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QRIPETI: ?ЈFF2 u?]UUwЈFЈF~&~}e~&2PP~ =tHP~&2PF2Y;}HY#P~&2PF2Y;~HY#P~H=|HY#FF24u5F2PF2P F2PF2يF2 u5]UU~Eu~W ~Z Pg2P~ٍ~HߗC2=.t~W~o+Pߍ~^=|~W P~Cqޱj~ W~,ݱV]UU~ވFPPF2Y+FPF2Y+}#AFQP PYItFPb~ܸ]QUULLF 2= FPPF 2PF2YY+FF~WdPt܊F2PF2Y;|&F2F~W~ܸ PDݱP=]UULFPf2Y+}AbQPf2Y+}AdQc4كb2NWd2_{K٠d2=tlF2FF2=tMP0( Per cont. premi un TASTOmu\YItd9HيF2Ff2=u يF2FF2=tNMPE) Per cont premi un TASTOCu"YItby]UUPع4ؠf2PPJWPf2Y+}AbQPf2Y+}AdQd2=tPJٸA!ؿP{4׃b2NWd2_{Qנd2=tHPd2Pf2Y;tHY u PYItdOPYItb Pp]UUPf2Y+}$AFQPf2Y+}AFQ~WF2_NWF2_W Pf2Y+}AFQ~WF2_NWF2_W~WF2_NWF2_ߊF2NWF2_ߊF2NWF2_{ YItFSYItFYItF]UU ՍՍ~ՍWPf2Y+}aAFQF2NWF2_WF2NWF2_޸: YItFPf2Y+}yAFQPf2Y+}XAFQF2NWF2_WF2NWF2_kYItFYItFPf2Y+}AFQPf2Y+}AFQF2PF2Y;tVF2NWF2_WPF2NWF2_LF2NWF2_WF2NWF2_vYItF?YItFF24F2F~ӍҍҍWIPf2Y+} AFQPf2Y+}AFQ2 usF2NWF2_WF2NWF2_܊F2NWF2_npF2NWF2_WF2NWF2_܊F2NWF2_FYItFYItFW۸Pf2Y+}kAFQPf2Y+}JAFQWۊF2NWF2_rYItFYItFMYE^PF2= HY uPLPB N-ro ITERAZIONI:F2P4~ъF2= 6) INVERSA NON GARANTITA;]UU=Wb2NWb2_heڠb2Pf2Y+}}AcQc2NWb2_h"ڿ=u4c2d=Wc2NWb2_hYItc=WEڢFF2 uPf2Y+}AcQb2NWc2_hWb2NWc2_hL٠d2NWc2_h(XB٠b2NWc2_^Wb2NWc2_^ؠd2NWc2_^YItcb2NWb2_hEw٢F]UUbe7WfظHb2Pf2Y;|"b2bFb2NWb2_hEu&b2Pf2Y;t F  (H2 uF2HF2 u=Wb2NWb2_ht׸Pf2Y+}AdQb2NWd2_hWb2NWd2_h׿= v'נb2NWd2_^Wb2NWd2_^ֿ=#YItdN7W7ֿ=֠e2ePf2Y+}fAcQc2Pb2Y;uB=Wc2NWb2_h1NָPf2Y+}AdQc2NWd2_hWc2NWd2_hՠb2NWd2_hտ=ՠc2NWd2_^Wc2NWd2_^Wՠb2NWd2_^3տ=,tCYItdYItcH2 uD˿T ʿ^ʿ^W[~WԸPf2Y+}AbQPf2Y+}uAdQ~Ԡb2NWd2_^ru/~Wb2NWd2_^>XYItdYItbm~'ԛ>ug]UUD2=Vt) RANGO = e2P`@ZRANGO = PfPߠe2P*ʿP]UUD2=VtVNP DET = 4Ƀ7A& (7(ӸP  )ZUkDET=P,P޹48Ƀ7KsɿPfɹZɸ(PPsP޿7ҸP)P(ɿP]UUPf2Y+}aAQPf2Y+}>AQ2NW2_W/YItYItPf2Y+}AQPf2Y+}AQPf2Y+}AQ2NW2_W2NW2_gъ2NW2_T Aъ2NW2_^uH2YItUYIt2YItD2=Vt8 Verifica A*Inv(A)`ǹ Ǎ^FZVerifica A * Inv(A)PGP~ǹƍd]UUPf2Y+}SAbQ*, B(b2Ps) = ƹaƠb2ǛW8YItbƸPf2Y+}AdQd2WuϸPf2Y+}}AcQd2Wd2uϠd2NWc2_^QϠc2Ǜ;hRYItcYItdH]UUD2=VtPf2Y+}aAbQ X(b2P) = 4 Ńb2Y6YItbw"PyŹZAX = BPPT\ĹZ Vettore "termine noto" B : PUhĸPPJWPf2Y+}AbQPٿJ3Ƹ{ĿPB(b2P) =XĿPٹ4Ãb2ǛF#YItbPrz ĸPf2Y+}uAbQPNٿJŸÿP7'X(b2Pt) =4fÃb2jYItbPw]UULLGXöF#PF2CORREZIONE DATI*øPF2giNumero riga ( 0 per finire) : ¹¿bWPf2Pb2=GPF2ANumero colonna : ¹:¿dWPf2PUPF2A(b2P۸,Pڠd2P) corretto : '¹b2NWd2_hW߸2PF2uP Y+}AFQ$׸ P_YItF2PF27PY+}AFQָ P!YItF2PF2PY+}AFQָ PLYItFb2=t ,]UUjָPb SISTEMA A * x = b ? ( S/N) LֿC7C20CC2PŸSŸN4uոP8C2PŸSŸNZuՠC2P oC2=StոP% Su (V)ideo o (S)tampante ? (V/S) )LTտDtD2mDD2PĸVĸS4u:ոPu޿D2PĸVĸSu ՠD2PF謿ULC2=Nto]UU FINE]: Prima versione: maggio 1987; revisione dicembre 1988.bd* COSENZA - OTTAVIO SERRAN߾D2=St[P,4žP= Cosenza,Maggio 1987.(Rev. dicembre 1988). Ottavio Serraw]UU`Pf2Y+}AbQPf2Y+}sAdQ~ A(b2Pָ,P֠d2PV) = 製b2NWd2_hWlYItdYItbo]UULLPf2Y+}AFQPf2Y+}AFQF2=tHPF2=tHY u.F2NWF2_hWKvF2NWF2_hWF2NWF2-_h@ƊF2-NWF2_hI3YItF*YItF D2=Vt8h莻)]UULLPf2Y+}sAFQPf2Y+}RAFQF2NWF2_hWPF2PF2Y-#)~YItFYItFD2=Vt胻hٺt]UUg誻G' N (tra P e P ) = PfWP P+ NUMERO CIFRE DECIMALI (0..g2PM) = LпC<ຠC2Pÿ0Pg20Ϳ4u иPE论C2P葿0Pg20蛿duϠC2PyC2P0Y+g& RISULTATI su (V)ideo o (S)tampante ? 9LdϿD(D2}DD2PV Sֿ4uJϸPD2PѾVݾS׾觿uϠD2PV+輹 ! MATRICE SCELTA da TE : 1 莹! MATRICE di PASCAL : 2 `! MATRICE di HILBERT : 3 2~ QUALE CASO SCEGLI? L4οCTC2P۽1P3賾4u'θPb˸C2P讽1P3载膾u͠C2P5 蛸C2=1t7螪+h職޹G2PD2=VtHY# uB? MATRICE CORRETTA·h%=2t 褷@=3t 萷i*DշD2=St1Zq臹 MATRICE AP͹@ܹSh詶޸Pf2Y+}AbQPf2Y+}AdQb2NWd2_T Wb2NWd2_hd2Pb2Y;t.b2NWd2_^Wd+b2NWd2_^W6YItd>YItb F=H2 u|(`D2=Vtl<PPREMI un TASTO:Fųu5 INVERSA DI A輵^4Z覵輷MATRICE INVERSAPrڹ腵^۴*/  VERIFICA? ( S/N ) 蟵LʿC莵C2㨢CC2PfSrNl<4uʸPTC2P7SCN= uʠC2P"C2=St 辴赴Oi]ø诧耨PbPPY+} AcQʸ*PL赴YItc衴5 COSENZA, Maggio 1987. OTTAVIO SERRA_VPPY+} AcQɸ*P1YItcP褱hj$MATRICE QUADRATA A di ORDINE NPl02#Calcolo del rango ed eventualmente 跳P5(del determinante e della matrice inversaxP-(Metodo di riduzione di Gauss con iterazione)4+Բbnp UN'ALTRA MATRICE? (S/N) L%ȿCE鲠C2>CC2PSͷNǷ藸4u ȸPF诲C2P蒷S螷N蘷huǠC2P}C2=Nt3̮