fKO 0$  3K0 V fK$  3K0$ 3K> 3K0 LV fKO V fK$ 3KV fK O 0$ 3KV fK"TO 0$ 3K> 3K DOPCԿ FUe]V fKE mV 3KO Ƞ>FUe DOCALfZF+mF SHOWIԚ 8 O 42bM p `~F4xp `_ `$ m\   0 lz> GETOе 3_ /O 0 P3_ O 0 <3_ -O 0 (3_ +O 0 3_ =O  GETNU , O cJ O TJlv z DOOr FUe{8 O TJ0 , O   0   ,ZFUe PUTDIǡ , O FUeԟ>FUe%`E  O mE vO Ee  PUTDO E , O Ee  DOBUT;Z.nD BREC`  9IpKFpK V fK> v V pK> p 5  INVBUԗ M   ~F_ ~F\PJJQQvP5  BUTTKѣ 3_ -P  O 3_ 0 p3_ O 3_ 0 V3_ C3_  O c3_ 0 03_ X3_ x 3_ * O 3_ v TJTJ3_ O ڣ i2 p  HNDRT Eb^ _ 0abo KEYפ OfKV O 5  3_ O fKP _0a'h3_  O o0 ,3_  O o0 3_  O 0 M_ "TO 0ag DMCAL TjM_ "TO (v QR> 3_ O ڣ i2 p  DEVENuZFj~9j DODIA̴ O pn0agM_ZNM_ O 0a&oO >a SHOWCͥ O/I pv]3K2bcvE Ru>[ZQv M JmX _ Q5 { R5 p  CALCU F֥5  T,^_ _ @hihiHH^ @@@@ȱHȱhZAHHHH,b @hhh)hYA @ ,b @,^ @ __`H @h^`#`#`@Lb,@@La@]'^p^H^`^:P[M;O@@X@V@W"WOOOQ*SV&SXX{^^^b@dmdNe tnf'`ababeresgoeeghnhvkjjfkDkPkn_Qn$   "$&(*,.02468:<>@BDFHJLNPRTVXZ\^`bd_abcdefghijklmnopqrstuvwxyzfhjlnprtvxz|~  "$&(*,.02468:<>@BDFHJLNPRTVXZ\^`bdfhjlnprtvxz|~  $(,048<@DHLPTX\`dhlptx|  $(,048<@DHLPTX\`dhlptx|  $(,048<@DHLPTX\`dhlptx|  $(,048<@DHLPTX\`dhlptx| (08@HPX`hpx (08@HPX`hpx (08@HPX`hpx (08@HPX`hpx (08@HPX`hpx (08@HPX`hpx (08@HPX`hpx (08@HPX`hpx 0@P`p 0@P`p 0@P`p 0@P`p 0@P`p 0@P`p 0@P`p 0@P`p 0@P`p 0@P`p 0@P`p 0@P`p 0@P`p 0@P`p 0@P`p 0@P`p  @` @` @` @` @` @` @` @` @` @` @` @` @` @` @` @` @` @` @` @` @` @` @` @` @` @` @` @` @` @` @` @` @@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@  !!""##$$%%&&''(())**++,,--..//00112233445566778899::;;<<==>>??  !!!!!!!"""""""#######$$$$((((((((((((((((((((((((((((((((PPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPP                        QE%QE%鑄QE%Q%鑄`E%E%鑄E%%鑄`E%EQ%鑄E%Q%鑄`E%EI1%鑄ﱎE%I1%鑄`LL`LeLLQ)08挹JIeU)T)Q⦁LjLQMBALLUTđ如LLLKMKMKLLjjj)iL%Ljjj)iLLeօ MLKJՅIe M MLKT LMKL?~|xp`@MKwKKKMKwKKKfKKKKfKKKK`eeeeeeeeFL%NjGH*MMFTjGH*-M&M8内H h%%KMMLMM`;MMݭ]7h ((LU(LUh]<] U]]I03ē0䒰 $ OLzU O]}(]]}]]}h]]}](0LTLnT8婅]媅8]<] 8塅墅 FV(8埅堅塅墅ɀjHhjHjH(j]hi]h}]]h}]]` - &&&&&8壪夐柈` S MR?Ƶ /Wi /W S0` Wee`ee`uꕒu땓ꕖŕ0'4Ŕ,0Ŗ LOʆ0 Ŗ LOWʈWe愾We憘 WWWL*SW򥁅5i8ehXHxXh8e$8e`L@ Xȑ`q悪ģ늦`8eꅖe녗ꅒ녓션톙i8ʅ` ^ X X UPeje hM UNeƠi摤 襖膑8*IT oYT ^LW8 -]Z.]ZM]AZN]BZm][n][]j\]k\J8坅8hXZxXZ ƀ뤝K8hXDZxXEZƁ뤔$0eօ i!Ie JՕ!ĘѢ@B$8eWVLCZ L[ 3R@4RA?RB@RCLZB@B@B@ B@ B@ B@ B@ B@B@B@B@B@B@B@B@B@$ 柩某feģL-ZLa\LN\0jƑLa\L[E>E< E: E8 E6 E4 E2E0E.E,E*E(E&E$E"E $ IT栢L[Ƒ e\L0\5` Ll\EQ>%Q>>EQ<%Q<< EQ:%Q:: EQ8%Q88 EQ6%Q66 EQ4%Q44 EQ2%Q22EQ0%Q00EQ.%Q..EQ,%Q,,EQ*%Q**EQ(%Q((EQ&%Q&&EQ$%Q$$EQ"%Q""EQ %Q `s[f[Y[L[?[2[%[[ [ZZZZZZZZZZZzZuZpZkZfZaZ\ZWZRZMZHZCZ*\$\\\\ \\\[[[[[[[[ ]]]\\\\\\\\\\\x\l\A '^#^%^&^ L^ O`^^ FD^*`()*+ X :P ;OL[M @ȑ`#^`^^L@^^,^ C]`,^C]`^`F / /^>~00`?xxpp___``x``i``0_ȱ_ ra ^`(`_,_0____i _8__ jII0 9N***I_ ?Ra@Ra3Ra4Ra_#LeaIJ ________ a__M_ a__M_ a__M_ʤƆƆĄZL``_,_0_#5IJ a_ a_ a_ʤĄT`aITȍa(`x__0 Ο_,_0 ^`(`x ra_(`x raΟ_(`,bn bbb_ݠ_0 ra___ T`,u0 fb,u_n hp` b,_0u__8___ __*_שׁ_ _ _,_0_```Lg^,u0,_0Huhull_hbb^^^ggbb d ,dggggg/e7eʎgygșg__,bp __b t,bL@b) bL@bbb ,bbbȭb,b ,b @dH,bX  bh ] ` sg d #e @Ee @5eLdfbb  bb`L@b  L@b` b b,b,b d d AdbH(b` dd`dd`dd`dd`L@d d d d(`ldd d d d(`ld bdd^dN^` a^ddd^#LP^!e"e^ e @-e` /UUUU,b0__meneLi^L@_8,bx0 e g(ff e(,bX`x0" o gf(`0(L@,_ȹ_`,bL@8 dwb a)**e p b_ M_0),_0U,gnF)e,eee ee_e gefLdحffTf b f,bfTfUf`ffLg^fxff(`fɀiff`8`ffɀi`gfng`  0 $0 y O 0 vv  CKSLO k fK0mV $  O 5 u  MOVES2 HV fK$$ 3K 3K V fK;$ 3K 3K V fKS$ 3K 3K V fKk$ 3K 3KV fK0mV $  O 5 u V ˀ! L! 〻! L LOAD{}~Sg hZ\ b{w!O JHbZVpp{w!5 :W5 > 5 v V~{w!5 :W5 > 5 "v VÉ;0 B|Z INITC | ] ] |Zv|  } | %} |ZN|Z}Zm}Zy}Z}Z}ZF} F} F} F} F}  LOADCi \ {whZ!O 4I:WTJUTJV4Iл 60 B|Z LOADR \ ${whZ!O 4I:WTJUTJV4IݻP60 B|Z LOADG1 \ C{whZ!O 4I:WTJUTJV4I60 B|Z SETCAr NO (OfKV C> c O }Zz\ INITI }Z:{r\ yw /MBM2//MBM3//MBM4/ /MBM2/DATA2/ /MBM4/DATA4/   Error ... Message ...  Math Blaster Mystery 1.3*Designed by Julie Baumgartner, Anne Hertz,and J.M. AlbaneseWritten by Larene Wade Spitler$(c) 1989 Davidson & Associates, Inc. by Davidson Detective Level *Please insert side 1 of the program disk. *Please insert side 2 of the program disk. 'Please insert side 3 of the data disk. 'Please insert side 4 of the data disk. Please insert the program disk.Please insert your data disk. Please insert your records disk.!A valid filename was not entered.That filename does not exist.That filename already exists.That path cannot be found.Please insert the path: !  MAIN.OVL SCORE.OVL TOOLS.OBJ MAINTEXT.STR WOPTEXT.STR TOHTEXT.STR EQDTEXT.STR MNSTEXT.STRCongratulations, Good work, Way to go, You solved it, Brilliant deduction, Smashing work, Jolly good show, Outstanding job, You have earned points.Your total score is .  Calculator disabled!Loading program ... CALC.OVL FILEREQ.OVLGADG.DATGEN.OBJINIT.OVL SETUP.DAT PR.DRIVERS IN.DRIVERSLIC.STR@A<G ET14>pT14>PT14>nT14>qT14>QT14>HHPHHHPX`hpxX`hpX`hpX`hpnT16AG NT16pT16PT16A<G NT14>ET14>eT14>qT14>QT14>pT14>PT14>@NT14<AS >ET14>QT14>PT14G@l@GG@p<p~~`G8p|cp||<@8 G??g@?'7GG|8Gg'|~888g@GGGGGG8g_GGGGg8GGGG`|? s~~@<`pw8Fxx[X`8G8@@G8G@ppsGGGGG@ggGGG`8GgwG8p8~GGGG8wGGGG<8Gg'|G8)|`||8<8;sF`x<F8@`@G8G@@<8GGGGGGGGGGGGG8Gw_G8`8gGGGGGG8g'GGGG`8GwwGG<?1spp`x||pxF~n@x<|8`~8~|8xG~~G~~~G~8|?G8?@?<~~~~~G8GG|~p|?_G~|@p`p8F8p`@8@@0``<~@~`@:d6`cps֚'5ih4mPj HZbDj=z ֚hAgA› a)ʛ q֚כU&x9`I6YSigEz} &y C & 'Ϛ _G2 ,:<JLZ\j }2֚HApQ6xAQĚAQ9HPRbϚG`RbTR8b 6<L\lϚ S\l֚ Filename: Pathname: OpenCancelOKRetryEnter your name. Use to move between boxes.Use  to select date.PrintWhat is the mystery number?Previous triesHintsEscape Definitions CalculatorCluesAnswersSee Appendix C of your manual%for printer and interface categories.Printer Category: ( A-U ) Interface Category: ( A-Z ) Line Feed: ( Y-N ) Slot Number: ( 1-7 ) Records Pathname: Data Pathname: SavePrint a certificate?GraphicTextci+7+7%+7/+77i9E89E99E9E4iGS5GS6GS-GS1iUa2Ua3Ua+Ua0ico.coco=coL !Cb" %n"o" (#M8( % ) L'"p"q" (\4, )7(P0  ( @p 8  x"!b"i"0 ~&i"0 %r"s" (,) &Սt"u" ( %L'")0I0hx H( + %Щ ߩx"L! )L! 8'  )ɀ)4,- U JNT) x"Lv"w" ( !` a"M)Fi/ e"3 k"l"m" h" iL X%;"L8"ΠΠҠ`y""""""*$ Fk%YeQP!/RB}QBiBB}\ ĉFEL/#> ț6 . ) ɘ"    L=#=#&ŠϠĠԠŠ ԩ m# m# J Qڨ)̰m] нȱ ̀𩠙 i F > S ɘL   V7 L ' 0% '8 Jm ʈ0  0ŠϠĠ͢Š͠͠ϠŠŠϠĠخ͠ ͍B B(8`%YYZLYLYLY뿭` 8!@8` %MNЩUMߩ  L 5   8 0 8  `0 / X& & +&&7&P^&0`ŠӠֱҭԠŠҬî̠ӠĮʎ1|&… (n}&Dž (\%Tz&Lc()8= (J 8'z&'{& 3((ʎ1|&|&|&3223 ')L&18|&"m11 2H22h2舌|&|&12H)M0 h10200I20h2 (`LE%12 `_'"L  <8# ȱ)ɀ  )( ` (Xp< @( )m((.(( M(i  ``) |'(j21 z& {&!` ({&z&(i({&(( CBDFGE (r&$ 3(,}&r& … 3(ŅL&JJJJ`Ϡ'8`r&h)hrȱȱȱȱ0]cȱeem*ȱ*ȱ**ȱ**ȱ* )* * )L(`L?* *Ll) ) L( )Ll)8e` ,$`ee` `* G** c*` v* G* c*`hh8`8`***`}*`e`H)hJJ*0JJ)` (< ( < *? ( < (? ( < (? ( <*? * **? *? *? ( < *? ( <.<ʆ>,=?BC8 é&'112`HB-9F 3"aɿ LLB Nϰ H  @h( L Lj  @`eLJCAB@=?<>=?<>CAB@?A` 1 L  <>`ڢF]PL8i m L   6< L  BLRAM' hLDLآ <B*IBGF08Lé'+8H <,``h(`@ڍL3hh@ihAiH(ؠȱ@JJJJq@)@Yvȱ@Hȱ@Ah@y@cYe J) LL LJiB LJ) >xhHHHHL(  ްƠx@BEOD  ް(`( C)CJJJlB O-`J,~@~@}J@` ߩ%S @ ~`E hhhߺ0 h ߐ( ߐ ߐ ߐ  0 HϭߍLпllllhh8` Qx")T'P) ɺiL; )?     ~ `l@Hȱ@IױHXATȱH ɯȩ׍̒5H)/@a)_ .0 :A[8@`,뎒׮Б` L` @>S)I38Mdeם`K8`@Nȱ@O@ rIiNȽבN)/ȩ/N`@[ WHJjjjhA ,'KI؍0JHi 뎅`C8` @ r3N@) G莱 ⭮i`0 Y; 뮅ٝ٘ 0 W,0 .H hȑNWȮّNW8`ٍّNά0NN` G8`F@ 0 > LK8`: ;I8`FHGH hGhF܌ բFܽܕF芝ܝ 밶:; <܅I m=IHHyHȘI Lܝ` @c@ k@Ю׍S)mיSʈ@qȱ@cȱ@mopfNxOyS)5SI0ܢܽ iP'E* 7deFG (GH Lv܅IR mEIH` tq qM0PQ ESHNFOG 밳NO 밨G%܈D" T)Ii)܍R*܍E'ܮ( 4 䭐 $H %HFFHGHG 됬`R8`)` EHS` #Q'܅IHHSSЍS@`8 ` ͍% ΍Q8`܅I `P܍QR d8D`F` ]lH)HFȍNHGO $%܍&܍!ܢ8* J8` L ܝ>)I 'ܝ:`F8iRFPGQ`F܅IH3H ( )ȱHά`Ύ8EeHI |SB:0M ٙKٙIFNGʈ d献`8m0`,0H hi PȽάhٍ0GF8yאFG  $0 G01 E8`1ݾ00 Y 0ʩ 谼 谷`12)1`0`Ȏi 0U`)8`ά` W xG 0A)H ܝʈh٭0٭)ܝ٭*ܝ٥F٥G٭'ܝ٭(ܝ`)َ 8ʈ` 0ٝ)i `8`R ꍐz{ vNمFمG < ΐ0 FGL鮅0 ٭{٭zٽ8`H8`  ,z { 8` z{ `ٽJJJJ`H͐hn)NjNjNjN. CH͐ v;٭ *Nۙ۰ڙک `Z8` C# (`{ .{ .{ .{8۰*Jz۩ ٰz{`JJJJ;i v묅͚ vٍ0  `H8` `ٍyٍiB0H0FG h0`FG `ϩBxED0C ް(`(8`ؑ@`M8`8@ؐʈI묆)z8zz Ly LةC8`؍)@ i)z8zyJ ^ ؅F Lo) +%J(a *FإGؐ.` *JHIH IL/FHGI ҭJjHIHB>IؙJJ W: ELyHIHI`JKJK`FHIG ( Ȣ؝؈JL)eKM`)` J zJ͟ $0 ΎJFJL8`JGBJ P FإG`BH PFإG`,H hHB؅F  ؅GxDE؍00C ް(`(8` vL'J  6"L vH  6 9ؙ` @ P8`K8`B8` L؈SJJJJحq) ) )Ю ЪGdF $ ᭔ع+ؠ 2H  :h8` 䮅ٽ ٬ؠ@` ( L )8`)i п` H h)N$% LL L r L 2 "pJ덣 )@፦NJOK 2iKK΢΢ IJΣ JФ̭JjHFIH HIGxKE ް((H hH h8`8@ȭ@L2쬆8NNO 8 ؍JL`R΢ʱLN1MOMEKP/MEK΢L7L-M O,p莡eNNO(`JNKOL 2/ "P L8 y WؑJ`L@ȱ@ `@Nȱ@O`؝}zIzؐ` f~ؽ؝z f % f؝~z؈` ` H  Ph)N@ 1; L  2$ )bJ Y ) H 4hL )  )حJjI{HIzH؊ PLE΢ʱNLMOMEKP%MEK΢L$ O, PeNNO 2(` C  7 2JzHI{HI؊ }LE  *` A Hz ع H{ ؙ؊ؠIhHIhH } iع `  عiعi` )؍0CGHFHBFG ުhFhG`@4͔ L @Ai ׭2` . :#ع؍0 Y讅)`.@+ i 8` L )߹0 )p )@ ) ȩ ؝L0NO 방 PQNOFG 嬆؍f؍g؝h ؝c zS) zS )حM͚ v`H@h`h``N8`  ) 1⬆Ȣ؝~@~ݞ@ʈL2 KIJHȢݞ)Jn 8 θ ؍ ؍ DH8 ع)ꭵJJJJ Ȣ؝I؈ 2h(8H ( h(8Hh(`ؑ@`@ȱ@ ` B@8ZS d鮅ٍٍٍsHٍr8fhgSJJJJS)S@` %I -q) 0@S)N8` @LL =@ ȹP8` i` %ם0 B %)( ȹ`8m8m@8` G8`F Pq)@N8`S)@J טyרםSS)׍Sde 밑 LȹL@ȅH@IL,0` G וֹ= YH.q)N 0 >deS)@LP8` D᮴ ֩SGHG v L䬅yٙ٭yٙ٩`K CEdFeG 6%&N    ܮ `J HH hh` 0 @ L/L Z`̸Yܝ ݝ0̸ȩFG   0` ܅F݅G ` c Zͬ 밽܅F݅G ` c* Z% L`L뮴HH hFhG܍ݍ 8 `FHGH  hGhF`ݹܙ݊`@Bɼ>K@J5 c9X(K cXXK تKo`V8`no` , on cI9XX`)HJJJh`OeNeO࿰ c9XАO`@ȭ@` ON INJKO`HхhꭋILhH),Nx8 (8` ԍ`@ABe 2U,,CnZ1IJK,-NOPQRSuHUSTON!' @   !"#$Ԡ͠ˠĠԠҠ(c)1983-1987 AppleLKL`BLL ެެެެެެެެެެެެެެެ(C)APPLE'83xLLM Mh@8nЍLޭ 0J @,,LNP׽8H  ): e: y8鰕:Jjjj<)yאi8i;i(*=>hPם8`;Zx3QZYXXWV[HEVhEhH)IWHPHHHAHHHLaVEWLӿ ֽ ְ& .Vӈ  JJJJH 8h Ei 8EX`'8`jӍWӥC)p> pӥCYӍY 轊( ( ӈBV ( ӭp0 \BkJ ՠ@iӦ> Ӑi'j:ZH i@ioZZH h ѐȭnWǥBJ Ӱ8XӦ>` Ր+>*L o % ԽYӍZӭoӝY 3Ѡ шNZ`rZLkӭZӍq8r7IZӐiZkӐk 8 ѹs ӭq ѹ| kн Z)*>>` @ $(,048<@DHLPTX\`dh 0ުlptx| 0($ p,&"op8`kkV꽌ɪɖxlӽ*kӽ-kәmMlӈ 꽌ɪ`8` ZԍsԍԍԍԥDEԌ8TԌ8WpԌqԠ 7I꽌ɪ꽌ɭ蠪:љVE:8`]ѾV]H)]ѾV]ҙ)]ѾT]ҙ)] >8hUD` ԝY`> Hh݌(`HCJJJJ)*h`8LխӅ:HhHh Ո թ թ ՘VYҪҦ>:Y)Ң`;R?AJ;<ȰY)Ң`Y?)Ң`ȐҰ ;HhHh=Ң`Hh `Hh`DEiȍ0֌18V%֌&8V֌֠)HV)hH)hHIhդD?DRIDQD)҅; ?JDQD]ՎՎՎ`MY pӭY)p  ӭp`C)`BFGV 8``  / XʩXύX X %   % ɍRH hɛɘɉɈ $ Ld :Ldې)ɮ۰ɺ' Ld  : X ( % ɛ$ɘɉ ɈL :Lɍ)ې)ɮ۰ɺH h 'L  ġLL ̹L)'L ȳL O'F ʻ ̹(((L $ʩ $$ $L `ީ % K@D EFby LҠؠӠ΢ϠԩҠŠƠԠԠŠӢɯϠҠůȠԠĠ  0h)ύh0HHHH " ׍hhhhhhh .hh8`JIMJAYKERRY&MIKE>PADD.IADD.TADD.TLENGT.PDLENGT'.ICLENGT5.@SCBDERDP\VPROSP\tSTARTcP\OPENIpP\NEWREP\JAΎP\FEP\MAҩP\APҵP\MAP\JU͉P\JUىP\AUP\SEP\ OCP\NO P\DEP\%TOHST!P\.MNSST-P\6WOPST<P\>EQDSTKP\FEDSTZP\NRECSTiP\UMSCRSTwP\aENST҆P\jPSMENUSԖP\tEDMENUSԤP\SETUPSTҵP\FIELDSTƊP\EDTEXTS׊P\CERTSTһP\PRDRSTP\INDRST P\DUMPSTP\1ACTIVI)P\2ACTIVI9P\3ACTIVIJP\4ACTIVI[P\SCBlP\$NAM}P\/DATŊP\4ACԗP\9LE֤P\BSTA԰P\HACüP\YTOTPTɋP\lAVGSՋP\yPROBCOP\PROBMIP\SP\PAGP\SCHDRP\SCHDR*P\SCHDR9P\SCHDRHP\SCHDRWP\SCHDRfP\SCHDRuP\COMCAĄP\ARITHAǓP\DIGDEԢP\ SOLSEҲP\CALCAP\.CHIEFPRЌP\BCߌP\WVIEWNAM.]MASTERP\HASEARN P\PTP\IN+P\MBMST7P\STATCP\POINTSRP\SIGNE`P\DATEpP\,DAP\4BEGSTҍP\PENDSTҙP\NOSTҨP\BADSTҷP\GETTOOLō \ hZyw!O aIbZV0 B|Z SC-BUFԍ.TSBUFFPT.SCPTJAPREV!JFIRST/JPAGE;JACCWOHJACCTOTJACCEQaJACCMNnJVIEWAC{JACTADD҈ZFDUfw DETSTATՖZʌٌ STATPOIΰZFm}y}}} ACCPT͎ZF]jw CKSTATU V O 5  ERRMS @xF MLt.M SCINI   SCGE7  e  SC2GEL  e  STRGEd H$ K e H GETFIL} ~|O xw$ fK K0 w \ vH3KHwvLw$  CIwLwV O w$ K PLΤJPRTCHR v V p 5  PTA { m% PC2  {Ze  PFE  Z ALLSTAR[ KK*H KK PRTSTo S$ fK KS S 7 MOVE vBQH > V H3KKH PRTWORı  LSTAِ 9*  RSTA A9* K BLAN  STAR 9*< K B*- %5% 1COK % 9 2CO[ $9 DUMPNAMp @T5 TV T> -vZK5% 9L29x Q9 Q 9$9 bw bw bwTV O 0 5 bËw  DUMPMISӁ b w$HfKvO RHfK  V $$ 5 O , H fKV 5O  w5 $p $  O % DUMPWO> bދwm bw 5 I 9싙wm bϋw] %5arv DUMPOTHϒ bދwm bwm b싙wm bϋw %5arv PRTDIG+ M v}} p O  }e 0 _ 5 } v p  PRTHEADŀ -vZKL=9xz@9$Pe P z39B9Q9`09o79~A9zrv WOPITE m19>$ fKm95 mC9 OTHERITM 19m99mC9m PRTITE͋ -v@|e |  T5 TT5 5 9TV O 0 5 5 9V O W0 Krv READITEĔ U> 5 O   UTJ0 N|Z PRTPAGB ˓MN| "T|(h "T O Δ0 N| O -vK*H Karv0 Δ-varv PRTSCORu N|ZhZ\ w!O  vW5 PZ|ZN| O V SEE͕   O  0  SEENAM @LQt\LQTV t\@dQËt\dQTt\@4Qt\4Qt\@@Qt\@Qt\ SEEBOAR9 0(\Q@T5 C@XQt\XQTV O 0 {0 5 t\ THREŹ @T5 TO ْ0 6 ON 7Z FOU@ N|Z NEXTSCONZFFF"U SEESCOR] 7Z0Ip MF,q.Mh SEE1WOx @pQދt\ pQm@|Qt\ |Qt\5 @Qt\ Qm@Qϋt\ Q]  MISNUͭ M V O 5   V JQV  JPF O ,{ { $ O  {v .{p _ 5 0 _ }  9  SEE2WO1 m5 @pQt\ pQt\@|Q t\p V vO (   :$ O 2 p 0 5 m5 TJ D "T> "T> v  PREVMAR@ V  vEWO 4UTJ O '0 V vEW5 DZ0 N|Z7Z SEEOTHEY Ė@pQދt\pQm@|Qt\|Qm@Qt\Qm@Qϋt\Q DZ7 O d SEEWOж ĖD O 0 ʘD 7 N| D O DZ0 DZO DZ7 O d VIEWIM U> 5 O   UTJ0 '  O V0  VIEWINIԤ N|Z7ZDZu0\QZQRu>[0%QvQ$\ VALSCOR \ hZw!O 8:WO &v>   O 'VF0 F0 ΍'VF0 F VIEWHEA@  U> 5 O B@TTR O m] mj mw m F0 ΍'F0 ΍'F VIEWSCOҝ KO O N| "TO 0 VN|Z DOMAI O "} O  0 } O ؕ}Z\ yw X ` u\ `"""Df (mpLPn0@j0@ @0@DD"0L D"f"D"`4"D"` 7"D("` 7@("D: @"D:DE $D D D D" "D"@ D"D"@j @j@!@**(*U*lu\ `"""D0f(m7` Pn j D@ D"3`  D"0f"D""D" "D"D"D("TtDE TtDP4D D"D" "D"("D"("D"("@( @(U (UU*(UP*u\ `" @j3@v0Q QD@Q @Q0DsD"D" hM"hDj Dj D(Dh@R @"J" J"P"P"P*!DP DP @*P@*U@*U <u\ `" @j@vi @QD@]3 D 0D 0D 0DM3 DAQ!A(7"(7"@"" D"D" DEPDDPJ(U P(U*P(P***u\ `"""D(mPnj @DD" D""D"4"D" 7"" 7A"D D"DDD DLD ` C` C `"C"`"C"` "L9 @F@!@**(*U*4u\ `"""D(mPn jD@ D" D""D""" "A"D"A"Tt:f"Tt7h P4C  C "C " "3h "(%4f"(%D"(%@( @(U (UU*(UP*l4u\ `" @j@vQ MDh  @h@h"Dh"Dh  DM9DQ! DQ! @Q!@u& @u&* 5" *"***#D D @*@*U@*U 4u\ `MM t`|x`to`LM9@E! DE!DDDE!D DQnD DQnD DQhD D D D DhM"@nM"M"@" @"@" @"@"@""@"@TU UU *UU*8iIi e e0 e e 0 IeJi  IeJi *UT а,U,T ЏՍ8LõHUȄ Ȅ    ȩ'U 0սIJ ՍThՍ8LõH Ȅ UIJ  PZUIJ  % 0ЌT֤ Ȅ  H h  L 02 ȹΩȹȹ ­,0L8~m~imm m m ΊΉ  ڬ}H)?%) hJJJe̋`͌V = Θ0Λ߭ ΞΝ0Λ ΞΝ,0], J.~~=m MΜ}L 0$̋͌LL߭ m m mm  m m  ڬ}}\H)?%) hJJJe = Θ0Μ߭}ЪΜ },0], J.~~=m MΛ ͍͎L } LL߭Hi #i)`,0`Jx,T,U,T(`   MΖΕL`ϯȹ q` Β0 x qLq qLq` q q qLq qLqL` q`ů q`Hٯ , q hɛhhL߭ɠ `, qHH hΔh Y`!8xʭix`n譐荏 0dd 0  0 0`` $(,048< $(,048"&*.26:>#'+/37;?#'+/37;?((((PPPPп/FF @?05:?DINSX]16;@EJOTY^27CHMRW\a Fʩv F̩~ F`LŰLLLLLLqLL*L[LLL~L H > q h[\  葩` ՑLO H ~ q ۞ LO H q L? ݰLO LO ݅݅`L밭L방\ ՑL,(,<,<իի,<,<իի,<<իի >  #թթ $  E  >SՇՇ׀!߀ 5Հ "  յ  Ê   )     ժ0ᇟß   0Ä ÿ ժ  Ш  ժ $աաࠪ*ՅQ׏ހիի2Յ 4 ՋՋ߀-յՀ + וի +Հ  - ! D  F  M M  M  M ߎݽÇM M ̜Ï M Ϝ  M׀  .M  M * M * M  M   M  M ݃  M  M ۱ M ۻ M ۼ  M ̛ M  M  M  M M   M߀ Ã.M .M  M M  M   M  M  M 9M)M ͝ S Xիի llՇՇ׀llիիlls.Tnwa4Definitions ...   AddendA number used in addition.  Area+A number that indicates the amount of spaceinside a closed plane figure. AverageThe number obtained'by dividing the sum of a set of numbersby the number of addends. CongruentHaving the same size and shape.  Denominator.The number in the lower portion of a fraction.  HexagonA six-sided figure.  IntegerA whole number.  Lowest termsA fraction is in lowest termsif the only common factor*of the numerator and the denominator is 1.Negative integerA whole number less than zero.  Numerator,The number in the top portion of a fraction.  Perimeter$The distance around a closed figure.  PiApproximately equal to 3.1416.  PlaneA flat surface.  Positive integer!A whole number greater than zero.  Principal.The amount of money on which interest is paid.  Probability1A number telling how likely an event will happen.)A result of 1 means the event is certain.,A result of 0 means the event is impossible.ProductThe result of multiplication.The product of 5 and 2 is 10. Ratio.A pair of numbers that expresses a comparison.  Rounded Number!A number expressed to the nearest10, 100, 1000, etc.%272 rounded to the nearest 10 is 270.SimilarHaving the same shape,"but not necessarily the same size. SumThe result of an addition.The sum of 3 and 7 is 10. Volume'A number indicating the amount of space"inside a three-dimensional figure. Whole number.One of the numbers in the set { 0,1,2,3,... }.  Instructions ... #Mission: Find the mystery equation.+Enter a number/symbol in each box .)Numbers moving-right number, right place.Numbers not moving up ...& White box-right number, wrong place. Black box-not in equation. Hints ... Try finding the equal sign.#Try finding the operator (+,-,x,/).&Look closely at the available symbols.(You've already used one or more of these&symbols in that position. Try another.$Fill in all of the boxes to gain themost information possible..Use your math skills to complete the equation. POINT.LSTT.LSTThe scoreboard was not saved!The disk is write-protected.Start with problem # ...Open an existing file.Name the records file.JanuaryFebruaryMarchAprilMayJuneJulyAugust SeptemberOctoberNovemberDecemberTOH.OVLMNS.OVLWOP.OVLEQD.OVLED.OVL RECKEEP.OVLMAIN.PAK ENTRY.PAK PSMENU.DAT EDMENU.DAT SETUP.DAT FIELD.OBJ EDTEXT.STRCERT.PAKPRINTER.DRIVERS INTER.DRIVERS DUMP.HIRES.RFollow the StepsWeigh the EvidenceDecipher the CodeSearch for Clues SCOREBOARDNameDateActivityLevelDetective StatusAccumulated Points Total Points Average ScoreProblems CompletedProblems Missed 's record:Page No.DateLevelActivityTotalProblemAverageComputation CadetArithmetic AgentDigit DetectiveSolution SergeantCalculation CaptainChief Problem Solver C.D.i V MN  CHOOSQN ZN6 > 5  GETEVtN *LMMNe  SECERTIFICATE OF MASTERY has earned pointsin Math Blaster MysteryDetective Status: Accumulated Points: #Signed ___________________________ Date: Davidson & Associates, Inc.0 This is the beginning of the records file. $This is the end of the records file.This records file is empty.This is not a records file.(?? + ++ϟ++++ յ  ՕՀՀЀՀKKMկյIՁS%ןMՁЁՁ K KՅ 6޾8ՕՕ 8ת9   "տ "     կ3  BՕ,־)ՕЅ   )  )   )  .) ՕI) Օ-6  .ҟ .ՕՀЅ  ߯. կ/Ԕ..տ.տ.ՅՀ / կ.Օյյ   . >)ՍյՅЅ5'  (Ճ 0Օ տ/ՅՅ  /Օ  ίϿ)ՃյՅÕՅǫ  (߿ ( ՅՕ /  .ՁԀ տ. 00/Օ8,ՁՁՁ8ߩ-608. Gۯ.Յ Mߟ/ꊂ  M.ՅյՍՅ M.[:ՁԔ NBꨪ     4ՀЁ  $++++??(Uy    VRժRUըVV W WՕՃWWՏW W ռW VՊVʫT ժR ٙS    ===5ܘv-v'x%z݈%ݙݝz& {& {& {$ݙ{${& {& {& ݃ݙz%z&z(v.ݙ݌v;z}==4v(v&ݙ݀x%z%z& {& ݙ{&{%{&{& ݙ{& {% z%z&ݙx(v4v=dINIT-SC  pI m3Kp  SCROL pI] TIMEOUT&JEQUATIO7JALLOT EQU-FLAFJALLOT GUESuJALLOT MAXBOXEӒJTOTBOXEӬ.CURBOػJSELBOʉJEQUPT׉J#ROJFINALRO. MAXROW.PREVIOU JALLOT T6P\>EQDSTE2P\FEDSTTP\NRECSTcP\UMSCRSqP\aENSTҀP\jPSMENՏP\tEDMEN՝P\SETUPӬP\FIELDӻP\EDTEXʊP\CERTSيP\PRDRSP\INDRSP\DUMPSP\1DIGITSEJ0123456789+-/= DIGFLAG&JALLOT RETURNDJOKBUTTOeu REVOKAs Ru\P~M M M  _ _ ~F_ ~FQvP ROW؊JROWJMANˋJMAN֋JDIG.DIG.OP.OP.BOXWIDT .BOXHEIG.OFFSET%. OFFSET4. ED-RESUBJED-OPPJED-PRIM_JqmkgeaYSOIGC=;5/+)% SETADDlJSETNUM©JFINDBYTŷ V v$ V  $ rJO 5 2 p  INSEŌ Ќ> 5  +SE Ќ5 > V O 5  >  -SE Ќ5 > ~FV O 5 >  OVERQJCHGLEVJHINTJMAXTRIEӞJ42PEΪ (Q CHECKEVŹ )wL IN͍P\VINSP\hINSP\INSP\INSP\INSP\INS"P\#HN/P\@HINT<P\KHINTHP\gHINTVP\HINTdP\HINTrP\HINTȀP\HINTɎP\'HINTʜP\BPOINTSTҪP\qED-CHOOӸ  ~FQ V 0> 9 O  p $ m~F}N $ M $ m~F}N $ M ~F}N _ _  GETTOOLɎ \ hZyw!5 aIbZV ED-PRES8 N| B| "TO N MNV O ,OfKV S> s O fK O N|ZV >  O .M OPINDE_  1 $ O 5 ~F2 p  PREVADDЏ ~F9 $  ROWX ~F!9Nj ҋ  DIGX 0 9 >  OPX; 0 9 >  ED-GETXU V ƉO '0 ƉmV  O C0  m\ GETDIGOn Ɖm 1  GETFLAǫ Ɖm O  CURFLAƐ Ӊ ~F  CURGUES Ӊ ~F  ENABLED ~F  ED-BOXC y$ ! $ 0  ED-DRAW2 =R ED-ERASO =M M M  _ _ _ ~FQ ED-DRAWb y> > L > Q{ ED-POINԋ XM؍؍ ED-SOUNĬ  0 m^p  ED-BOXO .M(QJ[=> m> ~FRRu M ED-BOXO .M(Q\V => m> ~FRRu>[Z M ROWINI  O Ӊ 2 p Ӊ  PREVINIP v v$ p  NEXTROׄ ҋ 0mҋ  DRAWROש .M]  \ m>[ Z ~F "TO ̑p ]] M ED-CKROÒ  =QR O 5 2 p  ED-CKLI ƉV  > =QR А O 5 2 p  ED-CKBU@ ~QRO oZ BOXCHECw vK ED-RSPIΔ Ӊ &Ӊe Ӊ O Ӊ O Ӊ  ED-LSPIΩ Ӊ &Ӊe Ӊ vO Ӊ O Ӊ  DISABL v> ~F  GUESS# Ӊ ~F  SHOWGUE= \Ӊ =M M M  _ _ m_ mQӉ  KEYHANDV V FV a PTKEYӓ V Ɖ"TO 5  ED-MORE˪ V  O 1%O 5 0 zV  O 1XO 5 0 \V XO 5 0 BV xO 5 0 (V *O 5 0 1O  MENUϔ NV O V N| I fK|  ED-BOXKt OfKV O 0 VV O 0 DV  O Z|Z0 ,V O ~M|0 O fKO '0 ڔ5  ED-DNCLɜ 8ROfKO |0  ED-UPCL 8Ro O oZZ|Z "TO 4V ƉO &V Ӊ O 5 0 Ӊ &V Ӊ 0 5 Z ED-DRAGD 8R "TO 2V ƉO &V Ӊ O 5 0 Ӊ &V Ӊ 0 5  INSTRS 6)荻FLt ED-ADDN } O 4Ԏv V Ӊ ~FQ FӉ -p ͒Z 0 2 } O ^BFLt 0 PBFLt  HINT V vO %0 V O PBFLt0 vV O ^BFLt0 ^V O lBFLt0 DV O zBFLt0 (V O BFLt0 BFLt5  STARTOVŗ Z 1LEE } Z 2LEX } Z 3LEm } Z 4LEւ } Z CK1MEN՗ZF CK2MENծZFFzFFFFFFFF CK3MENĘZFFFaFFP CK5MENZFFFF CK4MEN ZF_tFF CKMEN*ZFΘ4 PROC-MEH | | | Q5 XMZ|Z BEVENcZF"OFF BOXEVENԈ XM͒ZoZZZ|Z|Z|ZN| "TO nN| Z| O XMӉ & ED-BOXDҥ >[V mZQV ~F > ZQ ED-DIGD >[V m>[V ZZQV $ v> Ɖm O ZQ ED-ERAS1  > ~F  ED-CKTRp V O 5 F0 2F  ~FQ J O 5 Fp > 5  ED-SEETҍ ~F ƉV  > $ O 5 2 p < SEEDIGIޚ v}ZQ ҋ > Q} v {p ҋ $ ! $ 0 P[QvPZQ ED-CROS  ~F ~FQ $ O  $ O  -O  0   O  |Zp  ED-ROWGz & O |Z0  SAVENU }} v 퉕 e p  SAVEO 1 퉕 Qm Ӊ V 퉕 e V = }  }  O FӉ -Ӊ 0 5 } O 

JJm ED-MU) JJ9 GETRESULZ2U GETE_ ؜V j BUILDEx Jv(> O> v(Ov( ED-4ADĐ [ }NV v(> O[ > mv( ED-4SUº V [ v(> Ov( ED-4MU w[ $ h "T$ "T O  0 [ $ Xv(> Ov( ED-4DI V [ 9v(> Ov( ED-4NONR 5 [ v( ED-4GETxZĝ\ BUILD4Eё [ }NV h V O}NV h O 5 0 V  BUILDLIӬ ZQƉV  > \ m>[ Z p ~\Q~>[RRu~TJ >  > Qo{k{ ED-INI  Ɖv cJ p TJƉv $ p 5 Ov $ p 5  ED-SCREb u[QЅ*Nj ҋ  J[)Ql ED-SETUи } Q퉹 O 0 퉕 Qm  ED-ARMP v vH 3Kp H 3KH X  3KH X  3KH 9X  3KH 3K  H fK O V H 3K0 5 H fKp 5  ED-DRAWD H fK]O ݋ 苕 ҃0 5  ED-DETP !9X݋ ҋ m苹 O 09e  ED-FINA&  ~FQ ~F p V O 0 5 v p  ED-CLRMk >[v PFO ҋ  0 ҋ mQ ED-POIN¡ =} v}} O  } O  z v V J3K p 5 I} v}} O  }e 0 z v V J3K p 5  ED-MESS ZQ ͡| O *0yx}Nz{<z\Hz\6͡ ED-REWAҖ ]O1vvZQ   "TO ̑\ m>[ Z ~F p v]] ED-SCROߢ .Mv!v0F/=pIm3KupIm3K/(GU[Q M ED-CLEA@ "TO 4  O  ~F O {p  ED-OVER O ß  }  ~FQ = }  ~FQ 0 O  ~FQ ~F p } O 

p  CKHIN "TO  O   ED-ONERE |Z O KNe "TO  O BZ| N| B  ED-SCORz ~FmV O 5 v 9d> mV O 5 V =} I}e U}e  ED-ALLT "TO ƉV  >

v cJ\V fK >  > p TJ 2  4  SHOWNEXԑ V ($ ,qV O 5 F0 RV O 5 V O 5 z 0 ~FF0 ,V O 5 V z O 5 0  F0 5 F SHOWIԠ *(I p@HpK\FO > 5 F> 0 TJ FORDE O HbZV"hZyw!5 HbZV STEP`JRETURNJJUMPJSTEPOΥJ42PEα (Q ICON |  STEP#ҍ  0PE vP 2PE P 00B vZQ 7FB ZQ ONE >  LETVA1JAMARKVABJALETVALUQ ~FK  1ANaujy2ANvuz3ANӉu4ANӜuSETANSSѯZF} 2OKAŽuB1STEݎu2STEu3STEu4STEuSTEPCOO-ZF !5 ICONINIA \ƍ ͎Rp |8 REVICO\ ڍvO ƍڍ͎R TURNO΅ >[ TURNOFƥ \ ICONCHEö 8Rv ͎QRO 5 2 p  STEPCHEȏ v LQRO 5 2 p  +SPI ڍO |80 ڍ |  -SPI$ ڍO | 0 ڍ~F|  INVRECL M M M  _  _ ~F_ ~F \Q>[ TOGMARz ~F[ V "T>  INVANӬ ڍ͎ڍ REVSTEʐ L~FJ INVSTE  REVOKA Ru\ M M M  _ _ ~F_ ~FQ UNCLIC O Z|Z0 BӏڍO Z|ZӐ0 , O  Z|ZZ0  CKICON= V ڍO 5 0 |  CKSTEPӝ V O 5 0  됺  MENUÑ NV O V N| I fK| | vO Z|Z CKRETUR 덉O Z CLIC- 덺 OfKO 0 0ӏ "TO 0 QRO 80  "TO ͑ EVENTCHLJKEYRTΠ O Z0 ӐZ|Z NUMKEYӯ Z|ZZ0m  POINTVA ڍ | hV O  $ $ l O V | ӐZ|ZV ڍO TJ OTHERKE O fKO '5 0 TV @$ { O V `O  mV 0 V 0$ 5 O 0 5  KEYO OfKV $   O T0 jV $   $   O ,0 DV  O ӐZ|Z0 ,V  O 0 V O ~M0 V Z5  EVINIƓ XMZZ|ZZ|Z|Zf|Z EVEN[ | O ڍ0 vB| N| O 5 XM AEVENԄZFTG͓FFF EVENTӾ dNǔZ| O  CUSTO۔ w Lw$ fK KCIwLw/.M MO } } Ѕw(x$ K%}  WHREC \Q CONTINUI N| "T ENDITZ %} fKB| N|  MOVEIo $ ~F   L \ w L \ w L \ щw LՕ \ w L \ (xw SIDE \  WP-FILZFŕڕF WP-OPE& } 0hZ!"TO N|Z WP-GETHD vvW5 , V5 , "TO N|Z WP-CKTYh fK fK "TO N|Z WP-HEADť NeO ,seO e"TO vH$ K H4xFLt WP-REA֖ %} ~F9( V pK> fKcJWO .E pKV> 5 O F0 ݁V O N|Z0 ݁V O N|ZO TJ WP-STRL V > fK WP-GOPAӃ v p  WP-RECOҚ !x"TO 8Ev p v V 7 GKp 7 GK WP-MISSŵ }IfK %} $ }I 3K}I3K WP-SAVE  Q,{ {#{%} v}} v {p  AD)JADjJADtJIMP.FL~JASK.FLLjJPREV.LIΖJBOLĤ R STORE.Dų 3Ke  GTFĘ HfK PREV.BOߘ 9 mV mJ PREV.UN 9 m$ QQ GET fK GETA> p > EcJO  V fK  p 0 TJ DRW.PREQ V 9 V  pKV p O xE E E O p vEpR0 v YE O  EpR0 ]\pRm >  > O $0 p  WP-STRAă > ~F97 > ~F pK BITGE0 > O v p  BITTSW `  WP-CKANx ~F9> ~F ;pK> "T ԉ z fKmz 3K WP-EQUAԺ  O li mEfKm9Xm ;$ M V M \_ ]\pR/$ mXm> $  p  m> _ ~FRut[R>[2 p  PREV.PRҚ V fK~O l 0O X 9 z m GK hO e 0 z  GKe 0 V fK#O l O X 9 z m GK hO e 0 z  GKe 0 V fKϘ WP-PROBa 0KZ Ep p V  V fKO Nv  z V fKϘV fK O v lp  9 Qz t\p 5  WP-INVPf (QvRu WP-UNDP J[Ru p >[ WP-FIXPZFݚF WP-SETU3 \u'Q=}Z4qRu>[Q/vQPQtt\8>[RJ[ Rt[!R>[5R WP-QUADNZF=KYg WP-MSǵ > FLRB\ WP-QUESН vi m/RvLR덻iQV t\덉O $Qt\>[RuR WP-SHO  ͎~FJTJ>  > Q@ { ͎JTJ~F>  > QV ;t\p 5 g F ~F[ p 덉}"T O F}  WP-CKId F 더 ~F[ "TO 5 Fp  WP-PRKE OfKV 0$ 5 O 1m 0 (V S> s O fK O N|ZF WP-PRES0 NV O 5 ;0 *O "8RV vO ~F 0 5 F0 FO  WP-GETSԏ Q  WP-ONSTޟ >FQ  WP-CORR 덖O |ZvLRٝ WP-DONE 덖 O aZ韆 O <a O V O  =}e 0 V O =}e 0 덖O  WP-POIN? =} v}} O  z v V J3K p 5 I} v}} O  }e 0 z v V J3K p 5  WP-CONGҦ ]O V ҃yx}Nz{z\z\ WP-WAL+ ]O Zv V  ҃  O XP^   O `^p  WP-REWAp =} gFO Vƍvl/>[Q.Mv zp 6]O $0 6v zp 5 M|Z' WP-OVEܡ ڍ ~F[ O | Ӑp | FLRٝaZ WP-HEREM vLRٝ ~F[ O | Ӑp v  더O | Ӑp  f| h O 2 p |8 WP-NEXԥ XMvLRe 덻O &U}e =} I}e 硈Z%}e x"TO YaZx"TO n WP-FOLL: F 韆 O e $DZٝ"T2 p O  W WP-EVENԠ XMFLRJO *| O  ^^D0 &a O D0 덖O 0 W INSTR # ՊȊ FLt FORMj VhZz w!iN DEFӑ VhZz w!iN CK1MENշZF CK2MENܤZFFzFFFFFFFF CK3MENZFFFaFFF CK5MENZFsFF CK4MEN: } oZ CKMENXZ5 "bD PROC-MEn v| | w5 XM WP-JUMЉ aZx"TO n WP-MARKŨ v ~F[ O 5 2 p 덉 "T O 5 v x o O 5  WP-PROBĥ oZZ䔆 O ϥV O 5 0 V gF> PF O 0 O  WP-PEIC' zV fK } v V J3K p 5 zfK} z3K WP-ADDN| v} WP-ADDD  - }  WP-INIΦ hZyw!5 HbZV WP-GRAP \uZI}ZЅN|ZaZ|ZU}ZZ}IK @ l p w!5 V WP-FINA |8U} O vz3KvĦ0 ٦%} ~FĦI} U} V O  Xa} I} m}e  WP-PREPv e}"T O sF}  WP-LEVEL˧ ֧eO @%} fK%}  O %}8vz3K%} ĦYn2xo O V WO M} O 0 } vO %}8} V } }ZI} v} v O yw0 yw.M 8PADD.IADD.TADD.TLENG.PDLEN'.ICLEN4.@SCBDEAP\VPRONP\tSTART]P\OPENIjP\NEWREyP\JAΈP\FE—P\MAңP\APүP\MAٻP\JUljP\JUӉP\AU߉P\SEP\ OCP\NOP\DEP\%TOHSTP\.MNSST'P\6WOPST6P\>EQDSTEP\FEDSTTP\NRECSTcP\UMSCRSqP\aENSTҀP\jPSMENՏP\tEDMEN՝P\SETUPӬP\FIELDӻP\EDTEXʊP\CERTSيP\PRDRS !"#$%&'(P\INDRSP\DUMPSP\1ACTIP\2ACTI$P\3ACTI3P\4ACTIBP\SCBQP\$NAM`P\/DATmP\4ACzP\9LEևP\BSTAԓP\HACßP\YTOTPTӬP\lAVGSøP\yPROBCNjP\PROBMՋP\SP\PAGP\SCHDRP\SCHDR P\SCHDRP\SCHDR)P\SCHDR8P\SCHDRGP\SCHDRVP\COMCAeP\ARITHtP\DIGDEԃP\ SOLSEҒP\CALCAСP\.CHIEFаP\BCĿP\WVIEWNΌ.]MASTEٌP\HASEAP\PTP\INP\MBMSTP\STATP\POINT+P\SIGNE9P\DATEHP\,DAWP\4BEGSTeP\PENDSTqP\NOSTҀP\BADSTҏP\GETTOϝ \ hZyw!O aIbZV0 B|Z UNPACˬ .MI] M UNPACۍ IV bZ 74PE (Q ONCOL F OFFCO F DIMIC* F CURLO9 F IPENSH F ICONVW F INVVAfJNOVALu 5 ~ DEFICρ LLLLLLLLgu| | b & 5 D q S  1MAIΒu Q2MAIu o3MAIu R4MAIupSETMA%ZF- MAINC9 BJTJ0 MAINIR[B>[\ ICONIo 3`| | BRp ||  REVICό | vO `| BR TURNOε | O &O$ TURNO؏ | O CO3 ICONC 8Rv| | BQRO 5 2 p  +SPI | |O || 0 | |  -SPIK | |O || 0 | ~F|  INVRE{ M M M  _  _ ~F_ ~FP\QvP>[ UNCLIë '| O Z|Z CKICO V | O 5 0 |  MENU 3NV O V N| I fK| $| vO Z|Z CLIC$ OfKO ,0 ' "TO  EVENTbJOTHERː O fKO '5  ESCAPŝ ~M, KEYӼ OfKV $   O 0 fV $   $   O S0 @V  O Z|Z0 ,V  O Z|Z0 V O ő0 V 5  EVINI͑ XMZZ|Z|Z|Zf|Z EVEN^ | O | 0 vB| N| O 5 XM AEVENԃZFjԑFFF EVENTӹ gN’Z| O  CUSTO֒ w Lw$ fK KCIwLw.M MO  } Ѕw(x$ K%}  PAD 9 ` IADF 9 ` LFAD] 9 ` SLADt 9 ` SEESETUЌ \u ^ I^ 0^ _ _ _ a^ chg M WRTSETUФ HFV> 5 O F0 3T +O d@xu"T0 FO V SET2BUF HM fK$ 3K d fK$ 3K | fK$ 3K  fK$ 3K ˀ$ $ fK  L! > $ fK  L BUFF2SE: HV fKM 3K V fKd 3K V fK| 3K V fK 3K V ˀ$ fK  L! $ fK  L SAVSETUЙ \ hZĊw!O E CKP M fKV `O `0 @mV v O 5 v u  CKI d fKV `O `0 @mV "v O 5 "v u  CKL^ | fKV Y> y O 0 vv  CKSLOԟ fK0mV $  O 5 u  SETUԕ EF,qV O 0 6$eݕV O 0 V O } \ ywTJ NUMBE v$ fK KvV  vvvETJ STARTWIi  Ip6s\%} v}2b`} $ 3K } v > $ 3K p 5 F,qO 2b`r%} 5 V |  SHOWNAMŜ vZQx\ MAIN-SC \ hZw!O VZQ&Ѕ0 B|Z PRTRECO6 } \ zw5  CKEDITOq 5 V |  QUITOΖ B| 5  STARԱ 5 |  SEERECOʗ } \ zw5  1LEVEܗ  } Ѕ&%}  2LEVE  } Ѕ&%}  3LEVE  } Ѕ&%}  4LEVE?  } Ѕ&%}  RECKEE^ z| ~|"T O } yw5  GETNAM P8Ipv2bhb`3KF,q5 2bhb`V fKV agF> zPF O V fK m$ 3KV fK O 5 0 x$ fK  L MONSTҭZF͉ى ! SETMONT1 XH:_ dO `$ fK  L0 TJ SETDAZ _ dO 2`M LHv}_ } $ 3K } v > $ 3K p 5 0 5  SETYEAҍ _ dO 2`M cHv}_ } $ 3K } v > $ 3K p 5 0 5  LEAܙ cHh O 6cHdh O cHh O 0 0 0  THIRT,  THIRTYO}  #OFDAYӎZF3 MAXDA١ XH FIXMONT˚ ZHe XH O ZH XHO  ZH e FIXDAܚ NHe LHԚO NH LHO ԚNH  FIXYEA eHe  FIXDAT\Z5 (f5 5 5  HNDARROr _0a'h3_ O 0 >a|_f0ag DBKEِ OfK3_ 3_  O o0 F3_  O o0aO g0 $3_ 3_  O 0  p WPUǛ _TjM_ O 8_r`V >  O _`3_ _ c0 5 0 5  DEVEN3ZFj:ϛ9j DODIALOǂ O pn0agM_ZNM_ O 0a&o0a O >a GETSRÛ _ dO `  MOVEI؜ $ ~FfKV M J_ L MOVEDAT zcJ > cJ  > 3K cJ > cJ ,> 3K cJ  > 3K cJ > ~F> 3K GETDAT P-IpYXH O ZH LH O NH cHO eH e晰F5  INTRρ \ hZw!O V M.Mv| 0 B|Z EDSTRBE.FIELD.C).CKI8 O {O0 O NEWSTG | O | | zv| %} m}Zy}Z}Z}ZF} F} F} F} F} A CK1MEN^ZF CK2MEN˞ZFg|FFF CK3MENZFҗFFFF CK4MENZF )HgF CK5MEN)ZFFFFFF CKMENGZF՞3Q PROC-MEe | | n GETPSME΀ \ hZw!O &&IbZV]N]N| N GETEDMEΙ \ hZw!V O &IbZV GETEDST \ hZӊw!O CbZVw!5 4bZV ENABGAM COCOCOCOCO COCOCO&O&O GF Q&O&O\ NwN|Z G Q&OCO&O&O } O  } \ 0wN|Z GȠ Q&OCO&O } O  } \ ]wN|Z G QCOCO&O&O } O  } \ ?wN|Z EDMENh O &O&O  &Op CO  COp    &Op   COp   COp   COp COF0 F EDITOҽ ơO \ kwN|ZZQ\uN GAME-SEdZF͠"mmF PROC-EVŕ MߒV O V O 5 0 .M ENABCALô } O &O&O0 COCO ENABMAI   &Op &O&O &O&OCOCO&OCO  &Op &O  COp  MAINLOO AB| "TO )B| N| } v O  MAININIԳ \ hZyw!O "HbZV|O x|ZN|Z0 B|Z MAI B| "TO } O |ZN|Z BmX8g'b Formulas ...   Area of a circlepi x radius x radius  Area of a parallelogram base x height  Area of a rectanglelength x width  Area of a trapezoid1/2 x height x (base + top)  Area of a triangle1/2 x base x height  Area Conversion Table!144 square inches = 1 square foot9 square feet = 1 square yard4840 square yards = 1 acreCapacity Conversion Table-8 oz. = 1 cup 2 cups = 1 pint/2 pints = 1 quart 4 quarts = 1 gallon)+, Circumference of a circle2 x pi x radius  Length Conversion Table12 inches = 1 foot"36 inches = 3 feet = 1 yard"5280 feet = 1760 yards = 1 milePerimeter of a rectanglelength + width + length + width  Perimeter of a triangleside + side + side  Probabilitynumber of favorable outcomes divided bynumber of possible outcomesSimple interestprincipal x rate x time  Sum of the angles of a triangle 180 degrees  Time Conversion Table.60 seconds = 1 minute 60 minutes = 1 hour.24 hours = 1 day 7 days = 1 week.365 days = 52 weeks = 12 months = 1 yearVolume of a cylinderpi x radius x radius x height  Volume of a rectangular solidlength x width x height  Volume of a sphere#4/3 x pi x radius x radius x radius  Weight Conversion Table16 ounces = 1 pound2000 pounds = 1 ton (?65)Հ- -- 概ꀨ Ĉ կ Հ ՅхՅՕ 梑-/012345 ժ ЁĢՀ Ĉ πժՀ Հ   ֦ ՁЁ Ĉ  ЀՅ--ՅՀԀ65Y`_  M S  K H  F  D   D   E  1   1   ݜ$   +   "        '         !   #    #   %   &   *  *    +  ,    0   2    3  3  5 * 7 , : 7:)55-ՀԀ ՀՁՁЁՕՑݢݽՀԔՀԀ Օ đĀՕՅЁՑ ݅ШЀ̌ ժՅժՀᅏ ՕՅՑݽ ՀԀ -ՀՀ-555UՀ? Hints ... $Mark the weight that doesn't belong.*Arrange weights from largest on the bottomto smallest on the top.Instructions ... +Final stack must be placed on scale B or C.,Solution must include exactly three weights.)Check every combination of three weights.(Find three weights that add up to "Point to the extra weight .'Solution must include the three weights!that add up to the target number. Mission: Stack the three weights! that equal the target number onto scale B or scale C.68Use arrow keys to select the unnecessary weight, to mark.#Use arrow keys to move the weights.When complete, press .#You solved the puzzle in moves.$ " is the minimum number of moves. Goal ... The target sum is Try again.Check your addition.'Larger values can't top smaller values.. SCALES.PAK POINT.LSTCheck your addition.'Larger values can't top smaller values.. SCALES.PAK POINT.LST Hints ... Instructions ... WORDS1.DAT WORDS2.DAT WORDS3.DAT WORDS4.DAT WOPDEF.STR WOPFOR.STRWALK.LST%is not a valid Follow the Steps file!Open an existing file.&What does the problem ask you to find?0What information is needed to solve the problem?Select the correct expression.Select the correct solution. !Step 1 2 3 4 Try again.Here's the answer.Correct!OKFollow the steps.#Mission: Follow the steps to solve the problem."Steps 1, 3, and 4 - Use arrow keys" to select 9;one answer .!Step 2 - More than one choice may$ be required. Use arrow keys and" to select each choice; then press .In step 2 remember that more than one fact may be needed to solve the problem.Use arrow keys and  to mark your choices.When all necessary facts have been marked, press .$UNPAC .MI] M UNPACKI IV bZ  INIT-SC  pI m3Kp  SCROL/ pI] OVERRJ#TRIEcJCHGLEVoJHINT|J42PEΊ (Q 0 v PEGӪJALLOT PEGBASŷJNPEGOFFSԉJ GUESSED.IN.CURPE.LASTPE.EMPTYPE%.CURPO3.BADDISBJTOTVALUOJIMAGE_H].DISCHEIl.CURWIDT{.PEGEDGŊJ (X.X.Y.Y.TMPƊJTMPϊJTH-FREڊJXTRJAL<>?@ABCDEFGHIJKLMNOPLOT 2EXJ3EXJ5EXJANSWERJALL#ANSWE'.DUPANSW9 vCO "Cv 1 JO 5 2 p  GETANSWG V }NRO 5 0 V 1C Ee > 5  SORT؀JSWAP cJO > "TO M e ɋ_  SORTI M M v ɋ_  ɋ_  ɋ HNP\VHINTP\aHINT(P\HINT6P\INDP\HINTRP\HINT^P\HINTlP\4HINTzP\^HINT̈P\HINT͖P\HINTΤP\INSP\INSP\INS͌P\7INSڌP\UINSP\rINSP\INSP\INSP\#MOVEP\TOHVALU(P\MINMOVE7P\-GOAHP\PTOH-TOTYP\ZTRYAGAIfP\mCKADwP\xBIGVÄP\DOԖP\MESADDҥZF TOPLINű $> \ TOPCLEAɍ >[ZQv/$Q SCALESSP\POINTSTP\GETTOOL \ hZyw!5 aIbZV TH-PRES* N| B| "TO N MNV O ,OfKV S> s O fK O N|ZV >  O .M TH-4DIQ $ h> O > mV O 5 v 0 m 2Ž X 5  6 9 5   TH-PIC)Z>[J[[[[[ TH-COLO8 V Y  O 5 B PEGADDT ~F  VALADD{ ~FB  IND2DISÑ V X > $ ~Fm CURDISç !K  TARMESʏ q{ PEGX ~F9މ V >   DISCOFF ~F9>  DISCX& mm~F> m~F>  TOPDISE cJ "TO  0 ~F> $ >  TOPVALIh !r> 5 K . p K  ERASEDIӚ I^ V M 1V M N$ $ FJ_ ^ cJ_ _ \c>[Qv_ _ 5  DISCVALӐ V M $ M JV > fKpRV _ > mmv̎$ $  ̎rJO > ~F> _ m> $ m>[Q> m>  mQvZQ\t\ GETCOOR0 rJrJrJ 1  SHOWVAɑ ԑm~F; SHOWDIS ԑN$ $ F_ _ _ ^ c5  TH-PLU V V O 5 20 V O 5 0 5 > r> 5 V $  O .~F9 V QvQQvQ0 TJ DISC?  DISCŒ   DISCՒ   DISC  TH-#MIZF͒ݒ NEXTHIN O  0   TH-EDG ~F V pIm3K  pIm3K TH-TRAIJ pI~F3K TH-SCIN| pIF3K TH-SCRȎ V pIm3Kw pIm3K POPARRA٦ V r$ . v>  PUSHARRA͓ V r J5 > $ . > J v> .  TOP 1N> 5  BOT( > V r> 5 V 1NJTJ TH-SETSE V > r> 5 9 y V r> 5 > V V ~F$ 1> V 1m TH-SOUNl  ^ TH-UPSOյ e  TH-DNSOΔ e  UPSOUND | O ٔ DNSOUND | O  POPSTAC > wM V 1NJTJF_ v [ٔp F POPDIS. ]V L m V 1 V >[RuIV TV 9V ؓ~Fy V /$ LV > mv [p [RuI]] PUSHSTAk > wM V ~F> 1NJTJ_ v [p  PUSHDISו ] V >[RuIV T~Fy V /$ L$ > mv [ p V V V /"TO xe [RuI]] TH-DISC $ r> 5 > V O > 5 V 1> NFJ $  TH-FRAMŁ R CURO !K\˖ CUROFӖ !K>[˖ԏ_ NEXTRPE V O 5  NEXTLPE ~FV O 5  TH-REDR# !. !$ ސ$ #  TH-FLOA@ ]$ TJ5 mXV O 9ኹ 0 ኹ ֊ P֊ v M ን M M ን _ _ _ JJRJJRp TJTJvP]] TH-RSPIy KO !V V JTJ5 K0 <!V . O V rM "T0 M O # ۖ* TH-LSPI KO !V .V JTJ5 K0 <!.V . O V rM "T0 M O # ۖ* TH-USPI{ 򖥐K"T O !uM 0 !K  "TO Me ۖ* VALVALI r5 !.  TH-DSPIC KO :!NO !!r> 5 M *0 Ӎ xe 0 KO Me *ۖ MENU` NV O V N| I fK| ۖ| O Z|ZvZQ TH-INə v "TO 6 cJQRO &M # ԏ_ P2 0 TJp  TH-DNCL 8ROfKO љ0  TH-XMOUd OpKm$ O 5 $ O 5  TH-YMOUӋ OpKŠ$ O 5 Šˊ$ O 5 ˊ TH-DRAG 8R O ˚$ $ mJJRR TH-U !uM  TH-DOW& !!r> 5 M  TH-SID@ ԏ_!$ TJ5 V NV JO K0 !TJ5  TH-MOV` .M!$ M KV M "TO .jO _ _ "T O J0 $_ "T_ "T O JӍ xe M PEGCOORĢ 5 mm$   TH-UPCL 8R* O :F QR!KQR"T O "TvP 2 p O *vPۖv  TH-ONMA;  !r> 5 KV O > 5 V JJԑN$ $ F[Q5 ۖ TH-MAR˞ "TO 4!ԏV Y O  0 썌ӍTJ=}e   INSTR "ԌnjX FLt RELEXTR9 J3K > >  RELATIO` H v V fK> rJJ L$ J O  k>k kp H3K5  HINT{ V O 0"FLt0 V O "FLt0 V O L>"FLt0 lV O H"FLt0 NV O f"FLt0 4V O t"FLt0 V O "FLt5  GOALޝ S`FLt STARTOVŪ kZ 1LE } Z 2LEӞ } Z 3LE } Z 4LE } Z CK1MENZF CK2MEN)ZFFzFFFFFFFF CK3MEN?ZFFFaFF˞ CK5MENeZFBFF杲 CK4MENՇZFڞFF CKMENեZF3Io PROC-MEß | | | ̟5 XMZ|Z|ZvZQ TH-GETKޟ .MOfKV O 0 V O 0 zV  O 0 hV  O k0 VV  O 0 DV O ~MљZ|ZvZQ0 (V  O Z|Z0 O fKO '5 M TH-KEY "TO  THEVENZFoFʠFF TH-EVENؠ ۖZ|Z|Z|ZZN⠹| "TO Z| k N| B| O vZQXM TH-VALU V M v}_ O }e } ֊ 3K} v ֊ 3Kp  TH-SAVES hZ}NX Y  Y "TO ~FrJhe p h $  }  O ֊ h ^ ֊ ^p  TH-GETIΤ $ m}N$  L1VALUE% }N0(020 L2VALUE@ 2}NB0R0d0 J2mp  EXi V O > v $ 9p > 5 0 TJ TH-LCĦ   # 99 TH-LSTCԢ }N }N }N# ݢ0ݢ }  ݢݢ dݢh }  O  TH-DE ~F  TH-DENOv  ݢ  p  TH-NU͋ m  TH-NUMEҰ v1 E ݢv # O #e 0 & O e 0  O  e ݢV O 5 V > 0 V 1C Ee > p 5  p  TH-ADDFǣ }N Y v Y "TO p  $ gFO 5 0   TH-REDUl $ $ h J Jh J "T O &$ $ XJ $  > X>  0 TJ TH-SIMPǤ  Ҥ Ҥ Ҥp  TH-SEEF& V ֊  v}/} ኹ ֊ v}} e ን ֊ 3Kን v ֊ 3Kp  TH-INTEU 3K1 3K L3VALUEӺ ңw111 `p   O ť TH-SEEP ֊ d֊  X֊ 9%> v}} V ֊ 3Kv ֊ 3Kp  TH-SEED$ ֊ d֊  X֊ 9v}} O 0}e .} O > } V ֊ 3Kv ֊ 3Kp  TH-PICKZ`/ L4VALUE ңw1vE  p }N}N TH-VALUZFKtF TH-FINDZ  V  $ Y O $ # M p TJp KO !/O k TH-EMPTy /h V !O h @  TH-CHEC  v $ V Y O >  > "TO  p O |Z 1 5 p  TH-SETM Y v}} O  S V J3K 3K TH-#MOV~ x v}} O  } O  1 v V J3K p 5  TH-REWCϷ ~F 9  TH-DETE >~F9 L҃ TH-DRAW+ >O   6 0 N>O   6p 0 2/O  F 6 0   6p  TH-POINR  ]/u/V . ސ V _ ^ _e _e c]$ ^ ]]_  _ QvZQ O =0 +{ O  _ {v60p R TH-#POIͩ =} v}} O  z v V J3K p 5 I} v}} O  }e 0 z v V J3K p 5  TH-SCORŔ | O <U}e x Y m9=}e =} O =} =} I}e  TH-REWA v/P>[Q\vZQ¨yx}Nz{$1\/z\:z\]O v66v/P>[Qة TH-MESSj  V fK m$ ~FfKv $ fK$ 3K > > p > 5 .$ 3K V fK > cJgFO  $ 3K 0 TJ TH-SETV v  B 3Kp } ekZd=}  TH-SETUT k O d=} v1 |Zv kZxZv v p  TH-SCALō \ hZw!O j#VЅvZQ   p [RuI# M 쫉쏁 }"TO  MB.MF} vZQ0 B|Z TH-RTNHެ Ӎ v  $ "TO > > p 5 p O  TJ0 >V >  > V >  O  0   TH-PROBm _B| "TO Ff|Z M.M$| O uN| | k V "T| O xO N| | B| O  TH-INI vZQ\ hZyw!O &HbZV5$w!5 VN|ZU}ZI}Z0 B|Z TH-LEVĖ \N| B| O I} U} V O  Xa} I} y}e  TOծ } vO } } }Z஌\ I} v} v O yw0 yw 3X} (0v X)@ @@@""` D @* `""@"D @"D`@"DD"D`D"DD"DD"DD$DD$D] "T`] "TM"@@"@"`@"@""@QSTUVWX"@TU UU`*UU`Z0v X)@ @@P@@D`"" "T* "D`"D D" D" D"`D"D"D`D"D@"D@"D@$D$@@"P`@"T@"@@"@"`@"@""@"@TU U*U`*U*U`xZ0v X)@ @@@@n@@n""" D@ D" D"`D(D DH* D`D"@"@"D @"D`@"D@"D`@"D@"D@"D$D$D@"T`@"T@"@@"@"`@"@""@"@TU UU`*UU`Z0v X)@ hh@h h  @ D D D"D"D@"D"D` D D @*%D "D`"D@"DD"D D"D`D"D"`D"D"D"D$D$] "`] "M"@@"@"`@"@""@"@TU UU `*UU*`XZ0v X)@ @  :@:@@@D@"D"D` D D @*%D "D`"D@"D" D"`D" D"` D" D" D" D$ D$hM"`hM"h@"@@"@"`@"@""@"@TUTU `TU*`Z0v X)@ @@ "h"j@"j"Dj`D (U@ "D`"D"D@"D @"D`@"DD"D`D"DD" D" D$ $h "`hM"h@"@@"@"`@"@""@"@TUT*U `T*U*`PADD.IADD.TADD.TLENGT.PDLENGT'.ICLENGT5.@SCBDERDP\VPROSP\tSTARTcP\OPENIpP\NEWREP\JAΎP\FEP\MAҩP\APҵP\MAP\JU͉P\JUىP\AUP\SEP\ OCP\NO P\DEP\%TOHST!P\.MNSST-P\6WOPST<P\>EQDSTKP\FEDSTZP\NRECSTiP\UMSCRSTwP\aENST҆P\jPSMENUSԖP\tEDMENUSԤP\SETUPSTҵP\FIELDSTƊP\EDTEXTS׊P\CERTSTY[\]^_`abcdP\PRDRSTP\INDRST P\DUMPSTP\1ACTIVI)P\2ACTIVI9P\3ACTIVIJP\4ACTIVI[P\SCBlP\$NAM}P\/DATŊP\4ACԗP\9LE֤P\BSTA԰P\HACüP\YTOTPTɋP\lAVGSՋP\yPROBCOP\PROBMIP\SP\PAGP\SCHDRP\SCHDR*P\SCHDR9P\SCHDRHP\SCHDRWP\SCHDRfP\SCHDRuP\COMCAĄP\ARITHAǓP\DIGDEԢP\ SOLSEҲP\CALCAP\.CHIEFPRЌP\BCߌP\WVIEWNAM.]MASTERP\HASEARN P\PTP\IN+P\MBMST7P\STATCP\POINTSRP\SIGNE`P\DATEpP\,DAP\4BEGSTҍP\PENDSTҙP\NOSTҨP\BADSTҷP\GETTOOLō \ hZyw!O aIbZV0 B|Z UNPACԍ .MI] M UNPACKI IV bZ SC-BUF.TSBUFFPT1.SCPT?JAPREVMJFIRST[JPAGEgJACTADDtZFDUfw DETSTATՀZʌٌ STATPOIΚZFm}y}}} SCOREط | O  0  SCNAMҎ @4Qt\ێ4Qxt\@@Qt\ێ@Qzt\@LQt\ێLQ| t\ CKSTATU V O 5  SCSTATUV | Ž aXV O 5 V 1}  SCOREBOs u0\QZQRu>[0%QvQ$\@XQt\ێXQ } O  } 0 {0 (xt\ SC1WOЬ @dQËt\ dQ~t\@pQދt\ pQI} @|Qt\ |Qzt\@Qt\ Qa} @Qϋt\ Q| Ž  SCOTHE/ @dQËt\dQ~t\@pQދt\pQI} @|Qt\|QU} @Qt\Qa} @Qϋt\Q| Ž  HANSCORҐ M0IpF,q.M SCINIx ;K  SCPUԫ I Ke  SCGE I Ke  SC2PUؑ I Ke  SC2GE I Ke  STRPU I$ fK KI Ke  STRGE" IH$ KI Ke H NOSAVE ]@xFLt PUTHEADl vvW5 ȑRȑm} ay} a} a} avȑ; UTJVF|  INITPOI΃ m}Zy}Z}Z}Z FIXPOIN | "TO I} | Že  RECBUIL vTO vvT5 F0 ݁O ]4xLtzF0 FO  RECFIL$ \ xwvvTO d; UO J5 R O *m} y} } } VF| 0 0 Vv5U5 /0 / FIXNAMi xw$ fK Kw  w V 0$ z $ 9JA $ ZJa O .w 5 p w  V A$ z > V Z> a O Aw  w O w3K GETRECO | ~|"T O H\ vH3KHwvLw$  CIwLwwx$ KO s0 |Z PUTNAMŽ vȑ| ȑ1} ȑx+z+ } ȑ } O (x+ BUFFWRI ;V U> 5 O FF0 .3T +O j@xuO F0 FF0 FFO O u SCWRIT` I;m~FV ȑȑhZ\ Mxw!O ":WO WO k0 u0 uV0 u.M SAVEWO *I} z+}I+a} ˕ SAVEOTH *I} U} a} ˕ PLAJPRTCHRf v V p 5  PTAp { m% PCҌ  {Zle  PFƟ  lZ PRTSTҵ S$ fK KS S 7 MOVEɖ vBQH > V H3KKH PRTWOR Җ LSTA *  RSTA$ A*  BLAN< ,D STARV *<z B*f ^n^ 1CŌ ^,  2CO̔ $ PRTNAMũ -vlZn^, LҖ2xҖD,ҖD, Җ$xҖDҖzҖDҖ| ҖDҖ } O } 0 (xҖDËҖ~ҖD PRTMISSź Җ$}IfKvO R}IfK  V $$ 5 O , }I fKV 5O D,5 $p D$l  O ^ PRTWOj ދҖI} DҖzҖDu, Җa} DϋҖ| Ž D^nrv PRTOTHE ދҖI} DҖU} DҖa} DϋҖ| Ž D^nrv DBLESTAZ v *Hzp  LDSTAҵ * *  RDSTAڙ F* *  DBLEBLA v p  CTRPR H$ fKmXҖ CTRXPR/ v$  rJfK p H> mXv Җp  DASHEN 㙻 z_<z TXBODي 㙶x8%81I} aX㙕| =Xx8~ZX㙕| Ž ajX TXCERԯ -vlZL88㙻"yҖ㙻"ҖzҖ㙻"Җrv SETDUM8 hZ\ w!V O ju ~F@W5 @UTJV#w!O Hu ~FOW5 O UTJVv #m u #~F 3w!O #1UTJV CERTINF VQxt\bQzt\nQxt\zQ| t\Q~t\Qދt\:{ {| Ž  JUMPDUMUߜ LGRCERҜ ˛O &ߍw!O %VZQ>[`vݜv DOCER M80zI pF,q.MV O 0 V O A5  POPSCOR | O 80 ܐO ė| O 0 e DOSCORk Ȕ} O |ZI} vO .v| O | O %0 LU} vO ) SCSTRINǬ | "TO (\ hZ Myw!.MO HbZV0 B|Z DOMAI } O Ȕ0 .} O ˛O ߍw!5 %Vvݜv}Z GETSTAZFT6cEF SCORŐ | O J0 | O \ y0 "| O 0 \ | w 86H7H76 h7h6`H)h`8H hlxH)0h(``8H hlH0h`86H7H76 h7h6`H,ϱhH  h``8H hlH4Ih``8H hlH0h`86H7H76 h7h6`H,ϱhH h``8H hlH)h`eghi`8H hlH)h``8H hlH)Ih``8H hlH)h`8H hlH)Ph``8H hlH)@h`86H7H76 h7h6`H)h``8H hlH0h`86H7H76 h7h6`H)h``8H hlH,ϱhH)@hȍȍȍ``8H hlH)h`8<`H4<h`86H7H76 h7h6`H)ph``8H hlH0h``8H hlHϙ șh`8H h,lHh`86H7H76 h7h6`Hɟh`8]H HHHH X\ahWoyxhnhVhh sZLsH hL@A<G ET14>pT14>PT14>nT14>qT14>QT14>HHPHHHPX`hpxX`hpX`hpX`hpnT16AG NT16pT16PT16A<G NT14>ET14>eT14>qT14>QT14>pT14>PT14>@NT14<AS >ET14>QT14>PT14P%0Ȟ7=G Xdt˟  %0;CKS[cnĠߠ ^ File Activity  Level Help About MBMCalculator ^ = New StudentRecord Keeping See Record Print Record -----------Setup -----------Editor ^ E -----------Quit ^ QStartStart With ... Stop vx ^ S ----------SoundGraphics ---------- Start OverLevel 1Level 2Level 3Level 4------- Your Data Instructions ^ I Formulas ^ F Definitions ^ D Hints ^ H Goal ^ G Calculator ^ = L$T >&#%')+.o11469;>?B.EEHJQYr\bdRlpr vBxz}0Q5eآ5Lcz߶K_ǯQ҇]2u*@`]n];@pap^];pap^;;pap:4@`;p\;7@P!3p^9;`A7p^1;P4py{|}~^;;@4p^3l4H97l p7;7l];wn];4` ;7l];wn]  DD@tn]1#lD T)"A"tf"DD"D"D"D5&"DD"D"D"D"""DH"Q D D"""DH"D"D"D""L"D"D"D"DQ "D D;# D("A"""L D13"D"D"D""D D6&D"D"D""LDvnL DD D"DDbn];wFH"D"L@bn];wF "D"D1fDfL3bL 3&L @"D"L1"D &DbD@"D"D"D"D"DfL3fL3fL3fL3fL3@"D"D"D"D"D@"D"D"D"D"D@"D"D"D"D"D@"D"D"D"D"D;0@2u L2DDD D*U*4(M3]93PP:&"" %"R"D"R("D"*"D""D"J@"D "DP"D"D"D D"D D)!D  D D D) D$D) D)"D D "J $D%$D":"D:"D 4"D"D"D"D"D"D"$"D D D D D D DU @j(U @*@*U @*U82ul2xxwn wm=8o]]8Z 8O[8oX]@8o]] @~y}g ~y}g @yg`yg`3f`3~`G3~|G3p@3p3p 3p03p8wp3pG3p@GspGp@ C`nA@ CA A AhPphP PJhP^*hP^> hP |}hPp/hP~hP@hPw`08w`] 2u L2p|;_;?_;?D<@];7@]97@]?7P3]?73V;@ R! W;L;2fD;w;w>f3sOq>fdLsO3fd DsD>ffL3~ >f0f w3~L3f0fL3|L3f0fL3fL30:w3fLf0:w3fL1" `$7k;}L1"D`$ [3vn5"E`$ 3fL"E`DH3fLD`LH3fLLLh3fL L3fL L"DL L"DL L"DL! L"DL" L"DL" L1bDL& dH#FL2dH#FL]1dH#FLu X4w0wn8nm8nmphQtn]tf]@ @f n LOffLO?f 0fLO?f 0fLO?f `0&OO?z 0&OO?z 0&OO?z 0&wO_{ `0ft3fL`0fL3fL`0fL3fL0fD3fL0fL1fL`0fD" "8" "8f@` "8f` "8f"D(@bL8 D)@L81D8D8D9@D8 1DD8 D(L8`1D8D8D9L8Db@0fL3f du\48@;lX;7P]7w@=wv`=th`=vl`=cn`=wn`wf`1b`}qsvgMqvd wn]svL8wn]3wL:n]{p<@;l];`$@h]@L@;@@@;`]``@;`]w:Wa]#u8Wo]ke8n];pn];n];n];n]; n];Dn];8n];n];n];n:nq:nq:nu C C8AD@@@@L@L hwp4p;?_;?_;0@D""D"D`"D"D\\iPP!CiPP!C$iPP!CeLH3iPP!CiPP!CiPP!CviPP!CiPP!CDiPP!C"D"DE:thQ#E:thQ#E:thQ#|@0 x@D8h]3:w?lS;wn]S;w@n];wp`nS;Op@`NS;Op`n]gt p`li]{t p`Ni]{L p`O]{Lp@L]gDp|i=fD`}m3fD`A3&8@`3"8@\@;`wp@ppp@p@ppp@p@ppppp@p@ppppp8"D@rD@p@pDcw\+8`F" `F" `F" @`F"\`F" G"4 G" @lF @ dF"\ dF"8 dF" dF" dF" dF"8 dF" dF" LYaL3fL3fL D"D"H"D"D"4jRRRRRRRRDtnRRTP RDM@(hD@5  `nw L(3fL3fL"D"DDDH 0`@HQ@" H"D"D&D"LDDDDDDDDDD0L0L`wh.`"D"D"d` 9"d 'DrD`I'N9rdI'N@"D"D"D@"D"D"D@un];wn];wnd@9hD@9hD@9hd@9hD@9`hD@9~Whd@9~wnhD@9^vnzhD@9:wn]hd@9pun]hD@9p;t]hD@9p{w~}hd@9@(wn}hD@9@(j}hD@9(o hd@9ho hD@9j hD@9unhd@9unhD@9QnhD@90u~?hd@93~?hD@y3~G?fhD@y1>Dx3f hd@y>DxfLiD@y>LbLiD@y~D"Dhd@y"D"DhD@y"D"DhD@y"D"Dhd@y"D"DhD@y"D"DhD@9wn];wn];wd@"D"D"D@"D"D"D`I'N9rdI'N` 9"d 'DrD`"D"D"dwl.`pn D D D@ D0 d D D d @*U*U*U*U DT)U P*U) D`T*U0wn*U* d @T*+U* U* DT*X*U*UT* DTjU*U*U:T* d @TU*U*U*A* DT.U*U*U*G* D0T.U*U*U*( d ,U*u+U*( D`*Uz@W*u D`@*U*U*57 d wn P*57 D` wnzaAW*57 D +U P*57 d @*U*U*57 D@*Uz@W*57 D`(U*u+U*u d @(U*U*U* D(U*U*U*( DTU*U*U*A* d @T*U*U*U*A* DT*P*U*U T* DpT**U*U U* d T) U* U) D@*U*U* D @*U*U*U*U d 0 D D@ d @ D D D Dpn@Dwd.@ @*U*U*U*U(T)U*U*U*U)PT*U:fLQ*Uj(T*U*UPT*`  UTj~0(UT*p(UTp3(UT`p(U@T`Lf(U t`@3f`)U(t`L? +Upt_| +U(txE{ +UgPtx/D| +Ug@tx/^| +Utx/Dy +U](Tx_@w>Uw>U@U~LUjLjLj@"@"TW*D Q`U(q*\(Q`U(nE*Q`UU"T QD U\W  U U\W U U n];U U n];U U n];U .U U\W UjbU U\W U.*\ U\W u"*E "D**U(U*U*Q**U(U*U*Q**U(U*U*Q*n]+U*U*wn D(U*U* Upn];wQ A(U*U* @"D"D(U"T*(U"T*(U"T*(U"T*(W"T+@;q"\8@ "D (U"T*(U"T*(U"T*U"TW"T8q"\8@ "D \*U"T*utlw(:7Pb 1#lh;7D :wn];wFXgLFX;wn];7:wn];wFXgLFX;wn];7"D"DXgLF"D 6"D 1#D=fLi1#l6"DX1#D=fLi1cF6"DX;7D=fLi;wF6bF bF=fLiX"lX6"lbFXgLFX"D 6vF"DXgLF"DX6"DX;7DXgLF;wF6"DXtn;7D]@F6vnX 1#l@F]66lXPb@F 66lX:7@F 66lX@F 66lX@F 66lX@F 66lX@F 66lX@F 66lX@F 66lX"@F 66lX@"@F 66lX @F 66lX D @F 66lX D"@F 66lX D"@F 66lX@@"@F 66lXC@F 66lX0fL@F 6pvnX@F]6"DX@0@F6"DX@0@F6"DX@0@F6Ew H&"@"`# D"D D"D@ "D@ "D8b"Db"D@b"DpF"D8F"DF"D@F"D F"DF"DXF"DF"D(F"Db"DXb"Dhb"D b"D" "DX "D@@ D"D@0 D"D8D"D@" h@"0"X@Hut*@ @ ` @  DD "DD "D D"D D"D@"DD"DD@"DD "D "DD" @ D"@"D D&@"D Dn]"DD1n]"D1f]`@b\@`\ @`\@b\@b\@b\ @\@L@bL@b @;bL1`8"L 18"D18"D18'D3wDwLpnnw H@X;lX;l`L3f`D"`D"`D"`D"`Dn"0w`Ect.\#0f`Ect"D#0P`Ect"D#1(`Ect"D#1(`Ect.\#;H`EcDn"(`EcD"n];D"``D"``D"P``D"`@aD"`@aD" `D"`D"P`D"`D"p\w(:j ` ` 3~`L3`L3fL3"0fA0LCfs`s`s`8p`L3 @3ffs`s`3L38p`A#0L90fAfA90L90fA90~ w DD"@" D "A"Q D D""D"D"D"D"D "D"D"D"D D@bD D("A""D "@"D"D"D"D"D" @(bD"D"D"D"D "@"A"Q D D"D"`bD"D"D"D"D `"D"D"D"D"DbD D("A" D "D"D"D"D"DbD"D"D"D"D "L 3&L1fDfL3bL`"DbD"L1"D &D"D"D"D"D"D`0fL3fL3fL3fL3fL"D"D"D"D"D"D"D"D"D"D"D"D"D"D"D "D"D"D"D"D`@0vw " D"D $ H" !"D$DBD"H" "D" "H"D"D"D"H"H"D"D"D"HDHBH" ""H !"H$ BD"H" !" !"D$DBD!"H`""D"D""D!$H`"H" !"D$DBH!BH"H" "D"H"H"D"D"D"H"H"D"D"D"HDH3fL3fL3fL3fH` "H$ BD"H" " !"D$DBD!"H`""D"D""D!$D"H" !"D$DBDBD"H" "D"D"D"D"D"D"D "D"D"D"D"D`@v0u T"wn];`@;"DwH"T(" ` "T("d@*DQ"DԀ@*DQ"D@Q"E*DD@"D "D@"E "D@Q*T*Q*DR@*D Q"D@"DbLv@ 1"T(&DvL1"E&DL(1"D&TL(1"T(&TL1"E&DL 1"D&D2@ 5"D&E@ 1"D&D@ 1fL3&D@ "D"D @ "D"D@ "D"D@ "D"D@ &L1bD`@ 2dH#F@ 2dH#F@ 2dH#F~<RwHp@n DD DpNp H  9 p'""dNpDpNpDH pNp9 Np'p"p"dp NppD pppDH pNpp9 ppw`ppr`ppppNppp`ppp NpppNpppNppppNpppppp];ppwpp'Dpp"Dpp Dpp'0D p'D8wn];p' Dp' D"Dp'0"Dp'"DDp' D 'D D8wn];'D D D'`D D"D'@ D"D'D "DD'D"D D'D"D D87'D;`D"D D '"D D'D`"D D'D@"D D'DD"D D'D@D"D D87'D;wn];wn];wnPD"D "'"D"D"DPD"D"D'D"D"D@D"D"D'D"D"D"D"D'D"D"DD"D"D"D"D"DD"D"Dqn];wn];wn];wn]D"D"D"D"D"D`D"D"D"D"D"D"DPD"D"D"D"D"D"D"D"D"D"D"D"D"D"D"D"D"D"DRwHp@8'"8rw@""""` 9r"N8"D88"8w@"8"'8r"` '8"N'8"D'8w8"'8""@"'8r"''8r"` ''8'N''8b'D''8b'''8r'''8b'''8"'''8'''8'''8r'''8'''w'':w'''A'''@!'''''2''"'':wn];"''A""''"D2''"D'' "D'" D'8wn]; D' D" Db'"D DB'"D D' "DD' D"D:7'D; D"Db'" D"DҀ'D D"Db'D D"DB'D D"D'D D"DBh];wn];wn];7'D; D"DR"D"D"'"DD"DRD"D"D'D"D"DBD"D"D'D"D"DD"D"D'D"D"DD"D"D"D"D"D wn];wn];wn];wn]"D"D D"D"D"DA"D"Db"D"D"D"D"D"DR"D"D"D"D"D"D"D"D"D"D"D"D"D"D"D"D"D"Dew H90pwx?~@?~@{}o|{}o|w{}/`?_o]u`?_o]u`?_o]u~?_o]u~}n]{_~}n]{_~}n]{_H~}n]{_0~}o]_~~o~~o~C?hppp@h];w `[``   `;n;;w^;wn<wHp@n DD DpNp H  9 p'""dNpDpNpDH pNp9 Np'p"p"dp NppD pppDH pNpp9 ppw`ppr`ppppNppp`ppp NpppNpppNppppNpppppp];ppwpp'Dpp"Dpp Dpp'0D p'D8wn];p' Dp' D"Dp'0"Dp'"DDp' D 'D D8wn];'D D D'`D D"D'@ D"D'D "DD'D"D D'D"D D87'D;`D"D D '"D D'D`  D'D@H  D'DD@D  D'D@D$D  D87'D;wn];wn];wnPD"D  "'"D"D"DPD"D "D'D"D"D@D"D "D'D"D"D"D "D'D"D"DD"D "D"D"D"DDT*"D "Dqn];wn];wn];wn]D$D "D"D"D"D`D D "D"D"D"D"DPD@D "D"D"D"D"DD "D"D"D"D"DH "D"D"D"D"DwHp@8'"8rw@""""` 9r"N8"D88"8w@"8"'8r"` '8"N'8"D'8w8"'8""@"'8r"''8r"` ''8'N''8b'D''8b'''8r'''8b'''8"'''8'''8'''8r'''8'''w'':w'''A'''@!'''''2''"'':wn];"''A""''"D2''"D'' "D'" D'8wn]; D' D" Db'"D DB'"D D' "DD' D"D:7'D; D"Db'" D"DҀ'D D"Db'D DB'D D'D D Bh];wn];wn];7'D; DHR"D"D"'"DDDRD"D"D'D"DDBD"D"D'D"DDD"D"D'D"DDD"D"D"D"DD wn];wn];wn];wn]"D)UD D"D"D"DA"DHb"D"D"D"D"D@R"D"D"D"D"D "D"D"D"D"D"D"D"D"D"D2u*papa@pa\;`;`];P!n];@`An[;wP4n;wv4N#Gv@4N;wv@p7n;vv4n{wv4n;7w@6@3l6]77lvn ;7l]vnM;7l] " DD@X1#lT; D("A"""DD:"D"D"D5&"DD("D"D"D"""DH87"Q D D"""DHw&D"D"D""L"DQ.D"D"DQ "D DnE("A"""L D1#b] "D"D""D(D6&\:"D"D""LDvnL DD D"DDbn];wFH"D"LQ@bn];wF "D"D1fDfL3bL 3&L @"D"L1"D &DbD@"D"D"D"D"DfL3fL3fL3fL3fL3@"D"D"D"D"D@"D"D"D"D"D@"D"D"D"D"D@"D"D"D"D"D;0@2u L2DDD D*U*4(M3]93PP:&"" %"R"D"R("D"*"D""D"J@"D "DP"D"D"D D"D D)!D  D D D) DQ D) D D D  D $D D$D D:"D D:"D  T4"D"]"D"="D"0"D"0"D"0"D"3"$3f"D` D  D  D  D  D` D3fU @*3(U @*@*U @*U82ul2x|wn `wm=0o]]8Z 8O[8oX]@8o]] @~y}g @yg `yg?]a3f?La3~~ :C3~*=":C3`.p+83l@P*U3@PzU3X9 >U3@0~8w`3@3@s@@@@@@@@ @ hPhP;;h@;; h@;h8h8 hhh@w8w0 2u L2P p|;_;?_;?D<@];7@]97@]?7P3]?73V;@ R! W;L;2fD;w;w>f3sOq>fdLsO3fd DsD>ffL3~ >f0f w3~L3f0fL3|L3f0fL3fL30:w3fLf0:w3fL1" `$7k;}L1"D`$ [3vn5"E`$ 3fL"E`DH3fLD`LH3fLLLh3fL L3fL L"DL L"DL L"DL! L"DL" L"DL" L1bDL& dH#FL2dH#FL]1dH#FLu X4w0wn8nm8nmphQtn]tf]@ @f n L/?fd OfdLO?f fLO?fL`fLO?fL fLO?fL 0fLO?fL1fLO?&L`3fLO?&L`3fL?&L`t3bL?&L:w3`L?&D:w3`L?&D` w`L?&L@` ` &L ` "$&L@` "$&L` "$f ` "$:@bL8 D9@D81D8D8D9@D8 1DD8 D(L8`1D8D8D9L8Db@0fL3f du\48;lP;wP\;w@]wn`]O`]wn`]wd`]wn`]sn`]sv`]srd]qwddm];wLtn];wLtn]{v<tl];v$wh]wL 7@t@f 8w0`]p@n` w;`]`n].W;h]@n]X{l]n]n];n];n];n];n]; n];Dn];8n];n];n];n:nq:nq:nu C C8AD@@@@L@L h\u <4@Hwn8wn@""D @"D"DrO@"D ) fL3@0fL3f 2fL3f 3fL3f3fL3f 3&$3f @3&,3f ,0@ "0 "08wi3 8wn8O 8wnxti8wn@8wn8O@8wn8wnxti8wn 8wn8wn H H H H H H`Hd f u H4D  @ D  0 L1 D p$D| @0F&L 1`bD "D` "D" "D"0 "D"( &D"  &D9" bD&D bD"D8 "D"D "DA"D "DA#D "D" "D"H S*U " @+U*)"$@*U*U"*U*U*8*U*U*h*%!U*%!U*%!U*%!U*%!U*%!U*%!U**!U*%!)*U *%!U*%!U*U Uh*U U* (U*!)U D8 D  D8 D w TE`\\$3fL3fL33fL3fL300vkPP!C2kPP!C2DkPP!C2gLH32kPP!C2kPP!C2kPP!C2kPP!C2kPP!C2kPP!C2n"D"D1"00jG:thQ#3G:thQ#3G:thQ#3"D"D`"D"D\\$v D@p+@@_*D nP*U"@/U*j&D&DU*U(U*UD`W*U* D"D"D"Db@H*U*U U*U*U+U*U**P "DP "DP "D"P "D P*U*U*UU*U*U*Uw*U*U*U*7"D"DD7"D"D7"D"D7"D"D7"D"D"D"D8ow D0`;\;cC;`];s<8h];7t?l;wNw^;wD@w^;wDp`n^[{Dp@`v\;gDp`vY;gtp`lY;'tp`NY;'wp`OX;ftp@LX;ftp|Y;:w`}3>g`A1&8@`3f8@f\@;`wp@ppp@p@ppp@p@ppppp@p@ppppp8"D@rD@p@pcw\+8 pp?@~r?yg\>u?}gp><}>Dg4>u?}g p?f?}q#|g@^r?}g\p><}bGg8~r?}g >u?b?}?Dg~r?}g~r1~<}qcGg8>p?}g>r?}g~rO?uLyg2FK3fL3f L "D"D"D"D"4jRRRRRRRRDtnRRTP RDM@(hD@5  ` cw\+8 p@?xg\?xgGx>D`4?xg Gb?xq#|`@?xg\G>D`?xg>]w>U]w>U*UjE;/z4E;/U3+@P*@"TW*D Q`U(q*\(Q`U(nE*Q`UU"T QD U\W  U U\W U U n];U U n];U U n];U .U U\W UjbU U\W U.*\ U\W u"*E "D**U(U*U*Q**U(U*U*Q**U(U*U*Q*n]+U*U*wn D(U*U* Upn];wQ A(U*U* @"D"D(U"T*(U"T*(U"T*(U"T*(W"T+@;q"\8@ "D (U"T*(U"T*(U"T*U"TW"T8q"\8@ "D \*U"T*uHHut*@ @ ` @  DD "DD "D D"D D"D@"DD"DD@"D"@D ""@D "D"@D""@ @ D"@"D D&D"D Dn]"DD1n]"D1f]"`@b\@b\  @`\@b\@b\@b\ @\@L@bL@b]@;"1`8"18"18"~18'D3wDwLpnnP(w <%p]?wo@[;ny@@X @@N@X C @3fLtn];wn"D&D`D1DL@@@@L`D1 @ @ @`@0(w <%L Lp]nL9@[@9p 3 @@y<@`@@ H LLtn];wn"D&D`D1DL@@@@L`D1 @ @ @`@0(w <%`xp@|@ xH!Cx@L3vlyOH`Ly @yL <@Lc?@Ha@@ `K LLtn];wn"D&D`D1DL@@@@L`D1 @ @ @`@0(w <% H!@pwl@@H`Ly @yL <@L <@H@@ `K LLtn];wn"D&D`D1DL@@@@L`D1 @ @ @`@0 4w DD"@" D "A"Q D D""D"D"D"D "D"D"D D@bD D("A"D "@"D"D"DD" @(bD"D"Dp`@ "@"A"Q D@"`bD"D"DT@ `"D"D"DUT@bD D("A@ "D"D"D@bD"D"D*@ "L 3&L1fDfL3b@`"DbD"L1"D &@"D"D"D"D"@`0fL3fL3fL3fL3f@"D"D"D"D" "D"D"D"DD"D"D"D"D D "D"D"D"D"D`@0v4w DD"@" D "@"Q D D"""D"D"D"D ""D"D"D D@b"D("A""D "@" "D"D"D" @(b`A"D"D"D "@"Q D D"D"`b*8("D"D"D `"*("D"D"Db "A" D ""D"D"DbT"D"D"D "L 3&L1fDfL3bL`"DbD"L1"D &D"D"D"D"D"D`0fL3fL3fL3fL3fL"D"D@"D"D"D"D""D"D"D"D@"D"D"D "D"D"D"D"D`@0v Uw DD"@" D "A"Q D'D""D"D"D?D"D "D"D"D? D@bD D("A?"D "@"D"D"D>vD" @(bD"D"D)~?~G "@"A"Q D|xG"`bD"D"D|cO `"D"D"DDqObD D("A~?}O "D"D"D?}ObD"D"Dz?}O "L 3&L1fDfL3bO`"DbD"L1"D fO"D"D"D"DbO`0fL3fL3fL3fL3fO"D"D"D"Db/ "D"D"D"DO"D"D"D"D}D "D"D"D"D"D`@0vUw " D"D $ H" !"D$DBD"D" "D" "H(KM"D"T%K&L"HZr"D"-D9DDHN8qR " "'\8)L !"HZ4irBD"-Z49 !"HNHR $D"'$ )L`"HZr"D""-D 9D`"HN4iR !"D$'Z4)L!BHZ8qr" B-\89D"HNz"D"'D=L"H(_>M"D"T/_&DDH3fL3fL3fL3fL` "H$ BD"H" " !"D$DBD!"H`""D"D""D!$D"H" !"D$DBDBD"H" "D"D"D"D"D"D"D "D"D"D"D"D`@v0Gw(:j `` w`L93 ` 3~`L `L@fM"30fA0sL` fs`s`s`8s`L` @3ffs`s`3L3 0L90fAfA90L90fA90~^w T>@@@@H@h LI " D  @@`L3 1D   ```0<` 01z` 0`~0`h80`p0``11``11`h0``112`0" DL0fL2fL3 "D"D""" D"0`@"D"D"D L"D   "       ` ` DP^w T> d8D"D"fHrg2g2N#d#Fh"DHL C"D"@"@ " D@@`L3 1D   ```0<` 01z` 0`~0`h80`p0``11``11`h0``112`0" DL0fL2fL3 "D"D""" D"0`@"D"D"D L"D   "       ` ` Dd^u T>`H Ԁ@@ D@@@hR LvI v D  p2@;}n \|~@o~` o`z<@w]~`.`~_ `m`w}`>O`k^``ow@?Du+>0fL2fL3$"D"D"" <"0`@"Dj"D"D L"D~ ~  ^ 8   ~  ~  `  ` z~^u T>`@LHdD vD @oFԀ B  &vD Vf bbLXRdL @LLvI v D  p2@;}n \|~@o~` o`z<@w]~`.`~_ `m`w}`>O`k^``ow@?Du+>0fL2fL3$"D"D"" <"0`@"Dj"D"D L"D~ ~  ^ 8   ~  ~  `  ` z~'w P" wn];@;"Dw "T("` "T("dp@"DQ"D @*DQ"D@*D*D0@"T "D@(P*A "D@( @*Q*D @@ Q"D@@bLP@ @&DpLT &D@L&TLT&TLUT&D L &D@ &E0@ *&D@ &D @ "D"Dp@ "D"D@ "DA"D @ "DHA"D@ &L bDp@ 2#Fp@ 2dD#F@ 2dH#F@T'w P" wn];@;"Dw "T("` "T("dp@*DQ"D @*DQ"D@Q"E*D0@"T "D@(P*A "D@( @*Q*D @@ Q"D@@bLP@ @&DpLp`&D@L&TLT&TLUT&D L &D@ &E0@ *&D@ &D @ "D"Dp@ "D"D@ "DA"D @ "DHA"D@ &L bDp@ 2#Fp@ 2dD#F@ 2dH#F@'w P" P*wn]; @;"D !"T(Q* ` "T((p@*P @**P @BU!AD0@5  D@ D@ D @ D@ LP@P`!U DpLX  D@L TL(1 TL1T D L 1T D@ 520E0@ 1 (D@ $ "D @ Q*A*"Dp@ "D "D@ "D"D @ "D"D@ &L1bDp@ 2dH#Fp@ 2dH#F@ 2dH#F@Iu T>`"0D`x`n}`XDppp@Dp@x`6@$@@"@x``@ @L<@T@;w@Pla8p`A`A@8p`A>`AT8raaaA`@waA8aA(xw`A<`a9rdA}`A|q`A xlA*X;wn`@@@@`@@@@@`@@@h@`@P~n];wxIu T>`"0D`x`n}`XDppp@Dp@x`6@$@@"@x``@ @L<@T@;w@Pla8p`A`A@8p`A`AT@wnan];@`A``AX>`A(X~`A~?A|axaA`?`A `];p`A*X;wn`@@@@`@@@@@`@@@h@`@P~n];wIu T>`"0D`x`n}`XDppp@Dp@x`6@$@@"@x``@ @L<@Tp@;w@`<Plap8p`Ap`A@`?8p`A@?`AT|@wna~l];`A`8`A8`A(p`A8pA8pa8`Ap`A `8`A*X;wn`@@@@`@@@@@`@@@h@`@P~n];w0Iu T>`@`"pPxG~`0~D@Ax`n}`XDppp@Dp@x`6@$@@"@x``@ @L<@T@;w@Pla8p`A`A@8p`A`AT@wnal];`A`8`A8`A(p`A8pA8pa8`Ap`A `8`A*X;wn`@@@@`@@@@@`@@@h@`@P~n];wRu 8C    "L"DbD fL1fs1~a1~a1~aP1~1~1~1~ffL"Dv@3fL3f@"D"wn];7\1"D"D"@`1 @1 @v1 @1 @1 @:1 @1 `1 p\1 `1 1 @1 1 1 1`1p@1`z11:t:"@0"D\"D"Dq1@Dn88:q=p"D"D"D1n0Ru 8C    "L"DbD fL1fs1~a1~a1~aP1~1~1~1~ffL"Dv@3fL3f@"D"wn];7\1"D"D"@`1 @1 @v1 @1 @1 @:1 @1 @1 @\1 @1 `1 p@1 `1 1`1p1`@1z11:t:"@0"D\"D"Dq1@Dn88:q=p"D"D"D1n0,Ru 8C    "L"DbD fL1fs1~a1~a1~aP1~1~1~1~ffL"Dv@3fL3f@"D"wn];7\1"D"D"@`1 @1 @v1 @1 @1 @:1 @1 @1`A\1pC1`A1@@1@1`1p1`1@1z11:t:"@0"D\"D"Dq1@Dn88:q=p"D"D"D1n0qmkgeaYSOIGC=;5/+)% &jh+z EDMENU.DAT+ THREE5.LST+ EDTEXT.STR+<ED.OVL DATA z FIELD.OBJ MNS.OVL ROOM.DAT < MNSTEXT.STRz MNSPRIME.STR RMOBJ.LST PSMENU.DAT<PRINTER.DRIVERS INTER.DRIVERSz SCORE.OVL POINT.LSTTOH.OVL< WOPTEXT.STR TOHTEXT.STRzMAIN.PAK WOPFOR.STRMAIN.OVL<WOP.OHint ...ROOM.DAT RMOBJ.LST MNSPRIME.STRCalculating clues ... Instructions&Mission: Determine the mystery number."Use arrow keys to place pointer on objects .' (Open-apple accelerates the pointer.)Enter a number in the clue box.Arrows indicate clues which you also need to consider.MNS.OVLDefinitions ... < Less than.The numbers less than 5 are { ...2,3,4 }.> Greater than.The numbers greater than 10 are{ 11,12,13,... }.Less than or equal to.'The numbers less than or equal to 5 are{ ...2,3,4,5 }.Greater than or equal to.+The numbers greater than or equal to 10 are{ 10,11,12,13,... }. Not equal to.The numbers not equal to 5 are{ ...,2,3,4,6,7,8,... }.Even&A whole number that has 2 as a factor.{ ...,-6,-4,-2,2,4,6,... }Odd0A whole number that does not have 2 as a factor.{ ...,-5,-3,-1,1,3,5,... }Multiple/The product of a given number and whole number.Some multiples of 3 are{ ...,-9,-6,-3,3,6,9,... }. DivisibleCan be divided by.*Some numbers that can be divided by 20 are!{ ...,-60,-40,-20,20,40,60,... }.Factor A number used in multiplication.Some factors of 6 are{ -6,-3,-2,-1,1,2,3,6 }.Digit*Any of the symbols used to write numerals.'The digits are { 0,1,2,3,4,5,6,7,8,9 }.(15 contains the digit 1 and the digit 5.The possibilities are Some of the possible answers are Keep looking.There is no information here.. n > n < n  n  n  n is odd n is evenn is a multiple of n is divisible by n is a factor of n contains the digit   RX L >Q6/(b *9HZ6H8 X*jb p%b p, 2}FHj l %b  9>b A+SKT1jbt3b p0DHZ\p -/?bD+XbX*jb j9b FJrahC,b /b*.b 0AFb'F+XK\t4Np r}6F\b +K/*b,$BbF%B8Zb[%rb z3b F"$p?H^ `p r' >Q6A(b'*9HZ6H8 X%nb?!p%b p, Hj p6tDJ& #J,A@bCA+SKT1jbt>b6yF%\*pJ\p -/?bD%XbA X*jb j9b F$Jrah',b /b*.b 0AFb'F/Xb \t4Np r6tFJ&\b +K/*b,3BbB8Zblb+ F:#$p?HX ls*`p r'r' 4 -2L 0FF0XP\ b( t5Nr}0P4BIAD S  VAD S   EXPINI ] _ ^ mXV v  _ _ mXV   ] O ._ _ X_ ^ X$ $ 0 _ _ _ ^ v 9 p v  p  EXPREC+ ]P(Q\v v  p Rv  p Rv  $ > p p vP]] EXPLOD 5]O  IMGTABLg.ANSWER.PRIMŎ. TRIEӜ.`CLUEӨ.`ROOMINFϴ.OVERJCHGLEVϊJNUMGOTۊJEVEN?J GENHINTJNUJCLUEJCLUESIZ. MS-FLAG)JALLOT GUES8JMSJM_JCLUEBOhuT MS-SIGqJNUMBE҇ V v$ fK K fKO 0Zv  v V  > p v ~Fv 0  vV  vvvETJ 9 MS-IND2 ~F49  MS-GET fK MS-GET+  pK MS-GETO=  fK MS-GETS  pK MS-GETj  pK MS-GETǂ  pK HNԚP\VROOMSTҲP\_RMOBJSTҾP\hPRIMESTΌP\rCALCINߌP\INP\INSP\INS P\INSP\INS&P\INS3P\(INS@P\HINSMP\hINSTRZ aTG:- FLt ROOMADDg.#ROOMӌJ#THINGӛJREADTAB̨ JUTJH VTJ READIMAǶ RIGKRIGKV pKvWO \vTM p VO >5 p  fKp  pK9_  > VO 5 vnF0 5 ݁0 5 ݁_ 5 0 ݁O 5  THINGADٍ 9  GETXl V v fK9>  fK GETX2Y V  fK9>  fK GETOBʧ  fK GETACˎ  fK GETBO wV  NEWOBJE $ w 3K NEWACTI $ w 3K SNDU'  0 ^^  SNDDB 0 ^^p  SNDn  9^  SND  9^p  SND P ^ SOUNZFƏ SHOWTHI wM p ԎO p Ԏ~FN| "TO p v҃_ 5  SHOWI M M 2_ _  RINH v v 6^^p `9^p v25  SHOWSAFe Q OPENSAFŤ J9^v9^JvvQ OPENDES˽ v Q LITEO vvQ0 ^ POPI >[Q ^ DRIN" v2w > H > cJ$  $  *>  > $  $  * PASSAG< v-vQv0  ^  POPLTRAВ v Q POPRTRAƑ v!Q FIREߑ v3Q TROPH v1vQZ0^9^Z^9^Z^9^C`^ BOO V v/Qv0vQ RE_ v@Q PINˀ vBQ EARTȔ V v.QvQ ARMER٩ v4Q FAC˒ v2Q MOOSE V v5vQ@^ ^p vvQ RU v>Q CA: V vDvQvEQ FISN v v2V v7vQV v8vQ0^V v9vQV v6vQ`9^p 5  PILLOn v=Q NOCAɓ vQ BCA v;Q SCA vDQ WCA v<Q SHOWELE +vQ@0^ OPENELE5 v wԎ,O  v+vQ@0^p v,Q VAMZ v"Q DETECԥ v#Q MAIĺ v$Q SMOKє v%Q BO v&Q GIR v'Q MA v)Q WOMA% v(Q BIR9 V vGvQV vHvQvIvQ9^  9^p 9^ CLOCO v V v hK vQ0^ 9^p 5  MNSSTҤP\DEP\DEF1P\DEF1P\DEF1 P\DEF1P\DEF2'P\DEF25P\DEF2CP\DEF2QP\DEF3_P\DEF3mP\DEF3{P\,DEF3ĉP\TDEF4P\dDEF4¥P\fDEF4óP\DEF4P\DEF5ϖP\DEF5ݖP\DEF5P\DEF5P\DEF6P\ DEF6P\DEF6#P\5DEF61P\PDEF6?P\TDEF6MP\DEF7[P\DEF7iP\DEF7wP\DEF7ąP\DEF8P\ DEF8¡P\DEF8ïP\*DEF8ĽP\UDEF9˗P\wDEF9ٗP\~DEF9P\DEF9P\DEF0P\DEF0P\DEF0P\DEF0-P\'POS;P\PSOMIP\fKPLOOVP\NOINFcP\MS-ANrP\KEYBO؁uBPKEYSHOא Ru\QP> \ DEFBOإuR{DEFSHO˘ Ru\ԘQa> v V \ p 5  DEF /! DEF gYK= DEF' u DEF< זɖ DEFQ  DEF6EVEf 9+ DEF6OD{ cUG DEF O 0  DEF q DEFÙ ӗŗ DEFؙ  DEF C5' GETDEZF.CXmʙߙ  ROTDEZF.CXm ߙʙ PREVDE< ~FV vO 5   NEXTDEc V  O 5  DEFӃ *(I p@\FV E$ ,qV O 5 F0 0V O 5 mF0 V O 5 F0 5 FO > 5 F> 0 TJ GTHAΣP\LTHA0P\GEQUA>P\LEQUALP\NEQUA[P\ODjP\EVEyP\MULԅP\DIVIӒP\"FACԟP\5CONԭP\GSTRCLUźP\]MS-NUǛP\dNכ > M V M v}_ O -}e _ } v V J3K p  A $ 3K  INITAN% {* * FINAN4  *}*m~F3K DOTR v .*p  COMMu ,* POSS >|$ m뛘$ F뛘$ ~F[5  POSS >$ 뛘$ 뛘$  뛘|[5  POSSМ >|$ F뛘$ ~F뛘$ [5  POSS >$ 뛘$ 뛘$ 뛘|[5  POSS( >|$ F뛘$ ~F뛘$ 뛘$ 뛘|[5  POSSR >|$ 9뛘$ 9뛘$ 9뛘$ 뛘$ 9뛘$ 9뛘|[5  POSS M vp $ h O V J> > V p J O 5 $ _ "TM >p O |$  rJ9뛘p J  rJ뛘 _ O |0 ~F[v 5 p  POSSޝ >|$ 9 뛘$ 9 뛘$ 9뛘$ 뛘$  뛘$  뛘|[5  POSS| O 90 c$ fK  L POSSANܞZF؜0Z䞒杄 TEST0 [ >  TEST0$ [ >  TEST09 [ > "T TEST0N [ > "T TEST0e [ > "T TEST0| [ O h "T0 5 F TEST0 [ V h > "T  TEST0 [ O h 0 5 F TEST1ݟ [ V vO 9V  hJ"T$ v O  X0 > [ > "T  MS-TESZF-BWnşş  MS-MISSW O V G> 5a"T0 5 F MS-N2ST} V V M O 9v}_ O }e } ћ3K}  ћ 3Kp  POS2SHOר ^ ! > Q N2SHO ћt\ GUESS2S V % O TJ0 _ ?m> ћ{ EQ2SHO) t\V V ^ O G0 *V t { {V ^{ { {4 SHOW0^ Fh SHOW0 8h SHOW0 dh SHOW0Ρ Uh SHOW0ߡ sh SHOW0 V GO 0 t\4 SHOW0 t\V G4 SHOW0" t\V G4 SHOW0; t\V G4 SHOW1T t\V G4 MS-SHOmZFơס +D]v CONCAԆ ћ HV fK ћfK LHfKћfK H3K NADDҬ V 5"TO :V ^ O V G0 $V tV ^ћ 3Kћ3KV 5 H HINTۢ V 5> $ O G 0 5 > > FLt ODDEVE3 V O 0  HNTADDmZFF8dUsw HINT V M Gp 5Pp Gp 5> 5 H$ fK  L_ 㢸FLt OKGUESS F%  G 5a p  CKFLA C V >  HINT } O [ 0 [Z>v[e O > [ 뛘> V gFO 5 |F0 <[ } V >  O 20 dgFO 5 ~FF0 FO []FLt HINT7 Z O V%  C $ v O *V O ;0 V O 0 Z5 p 0 % V ;% O [ ?[  MS-TRYA V fK$  O  0 V  MS-ADDTi V fKV vO cJ ,$ 3K > 3KcJ 2b`V fK> J L > 3K MS-TRIEӠ _ dO d`M $ JfKv O $ M >  > 0 V 5 V O Nx V vO _ J~F0 5 FLt MS-SOLV [  |  MS-ESv N|Z MS-FIXNՓ V fK$ fK O 0$ 3K$ 3KV fKvO 0$ 3K$ 3K MS-CORRŤ F%  O =}e %5 Fp O ׊Z MS-GETG 2b`[ ZtO 0 5  MS-BUTT8ZFC餧 MS-ERROi C$ vO $O ^  > Q{0 5 0 TJ MS-DISP̈ ^  B$  \RuQA%   V V V  5p 5  MS-GUES˧ F,qV PFO t0 ct{I p֧ PREPCLU( %e ׊Z{_ _ _ ^ Fq{I pRv2bhb`3KZ֧ MS-POPC[ f M3׊ "TN| | O cFq% O =}e .MN| "TO [ %  GKXM MENUӮ NV O V N| I fK|  CHINT :- FLt 1LE; } Z 2LEX } Z 3LEm } Z 4LEւ } Z CK1MEN՗ZF CK2MENծZFFzFFFFFFFF CK3MENĩZFFFaFFF CK5MENZFpFDF CK4MEN ZF_tFF CKMEN*ZFΩ4 PROC-MEH Z|Z| | | Q5 XM MS-DRAc 8RTPm d  MS-UPCLɈ Z|Z MS-SMOVŢ V O d O de 0 pV  O m O me 0 JV  O m O me 0 $V O d (O de  MS-FMOVŷ V O d O de 0 vV  O m $O me 0 PV  O m O me 0 *V O d O de 0 ' NOINFOHZ M{l@xFLt.M MS-KEY OfKO fKO e0 @V O ~M0 ,V  O Z|Z0 V  O Z|Z0 ª5 d m R8R MS-DNCL" OfKO  MS-GETE֔ZF,FF MS-LASTõ v25  MS-ACTIԬZ߬Ȑl DёԒ@ÔؔA+fTuғ@e'V MS-CKCL F v V M w鎆 "TO 4p wp wQRO _ V w$5 F2 0 _ 5 0 _ 5 p O  MS-GETCJ Z|Zf|ZZXMd m R M|Z|ZN| "TO nZ| N| 劕 O .MN| 劕 "TO U MS-POINԵ =} v}} O  z v V J3K p 5 I} v}} O  }e 0 z v V J3K p 5  MS-REWA vZQ(QU}e =} O =} =} I}e +L@l>[QL@l\RPyx}Nz{\z\hz\ZQ MS-PROB̥ | O | N| B| 劕 "TO 0  MS-INI8 N|ZZ|ZI}ZU}Z@d @m {_ _ _ ^ \ hZ Mzw!O HbZVw!5 bZVZ.M MS-LEVEu N| B| 劕 "TO C0 VI} }e I} U} V O  Xa}  MN } vO } } }ZЅI} vO \ yw0 &} vO \ w0 \ ywvvR eL< L< qL< ZL< L< lL< uL< վL< KL< QL<Ս8L WL WLM`H ٺ ẏ пѿh`mm8킿탿 ``H пѿH 6hޠ 8ޱL- пѿп̇h`΍Όmm8킿탿 M`H 80Ȯ i͈Ύ  ̈@;  كy 8 LFL 88п8пyѿi8펿폿 пѿ $͍͌ʌ m8п٠ȰIim (h` пѿ}`(U 8΁΃΂ пѿ8΅` пѿy٠ ṁ`LZee` 0`R ̇E  L Z   ӥ̈́``H #8!+ ͊ ͉ # ٠hʩ*ʕ` пѿ̇;8 880  8``: (4);"BRUN HELLO CPM": 5:10:"CP/M SELECTION MENU" 216,0:9:4:"PCPI CP/M .................... 1"11:4:"MICROSOFTDATAu' 9' '*WORDS1.DATFs *WORDS3.DATVFs#  ,*WORDS4.DATFsC *WORDS2.DATFs  i2m?!'z,1L7<BGLYRW+]bgfmr8x} s/Larry has been collecting baseball cards for 2 5years. His favorite team is the Chicago Cubs. ~Out 3of his 145 cards, 38 are of players on the Cubs.~ 1#How many cards does he have of players from the  !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTother 25 major league teams?# 2number of cards he has of players who aren't Cubs /number of cards he has of players who are Cubs &amount of cards he collects each year (number of major league teams that exist number of total cards number of years number of Cubs cards number of major league teams 145 - (25 + 38)  145 - 38  145 + 38  38 - 145  103 cards  117 cards  107 cards  113 cards QB/Willy has a collection of compact discs of his 3favorite music. He has made a list of 8 more that 0he would like to have, in addition to the 11 he 2already has. #How many can he buy# if ~they cost $14 each, and he only has $45~? #amount of money he will have left )number of CD's he will still want to buy number of CD's Willy can buy .number of CD's he will have after buying more number of CD's Willy has price of each CD amount of money Willy has number of CD's Willy wants (14/45 rounded down to next whole number )45/14 rounded down to next whole number 45/14 &45/14 rounded up to next whole number 3 4  3.2142857  .31111111 dpcxccxGpxc?x~Gqx-Mrs. Chang went shopping for shoes for her 5 1children. ~The total cost was going to be $173, 0but the salesman offered her a $25 discount~ if 2she would pay cash. #Find how much more cash she 'needs# if ~she has $105 in her purse.~ cost of each pair of shoes +number of pairs of shoes Mrs. Chang bought amount of the discount +amount of additional cash Mrs. Chang needs number of children  total cost amount of discount %amount of cash in Mrs. Chang's purse (173 - 25) + 105 (173 - 25) - 105 173 - (105 - 25) 25 + (173 - 105) $43 $47 $53 $37 p|cxccxGqpxc?x~qGqx|3Priscilla plays on a soccer team for 9 and 10 year 2olds. ~She has scored 12 goals this season. Her /teammates have scored 31 goals.~ The coach of 1the team would like to know #how many goals they ,have scored altogether#. Can you help her?  ages of the players on the team !number of goals Priscilla scored !number of games the team has won $number of goals the team has scored number of team members number of Priscilla's goals age of the players )number of goals by Priscilla's teammates 12 + 31 31 - 12 12 - 31  9 + 12 + 31  33 goals  44 goals  43 goals  34 goals A3Maria loves to wear jewelry. She has a collection 2that she keeps in several boxes. ~Each box has 5 1drawers, and each drawer can hold 18 items.~ 3Each item can be worn with 6 other items. With ~4 (boxes~, #how many items can she store?# /number of combinations of items Maria can make  number of items Maria can store -number of drawers Maria can store jewelry in (number of boxes Maria needs for storage number of drawers in a box  number of matches for each item number of items in a drawer number of boxes  4 x 5 x 18  4 x 5 x 6  5 x 6 x 18  4 + 6 x 18  450 items  380 items  360 items  340 items A1"Oh no! Who ate the brownies? ~I made one whole -pan~, and I need to take half of them to the 0student council meeting, but ~someone has eaten 0two-thirds of them!~ #How much does that leave +me?# It won't be enough, I just know it!" person who ate the brownies -number of brownies she needs for the meeting #fraction of brownies that are left *number of pans of brownies that were made number of brownies in a pan  number of pans of brownies made amount of brownies eaten *amount of brownies needed for the meeting 1 + 2/3  2/3 - 1/2 2/3 + 1 1 - 2/3 -1/3 1 1 1/3 1/3 ds  113 cards QB4Nicki and 3 of her friends ~took a survey of the 60 4people in their classes.~ #How many people are not 2involved in spring sports# if they found that ~18 1people play baseball, 10 people play golf and 15 people are on the tennis team?~ 1total number of people involved in spring sports /number of people not involved in spring sports ,number of people playing on the tennis team &number of people asking the questions (total number of people in their classes &number of people involved in baseball -number of people playing on the tennis team +number of people playing on the golf team  18 + 10 + 15 60 - (18 + 10 + 15) 60 + 18 + 10 + 15 (18 + 10 + 15) - 60  18 people  26 people  27 people  17 people 1~"Just 9 more laps,"~ Alex said to himself as he 2sped around the dirt track,~ his feet turning the 2pedals 100 times every minute.~ "There are three +riders to pass and ~each lap takes me four 4minutes.~" #How many more times will Alex turn the %pedals before he finishes the race?#  Alex's speed .number of minutes left until the race is over 'total number of laps in the whole race /number of pedal turns left until Alex finishes number of riders to pass remaining number of laps !number of pedal turns per minute number of minutes per lap 100 / (9 x 4)  9 x 4 x 100  (100/4) x 9 9 x 4 x 100 x 2 360 pedal turns 36 pedal turns 3,600 pedal turns 36,000 pedal turns Bp?pGcq`x`Oqx?Ggqa?G`Gc?|Gqpx`q0Miss Stella asked herself, #"How many pounds of )aluminum cans did the preschool children .collect?"# ~The red group gathered 3/4 lb of 5cans~ in 3 days, ~the blue group found 2/3 lb~ in /2 days and ~the green group found 5/6 lb~ in 4 days. total number of days worked #group that collected the most cans +group that collected the most cans per day total weight of cans collected weight of the red group's cans  weight of the blue group's cans $number of days worked by each group !weight of the green group's cans 3/4 - 2/3 + 5/6 3/4 + 2/3 - 5/6 3/4 + 2/3 + 5/6 3/4 x 2/3 x 5/6  2 1/3 lbs  2 1/4 lbs  2 3/12 lbs  2 1/6 lbs $+Manny is saving money to buy a ~radio with 1headphones that costs $64.~ #How much more must 3he save# if ~he now has $25 in the bank and $12 at 0home~ and delivers newspaper after school to 45 customers to earn more money? +amount of money he earns delivering papers *length of time he will have to save money %amount of money he already has saved (amount of additional money he must save cost of radio amount of money in the bank amount of money at home number of customers (25 + 12) - 64 64 + (25 - 12) 64 - (25 + 12) (64 - 25) + 12 $27 $17 $37 $33 x+ 5/6 3/4 x 2/3 x 5/6  2 1/3 lbs  2 1/4 lbs  2 3/12 lbs  2 1/6 lbs $dal turns 36,000 pedal turns Bq``x?p?|GcqA?|Gcq?pqxq?>|?|qq?>|qqA?|@x0~"I'll make a triple batch!"~ Rebecca read the 7recipe: ~"For 5 dozen cookies,~ use 6 cups flour, 24 cups sugar. . ." ~There will be 15 people here .tonight~, so #how many cookies can each guest have?"# +amount of flour and sugar Rebecca will use 0amount of time it will take to make the cookies 'number of cookies each person can have $number of cookies Rebecca will make "number of cups of flour and sugar number of batches number of cookies in one batch number of people (3 x 5 x 1) / 15 (3 x 5 x 12) / 15  (3 x 5) / 15 (3 x 5 x 15) / 12  15 cookies  12 cookies  11 cookies  14 cookies "( 6636632jbRb!fe3@{<KVVQėo@l<l[ 2!1׺ /AW3.LAB/᬴RR@\ୃ0ѝ8+'0k PS.SYSTEM+u`( 66_omJt~{<KVVQėo@l<l[ 2!1׺ /AW3.LAB/᬴RR@\ୃ0ѝ8+'0k PS.SYSTEM+u`( 66_omJt~h<KVVQėo@l<l[ 2!1׺ /AW3.LAB/᬴RR@\ୃ0ѝ8+'0k PS.SYSTEM( 66_6663266{<KVVQėoTl<l[ 2!1׺ /AW3.LAB/᬴RR@\ୃ0ѝ8+'0k PS.SYSTEM+u`( 66_omJt~{<KVVQėoTl<l[ 2!1׺ /AW3.LAB/᬴RR@\ୃ0ѝ8+'0k PS.SYSTEM/Zack plans to go from Boston to Denver, giving 4himself 6 days for sightseeing and driving the 1790 6miles. ~The speed limit for 880 miles of his trip is 455 mph; for the other 910 miles it is 65 mph.~ #How 0many hours will the trip take if he follows the speed limit exactly?# !distance he will travel each day &number of hours he will spend driving *number of hours he will spend sightseeing average speed he will travel !number of miles driven at 55 mph "number of days for the total trip !number of miles driven at 65 mph total number of miles driven (880/65) + (910/55) (880 + 910) / (55 + 65) (880 - 55) / (910 - 65) (880/55) + (910/65)  32 hours  34 hours  30 hours  28 hours RH-"#How long should I make the moat around the /perimeter of my scale model castle?#" wondered 0Guy. "Each inch represents 8 feet. ~The sides 0measure 25 1/2", 20 3/4", 18 1/2", 14 3/4" and 10 3/4".~ #perimeter of the full-sized castle width of the moat area of the model castle perimeter of the model castle height of model castle lengths of model's sides conversion scale %lengths of full-sized castle's sides +25 1/2 + 20 3/4 + 18 1/2 + 14 3/4 + 10 3/4 1(25 1/2 + 20 3/4 + 18 1/2 + 14 3/4 + 10 3/4) x 8 2(25 1/2 + 20 3/4 + 18 1/2 + 14 3/4 + 10 3/4) / 8 +25 1/2 x 20 3/4 x 18 1/2 x 14 3/4 x 10 3/4  92 inches 89 2/3 inches 90 1/4 inches 89 15/4 inches (A-Jeff was drawing a triangle. The sides were 1between 37 cm and 40 cm long, and ~the angles he )had already drawn were 92 degrees and 39 .degrees.~ #What should be the measure of the /third angle# if ~a triangle has a total of 180 degrees?~ measure of the third angle length of the third side /number of sides there should be in the drawing 0number of angles there should be in the drawing measure of first angle lengths of sides measures of first two angles total degrees (92 + 39) + 180 180 - (92 + 39) 180 - 92 + 39 180 - (37 + 40)  53 degrees  127 degrees  49 degrees  59 degrees B2"Mom will look great in these," said Kitty. ~The /blouses were marked down from $34 to $22 each, 6including tax.~ "#How much will I have left# of ~my $70 if I buy two of these~?" *number of blouses Kitty can afford to buy ,amount of money Kitty is saving at the sale %amount of money Kitty will have left -whether Kitty's mother will like the blouses sale price of blouse number of blouses original price of blouse amount of money Kitty has now (70 - 22) x 2 70 - 22 70 - (2 x 22) (70 - 2) x 22 $26 $24 $36 $34 145 + 38  38 - 145  103 cards  117 cards  107 cards  113 cards QB1For her science project on weather, Vicky wanted 4to measure the rainfall during a three week period. /~The first week's rainfall was 9/8 inches, the 2second week's was 5/4 inches, and the last week's 1was 1/2 inch.~ #What was the total rainfall?# average rainfall per week week with the most rainfall week with the least rainfall total rainfall first week's rainfall second week's rainfall third week's rainfall number of weeks 9/8 + 5/4 - 1/2 9/8 + 5/4 + 1/2 3 x (9/8 + 5/4 + 1/2) (9/8 + 5/4 + 1/2) / 3 1 1/14 inches 1 7/8 inches 3 1/8 inches 2 7/8 inches x113 cards QB0~"I need to question 320 witnesses for clues,"~ 1Sgt. Mann realized. "None of the ~142 people on 2the north side of the street had any information, 5nor did the 77 I've talked to so far on the south.~ 0I've been at this for 6 hours." #How many more people must he question?# +number of hours Sgt. Mann has been working 0number of people Sgt. Mann has talked to so far  when Sgt. Mann will be finished 0number of people Sgt. Mann has left to question #number of people on the north side ,number of people on the south side (so far) amount of time worked total number of people (320 - 142) + 77 320 - (142 + 77) (142 + 320) - 77 142 - (320 - 77)  91 people  111 people  11 people  101 people 1"This is fantastic! Since we announced two days 2ago that we traded for Duane Goalsky, ~we've sold 04,000 new season tickets!~ At this rate, every 6home game will be sold out! ~The season tickets sell +for $900 each,~ so #how much money have we made?"# 'number of season tickets sold each day 2number of tickets that must be sold for a sellout $reason everyone likes Duane Goalsky /amount of money made by selling season tickets number of days number of season tickets sold %number of tickets available for sale price per season ticket  4,000 x 900  4,000 / 900  4,000 + 900  4,000 - 900  $3,600,000  $360,000 $36,000 $3,600 2Steve found 3 large cans of paint in the garage. 1~There were 3 1/2 quarts of yellow paint,~ 2 1/2 /quarts of orange, and ~2 1/3 quarts of blue.~ 2#How much green paint could he make by mixing the !yellow and blue paint together?# "amount of green paint he can make %total amount of all the paint he has !number of cans of paint he found -amount of paint not used to make green paint number of cans found amount of blue paint amount of yellow paint amount of orange paint 3 1/2 + 2 1/3 3 1/2 - 2 1/3 3 1/2 + 2 1/3 - 2 1/2 (3 1/2 + 2 1/3) / 2  5 2/5 quarts 5 5/12 quarts  5 5/6 quarts  5 1/5 quarts aA00 $36,000 $3,600 142 - (320 - 77)  91 people  111 people  11 people  101 people ppGcGc`x`cx?Gxa?G~Gc?|GGpx``0LaShon was asked to find the lengths of all the 6sides of an unusual figure with eight sides. She had -been told the ~perimeter was 284 mm. Before .measuring the eighth side, she had measured a 4total of 239 mm.~ #What was the length of the last side?# %measures of the angles in the figure length of the last side "length of each side of the figure area of the figure number of sides length of the first side  perimeter "total length of first seven sides  284 + 239 8 + 284 - 239  284 - 239  239 - 284 55 mm 35 mm 53 mm 45 mm „) / 2  5 2/5 quarts 5 5/12 quarts  5 5/6 quarts  5 1/5 quarts aA00 $36,000 $3,600 142 - (320 - 77)  91 people  111 people  11 people  101 people ppGcGc`x`cx?Gxa?G~Gc?|GGpx``1The fifth planet from the Sun is ~Jupiter, whose 4diameter is about 88,000 miles. Jupiter's diameter 3is 11 times greater than Earth's diameter.~ #Find 2the diameter of Earth,# the third planet from the sun. &number of planets in our solar system diameter of the Earth -name of the planet between Earth and Jupiter distance from Earth to Jupiter diameter of Jupiter %Earth's position in the solar system )Jupiter's diameter compared with Earth's 'Jupiter's position in the solar system  11 / 88,000  11 x 88,000  88,000 / 11  88,000 x 11 968,000 miles 125,000 miles  80,000 miles  8,000 miles Ruarts aA00 $36,000 $3,600 142 - (320 - 77)  91 people  111 people  11 people  101 people ppGcGc`x`cx?Gxa?G~Gc?|GGpx``.~"This 8 ounces of weight is too heavy for my 3fishing line," Lonna said. "Should I remove the 2 21/5 oz sinker or the 10/3 oz sinker?" Her father 0told her to remove the lighter one.~ #How much "weight will be left on the line?# *sinker Lonna decided to leave on the line -sinker Lonna decided to remove from the line weight of the fishing rod 2amount of weight Lonna will have left on her line removal of 10/3 oz sinker original amount of weight combined weight of sinkers removal of 2 1/5 oz sinker  8 - 2 1/5  8 - 10/3 8 - (2 1/5 + 10/3)  8 + 2 1/5  6 1/5 oz  5 1/5 oz  5 4/5 oz  6 4/5 oz A $360,000 $36,000 $3,600 30Jorge's father was helping him replace a tire. 1~"Sizes of wrenches usually change by 1/16 of an 5inch at a time," he said. "This 13/16 wrench is one 3size too big.~ #Find the right size# please, from this set of 12 wrenches." the smallest size wrench the largest size wrench the next larger size wrench the next smaller size wrench !size of the wrench they now have %difference between consecutive sizes number of wrenches in the set number of wrenches they need  1/16 - 13/16  13/16 - 1/16  13/16 + 1/16  13/16 - 12  12/16 inch  14/16 inch  7/8 inch  3/4 inch 8~cxx~q`cx|cxq8qGpxx?x~qpp|GGq?Gqc8~|~qcxqxGq?|q?c8~|qpx|xGq|c?|Gqc8~|8qxxpx~?x~p~p|@i  m?!'z,1L7<BGLYRW+]bgfmr8x}22/Hazel was making soup, and ~the recipe she was /using made 12 servings, but only 4 people were 3going to be at dinner tonight~. #How many cups of 4milk should she use# if ~the recipe calls for 3 1/2 'pinUWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~ts of milk~ and 3/4 pints of water? 'number of cups of water she should use (number of pints of water she should use &number of cups of milk she should use 'number of pints of milk she should use number of servings in recipe number of people at dinner amount of milk in recipe number of cups in a pint 12 / (3 1/2) = n/4 12 / [(3 1/2) x 2] = 4/n 12 / (3 1/2) = 4/n 12 / [(3 1/2) x 2] = n/4  2 1/4 pints  2 1/4 cups  2 1/3 cups  2 1/3 pints B50 seconds 10 minutes, 25 seconds H1"Four more weeks until the addition to the house 2makes my room bigger," Sally said. "~Its area is 6now 23.94 square meters. The builders will make it 42.75 m longer, but its width will stay the same, .4.2 m.~ #How long will the room be when they finish?"# original length of the room new area of the room new perimeter of the room finished length of the room original area width number of weeks  added length (23.94 / 4.2) - 2.75 23.94 / (4.2 + 2.75) (23.94 / 4.2) + 2.75 (23.94 + 2.75) / 4.2 2.32 m 8.45 m 5.7 m 23.2 m $.~In Main City there are 63,250 homes~ and the 4total population is 113,850. ~There are 42% of the .households which have more than one TV set.~ -#The cable TV company wants to know how many +homes in Main City have more than one TV.# ,number of people that have more than one TV -number of homes that have less than two TV's 1percentage of homes that have less than two TV's +number of homes that have more than one TV number of homes total population *percentage of homes with more than one TV cost of each TV (100/42) x 63,250 (63,250 / 42) x 100 (42 / 63,250) x 100 (42/100) x 63,250  27,665 homes  26,465 homes  26,565 homes  26,654 homes XH2Bill trained for two weeks to break the old class /record of eating 1/2 gallon of ice cream in 28 3minutes. ~He was able to eat the 1/2 gallon in an 0amazing 25 minutes.~ At this rate, #how long &would it take him to eat 2/3 gallon?# #by how much he beat the old record -how long it would take him to eat one gallon 1what flavor of ice cream was used in the contest -how long it would take him to eat 2/3 gallon amount of ice cream he ate old record time new amount of ice cream time to eat the ice cream 25 / (1/2) = x / (2/3) 25 / (1/2) = (2/3) / x (1/2) / 25 = x / (2/3) (1/2) / (2/3) = x / 25 33 1/2 minutes 33 3/10 minutes 33 1/3 minutes 8 1/3 minutes A3 hours 8 hours t3Maggie noticed that space was wasted in the box in 2which the $37 football came. #How much space was 1wasted in the box# if she found that ~the volume 2of the football was 164 3/4 cubic inches, and the 4box was 10 1/2 inches long, 5 1/3 inches wide and 5 1/3 inches high?~ length of the football "amount of wasted space in the box volume of the box $cost per cubic inch of the football volume of football length of box  width of box height of box #(10 1/2 x 5 1/3 x 5 1/3) + 164 3/4 %(164 3/4) / (10 1/2 + 5 1/3 + 5 1/3) $(10 1/2 x 5 1/3 x 5 1/3) - 164 3/4 (10 1/2 x 5 1/3) - 164 3/4 133 1/12 cubic inches 134 1/12 cubic inches 133 11/12 cubic inches 133 7/12 cubic inches D/~Keith and his sister had harvested a total of 0186.5 kg of fruit~ in 4 1/2 days. ~They had to ,throw out 42.65 kg of fruit~ because it was 3rotten. If ~each bag holds 1.2 kg of fruit,~ #how %many bags can they fill completely?# &amount that was kept from the harvest #amount that was harvested each day )number of bags that were filled each day -number of bags that can be completely filled number of days capacity of bag total harvested amount thrown out "(186.5 + 42.65) / 1.2 rounded up %(186.5 - 42.65) / 1.2 rounded down "(186.5 - 42.65) / 1.2 rounded up %(186.5 + 42.65) / 1.2 rounded down  120 bags  119.875 bags 20 bags  119 bags c/Bob and his family bought their video cassette .recorder from a store that had the brand they 2wanted for $18.95 less than another store. ~They 5had to pay $11.45 in sales tax.~ #Find the price of 2the VCR# if ~the sales tax in Bob's state is 4%.~ %price of the VCR (without sales tax) &total amount of money they had to pay )amount of money they saved at this store 2sales tax they would have paid at the other store $savings compared to the other store amount of sales tax percentage of discount rate of sales tax 11.45 / (100/4) 11.45 / (4/100) 11.45 x (4/100) (4/10 ) / 11.45 $286.95 $287 $286.25 $276.25 B@``x?@?|`~?|Gc?|G~A?|Gc|`<G@?pqx`?|q8>`?>|?|q?|<~G?>|q?|q?~G@A?|@x?@`<`?|?|1Lucy was asked to find the length of the longest 0side of a triangle without using a ruler. ~The 3shortest side was 12 cm long, and the triangle was 8similar to another triangle with sides of 8 cm,~ 19 cm, and ~14.5 cm.~ #What is the length of the !larger triangle's longest side?# /length of the longest side of the big triangle 0length of the shortest side of the big triangle 0length of the middle side of the small triangle 1length of the longest side of the small triangle %length of short side of big triangle 'length of short side of small triangle (length of middle side of small triangle &length of long side of small triangle 12/8 = 14.5/n 8/14.5 = n/12 8/12 = 14.5/n 8/12 = n/14.5  21.75 cm  217.5 cm  2.175 cm  2,175 cm 2To practice using her protractor, Lilia carefully 1measured the angles made by the streets on a map 3on which 1/2 inch represented 50 feet. Around one 3block ~the angles were 87 1/2, 82 2/3, 91 1/6, and *98 2/3 degrees.~ #Find the average angle measure.# sum of the angles range of the angle measures area of the whole block average angle measure conversion scale 4 angle measures how to use a protractor perimeter of the block ((87 1/2 + 82 2/3 + 91 1/6 + 98 2/3) / 3 ((87 1/2 + 82 2/3 + 91 1/6 + 98 2/3) x 4 "87 1/2 + 82 2/3 + 91 1/6 + 98 2/3 ((87 1/2 + 82 2/3 + 91 1/6 + 98 2/3) / 4 88 3/4 degrees  90 degrees 89 3/4 degrees  89 degrees ((4.5 = n / 12 8/12 = 14.5 / n 8/12 = n / 14.5  21.75 cm  217.5 cm  2.175 cm  2,175 cm @``x?@?|`~?|Gc?|G~A?|Gc|`<G@?pqx`?|q8>`?>|?|q?|<~G?>|q?|q?~G@A?|@x?@`<`?|?|-Trina had two sponsors for the jog-a-thon to 2raise money for her soccer team. ~She jogged 8.4 3miles~ in 59 minutes. #How much did she raise# if 2~one of the sponsors pledged $10.50 for each mile 0she jogged and the other pledged $7.75 a mile?~ #total amount pledged for each mile how fast she jogged -how much money she raised during each minute amount of money she raised distance jogged minutes of jogging first sponsor's pledge second sponsor's pledge 10.5 + (7.75 x 8.4) (10.5 + 7.75) x 8.4 (10.5 + 7.75) / 8.4 (10.5 - 7.75) x 8.4 $73.92 $15.33 $153.30 $18.25 B2/3) / 4 88 3/4 degrees  90 degrees 89 3/4 degrees  89 degrees ((4.5 = n / 12 8/12 = 14.5 / n 8/12 = n / 14.5  21.75 cm  217.5 cm  2.175 cm  2,175 cm @``x?@?|`~?|Gc?|G~A?|Gc|`<G@?pqx`?|q8>`?>|?|q?|<~G?>|q?|q?~G@A?|@x?@`<`?|?|3"Here's an ad for a sale on computer desks!" Tracy 2shouted. "It says ~'Take $40 off our already low 4price of $320!~ Compare at other stores for $360!' 2That's a good deal. #We save what percent of the original price?"# 3what percent of the original price the discount is the sale price for the desk )amount saved compared to the other store 3percent of the other store's price the discount is other store's price amount of discount  sales tax original price (320 / 40) / 100 (320 / 40) x 100 (40 / 320) / 100 (40 / 320) x 100 12%  12 1/2%  12 1/3% 12.25% ( x 2) / 3 [(2 x 6) + 4] / 3  (2 x 6) / 3  8 innings  4 innings  3 innings 5 1/3 innings ҄/Brad claimed to have a picture of himself with 3Bigfoot, taken by his brother. ~In the photo Brad 5is 1 1/2 inches tall and Bigfoot is 1 7/8 inches.~ 3#How tall is Bigfoot# if ~Brad is really 5'4"~ and Brad's brother is 5'8"? +height difference between Bigfoot and Brad /height difference between Brad and his brother actual height of Bigfoot %height of the brother in the picture Brad's height in photo brother's actual height Bigfoot's height in photo Brad's actual height %(5 x 12 + 4) / (1 1/2) = n / (1 7/8) %(5 x 12 + 4) / (1 1/2) = (1 7/8) / n %(5 x 12 + 4) / n = (1 7/8) / (1 1/2) %(5 x 12 + 4) / (1 7/8) = n / (1 1/2) 6' 10" 6' 2" 6' 8" 6' 6" A12 8/12 = 14.5/n 8/12 = n/14.5  21.75 cm  217.5 cm  2.175 cm  2,175 cm 2~Juan's garden has an area of 5 1/2 square yards~ 2and a perimeter of 28 feet. ~He has 9 3/8 lbs of 5Acme fertilizer and 5 3/4 lbs of Super fertilizer.~ 2#How much fertilizer does he have for each square yard of his garden?# %amount of fertilizer per square yard amount of fertilizer per yard total amount of fertilizer price of the fertilizer area of the garden amount of Acme fertilizer amount of Super fertilizer perimeter of the garden (9 3/8 + 5 3/4) x (5 1/2) (9 3/8 + 5 3/4) / (5 1/2) (9 3/8 - 5 3/4) / (5 1/2) 9 3/8 + [(5 3/4) / (5 1/2)] 2 3/4 lbs per square yard 2 15/22 lbs per square yard 83 3/16 lbs per square yard 75 lbs per square yard q8/12 = 14.5 / n 8/12 = n / 14.5  21.75 cm  217.5 cm  2.175 cm  2,175 cm @``x?@?|`~?|Gc?|G~A?|Gc|`<G@?pqx`?|q8>`?>|?|q?|<~G?>|q?|q?~G@A?|@x?@`<`?|?|4Tony admired the guitar in the music store window. 2~The guitar cost $179.95; ~the amplifier would be 2another $64.95. Tony had earned all his money by .mowing lawns. #How much more does he have to 2save in order to buy the guitar?# ~So far he had +mowed 19 lawns, charging $4.50 each time.~ 0amount he still needs to save to buy the guitar $number of lawns he still has to mow 'total cost of the guitar and amplifier #amount of money he has made so far cost of guitar cost of amplifier number of lawns mowed money for each lawn 179.95 - (19 x 4.5) (179.95 - 19) x 4.5 179.95 + (19 x 4.5) (179.95 / 19) x 4.5 $171.40 $94.45 $94.95 $85.50 ! square yard q8/12 = 14.5 / n 8/12 = n / 14.5  21.75 cm  217.5 cm  2.175 cm  2,175 cm @``x?@?|`~?|Gc?|G~A?|Gc|`<G@?pqx`?|q8>`?>|?|q?|<~G?>|q?|q?~G@A?|@x?@`<`?|?|1To celebrate Kenny's outstanding report card, he 5and his family went out to dinner. His father said, 5"Since the service has been exceptional, ~I'll leave 2an 18% tip~ instead of the usual 15%." ~The bill 0came to $42.38.~ #How much will Kenny's father leave as a tip?# 2how much more this tip is compared to a usual tip -how much Kenny's father will leave for a tip !how much a standard tip would be /total amount of money they will pay for dinner rate of standard tip cost of each meal rate of tip they will leave bill for dinner 1(18/100) x 42.38 rounded to nearest whole number /(18/100) x 42.38 rounded to nearest thousandth .(18/100) x 42.38 rounded to nearest hundredth *(18/100) x 42.38 rounded to nearest tenth $7.63 $7.00 $8.00 $7.6284 1"Can you babysit for our 3 children for ~6 hours ,next weekend~, Julie?" Julie said yes, and 2explained that ~she would charge at the same rate 1as tonight, when she was paid $13 for 4 hours~. &#How much will she charge next week?#  how much Julie charges per hour 2total amount Julie will be paid for the two weeks total hours Julie will babysit %how much Julie will charge next week number of children hours babysitting next week money paid tonight hours babysitting tonight  13/4 = n/6  4/13 = n/6  13/4 = 6/n  13/n = 6/4 $19.00 $18.00 $19.50 $16.50 At whole number /(18/100) x 42.38 rounded to nearest thousandth .(18/100) x 42.38 rounded to nearest hundredth *(18/100) x 42.38 rounded to nearest tenth $7.63 $7.00 $8.00 $7.6284 @``x?@?|`~?|Gc?|G~A?|Gc|`<G@?pqx`?|q8>`?>|?|q?|<~G?>|q?|q?~G@A?|@x?@`<`?|?|3#How many tickets must Anne sell in order to cover 1the cost of the construction of the sets for the 3play?# ~The ticket price is $1.50~ per person for /any of the 3 shows and ~the 6 sets cost $41.75 each.~ +number of people that will attend the show 4number of tickets she must sell to pay for the sets 1number of tickets she must sell to make a profit cost of the sets number of sets number of performances cost of each set  ticket price (41.75 / 6) x 1.5 (6 x 41.75) x 1.5 (6 x 41.75) / 1.5 (41.75 / 6) / 1.5  167 tickets  251 tickets 1,670 tickets  17 tickets mber /(18/100) x 42.38 rounded to nearest thousandth .(18/100) x 42.38 rounded to nearest hundredth *(18/100) x 42.38 rounded to nearest tenth $7.63 $7.00 $8.00 $7.6284 @``x?@?|`~?|Gc?|G~A?|Gc|`<G@?pqx`?|q8>`?>|?|q?|<~G?>|q?|q?~G@A?|@x?@`<`?|?|4Kelly found a sweater she really liked ~on sale for 1$35.~ The salesgirl told her ~the price was 30% 0less than the original price,~ which was even a 4better deal than last week, when it was on sale for *$39. #What was the original price of the sweater?# -percent of the original price she has to pay original price of the sweater -percent of the discount of last week's price &savings compared to last week's price sale price last week sale price today percent of discount cost to make the sweater 35 x (30/100) 35 / (70/100) 35 / (30/100) 35 x (70/100) $55.00 $50.50 $50.00 $116.67 bBounded to nearest thousandth .(18/100) x 42.38 rounded to nearest hundredth *(18/100) x 42.38 rounded to nearest tenth $7.63 $7.00 $8.00 $7.6284 @``x?@?|`~?|Gc?|G~A?|Gc|`<G@?pqx`?|q8>`?>|?|q?|<~G?>|q?|q?~G@A?|@x?@`<`?|?|3~Ricardo finished the 3 mile cross-country race in 016 minutes, 15 seconds~, only 21 seconds behind 1the winner. ~If he runs at the same pace~, #how 5long will it take him to finish the race at the next *meet# when ~there will be a 2 mile race~? the winner's time at this race .how many minutes it takes him to run one mile 4how close to the winner he will be at the next race his time to run the next race time behind winner distance of this race time for this race distance of next race (16 x 60 + 15)/3 = 2/n (16 x 60 + 15)/n = 2/3 (16 x 60 + 15)/2 = 3/n (16 x 60 + 15)/3 = n/2 11 minutes, 10 seconds 10 minutes, 40 seconds 10 minutes, 50 seconds 10 minutes, 25 seconds H4"Try this, Eric. ~I made 5 liters of it,~ about 1/3 5gallons." "What's in it, Clint?" "My favorites. I 6put in ~1.5 liters of pineapple juice, 2.25 liters of 3orange juice,~ and the rest is apple juice." #How &much apple juice is in this mixture?# "amount of orange juice in gallons which juice Eric does not like  amount of apple juice in liters %amount of pineapple juice in gallons  total liters total gallons liters of pineapple juice liters of orange juice 5 - (1.5 + 2.25) 5 - (2.25 - 1.5) (5 - 1.5) + 2.25 5 + (1.5 + 2.25)  4.76 liters  2.25 liters  1.25 liters  2.6 liters Ax 42.38 rounded to nearest thousandth .(18/100) x 42.38 rounded to nearest hundredth *(18/100) x 42.38 rounded to nearest tenth $7.63 $7.00 $8.00 $7.6284 +John is the best free throw shooter on the 0basketball team. Last season ~he attempted 115 -free throws~ in 22 games, ~and he made 92 of 1them.~ #Find the percentage of free throws that he made.# )number of free throws attempted per game "percentage of free throws he made $percentage of free throws he missed $number of free throws made per game  number of free throws attempted number of free throws made number of games number of people on team (92 / 115) x 100 (115 / 92) x 100 (100 / 115) x 92 (92 / 100) x 115 83.5% 80% 88% 71% 2!  2.25 liters  1.25 liters  2.6 liters A / 3 = n / 2 11 minutes, 10 seconds 10 minutes, 40 seconds 10 minutes, 50 seconds 10 minutes, 25 seconds Harest tenth $7.63 $7.00 $8.00 $7.6284 @``x?@?|`~?|Gc?|G~A?|Gc|`<G@?pqx`?|q8>`?>|?|q?|<~G?>|q?|q?~G@A?|@x?@`<`?|?|1~Heather finished her 16-page report and it took 4her 4 minutes and 40 seconds to print it out~ using 3a print size of 10 characters per inch. #How much 1of the report had been printed when ~she checked after 2 minutes, 55 seconds~?# .number of pages the printer prints per minute )number of pages printed when she checked 0number of characters per inch that were printed /number of pages left to print when she checked number of pages in report time to print report characters per inch time when checked &16 / (4 x 60 + 40) = (2 x 60 + 55) n '(4 x 60 + 40) / 16 = n / (2 x 60 + 55) '(4 x 60 + 40) / (2 x 60 + 55) = n / 16 )16 / (4 x 60 + 40) = n / (2 x 60 + 55)  10 pages  9.6 pages  10.1 pages 9 pages cxx~c8cxq|px??x~q|Gq?c8~|xGqcc8~xGq|cxc8~xpx?x~p|5~Nina and David rode their bikes 30 miles~ along the /beach. ~Nina averaged a speed of 20 mph,~ but 3David was slower. ~It took David 1.6 hours~ while 0Nina only took 1.5 hours. #How much faster did Nina ride?# difference in their rates &difference in their total riding time how fast David was riding total distance traveled distance they rode  Nina's time  Nina's rate  David's time 30 - (20 / 1.6) 20 - (1.6 / 30) 20 - (30 / 1.6) 20 + (30 / 1.6)  18.75 mph  12.5 mph  1.875 mph  1.25 mph ф16 / (4 x 60 + 40) = (2 x 60 + 55) n '(4 x 60 + 40) / 16 = n / (2 x 60 + 55) '(4 x 60 + 40) / (2 x 60 + 55) = n / 16 )16 / (4 x 60 + 40) = n / (2 x 60 + 55)  10 pages  9.6 pages  10.1 pages 9 pages  tenth $7.63 $7.00 $8.00 $7.6284 @``x?@?|`~?|Gc?|G~A?|Gc|`<G@?pqx`?|q8>`?>|?|q?|<~G?>|q?|q?~G@A?|@x?@`<`?|?|6"I can't believe it! My brother ~Alan has 140 albums 3on records, CD's and tapes~," Lanette said. #What 2percent of them are CD's# if ~he has 56 CD's~, 49 records and the rest are tapes. percent of albums on tape percent of albums on record number of albums on tape percent of albums on CD number of records number of tapes total number of albums number of CD's (56 / 140) x 100 (140 / 56) x 100 (56 / 100) x 140 (100 / 140) x 56 33% 41% 40% 44% Aistance of next race (16 x 60 + 15)/3 = 2/n (16 x 60 + 15)/n = 2/3 (16 x 60 + 15)/2 = 3/n (16 x 60 + 15)/3 = n/2 11 minutes, 10 seconds 10 minutes, 40 seconds 10 minutes, 50 seconds 10 minutes, 25 seconds H1Donna was a pitcher for her softball team. ~She 0pitched two full 6-inning games, and during the 2third game she pitched 4 innings in relief.~ She /scored 2 runs during the ~3 games.~ #What was .the average number of innings she pitched per game?# $total number of games Donna pitched 1average number of innings Donna pitched per game &total number of innings Donna pitched 'total number of games Donna's team won .number of innings Donna pitched in full games number of runs Donna scored *number of innings Donna pitched in relief number of games Donna played [(2 x 6) + 4] / 2  (3 x 2) / 3 [(2 x 6) + 4] / 3  (2 x 6) / 3  8 innings  4 innings  3 innings 5 1/3 innings ҄ir m?!'z,1L7<BGLYRW+]bgfm28x} /~The Crawfords took 2 dozen~ 3 ounce pieces of .beef jerky with them when they went camping. 3#~How many pieces were left after 5 days# if Kevin 5ate 2 1/2 pieces each day, while Tricia ate 75% of a piece each day~? -number of pieces of beef jerky that are left -number of ounces of beef jerky that are left 1pieces of beef jerky that have been eaten so far 1ounces of beef jerky that have been eaten so far number of days original number of pieces daily amount eaten by Kevin daily amount eaten by Tricia (2 x 12) - (2 1/2 + 75/100) "(2 x 12) - [(2 1/2 + 75/100) x 5] 2 - [(2 1/2 + 75/100) x 5] (2 x 12) - [(2 1/2 + 75) x 5]  8 3/4 pieces  8 1/4 pieces  7 3/4 pieces  7 1/4 pieces Bxp~xcx@x~cAxcq8|p~xx8|c~xc8|cAx~pxx5When Guillermo won $500 in a raffle at the carnival, 1he decided to spend $100 and ~put the other $400 3in the bank. The bank pays 6% simple interest for 1its accounts.~ #How much interest did Guillermo earn in one year?# ,amount of interest he earned after one year &balance in his account after one year !amount of money he kept to spend %number of tickets sold in the raffle  amount won amount put in bank interest rate "length of time money was invested 400 x .06 x 1 400 x 6.0 x 1  400 x .6 x 1  500 x .6 x 1 $240 $35 $24 $624 Ac@c`xcGcq@c`cqccq`x@cc0~One angle of a triangle measures 46 degrees.~ )The other two angles are congruent. The 3perimeter of the triangle is 36 inches. #Find the 0degree measurements of the 2 congruent angles.# area of the triangle length of each side  measure of the congruent angles "sum of all three angles' measures measure of given angle perimeter of triangle number of angles 0sum of the measures of the angles in a triangle 3n + 46 = 180  n - 46 = 180 2n + 46 = 180 2n - 46 = 180  62 degrees  113 degrees  134 degrees  67 degrees 70~The basketball team earned $406,000~ for being 1world champions after 24 playoff games. ~The 12 0players voted themselves one share each, 75% of 3one share to each of the 3 coaches, and 25% of one 1share to the towel boy.~ #How much is one share worth?# $number of shares that were voted on how much money each coach gets "how much money the towel boy gets (value of one share of the playoff money playoff money earned #number of players and their shares #number of coaches and their shares &number of towel boys and their shares #406,000 / [(3 x 12) + .75 + .25] "406,000 / [12 + (3 x .75) + .25] 406,000 / (12 + .75 + .25) "406,000 / [12 + .75 + (3 x .25)] $28,000 $31,230 $33,763 $27,067 2#What is the probability that Alejandro will make 4his next three-point shot?# In 9 games so far this .season ~he has made 12 three-point shots, and missed only 8.~ 0total number of three-point shots he has taken /number of three-point shots taken in each game 3probability he will make his next three-point shot 3probability he will miss his next three-point shot number of games number of points made number of shots made number of shots missed 8 / 12 12 / 8 12 / (12 + 8)  8 / (12 + 8) 4/3 3/5 2/5 2/3 $shares #406,000 / [(3 x 12) + .75 + .25] "406,000 / [12 + (3 x .75) + .25] 406,000 / (12 + .75 + .25) "406,000 / [12 + .75 + (3 x .25)] $28,000 $31,230 $33,763 $27,067 1Mrs. Jefferson left each of her 8 grandchildren, .including Paula, ~an inheritance of $3,000.~ 2#What was the balance of Paula's account ~after 3 3years?~# She put the money in a ~savings account that paid 7% interest.~ +total amount of interest Paula has earned *total amount of money Mrs. Jefferson left +length of time for Paula's money to double 2total amount of money Paula has after three years amount of inheritance number of grandchildren length of time invested interest rate 3,000 + (3,000 x .7 x 3) 3,000 + (3,000 x .07 x 3) 3,000 x .07 x 3 3,000 x .7 x 3 $6,300 $3,063 $3,630 $630 B."Do you have enough for the movie, Rudy? ~It 5costs $5.50~ and starts in 10 minutes." ~"Even if I 6tripled the money I have, I'd still be $1.15 short of .what I need~. Can I borrow some?" #How much money does Rudy have?# total cost of the two tickets amount of money Rudy has %amount of money Rudy needs to borrow )number of minutes until the movie starts cost of a ticket time until movie starts cost of the popcorn %amount short if his money is tripled 3n + 5.5 = 1.15 3n + 1.15 = 5.5 3n - 1.15 = 5.5 2n + 5.5 = 1.15 $2.22 $.57 $2.18 $1.45 ,000 x .7 x 3 $6,300 $3,063 $3,630 $630 B (12 + .75 + .25) "406,000 / [12 + .75 + (3 x .25)] $28,000 $31,230 $33,763 $27,067 -"My robot's name is Wergmer," Katy announced 3proudly. "~I've installed 40% of the robot's wire 4so far.~ Today 8.3 m more wire goes in. ~Then 1/5 /of the wiring will remain to be done.~" #What -percentage of the wiring will she do today?# -how many meters of wire will be in the robot 4how many meters of wire will remain to be installed +percentage of the wiring she will do today 3percentage of wiring that will be done after today amount of wire put in today amount of wiring already done !amount of wiring left to be done height of the robot 100 - [40 - (1/5 x 100)] [40 + (1/5 x 100)] - 100 100 - [40 + (1/5 x 100)] 40 + (1/5 x 100) 40% 60% 35% 65% d-For each book of 20 raffle tickets sold, the -student's name would go into a drawing for a 3bicycle. ~Jorge sold 3 books, Bobby sold 5, Cathy 4sold 5, and Dave sold 2.~ #What is the probability 3that Jorge will win the bike if these are the only "students entered in the drawing?# ,probability that Jorge will win the bicycle total number of books sold total number of tickets sold 0probability that Jorge will not win the bicycle number of books sold by Jorge number of books sold by Bobby number of books sold by Cathy number of books sold by Dave 3 / (5 + 5 + 2) (5 + 5 + 2) / 3 5 / (3 + 5 + 5 + 2) 3 / (3 + 5 + 5 + 2) 1/3 3/14 1/5 1/4 H35% 65% d8,000 $31,230 $33,763 $27,067 0~The Nguyen family took out an $82,000 loan~ to 4buy a $103,000 house. ~If they could not afford to 0make any payments towards the principle for two 3years, the simple interest accumulated on the loan 3would be $16,400.~ #Find the interest rate of the loan.# ,number of years they have to repay the loan interest rate of the loan total balance of the loan amount of the down payment amount of loan interest on loan )length of time that interest accumulated price of house 16,400 / (82,000 x 2) (16,400 / 82,000) x 100 [(16,400 / 82,000) x 2] x 100 [16,400 / (82,000 x 2)] x 100 10 % 46 % 23 % 5.75 % rxp~xcx@x~cAxcq8|p~xx8|c~xc8|cAx~pxx/#Calculate how much flour Greg has now# if the 3following is true. ~If Greg doubles the amount of 1flour that he now has, he would have 3/4 cup too 5much. The recipe calls for 2 1/2 cups of flour~ and 1 1/4 cups of sugar. )triple the amount of flour that Greg has how much flour Greg has now $how much flour the recipe calls for )double the amount of flour that Greg has )amount of sugar called for in the recipe )amount of flour called for in the recipe *extra amount of flour when recipe doubled amount of sugar Greg has now 2n - (2 1/2) = 3/4 2n + (2 1/2) = 3/4 2n - 3/4 = 2 1/2 2n + 3/4 = 2 1/2  3 1/2 cups  1 5/8 cups  6 1/2 cups  7/8 cups b$0~Rose had 1 cup of lemonade in her pitcher~ and 3took a taste. ~It was 50% lemon juice/sugar mix~, .50% water, and much too strong. After trying 3twice to improve the taste, she had ~added a total 0of 4 more cups of water.~ #What percent of the %lemonade in the pitcher is mix now?# #percentage of water in the pitcher +number of cups of lemonade in the pitcher %number of cups of mix in the pitcher !percentage of mix in the pitcher +original amount of lemonade in the pitcher $percent of mix in original lemonade !amount of water added to pitcher *number of tries to get the lemonade right "[(50/100 x 1) / (1 + 4)] x 100 [(50/100 x 1) / 4] x 100 [(50/100 x 3) / (1 + 4)] x 100 [(50/100 x 3) / 4] x 100 11% 38% 10% 13% xA.Noriko was playing a board game with 4 of her 2friends. The game was played using a single die, 3and ~she needed to roll at least a 3 to be able to 3move over the remaining spaces and win the game~. 1#What is the probability that she will reach the last square?# "number of people playing the game 0probability that Noriko won't reach last square *highest number of turns Noriko could have 3probability that Noriko will reach the last square number of other players number of squares to move number of sides on a die (number of sides on a die greater than 2 2/6 1/6 4/6 3/6 2/3 1/3 1/2 1/6 (1 + 4)] x 100 [(50/100 x 1) / 4] x 100 [(50/100 x 3) / (1 + 4)] x 100 [(50/100 x 3) / 4] x 100 11% 38% 10% 13% xA0~Chris invested her $9,000 college fund for one 4year in an account that paid 5% interest. She then 2took her balance and put it in a 7% account for a 0year.~ Her goal is to save $21,000. #How much +interest did she earn in the second year?# #interest earned in the second year balance after the first year "interest earned in the first year .amount of money still needed to meet her goal desired amount of money original amount invested )interest rate and time for first account *interest rate and time for second account %[9,000 + (9,000 x .5 x 1)] x .7 x 1 (9,000 x .07 x 1) &[9,000 + (9,000 x .05 x 1)] x .07 x 1 (9,000 x .05 x 1) x .07 x 1 $661.50 $315 $630 $481.50 #/Cynthia came back from the swap meet with some 3T-shirts she had bought. ~Each shirt cost $4.73~, 3which included the 5% sales tax. #How many shirts .did she buy?#~ The salesman gave her a $3.50 $discount, and Cynthia paid $29.61.~ #cost of shirts before the discount amount of tax on each shirt price of each shirt before tax "number of shirts that were bought total cost for all shirts cost of each shirt amount of discount sales tax rate 4.73 - 3.5n = 29.61 4.73n - 3.5 = 29.61 4.73n + 3.5 = 29.61 (4.73) x (3.5) - n = 29.61  5 shirts  5.52 shirts  7 shirts  6 shirts xB/Tyrone thought something was wrong. The price .tag said "Reduced $7 to ~$15.95~," but he had .paid more than that at the register. Then he .remembered the ~5% sales tax~. #What was the total charge for the shirt?# tax paid on the shirt total charge for the shirt original price of the shirt )total charge if the shirt wasn't on sale sale price of shirt number of shirts purchased sales tax rate discount on shirt /15.95 + [(5/100) x 15.95] rounded to hundredth #[(5/100) x 15.95] rounded to tenth +15.95 + [(5/100) x 15.95] rounded to tenth ([(5/100) x 15.95] rounded to hundredth $16.82 $16.74 $23.93 $16.75 R0 x .05 x 1) x .07 x 1 $661.50 $315 $630 $481.50 #/~There were 30 red, 40 green and 25 blue jelly 1beans left in the jar~ after Gilbert had already 7eaten all 20 of his favorite black jelly beans. If he 5closes his eyes to pick one, #how likely is it to be either red or blue?# 0probability of picking a red or blue jelly bean (probability of picking a red jelly bean )probability of picking a blue jelly bean 2probability of picking a green or blue jelly bean number of green jelly beans number of red jelly beans number of black jelly beans number of blue jelly beans  (30 + 25) / (20 + 30 + 40 + 25) (30 + 25 ) / (30 + 40 + 25) 40 / (30 + 40 + 25) (30 - 25) / (30 + 40 + 25) 11/23 8/19 5/9 11/19 ,Ralph's bank account compounds his interest .yearly. #~What will his balance be after two 4years# if he starts with $800 in a savings account? -The account pays 6% interest~ and requires a minimum balance of $50. #interest earned in the second year balance after two years balance after one year "interest earned in the first year principle invested minimum balance interest rate length of time "800 + {[800 + (800 x .06)] x .06} 800 x .06 x .06 800 + (800 x .06 x .06) 2[800 + (800 x .06)] + {[800 + (800 x .06)] x .06} $898.88 $896 $960 $850.88 / (30 + 40 + 25) 40 / (30 + 40 + 25) (30 - 25) / (30 + 40 + 25) 11/23 8/19 5/9 11/19 $315 $630 $481.50 [(50/100 x 3) / 3] x 100 14 2/7%  11 1/9 %  12 1/2 %  16 2/3 % xA2Miguel hit a triple 260 feet down the right field 0line. ~He paused on third base for 2 seconds~, /then ran to home plate when the catcher missed 3the throw. ~It all took only 20 seconds.~ #On the 3average, how long does it take him to run from one base to the next?# 2time it takes him to run from one base to another 2time it takes him to run the bases without a stop 2distance that Miguel might hit the ball next time )time it took Miguel to run to third base distance ball was hit time of pause  total time number of bases to run  2n - 20 = 4  4n + 2 = 20  4n - 2 + 20  2n + 4 = 20  4.5 seconds  5 seconds  4 seconds  5.5 seconds /19 5/9 11/19 $315 $630 $481.50 [(50/100 x 3) / 3] x 100 14 2/7%  11 1/9 %  12 1/2 %  16 2/3 % xA2Jim was mixing fruit juice and soda water for the 1refreshment stand to sell for 30 cents a glass. 4~He mixed 5 cups of a 30% juice mixture with 6 cups 4of a 70% juice mixture.~ #How many ounces of juice are in the mixture he created?# #cups of juice in the final mixture )ounces of juice in the 30% juice mixture 'cups of juice in the 70% juice mixture %ounces of juice in the final mixture $number of cups of 30% juice mixture price per glass $number of cups of 70% juice mixture number of cups sold [(5 x .3 ) + (6 x .7)] x 6 [(5 x .3) + (6 x .7)] x 16 [(5 x .3) + (6 x .7)] x 8 (5 x .3) + (6 x .7) 45.6 oz 5.7 oz 47.2 oz 32.8 oz XppGcc`x`cx?Gpa?GcGc?|Gcpx`p2~A certain hexagonal figure has a perimeter of 17 3inches~ and an area of 20 square inches. If ~5 of 5the sides are congruent, and the last side is 3 1/4 -inches long~, #find the length of one of the congruent sides.# *sum of the lengths of the congruent sides number of sides in a hexagon 0relationship between the area and the perimeter %length of one of the congruent sides  perimeter number of congruent sides area length of the last side 5n + 17 = 3 1/4 5n + (3 1/4) = 17 5n - (3 1/4) = 17 (3 1/4)n + 5 = 17  3 1/4 inches  4 inches  2 3/4 inches 4 1/20 inches B3#xp~xcx@x~cAxcq8|p~xx8|c~xc8|cAx~pxx5~Erin flipped a quarter~ 10 times. It came up heads 36 times and tails the other 4 times. #What is the 5probability that it will come up heads the next time she flips the coin?# 'percent of times coin has landed tails (probability of flipping heads next time (probability of flipping tails next time 'percent of times coin has landed heads flipping a coin with two sides total number of flips number of heads flipped number of tails flipped 4/10 6/10  6/10 - 4/10 1/ 2 1/5 1/2 2/5 3/5 (+Angela's back yard is rectangular and ~the /doghouse for Sundance takes up 7 square feet. /This leaves 833 square feet of space~ in which 3Angela can play. The perimeter of the yard is 124 /feet and ~the length of the yard is 42 feet.~ !#What is the width of the yard?# width of the yard perimeter of the doghouse perimeter of the yard area of the entire yard area of doghouse remaining area in yard perimeter of yard length of yard 7n - 42 = 833 42n - 7 = 833 42n + 7 = 833 7n + 42 = 833 19 feet  21 1/3 feet 20 feet  19 2/3 feet B 1/2 + 75/100) x 5] 2 - [(2 1/2 + 75/100) x 5] (2 x 12) - [(2 1/2 + 75) x 5]  8 3/4 pieces  8 1/4 pieces  7 3/4 pieces  7 1/4 pieces Bxp~xcx@x~cAxcq8|p~xx8|c~xc8|cAx~pxx/Jan measured the window to order drapes. ~For .the width, she measured across the 5 panes of 1glass, and added an extra 10 in. on each side.~ .#Find the width of each pane# if ~the drapes' *width is 72 1/2 in.~ and length is 74 in. area of each pane of glass area of the drapes width of each pane of glass width of the whole window length of drapes number of panes extra width on sides width of drapes 5n - 72 1/2 = 20 5n + 20 = 72 1/2 5n - 20 = 72 1/2 5n + 72 1/2 = 20 262 1/2 inches 10 9/10 inches 10 1/2 inches 18 1/2 inches BB 1/2 + 75/100) x 5] 2 - [(2 1/2 + 75/100) x 5] (2 x 12) - [(2 1/2 + 75) x 5]  8 3/4 pieces  8 1/4 pieces  7 3/4 pieces  7 1/4 pieces Bxp~xcx@x~cAxcq8|p~xx8|c~xc8|cAx~pxx1Michael entered the county fair eating contest. -~He ate all 7 of his hot dogs except for 0.5 2ounces.~ The judges said that this meant ~he had 1eaten 10.7 ounces worth of hot dogs~, giving him 0first place by 0.6 ounces. #How much does each hot dog weigh?# +amount eaten by the person in second place weight of each hot dog total weight of all 7 hot dogs ,weight gained by Michael during the contest number of hot dogs winning margin amount of uneaten hot dogs  amount eaten 7n - 0.5 = 10.7 7n + 0.5 = 10.7 0.5n - 7 = 10.7 0.5n + 7 = 10.7  1.71 ounces  1.6 ounces  1.5 ounces  1.46 ounces !~cxx~q`cx|?cxq8qbpxx?x~qpp|cGq?GqOc8~|~qcxcxGq?|qc8~|qpx@xGq|c?|Gqc8~|8qxcxpx~?x~p~p|ci2 m?!'z,1L7<BGLYRW+]bgfmr8x} .There were ~three major league baseball games 2played~ in California on Sunday. ~The attendance 2was 40,013 in Oakland, 45,502 in Los Angeles, and 328,455~ saw a 12 inning game in San Diego. #Find the  !"#$%&' average attendance.# total attendance average attendance number of innings played !average number of innings played attendance at each game number of games played number of innings played number of major league teams (40,013 + 45,502 + 28,455) x 3 (40,013 + 45,502 - 28,455) / 3  (40,013 + 45,502 + 28,455) / 3  (40,013 + 45,502 + 28,455) / 2 113,970 people 56,985 people 38,090 people 37,990 people 23~Sam's flight from Chicago to San Francisco took *3 3/4 hours~, but he watched a 1 7/8 hour 4in-flight movie. ~He then took a 1/5 hour cab ride -to the subway station for a 6/5 hour trip to +Concord.~ #How many hours did he travel?# 1time he spent in flight without a movie to watch 2fraction of flight time he spent watching a movie .average time he spent in each type of vehicle #number of hours he spent traveling time spent on an airplane time spent watching the movie time spent in the cab time spent on the subway 3 3/4 - (1/5 + 6/5) (3 3/4 - 1/5) + 6/5 3 3/4 + 1/5 + 6/5 3 3/4 + 1/5 - 6/5  4 3/20 hours  5 3/20 hours  4 1/4 hours  5 1/7 hours $5The treasure map led Margie to the top of the hill. 6~"Turn right 1/3 of a full rotation,~ then walk /8 1/2 yards backwards." ~She knew that a full .rotation was 360 degrees.~ #How many degrees should Margie turn?# (number of steps she must walk backwards %number of degrees in a full rotation 'number of steps she must walk forwards -number of degrees she must turn to the right *fraction of a left rotation she must make %number of degrees in a full rotation +fraction of a right rotation she must make 'number of steps backward she must make  1/3 x 360  360 / (1/3)  360 - 1/3  (1/3) / 360 1,080 degrees  130 degrees  12 degrees  120 degrees hurs $0Julie kept an eye on her bike's odometer. ~She 2rode 7.4 miles to the mall, then 5.8 miles to the 1market, then home 3.7 miles.~ She kept track of 3the total distance every time she rode. #What was 1her total distance# for the 3 parts of the trip? %total time she spent riding her bike +average distance for each part of the trip .comparison between longest and shortest trips total distance she rode number of parts of the trip distance to mall distance to market distance to home 7.4 + 5.8 + 3.7 7.4 + 5.8 - 3.7 7.4. - 5.8 + 3.7 7.4 - 5.8 - 3.7  17.2 miles  16.9 miles  15.9 miles  16.8 miles !2Bryan could get rich this way! ~He would buy the 4old bicycle rims for $2 each~ at the junk yard, fix 4them, and ~sell them for $6~- - it was easy money! /~He bought 17 rims~, ignoring the 22 that were 1beyond repair. #How much profit will Bryan make from selling the rims?# #total income from selling the rims profit from selling the rims cost of buying the rims %income tax he will pay on the profit cost of each rim &number of rims that were unrepairable #selling price of each repaired rim number of rims he bought 6 x 17  (6 x 17) - 2  (2 x 17) - 6  17 x (6 - 2) $61 $68 $100 $51 ($51 ( degrees  130 degrees  12 degrees  120 degrees hours $cc8cc8cxGGqGqGq~cc8c8cxGGqqG |ccxx~Fqx~#c8ac8cGDqGGc8cc8cGAqGGqpc8@pc8@pxGx<'#How much of Michelle's garden remains /unplanted?# Stepping over a section of the 60 1yards of fence she had put around the perimeter, 2she sees that ~2/5 of the garden was planted with (carrots and 2/7 was planted with corn.~ -fraction of garden that did not have carrots *fraction of garden that did not have corn 0fraction of garden still available for planting #fraction of garden already planted perimeter of garden (fraction of garden planted with carrots %fraction of garden planted with corn total area of garden  2/5 + 2/7 (1 - 2/5) + 2/7  2/5 - 2/7 1 - (2/5 + 2/7) 4/35 of the garden 11/35 of the garden 24/35 of the garden 2/3 of the garden d(2Nicole emptied out the 15 golf balls and measured +the dimensions of the box for her homework *assignment on volume. She wrote down the 2dimensions as ~length, 13 1/2 inches; width, .13/2 inches; height, 8/9 inch.~ #What is the volume of the box?# area of the bottom of the box *volume of empty space around balls in box volume of the box volume of the balls number of golf balls length of box  width of box height of box 13 1/2 x 13/2 + 8/9 13 1/2 x 13/2 x 8/9 13 1/2 + 13/2 + 8/9 (13 1/2 + 13/2 + 8/9) x 2 65 square inches 65 cubic inches 78 cubic inches 78 square inches Ben 11/35 of the garden 24/35 of the garden 2/3 of the garden d(cc8cc8cxGGqGqGq~cc8c8cxGGqqG |ccxx~Fqx~#c8ac8cGDqGGc8cc8cGAqGGqpc8@pc8@pxGx<0The basketball team's center, ~Muhammed, is 2.1 5meters tall. Phil plays guard, and he is 1.8 meters 7tall.~ Sal is a forward and is 1.9 meters tall. #How 1much does Phil have to grow if he wants to be as tall as Muhammed#? 3number of meters that Muhammed is taller than Phil 2number of meters that Sal is taller than Muhammed .number of meters that Phil is taller than Sal average height of the players  Sal's height Phil's height Muhammed's height number of players on the team  2.1 + 1.8  2.1 - 1.8  1.8 - 2.1  2.1 / (1/8)  1.7 meters  1.3 meters  .2 meters  .3 meters a2Barbara read the directions to herself. ~"Travel 1for 3 hours at 45 mph~ (poor road conditions) on 3Hwy 61; turn left at Twin Pines, and ~go 15 miles~ 3(should take about 1/2 hour)." #Find out how many miles she will drive.# "how many hours Barbara will drive what roads Barbara will use "how many miles Barbara will drive how fast Barbara will drive time driven on Hwy 61 rate on Hwy 61 (number of miles driven after Twin Pines time driven after Twin Pines (3 x 45) + 15 (45 / 3) + 15 (3 + 45) + 15 3 x (45 + 15)  140 miles  150 miles  160 miles  180 miles t!ters  .2 meters  .3 meters a1/35 of the garden 24/35 of the garden 2/3 of the garden d(cc8cc8cxGGqGqGq~cc8c8cxGGqqG |ccxx~Fqx~#c8ac8cGDqGGc8cc8cGAqGGqpc8@pc8@pxGx<2"Olympic Games here I come," Rick told himself as 3~he swam laps 1 3/4 hours each morning.~ At night 5he'd ride 2 1/10 miles to his ~evening workout of 02 1/2 hours, 5/8 hour of which was spent out of 1the pool.~ #How many hours does Rick swim each day?# (how many hours Rick exercises every day #how many laps Rick swims every day $how many hours Rick swims every day how fast Rick can swim distance to the pool $hours spent swimming in the morning hours at evening workout ,hours spent not swimming at evening workout 1 3/4 + (2 1/2 + 5/8) 2 1/2 + (1 3/4 - 5/8) (2 1/2 - 5/8) - 1 3/4 1 3/4 + (2 1/2 - 5/8)  3 1/4 hours  3 5/8 hours  3 1/24 hours  3 1/8 hours (3Faye knew that ~it was a 27 1/2 mile round trip on /the bike path.~ In previous attempts, she had 3never been able to cover the distance in less than 32 hours. ~She made it in 1 7/8 hours this time.~ #How fast was she riding?# 1Faye's rate of speed to make the trip in 2 hours -Faye's rate of speed for the 1 7/8 hour trip distance of a one-way trip 1how much time she had to spare when she got back distance of round trip time allowed for round trip -time it actually took to make the round trip -top rate of speed that bicycle is capable of (1 7/8) / (27 1/2) (27 1/2) x (1 7/8) (27 1/2) + (1 7/8) (27 1/2) / (1 7/8)  15 1/3 mph  14 2/3 mph  14 2/5 mph  13 3/4 mph R(2Raul was making a rain cover for the family's new 3picnic table. ~The table measured 1.8 meters long 3and .9 meters wide,~ and stood .8 meters tall. He -had just enough fabric for the sides, but he 2needed to #find the area of the top of the table# 3so he could buy enough fabric to finish the cover. area of the table top volume of the table area of one side of the table size of the table in feet number of boards in table width of the table height of the table length of the table (1.8 + .9) x 2  1.8 x .9  1.8 / .9  1.8 + .9 .162 square meters 162 square meters 1.62 square meters 16.2 square meters B7/8)  15 1/3 mph  14 2/3 mph  14 2/5 mph  13 3/4 mph R(2Raquel was making skateboards for her classmates; 3~14 orders had been placed~ at $25 each. ~She had 1a plank of wood 11 feet long~ to start with, and 2~each board took 2 feet of wood.~ #How many more 4orders will she still have to fill after using this plank?# 0number of boards to make after using this plank 2how many skateboards she can make from this plank 1how much money she will make selling skateboards how much the planks cost !selling price of each skateboard number of orders length of the plank (amount of wood used for each skateboard /14 - (11/2 rounded down to next whole number) .14 - (11/2 rounded up to next whole number)  11 - (14/2) 2(14 - 11) / 2 rounded down to next whole number 8 more orders to fill 10 more orders to fill 5 more orders to fill 9 more orders to fill 2"Who's been snitching cheese?" Tim demanded. ~He 3had grated 16 1/2 oz~ for the pizzas from the 424 oz block of mozzarella, but his brother ~Joe had 3taken a handful, 5/4 oz, and Anne had taken ,3/8 oz.~ #How much grated cheese is left?# &how much cheese will go on each pizza how much grated cheese is left $how much grated cheese was snitched how much cheese was not grated amount grated by Tim amount taken by Joe amount in original block amount taken by Anne 16 1/2 - (5/4 - 3/8) 16 1/2 + (5/4 - 3/8) 16 1/2 + (5/4 + 3/8) 16 1/2 - (5/4 + 3/8)  15 5/8 oz  16 1/8 oz  14 7/8 oz  15 7/8 oz Hp|cGq?GqOc8~|~qcxcxGq?|qc8~|qpx@xGq|c?|Gqc8~|8qxcxpx~?x~p~p|c0Wayne wiped his wet brow. "#How many more days +would he have to work at digging fencepost 1holes?#" he wondered. He had already dug 37 and .was halfway through another, so ~he needed 62 21/2 more. Each hole took 3/4 hour to dig, and he worked 8 1/3 hours a day.~ 'how many days Wayne has already worked %how many more days Wayne has to work 'total number of holes Wayne has to dig .total number of hours Wayne will have to work number of holes already dug  number of holes still to be dug time to dig each hole hours worked each day (62 1/2 x 3/4 ) / (8 1/3) (62 1/2) / (3/4 x 8 1/3) (3/4 x 8 1/3) / (62 1/2) (8 1/3) / (62 1/2 x 3/4)  5 5/8 days  6 3/4 days  390 5/8 days  6 3/8 days hole number 8 more orders to fill 10 more orders to fill 5 more orders to fill 9 more orders to fill 1Tammy was in charge of buying soda for the class 2party. ~She bought 5 bottles~ that each held 1.5 5liters of soda. #How much did each bottle cost# if )~the total cost for the soda was $6.10~? price per liter of soda )total number of liters of soda purchased "number of servings in each bottle price of each bottle of soda liters per bottle number of bottles purchased %number of people attending the party total cost of soda  5 / 6.10  6.10 - 5  6.10 / 5  6.10 x 5 $12.20 $1.02 $1.22 $.12 D3"It's so big!" Claudia exclaimed, seeing the Grand 4Canyon for the first time. ~The 900 mile drive had 0taken 21 hours.~ #What was their average speed 4while driving# if ~they had stopped~ 3 times ~for a -total of 6 hours~ to eat and switch drivers? 'average distance driven by each driver "average width of the Grand Canyon average speed while driving average length of their breaks number of miles driven number of hours for the trip $number of hours spent taking breaks number of breaks 900 / (21 - 6) 900 / (21 + 6) 900 x (21 - 6) (900 / 21) - 6 37 mph 65 mph 60 mph 33 mph tA/2) (8 1/3) / (62 1/2 x 3/4)  5 5/8 days  6 3/4 days  390 5/8 days  6 3/8 days nded down to next whole number 8 more orders to fill 10 more orders to fill 5 more orders to fill 9 more orders to fill c8cc8cGAqGGqpc8@pc8@pxGx<3~A roll of linoleum contains 480 square feet. The 3roll is 14 2/5 ft. wide,~ and the cost is $17.95 a 4square foot. #Find the length of the roll# without "rolling it all out to measure it. perimeter of the linoleum cost of the roll of linoleum thickness of the linoleum length of the linoleum width of linoleum cost of each square foot 'total cost of the linoleum in the roll area of linoleum 480 / (14 2/5) [480 - (2 x 14 2/5)] / 2 (14 2/5) / 480  480 x 14 2/5  30 5/9 feet  34 2/7 feet  33 1/3 feet  6,912 feet A0 x (21 - 6) (900 / 21) - 6 37 mph 65 mph 60 mph 33 mph tA/2) (8 1/3) / (62 1/2 x 3/4)  5 5/8 days  6 3/4 days  390 5/8 days  6 3/8 days nded down to next whole number 8 more orders to fill 10 more orders to fill 5 more orders to fill 9 more orders to fill c8cc8cGAqGGqpc8@pc8@pxGx<0Robert admired a ~model plane which cost $4.70~ 2and a model car which cost $5.50. #How much more 5money will he need to buy the model plane# if he has 3already collected ~18 bottles to return for a $.20 deposit on each bottle~? 0amount of money he needs to save to buy the car .value of the bottles he has already collected 2additional amount of money he needs for the plane ,number of bottles he still needs to collect cost of model car cost of model plane number of bottles collected value of each bottle 4.70 - (18 x .20) 4.70 - (18/.20) (4.70 - 18) x .20 (4.70 - .20) / 18 $1.10 $.90 $1.30 $1.20 /Ho Jin went to the beach three days in a row. 2~Today's 5 1/2 foot waves were 2 feet higher than 1yesterday's, which were 3/4 feet higher than the 1first day's waves.~ #How big were the waves the first day?# *average size of the waves over three days height of waves the second day height of tomorrow's waves height of waves the first day number of days at the beach height of today's waves height of yesterday's waves number of waves per minute (5 1/2 + 2) - 3/4 (5 1/2 + 2) + 3/4 (5 1/2 - 2) - 3/4 (5 1/2 - 2) + 3/4  3 1/2 feet  2 3/4 feet  4 1/4 feet  2 1/4 feet h$8 $1.10 $.90 $1.30 $1.20 1~The punch bowl for Wendy's birthday party holds 78.6 liters of liquid.~ Since there will be 18 guests, 0her mother wants to fill it completely. If the ,punch comes in ~2 liter bottles,~ #how many bottles should be purchased?# (number of servings the punch bowl holds (number of bottles needed for each guest  number of liters in each bottle 1number of bottles of punch that should be bought capacity of punch bowl number of guests liters per bottle amount served to each guest 8.6 / 2 )8.6 / 2, rounded up to next whole number 2 / 8.6 ,8.6 / 2, rounded down to next whole number  4 bottles  4.8 bottles  5 bottles  4.3 bottles XB2~Mr. Park made chocolate milk for the 4 children~ 4using 1 quart of milk and ~2.8 oz of chocolate mix. 2~Chang liked extra chocolate in his, so ~he added /.5 oz of the mix to his glass.~ #Now how much $chocolate mix is in Chang's glass?# .amount of chocolate mix in each child's glass #total amount of chocolate mix used %amount of milk in each child's glass )amount of chocolate mix in Chang's glass total amount of milk used number of children %original amount of mix Mr. Park used %amount of extra mix in Chang's glass (2.8 + .5) / 4 (2.8 / 4) + .5 2.8 / (4 + .5) 2.8 + (.5 / 4)  1.2 ounces  .12 ounces  7.5 ounces  2.7 ounces ~cxx~q`c8|cxq|8qGpx??x~q|pp|GGq?Gq?c8~|qcx`xGqc|qc8~qpxGxGq|cx|Gqc8~8qxGxpx~?x~p|p|`0"~I ran around the block 4.7 times~ after a 500 ,yard warm-up walk," Krista explained to her 5brother. "~Each time around is 1.3 miles~, right?" 0Then she added, grinning, "~Don't count the .75 .miles when I borrowed a scooter~!" #How many miles did Krista run?# distance Krista ran and walked distance Krista ran and rode %distance Krista ran, walked and rode distance Krista ran !number of times around the block distance walked distance around the block distance traveled on scooter (4.7 x 1.3) + .75 (4.7 - .75) x 1.3 (4.7 x 1.3) - .75 4.7 x (1.3 - .75)  5.36 miles  6.11 miles  6.86 miles  .0536 miles <pc8@pc8@8GGx<Gp~x~`?G8?~~|x~G@8`|`G~`~|cGcGFqGA?xqc8G`cxGx~q`D~qc8#qGcxGx~qF?~qc8c|Gx@x~|`G?`~|c`4Gina just arrived home from college. #How long had 2she been on the train# if ~the whole trip, in the 1car and on the train, took 8.3 hours~? Gina and 2her roommate ~had driven 72 miles at 30 mph~, and "the train had traveled at 80 mph. distance traveled on the train total distance traveled how long Gina was on the train how long Gina was in the car  total time train's rate of speed distance in car car's rate of speed 8.3 - (72 - 30) 8.3 - (30 / 72) (72 / 30) - 8.3 8.3 - (72 / 30)  6.1 hours  .61 hours  5.9 hours  .59 hours H.75 4.7 x (1.3 - .75)  5.36 miles  6.11 miles  6.86 miles  .0536 miles ces  2.7 ounces 3/4 days  390 5/8 days  6 3/8 days nded down to next whole number 8 more orders to fill 10 more orders to fill 5 more orders to fill 9 more orders to fill c8cc8cGAqGGqpc8@pc8@pxGx<4"I don't think that a Science Club party at my pool 2is possible," said Mark. "We couldn't fit all 52 1members around the pool. ~It is only 9.6 meters *long and 5.5 meters wide.~" #What is the perimeter of the pool?# area of the pool /number of people who could fit around the pool depth of the pool perimeter of the pool number of club members length of pool width of pool total area of Mark's backyard (9.6 + 5.5) x 2  9.6 + 5.5  9.6 x 5.5 (9.6 x 5.5) x 2 3.02 m 20.6 m 30.2 m 15.1 m hAs  .61 hours  5.9 hours  .59 hours H.75 4.7 x (1.3 - .75)  5.36 miles  6.11 miles  6.86 miles  .0536 miles ces  2.7 ounces 3/4 days  390 5/8 days  6 3/8 days nded down to next whole number 8 more orders to fill 10 more orders to fill 5 more orders to fill 9 more orders to fill c8cc8cGAqGGqpc8@pc8@pxGx<PROBLE.WP.TABL.PRTTB.PRTTB .PREVT-.EDSTRBE:.FIELD.CODG.FLDINV.DRWCLg \Q FPRECt JJRu}>[R INVRECԅ P}vP DRWWORĞ vBQH > V H3KKHt\ DRWSTRMԶ Qt\ +DRWSTRMމ QH$ KHt\ BITGE > O v p  BITSE   BITCL2   BITTSC   BEZ M $ PF$ _ PF  CASEk F F F fKV F O 5 F pKi 0 Fe O  WRAЃ V M $ _ h>  DISABLEIT͊ R (*+,-./0123456789:;  H> R O CO0 &Op 5  STRWIDT ]\pR CASWA) V  M V fK_ V fKM 3K_ > 3K MI< v> }N ~FrJE 5  STRMg $   -STRM֍ $ K +STRM֡ $ fK K + M V p p J  _ > $ >  GTFˋ HfK GTC H fK AD JAD JAD*JSCRNA4JFLD>JNFLDKJSCRNVJNSCRNbJRECORDAnJMREC{JdNRECӊJRECJRW.FLǢJOLD.حJRECORD.SIںJOLD.ƌJHEADER.SI׌JTOTAL.WRIJSTEP.VAJCHANGE.FLJACTIVE.FLJHI.PT%JPRINT.COD6JASK.CHC.#IMP.CHT.~ASK.FLbJIMP.FLpJINSC.COD~.DELC.CODŌ.WW.CODŜ. CML1.CODŬ.CMR1.CODź.CMU1.CODʍ.CMD1.CODڍ.$CHKWW.COD.*CMOVUP.CO.0CMOVDN.CO .6FJF-JC6.C?.CH.CQ.CZ.Nc.Ml.Mu.CHA~.FLDLE·.FLDADĒ.NLOLğ.Mì.BYTEӸ.WIDT.LINAD͎.пCHANGَ.1ST.._GAP..FIELD.SCREEN .(SCREEN.(SCREEN&.,SCREEN4.9SCREENB.FSCREENP.SFILE.TYP^.RECORl.`WP#|P\kSCRN#P\tSTEPP\}CORRECTP\CORRECT1P\OPENIďP\䶆NEWDA֏P\PREVP\HAKP\GOTOP\:EDTITLEP\NKEVINP\jINV.P\THIS=P\NOOJP\NOMXP\շPROeP\NOCHrP\STEPP\+STEPP\RSTEPP\STEPP\PRԷP\PRTTSŐP\ǸPRTPROѐP\ҸTNAMP\ฅCNAMP\TTITLP\TITLE Zːڐ TITLEZ TEACHE0.CLASE.'TITLS.FTITLE_ZO[g GET.STEP.k & 0 v 0 fK0e O v 0 fK 0e p p 0 pK  NUMBEҀ v$ fK KvV  vvvETJ EDPATՑ LwvwvЋ EDOPE ! EDMAK! vTO FF0 ݁O FF0 FO  FECML2 ƍ] FECMUe ] FECMRv ֍] FECMD ] FEDELØ ] CHKWש ] W׺ ] --CMOVUʒ ] --CMOVDג )] DRWEN ?P pK?P pKm 2 pK ~F?P pK} DRWLI 2 $ 9; QV ⎧ pK> Ɏ fKQ WWDISPLA< qfKfKv  fKDfK  O  Ep   INSCDISPLq _pK2 hfK; QDfKV ⎧ pKMfK DfKɎ fKMfKmQfKO  WWDISЯ ’O ϒ}0  INS pKpKO !Z]0   DEL) DfKMfK O !Zn FECMBT DK FECURSOw O \0 >[_pK2 hfK; QpKVpK fK~FvQ FEERSCURSό  FEDRWCURSє  DJDJSETX  2 O 2  DfK~FDfK DfK9;  O DfK0 MfK~FMfK$  _pK2  O 5 MfK0 5 nxfKO  FLDBO 9G fK9 V pKm> V fKmm> V pK$  pK > V fK>  fK~F9  FIELD.DISЭ 2 m; mm2 pK ; zfK~F9 (Q} FIELD$.IN DKGK9 V pK2 V fK; V  pKGKV  fKz3K pKGKϒ GET.FIELDe j pK R 9 pK FIELD.INIƖ  R 9G V fK> pKr SCREEN.IN V j pKV G fKV ^ v G  9 V fK> pKr%p RZvv FIELD0D.I. > 5  > 3K STEPCAӍZ STP.IN֪ h9 V M m > _  WP.SCREENė \uwm鉩 j V M O t\p mQp t\p O Nv  9 Q 1 {p xfKO p O Џ0 \p 9O V m  cO  Ηp _ ; FENXT R^ Ԋvv LEߘJREAD.FIEL > 5 & qVTJqfKv UTJ&  VTJ &e p  ACC.RECOR 5 9 V  fK>  pK ӌe  WRITE.FIEO rq  Le qfKv Ɏ   Le pK Ɏ fK LɎ fKe p  RWCAӈZ\ ALL.FIELD V fKV w v  pKV fKv V 9 V fK> pK p 5 p  WRITE.HEA vvW5  V> 5 "TO *3T +O y@xFLt0 @xFLt READ.WRITf *O V 9  V pK> fKW5  O  KIӌ VTJs0 UTJV0 2Z GTP 9   GTPAPT, 3V pK> fK GTNXTPTE ~Fӌ  v  RECORD.IN_  jZ  O  3V  m9j 9  3K 9  GK!Z FEWRIԂ ! O I vƚ!Z FEREA ƚjZ GET.RECOR& ӌZ ӌe  ABOUTE= 7(FLt FEINAC` 2Z  &Op CO  COp   COp   COp   COp COv/} FECLOx  FEPRV jw Ԋ FENXT jw Ԋ FEPRV0 2 O  Ԋ/0  FENXTI 2 O  Ԋ/0  L.GOTO.Dr  Ip6\v2b`3KF,q2b`>  FEGOTϛ O 4ޑ qO !Z ~F /2 "TO 0 5 0 5  FEAD O . 2 O  e 3K0 5 0 5  FEINS( 0 FEADDp 0 P.OFFك.@P.OFFؖ.PREV.LINţJSTORE.DES԰ : 3K:e  PREV.BO 9 ~FV mJ PREV.UNݞ 9 ~F$ Q>[Q GET : fK GETA% & > ,cJO  V fK  p 0 TJ DRW.PRE8 V 9C V :  pKV & O t, , , O & v,pR0 v @, O  ,pR0 ]\pRm > > O  0 p  DRW.PREVAj v up   0 fK~F0 3K PREV.PRO4 V fKlO l 0O X 9: 0 m C GK hO e 0 0 C  GKe 80 ~V fK^O lz O X 9: 0 m z C GKz hO ze 0 0 z C  GKze 80 V fK͞ FEPREJ C0Kv/}>[zZ ZQ \IV  &  & V : V fKO Jv : 0 V fK͞V fK O v Vp 9 Q0 t\p 5  \NV >  O  FEDELETL ~F v OjM _ O 5 2 p ? *O ? OcJW5 Iӌ VTJ OW5 Iӌ VTJ O? 3> $ 3KGK 3V  > 3rJm LEe O Z 3KsV/0  FEDEL! 2 O  O 0 ,0  FEAC   COp &O  &Op   &Op   &Op &OxfKO   COp 0   &Op  READ.TYP%  VO 05 VV fK> fKV >  0 5 VF FEOPEã 2Z*O HϣO ,fK Z O /0 v0-!Z0 (RD4xFLt0 _4xFLt FENE 2Z;O BGKv3KZ 3Kӌ  GK*5 sVv0-0 l4xFLt FENEWRE| \ hZw vH3KHwvLw$  CIwLwv.M MO  FEOPENREޤ \ hZvH3KHwvLw$  CIwLwߏ.M MO  PL-JPRTCHRu v V p 5  PTA { m% PCқ  {Z{e  PFƮ  {Z PRTSTĥ SS S 7 PRTWORإ vBQH > V H3KKH PRTWP ᥰ  PROBPRTST V fKO 0v V fKV ~$ # O  0 5 p 5  PRTFIEL< V 0 fK0e v j O T O LP O , j ~F9R cO *0 0  R A ) 0 P O I0 _ _ $ $ ~FO 0 v{ {e M M 0 fK 0e p X FEPRTREC I& OW5 & ӌ VTJP O 0 w v O $0  ᥴ j pKfK& $ v V ) GKV fK> > v V fK  p 6 3Kp & P O 6$ mv R 6 fK ) pKp p \ FEPRINR P *O X-vLwHHwHHᥴ V > ^NV >  O 2 p V /ʥrvXM FETITL@ Fv  xIpv2b`3K*$ $\6:Q 9t\F,qO "T2 2b` t$ fK  Lp 5  FEPRTFILŲ vJ FEPRTTES( J FEPRTPRO< J FEEXIP \ ywN|Z FEQUId B|ZR STP.TOǁ !Z $ cJcO L0 ; Η FESCH˖ j O hj ~F9fK1m j  O @j 9V m V  O  cO  L5 p  KEYCAĩ.eKEYCASORI?.FEIPL V O 0 FV O 90 4V O m0 "V O 0 V O 5  FEAP] V O 5 V 3K00 2 ~qO 00 V O [0 ޔV HXM5 2 O  FEAPCORI V Y5 XM FEP' V 3KO fKO azqO  m 2 O xfKO ɪ0 30 e CHKFLDA v^ v QRO 5 2 p  APPLŚZj FILECAȫZ9F4H\Fm MOVECAګZ 9FR{ EDITCAZyFU MCASZЫ$F PROCMEN4 NV O V N~FI fK~F> <0 5  BDWL OfKO W0 $8ROpKOpKO ~FR ޔ0 TJ K{ OfKV O 5 ~MW0 H EDCAӼZFFFFF WPE N|ZJ 9 M2Z\ NN| B| O | .M STRSA @ EDTEXT.STRvT5 vvERHRmVTJV _@w@@@_@@@@@(,9FSProblem  - Step Enter the word problem.%Mark correct choice with ^ and (1-4).(Mark correct choice(s) with ^ and (1-4).Open an existing file.Name the custom data file.Preview Press any key to continue.Go to problem # ...Math Blaster Mystery EditorWritten by Kevin BurleyInvalid file type.#This file was not created with the This file cannot be opened.This file cannot be built.This file is wr<>ite-protected.This file cannot be changed.&What does the problem ask you to find?0What information is needed to solve the problem?Select the correct expression.Select the correct solution. Print Print Test Print ProblemTeacher's name: Class name: Test title:p ꘊ;"{WϩF}ToьϩϩFϩ} ꘈT;"oьWԞ2؞Dߞ枰 3FQXds~ߟ"DUex ^  File  Move  Edit About Editor Calculator ^ = New ^ NOpen ^ OClose ^ C ----------Print Print Test Print Problem ----------MBM ^ XQuit ^ QPrevious Step ^  Next Step ^  ----------------Previous Proble@Bm ^ Next Problem ^  !Go To .... ^ G Insert ^ I Delete ^ D Add ^ A ---------Preview ^ P DEVLEQD.OVLz SCALES.PAK ENTRY.PAK MAINTEXT.STR< EQDTEXT.STRq WOPDEF.STRqzCERT.PAKq DUMP.HIRES.Rq TOOLS.OBJq<WALK.LSTR RECKEEP.OVLRzPRODOSRGADG.DATRNEW.FONTR< PR.DRIVERS3TEXT.STR3zINIT.OVL3TK.ABS3CALC.OVL3< FILEREQ.OVLGEN.OBJz IN.DRIVERS SETUP.DAT PS.SYSTEM<AFORTHFFNDRERIK@HA2 Finder 1.02,\#B2STR