Funktionszeiger Deklaration Typedef Cast int a typedef nt Count (int)wer1 (00:00:01)\ntypedef int ( intfun2)(int) (00:00:01)\nZeiger auf Funktion (00:00:01)\ndie nt zurückgibt (00:00:01)\nim d(int) (00:00:01)\ntypedef nt PCount (00:00:01)\nmy u Ab age sw e en Emmgen raue Fo ma Ano dr en namexmng vummven Fame me u mw ns Q (00:14:32)\nZeiger auf Funktion die nlerwanet und Zeiger auf m zuruckgibtEx (00:14:32)\nÜ K v um Ablaue Burhe mn Em uaen Fu e Fmma Anomnen Dars emmq vum nven Farmer Be emi m vrlli s Q (00:14:33)\nZeiger auf Funktion die n erwane und Zeiger auf m zumckgibtEx (00:14:33)\nmi u Shell ßurhe en Ans a Fens ev Hufe (00:14:34)\nZeiger auf Fur k iun die in erwane und Zeiger auf m zuruckgibtE (00:14:34)\nT nnin Shell ßearhe en Ans a Fenster H fe (00:14:35)\nZeiger auf Funktion die inlerwanet und Zeiger auf nt zuruckgibtEx (00:14:35)\nT r nin Shell ßear e en Ans cm Fens r H fe ung 15 36 um Mar m v Lnw s (00:15:17)\n1 Qdie im e war eI undZeiger auf imzuruckgibt (00:15:17)\nT r nin Shell ßear e en Ans chx Fens r H e ung 15 37 um Mam v Lnw s (00:16:00)\nKey wm Ab ag sea e en smmg n nme Form Ano dnen namemmg Vorfuhren Farmer memeuen Hufe (00:16:08)\n1 OZeiger auf Funkl ondie int erwartet undZeiger auf ntzurückgibt (00:16:08)\nFunktionszeiger Deklaration Typedef Cast int a typedef int Count (int)wert (00:16:10)\n1 typedef nt ( intfun2)(int) (00:16:10)\ntypedef nt ( intfun)() (00:16:10)\nauf int zurückgib (00:16:10)\ntypedef int PCount (00:16:10)\ndie ml efwa l um Zeiger auf imzuruckgibt (00:16:17)\nT nin Shell ßurhe en Anmm Fenster H fe (00:16:20)\nBL HSC die im e wartet und13 Zeiger auf im5 zunlckgibt (00:16:20)\nT r nin Shell ßear e en Am m Fens r H fe ung (00:17:08)\na c 12L 14 (3 X die in e wartel undZeiger auf imzuruckgibt (00:17:08)\nKey m Ab age ßw e mn E n ug n run Format Ann anen namemmg v rfu ven ren e se eme en H lfe (00:17:12)\nX 9Zeiger auf Funkl on die int erwanel undZeiger auf ntzurückgibt (00:17:12)\nÖ K v um Ablaae Bu he en E nma n Fn e Fmma Anomnen Dars emmq vum hven Fens er Be e menen Hufe Q (00:17:58)\nE X QZeiger auf Funkl ondie nl erwartet undZeiger auf ntzurückgibt (00:17:58)\nT m i Shell ßurhe en Ans cm Fenster H fe III 1 E I 15 39 E fu Mam Lnw s Q (00:18:08)\nT r nin Shell Bearhe ten Ans cm Fenster H fe ung 15 41 uam Mar m v Lnw s (00:19:43)\nQdie int e wartel undZeiger auf imzuruckgibt (00:19:43)\nuy mm Ab ag ßear e m smmg n nme mm Annvanen nam mng vunumn rmw mem en H lfe (00:19:52)\nQZeiger auf Funkl on die nl erwartet undZeiger auf mzurückgibt (00:19:52)\nFunktionszeiger Deklaration Ty edef Cast int a typedef nt Count (int)wert (00:19:53)\ntypedef nt ( intfun2)(int) (00:19:53)\nim ( f)( n1) (00:19:53)\n1 typedef im ( intfun)() (00:19:53)\ntypedef int PCount (00:19:53)\nZeiger auf int (00:19:53)\nVirtuelie Methodentabellen in C (00:20:06)\nStruktur von Funktionszeigern (00:20:06)\nVirtuelle Methodentabellen (00:20:15)\nvirtual void (00:20:15)\nstruct Derivedzpublic Base (00:20:15)\nvirtual int f2(int) (00:20:15)\ndouble b (00:20:15)\nstruct Base C (00:20:15)\nMethoden in C (00:20:42)\nvoid Base f1 (Base this) (00:20:42)\nMethode mit gleichem Namen in mehreren Klassen (00:20:42)\nKein impliziter this Parameter (00:20:42)\nVirtuelle Methodentabellen in C (00:20:43)\nStruktur von Funktionszeigem (00:20:43)\nFunktionszeiger Deklaration Typedef Cast int a typedef mt Count (int)we 1 (00:22:03)\n1 ypedef mr ( inrfun2)(im) (00:22:03)\nZeiger auf Funktion (00:22:03)\nauf int zurückgibf (00:22:03)\nZeiger auf int (00:22:03)\nVirtuelle Methodentabellen (00:22:04)\nvirtual void (00:22:04)\nstruct Derivedzpublic Base (00:22:04)\nvirtual int f2(int) (00:22:04)\ndouble b (00:22:04)\nstruct Base C (00:22:04)\nVererbung in C (00:22:38)\nvoid Base f1 (Base this) (00:22:38)\nMethode mit gleichem Namen in mehreren Klassen (00:22:38)\nKein impliziter this Parameter (00:22:38)\nVirtuelle Methodentabellen in C (00:26:28)\nStruktur von Funktionszeigern (00:26:28)\nMakro endet am Ende der Zeile (00:27:37)\nnynm Ab age ßwhe mn E n ug n rn e Formal Ano anen a uel gn u n sm o m w Q (00:28:39)\nAusnahme wilder M1 es e nur ab Makro de n en ist Ke e Erse ung (00:28:40)\nLe 1 (mp mms (00:28:40)\nla tmp mew s vun a c (00:28:40)\na ( 7 warvung ass qnmen fm n unr a n m nur ype (00:28:40)\nÜ T nin Shell B ame mn Ansmht Fenm H ie II 1 E 1550 uam M r n v Lnw s Q (00:28:42)\nAusnahme ifdel M1 testet nur ob Makro de n en ist ke ne Ersetzung (00:28:42)\nT r nin Shell Bearhe t n Ans m Fenster H fe I 1 E 1550 uou M r m v Lnw s Q (00:28:43)\nh tzt (00:28:43)\nT r nin Shell ßear e en Ans cht Fenster H e mug 15 50 uss M r m v Lnw s (00:29:34)\nAusnahme def M1 teste nur ob Makro dem ert Ist keme Ersetzung (00:29:34)\nifM1 100 (00:29:34)\ne1 nnp loew ss vy a c (00:29:34)\nT r nin Shell ßear e en Ans cht Fenster H e ung 15 50 uss M r m v Lnw s (00:29:37)\nAusnahme def M1 teste nur ob Makro dem ert Ist keme Ersetzung (00:29:37)\nifM1 100 (00:29:37)\ne mp Loew s (00:29:37)\ne unp mew ss v m a c (00:29:37)\nT r nin Shell ßear e en Ans cm Fens r H e mug 15 S1 mss Mar m v Lnw s (00:30:28)\nAusnahme ä fdef M1 testet nur ob Makro de n e Ist keme Ersetzung (00:30:28)\nifM1 100 (00:30:28)\nlejmnp Luew ss gcc s a (00:30:28)\nle tmp Loew ss v m a c (00:30:28)\ney m Ab gg ßwne en emfugen nme mm Ann nnm nafs a unq vmurven F ns er aa e u e m Hm (00:30:31)\nVerwendung von Makros Tex der Makrode nitiun w ru e ngesefll (00:30:31)\nT nnin Shell ßeame en Ans cm Fens r H fe 15 51 n Ss Mam v Lnw s (00:30:38)\nAusnahme ä ldef M1 es et nur ob Makro de n ert st keme Ersetzung (00:30:38)\nifM1 100 (00:30:38)\nLe mp mew ss (00:30:38)\nT r nin Shell Bearhe ten Ans cm Fenster H fe 15 52 mss Mar m v Lnw s (00:30:42)\nAusnahme vt fdef M1 testet nur ob Makro de n en Ist keme Ersetzung (00:30:42)\nifM1 100 (00:30:42)\nh tzt (00:30:42)\nTerminal Shell ß ar e en Ans cm Fenster H fe ung 15 52 msn Mar m v Lnw s (00:31:09)\nAusnahme r fdef M1 testet nur ob Makro de r ert Ist keme Ersetzung (00:31:09)\nifM1 100 (00:31:09)\nxej mp mew ss (00:31:09)\nT m in Shell ßear e en Ans cm Fenster H e (00:31:12)\nAusnahme def M1 testet nur ob Makro de n erl Ist keme Ersetzung (00:31:12)\nifM1 100 (00:31:12)\ne1 tmp Loew ss (00:31:12)\nke rmp Luew ss v m a c (00:31:12)\nT nnin Shell Bearhe ten Anmm Fens r H fe ung 15 52 u S71 Mam v Lnw s (00:31:27)\nAusnahme ä ldef M1 testet nur ob Makro dem ert st ketne Ersetzung (00:31:27)\nifM1 100 (00:31:27)\nT r nin Shell Bearhe ten Ans cm Penner H e 15 52 u S11 Mam v Lnw s (00:31:38)\nAusnahme 1defM1 testet nur ob Makro de n ert st keme Ersetzung (00:31:38)\nbedingtes Fragment (00:31:38)\nifM1 100 (00:31:38)\nlej tmp luew ss um a (00:31:38)\ne1 rmp Luew ss v m a c (00:31:38)\nÜ Tmnin Shell ß ar e en Ans chx Fenster H ie ung 15 52 msn M r m v Lnw s (00:31:39)\nAusnahme ä fdef M1 testet nur ob Makro de n er Ist Keane Ersetzung (00:31:39)\nifM1 100 (00:31:39)\ne mp mew ss (00:31:39)\ne fmp mew ss um a (00:31:39)\nT r nin Shell ßear e en Ar s cm Fens r H fe 15 53 m 11 Mar m v Lnw s (00:31:50)\nAusnahme def M1 testet nur ob Makro de r er Ist keme Ersetzung (00:31:50)\nifM1 100 (00:31:50)\nbsec c (00:31:50)\nT r nin Shell ßear e en Ar s cm Farmer H fe mug 15 53 n S11 Mar m v Lnw s (00:31:54)\nAusnahme r fdef M1 testet nur ob Makro de r e Ist keme Ersetzung (00:31:54)\nifM1 100 (00:31:54)\nT r nin Shell ßear e en Anmm Fenster H e 15 53 uss Mar m v Lnw s (00:32:25)\nAusnahme r fdef M1 testet nur ob Makro de r er Ist ke ne Ersetzung (00:32:25)\nifM1 100 (00:32:25)\nej unb mens v m a1 c (00:32:25)\nLej m Loew ss um a1 c (00:32:25)\nT r nin Shell ß ar e en Ans cht Penner H e ung 15 53 mss Mar m v Lnw s (00:32:31)\nAusnahme ldef M1 testet nur ob Makro de n e Ist keme Ersetzung (00:32:31)\nbedingtes Fragment (00:32:31)\nifM1 100 (00:32:31)\n1e tmp mew ss (00:32:31)\nbsec c (00:32:31)\nuy m Ab age ßea e en emmg n nme nm m Ann unen namemmg v m ven remm B ere mellen Hufe (00:32:50)\nAusnahme ä ldef M1 testet nur ob Makro de r er Ist keme Ersetzung (00:32:50)\nParame erbeha e e Makros mussen m t Klammern aufgerufen werden (00:32:50)\nVerwendung von Makros Text der Makrode n t on w rd e ngesetzt (00:32:50)\nT nr ir l Shell ßearhe en Ans m Fenster H fe 15 54 E mss Mar m Lnw s Q (00:32:59)\nbsec c (00:32:59)\nT r nin Shell ßear e en Ans m Fens r H fe Il 4 E 1555 mss Mar m v Lnw s (00:33:55)\nAusnahme ä fdef M1 testet nur ob Makro de r er Ist keme Ersetzung (00:33:55)\nifM1 100 (00:33:55)\nej mp loew ss (00:33:55)\nbsec c (00:33:55)\nKey mm Ab age B a he ten Emiugen nme Hmm Anordnen amemmg vmu ven fewer me u e e H fe (00:34:19)\nmef ne Myparam param2 parama (00:34:19)\nBackslash am Ze lenende beneuket Fortsetzung des Makros (00:34:19)\näde ne M2(param1 pamm2) (00:34:19)\nbedingtes Fragment (00:34:23)\nVerwendung von Makros Text der Makrode nition wird eingesetzt (00:34:23)\nMakro endet am Ende der Zeile (00:34:23)\nmy m Ab age aeame en anmg n Fun Fo ma Ann nnen auxe g u n 5 am 1mm a mw Q (00:36:42)\nAusnahme i lde M1 testet nur ob Makro de n erl Ist keme Ersetzung (00:36:42)\nVerwendung von Makros Text der Makrode n t on w rd e ngesetzt (00:36:42)\ndef ne M2(param1 param2) (00:36:42)\nT m i Shell Bea e en Ans m Fenster H e (00:36:45)\nAusnahme ä fdef M1 testet nur ob Makro de n ert st keme Ersetzung (00:36:45)\nifM1 100 (00:36:45)\nLej tmp Luew ss (00:36:45)\ne1 unp Loew ss um a1 c (00:36:45)\nE tzt (00:36:45)\nint 3 b C (00:36:45)\nT m ir a Shell Bea e en Ans cm Fens r H ie 15 55 msz M mn v Lam (00:36:46)\nAusnahme v fde M1 testet nur ob Makro de n ert st kenne Ersetzung (00:36:46)\nifM1 100 (00:36:46)\nLe loew ss m (00:36:46)\ne mp luew si gcc E a1 c (00:36:46)\nTerminal Shell ßear e n Ans cm Fens r H f (00:36:50)\nAusnahme fdef M1 (este nur ob Makro de n er Ist keme Ersetzung (00:36:50)\nifM1 100 (00:36:50)\nej sk Lnew ss g ren (00:36:50)\nej u ew ss ca work sk (00:36:50)\n1ej tm mew ss ca (00:36:50)\nTu nin Shell Bearhe ten Ans cm Fens r H e II 1 E 15 55 msz Mar m Lnw s Q (00:36:57)\nle1 3k Lnew s (00:36:57)\nPyn n mv eau c nf uef ne 11 Pos1i 114 EAns M nem earr AvE cuNfs R (00:36:57)\nPymon s smu mLe c nf SEP = 1 Speuak case fur un x fnename syntax (00:36:57)\nP n on i u c x f aem eu m vEfLuNe LoNc ss s1m F n s r = s1zEuF LuNe LoNG (00:36:57)\nT m i Shell ßear e m Ans cm Fensmr H f I 1 E I 15 55 Epmsz Mam v Lnw Q (00:37:10)\nsk L ew ss vu Pynmn sys oau efc (00:37:10)\ncase for Un x f lename syn ax 1 (00:37:10)\nW Pymon sysmouu e 1f sE = = = spec ax czPym n mreau c nr uennen =ns1 mREAns sc MN (00:37:10)\nP? man 1 nao c r f znenneu1Ms i1Nuo 5 5 5 aenneu1 vM5T (00:37:10)\nP n n) ÄÄ f f n M vE Lu c LuN ss sIZE0F m4E = s1zEoF LuNs LoNc (00:37:10)\nPym n pyume c m uennenm vE Fm4E aa aennen r s vr1Nuows (00:37:10)\nP( nun i u e c x f aen r en AFPLEL sa 1e? neE HAvE GE1 1MEoF JAY sa aef nea L (00:37:10)\nPymon pymor r m muf uef nea( r 1sc vER sa MscjER = 14aa (00:37:10)\ne sk Luew ss vu Pyman sysiouu eff (00:37:11)\nP man c 1reau c r f aef nea Pos1 m a J5 sa nef n a( AvE coNFs R (00:37:11)\nPymon sysmouu e c nf sw = 1 s eua case fur Un x fue ame syntax (00:37:11)\nPymon pyume nf aef nea m vE LnNe LoNG ss s1zEoF m E = s1zEnF LuNe LoNa (00:37:11)\nPym n yume nf aef nen n vE Pr E aa aennen r s w1N ows (00:37:11)\nPymon pyur e c f aef nea FPLE 1 aa 1e? ne mAvE GET 1MEoFnAv W nenne 1 (00:37:11)\nT ninal Shell Bea e m Answm Fenster H f 15 55 Elwns v M run Luw s Q (00:37:16)\nvv f EAsE LEv L LP a (00:37:16)\nv i i =v n1NnR vERs1 m (00:37:16)\nvme me magm or mm vem un mamges Lne v s m ar ama (00:37:16)\nT m i Shell ßea e mn Ans cm Fens r H f 15 55 40511 M r m v Lnw s (00:37:31)\nAusnahme fdef M1 lastet nur ob Makro de n en s kenne Ersetzung (00:37:31)\nPv RELEAsE LEvEL ALPHA (00:37:31)\nimef ne Pvin cxaivins m (00:37:31)\nJruef ne PV MAJOR VER5ION (00:37:31)\ntdef ne =v RELEAsE1EvEL eAMM xc (00:37:31)\nT m in Shell ßea e m Ans cm Fenster H l 15 55 msn M mn v Lnw s (00:37:39)\nAusnahme ß fdef M1 es et nur ob Makro de n en s ke ne Ersetzung (00:37:39)\ne sk Luew ss v m Pymnn sysiou nefc (00:37:39)\nv nmn cnreaa c nf aef ne 1 Pos1 m EAns sa = ef eamAvE cuNFs R (00:37:39)\nP man b u e c auf aennen H xvE LuNe Lo m ss s1zE F m E == s1z oF LuNe LoNo (00:37:39)\nPym n pyume nf aenneu1H vE Fr ME aa aennenms w1N ows (00:37:39)\nPython yt e c x f aef neu FPLE M ne? ne (r AvE aH 1r EoFuAv M nef f ea (00:37:39)\nTu ni l Shell Haa e n Ans d Fens u H fe 1559 man Manm v Lnw s (00:37:42)\nPymon sysmum e nf aef nea r s wmuows sa aef enms w NcE (00:37:42)\nPyrm n r naum c am ef nen1MsjIN Ju 1s ss aennen vMs (00:37:42)\nPym n pyume c mf aennea H vE FrmE sa zaem enms w1N ows (00:37:42)\nTu ni al Sln ll Beame m Ans u F ns u H 15 59 msn v m v Lnw s (00:37:46)\nAusnahme fdef M1 teste nur ob Makro de n ert ist kenne Ersetzung (00:37:46)\nfra un nmny nrean n (00:37:46)\npsi sz a t nf al p mary ana secum ry rm s wstr ngsl (00:37:46)\nvar ous uns M nm macmn usan ny ne uxternreter are (muenzen ln (00:37:46)\nTu ni al Slv ll Beame m Ans u F ns u H 15 59 msn v m v Lnw s (00:37:50)\nAusnahme fdef M1 teste nur ob Makro de n ert ist kenne Ersetzung (00:37:50)\nauf Pv RELE sE LE EL = v ELEAsE LEvE s m (00:37:50)\num nem su now gez um fancy ma the prknrncessor (00:37:50)\nT m i shell ßear e m Ans cm Fenst r H fe (00:37:57)\nAusnahme ä fdef M1 testet nur ob Makro de n ert sl keme Ersetzung (00:37:57)\nkse zt (00:37:57)\nmega re ease levet means are n u ua y exc us va ana am er (00:37:57)\nve smn m = Pysu u seauen e New aversmn nffny e (00:37:57)\nT nin l Shell Bu e m Ansm Fenster H fe I 1 E 1559 Ewns M r m v Luw Q (00:38:05)\nve mn 1m = =vs mnse uen e ne wers mfm fwyuß (00:38:05)\nT r nin Shell ß ar e en Ans cm Farmer H fe 16 00 msu Mar n v Lnw s (00:38:57)\nnem n wm (00:38:57)\nnew ss gran (00:38:57)\nPymnn nreaam f a f n=u Pns n iEmsv ss a m m v LuNB rR (00:38:57)\nsn ua Lass far un mmam sy ua f (00:38:57)\n=yumn sy n uu = 1 an SEP (00:38:57)\nP mnn i1 r e c n mermm nAvE uJrm m as snfnf THE (00:38:57)\nP nnn m um mur uefme 1 r s i1 uu Ts M uem u l 1457 (00:39:00)\ns12EoF LuNß oNß ß wemen (00:39:00)\nPynmn e c m uafin um vff mß mm Q s zEm= n nE (00:39:00)\nPym n pyume c f uefm um vE Fm E sa m=nneo s rmr m s (00:39:00)\nPytnon ynv e c nf aennen m3PLE as u n a nAvE ßEv 1NEo =nA1 M n f m ur (00:39:00)\nPyman e monrun c n 1 V D sacli ms f m na uuu ke uenuggmg n msvran (00:39:00)\nP man p nu n mf ma m rm Lf W nave ruum unnuggmg mnmrau (00:39:00)\nPyman pyn mr c mf aef r ea HAvE L msmFn m sa a fIn mm vE ErLou E (00:39:00)\nAusnahme v fdef M1 testet nur ob Makro dem en Ist ke ne Ersetzung (00:39:01)\nifM1 100 (00:39:01)\nPy nnn yume anf aef en AFP E sa 1eF 1eE n vE aET rn4EuFnAv as aef neq (00:39:01)\nPifman ya rena c anf def ne 1(P IJEBIAU (00:39:01)\nPymon uyarena c nf ner man 5y DEauG (00:39:01)\nPytm n mys mml c nf uef nea gI ss uef em r 1 m E u H nennea1 ss (00:39:01)\nTumi l Shell B a en Ans a Fenster H f (00:39:02)\nAusnahme def M1 testet nur ob Makro de n ert st ke ne Ersetzung (00:39:02)\nmo s ran sec (00:39:02)\nPym n pymunmn mnf 1 1 nsa e nus f you nave trnuble ae uggmg nom (00:39:02)\nP? man i n unrun c nf nef nec i AvE LmsmFo H M aev en HAvE sETLOcALE (00:39:02)\nPython mystrtnnbcm f aef nec T sg1 M ueu en wrrH r REA sa aennea sG1 M (00:39:02)\nP man marsna c anf PyLnng sH1Fr 2 PyLong ARs mL sr1 Fr (00:39:02)\nT nin Shell ßea e n Ans cm Fenst r H l (00:39:20)\nAusnahme ä fdef M1 estet nur ob Makro de r ert st ke ne Ersetzung (00:39:20)\nPython myarrrn m z z f aer nec f s sa sf ea rm 1 5 nv sa uef nec ss1 n (00:39:20)\nPy nun marsv al r 7 vvy unLHARsnA z uw (00:39:20)\nnef n n msiwmnm s (00:39:21)\nuef U m 1s wma4 (00:39:21)\nner mem 1s wm u sY (00:39:21)\nPynmn fueuu1s = mPython 11euULs c nf (00:39:21)\nPyrnon yna n an mauuns 1 If nvum q nmn Anms auaLzn (00:39:21)\n= = = W = Python f leuuts uf nefu e 1( 1 w1NDOw ) 1 aef nea( 15 wIN64 Python f LenuLs c nf aefu en r1AvE 5TAT sa aefu eu(M5 wINDOw5 (00:39:22)\nf M = W Pymon nv uan r u un u f mu rvm Q u= = P1u uc( vPyumn f 1e u nf aefm= ms wm ows nefu =a 1s vrm 4 f M = (00:39:22)\num mam w u frg 1fm f n=uM vE unnz (00:39:22)\nT r nin l Shell Bea e en Ar s m Fenster H ue 16110 mw M in v Lnw s Q (00:39:31)\ne zk mew ss vun Pym n sysioau efc (00:39:31)\nspec a case far um fnename syntax (00:39:31)\nPython y mouuLe c=nf uefmeums w1Nuows ss uef1neums w NcE (00:39:31)\nPymon sysmuuuLe c 1f vv R LE sE LE sL = wv RELf AsE LE EL ALPnA (00:39:31)\nss s zEuF m E = s1zEoF LuNu oNo (00:39:31)\nr aenne i mu E F mf r aef nenmAvE L Ns LoNc F (00:39:31)\nPymon pyume mm (00:39:31)\nT rminal h ße nw u Anslau Fensm Hm I 4 E 16 00 ämm Mani mmw s Q (00:39:35)\num P mc n 5 mnau @vm Pymm ua f (00:39:35)\nää tzc (00:39:35)\ne ak Leewßs v m Pyznun sys oau ef (00:39:35)\nPynwn ysm au c=nf uef eu r s v 1Nnows sa aEm e 1s wmcE (00:39:35)\nP hon byume c = nf ef1ned r 1VE FY IME (00:39:35)\nPyrrmn pvu e f ennen m vE mE 5 @f em 1s w1Nums (00:39:35)\nTumi zl Shr ßeammu Ans a F nsm Hum (00:39:36)\nä tzc (00:39:36)\nMHRMTY N PARTIKULAR NHWER THE Mmm N08 ul rr MAKLS ANVv REPRESBHAHM UR wAr MNT JF Am xmn Cmc mmß THE MERCNANYABILFFY (00:39:36)\nPem samn zu use mvv m fy ann m rmd e an pur nse w nuu me Ls m ny gm xeu wwm n m (00:39:36)\nTumi l Shui ß an u Ans u F nm H n 01g 16 D0 Ehum M mn v Lnw Q (00:39:38)\nr nennen (uou aLE s um Enu1m 1EEE7s4 (00:39:38)\nacr nes where nmmtes have byte uraer 4557a 23 1m der u ue ng me least s gn fuanc ny e 1 (00:39:38)\nß Th s came sr uum also wnrk far ARM r en enu an forma an urtle end an (00:39:38)\nmef ne FREE P 1 m F?ee (00:39:38)\nAusnahme w fuef M1 lE5 9U1 J1 ob Makra de n en sl ke r e Ersetzung (00:40:57)\nk etz (00:40:57)\nr menne 1 Pus1 r1 s ns as aefmen m vE couFs f mef ne 1 Pos1 11mEAns as en mAvz cmFs (00:40:57)\nPymun sysmm e uf nef ne ms wmDuws aa uermm ns wmcE (00:40:57)\nPynmn sysnmau e c nf nennen ( r 1s 11Nnm s (00:40:57)\nhmm Amag m um emzugm mm Emm Amn w memmg v numn Fame mww u um (00:40:59)\nAusnahme tifdef M1 teste nur ob Makro de n erl sl ke r e Ersetzung (00:40:59)\nParamelerbeha ele Makros mussen mn Klammem aufgerufen werden (00:40:59)\nVerwendung von Makws Yex der Makmde n t un w rd e ngesetzt (00:40:59)\ndenne M3(param1 pammz par am3) (00:40:59)\nM3(a b M1) a=wert b=wert (00:41:07)\nVerwendung von Makros Text der Makrode nition wird eingesetzt (00:41:07)\nBackslash am Zeilenende bedeutet Fortsetzung des Makros (00:41:07)\nMakro endet am Ende der Zeile (00:41:07)\nparam1 param2 (00:41:07)\nParameter in Makros (00:41:59)\nVerwendung mit 2 Stringi cation (00:41:59)\nDirekte Verwendung Ersetzung (00:41:59)\nKann zur Symt es s be snielsweße von VMT Namen verwen ie (00:42:05)\nVerwendung mit 1 Token Verkettung (00:42:05)\nA(hel o) (00:42:05)\nKann zur Synthese beispielsweise von VMT Namen verwendet (00:42:09)\nVerwendung mit 2 1 Token Verkettung (00:42:09)\nVerwendung mit 1 Stringi cat on (00:42:09)\nlaw Q Pmam (00:42:10)\nParameter in Makros (00:44:02)\nVerwendung mit Token Verkettung (00:44:02)\nVerwendung mit 2 Stringi cation (00:44:02)\nDirekte Verwendung Ersetzung (00:44:02)\nnynm Ab age swhe mn E n ugen ro e Form Anomnena amel gn u n1ems n m m m w l s Q (00:44:43)\nKey w Ab age ßw e wn emmgen nme form Ano dnen namemmq v rfun en ren e sere m en Hufe (00:44:54)\nVerwendung mit 2 Token Verkettung (00:44:54)\nDirekte Verwendu ng Ersetzung (00:44:54)\nParameter in Makros (00:44:54)\nVerwendung mit?? 1 Token Verkettung (00:45:04)\nDirekte Verwendung Ersetzung (00:45:04)\nT r nin Shell ß ar e en Ans cm Fenster H fe 1615 mm Mar n v Lnw s (00:45:18)\nT r nin Shell ßear e en Ans cm Fens r H e 1616 mm Mar m v Lnw s (00:46:10)\nßd f n AKS char s gen (00:46:10)\nLejztmp Ioew sß cat b c (00:46:10)\n1e tmp Luew s v v b c (00:46:10)\nßd f n A(S) char s exr = ws (00:46:10)\n1e tmp71oew s cat b c (00:46:10)\nchar s re = helm (00:46:10)\n1e tmp Loew s gcc E k c (00:46:10)\nT r nin Shell ß ar e en Ans cm Fenster H e 1616 mm Mar m v Lnw s (00:46:16)\n1e tmp 1oew1s (00:46:16)\nwd f n A(S) char s e (00:46:16)\n1e tmp Loew s cat b c (00:46:16)\nLe tmp 1oew s v n b c (00:46:16)\nle tmp7Loe s cat b c (00:46:16)\nT r nin Shell ßear e en Ans cm Fenster H e 1617 mm Mam v Lnw s (00:47:07)\ne tmp uew1s x v b c (00:47:07)\n1e tmp Loew s gcc E b c (00:47:07)\nd f n A(5l char s Amen (00:47:07)\n1e tmp 1oew s cat b c (00:47:07)\nLejztmp Loew1s v v b c (00:47:07)\nßd f n A(S) char s exr = S (00:47:07)\n1e tmp71oew s cat b c (00:47:07)\nT r nin Shell ßear e en Ans cm Fenster H e I 1 E 1617 mm Mam v Lnw s Q (00:47:09)\nchar hello text = hello (00:47:09)\nLejztmp 1oew s gcc E b c (00:47:09)\n1e tmp 1oew1s v v b c (00:47:09)\n1e tmp Ioew sß gcc E b c (00:47:09)\nßd f n AKS) char s Amen (00:47:09)\nKey w Ab age Bearhe ten E n ugen rn e ram = Ano anen namemmg v rfu ven rem se w e en Hufe (00:47:22)\nVerwendung mit Token Verkettu ng (00:47:22)\nDirekte Verwendung Ersetzung (00:47:22)\nParameter in Makros (00:47:22)\nParameter in Makros (00:47:24)\nVerwendung mit Token Verkettung (00:47:24)\nVerwendung mit 2 Stringi cation (00:47:24)\nI int x = new int 1O (00:47:24)\nDirekte Verwendung Ersetzung (00:47:24)\nK y m Ab age sea e mn anmg n Fan rovma Ano anen aamel gn v u n e m mm unm w ms Q (00:47:53)\nVerwendung mit Token Verkettung (00:47:53)\nDirekte Verwendu ng Ersetzung (00:47:53)\nParameter in Makros (00:47:53)\nÖ Kev a Ab aue ßea e en E n uu n Fo e Forum Ano anen auxel u n1e ms 4 B i nv i i s Q (00:47:54)\nVerwendung mit Token Verkettung (00:47:54)\nDirekte Verwendu ng Ersetzung (00:47:54)\nParameter in Makros (00:47:54)\nVerwendung mit 2 Token Verkeltu ng (00:47:56)\nDirekte Verwendung Ersetzung (00:47:56)\nSami Ablag arne mn Dars e ung ver am msez nen Ln w k e Penner Hufe Debug (00:47:57)\nzu u z e mn s we spe =n@rve a mg am mm Ama a n ke vemnuen sm um sumz (00:47:57)\naus nass me Ma en e vana e L smsn as vmmnms ang m W am mn m arena a um arena n ne vnnen (00:47:57)\nmum neuen mu w zmen =a m a WB as auu bas erena am ms ago n Genen Sm m mm Lasung man (00:47:57)\n2 sehen sys mw Lasung m Fm n eme e n em g vp kompnm er an Tamm em mses w e m wr e vew e c ms em (00:47:57)\nE gnnms u Das mn a x m ma = sueisnen mn emem su pm a acx wanne B ucx auo en swnd (00:47:57)\na ocxsxzs um Funxußn uea nca gmx mese sm e wmue rex Fans ane s ecu a n an ama qm a ua ev ans (00:47:57)\nman Nennen se 1 wu ms mg um emwme mw Dm Funk m a nca e a m en exam es a Grasse (00:47:57)\na Macm n um mus mu n n mwn avz m R cmsn s n mem smwsev am e mn am a Fu mum am sm m s rß n sn m z m m (00:47:57)\ns t ri Ab ag B arne mn Dars e ung ver am meze nen L w ck e Penner Hufe Debug (00:47:58)\nv u urg E e =m se wm spmnemmanung am msme e Ama a uue verwenden sm am sl mz (00:47:58)\nMaxeme nnen mn z e e wmawwm a um1 es aur mz s arena am es a c m Genen sxe m mm Lasung aawn (00:47:58)\nE ga ms U Das Fun a m=un m p spekn n mn ne an m a w wemne a acu a o en sm (00:47:58)\nman wme aen se B me Lasung um E m ume mw um Funmn a nna ef a m an Emm es e Gw e (00:47:58)\nC Mmuan s a s c helm m mm uuunm Mga an (00:47:58)\nwpe a mg sys em same (00:47:58)\na Mannen s e sm um am Eunm usmm n uu= (00:47:58)\nÜ Safari An gg um m D fm mg vef m Lßemmu e mf u Fa snz m mmg (00:47:59)\ne am Em ip av uns Y pn mar una simype nn T EL amp maße o nu mum nmn r mqp a nary um (00:47:59)\ne zuunm q n s v an m sm mm Las ng um am m uzmx nmncenne U we cn s nn em Ausnmcu e Lmamnm an (00:47:59)\nu samen s e n e mmg vn Pam em gz p mmpv m m n Yam es em (00:47:59)\nE ff n lÜE1 = ? Ü I L 5=J @ u v g um Berechnung vun Aumnmn unamgen se mmsPfugramm m am smmr ann m c v ng amm genen sm mu vun en genn m uems aus (00:47:59)\n7 Aufgabe (00:47:59)\n1 u amu g m ms mm sm mm smmawem ung am mehrere Arena s me verwenden swe am snmz (00:47:59)\nM e nana mn zmun n ca a a W21 Te anp pr as arena au xesxann cv Genau sm n mm Lasung nav n (00:47:59)\na ccxs z me Fun n on ea ca 1 gm usa mm meue rm Fans a a a oexe a m qn sm gmx x mara w a s (00:47:59)\nQ man mug hmmm um uung vmm Lß mmm Er n mzklu Eans u am nmuq (00:48:00)\n= = N M = = = = = E am Emm a uns um Y mr ans suu yps un T up su sv eß w m m mm ng mm qp Binary) umms arwanf mm gm an ms anmwf p Nu nmm am mm n vwms zur aer m s n g mg um varef mng mgwfv sm (00:48:00)\n1 Z Ä E E Ä l T l?1 Z T ? Eä ?a äF E zum g s wamm sn mm Lasw um an m uxm nsvanm e TL we cr es nn e nen Ausdruck e una pnm an (00:48:00)\nwan mwena n sm u mm mr g an a mm uuavana n e Funmn a nca a a an Eluck as er Gum a ucxs f me Fun mm aaa m gm um a ma man rm Fawn aus sum a n en sm gmx a ma v sz gem us Q Das am au a = n a u s em m rw mam an pm a ucx wanna Blricxs ar n an amsanaan sm rwe mw W Fmn uns eme g v xempwm rwn ramre am num sn ne wm wu u va ewnn s e nu a em nana mn um zm en na f = a 3 um w ann ybas erend aur wann cy Genau sm n mm Lasung nam aus nass um Ma e 1 e v m e sa ua nas vurmmnms ang m m nem s m namna a um arena n ne naan (00:48:00)\n1 man mug Bum n m m vum Lmmmm mum muy Hm umug vv vmmvmmqw m (00:48:03)\nauzuiumefn Zur ve wa nq ou vafsm emenan A en s w m eme e nfanr verxeue e L s e (00:48:03)\ns eua u srmz man ese mmap(Z ) um wm awie ssys em wea rm spe cne (00:48:03)\nzus g we em s e mm spam wawa ung am mme e Ama a = C e vemem m (00:48:03)\ne sem g s e n e Lnsu g m Farm e nes em a en gz nmpnm enen Tar e e n mens sq e (00:48:03)\nPam ane amc e num sm gm a mam a s E ggm s n Öas Fe u au na egmap spe nr en (00:48:03)\nmem llauqnmcss muun awcxs 1 mm Emm im m 1 manu 1wa s1 a (00:48:03)\nme nen spemne aus eu n um sne cm n nc en s e nenn mr ne a aunmen (00:48:03)\n1 mp emenue m sm am Fve speuzherve wal ung um der scmm m e (00:48:03)\nßinlnl zlll ll äill illälh lll (00:48:03)\nD Richten Sie m Ihren Ermr ser an E r ofl efbafes DFN Z Y al ein s f rn Sic nicht b il (00:48:03)\n1 sam Amg Bume mn ua m um vum mamma amm u mm mm nung vv vmmvmmqw m (00:48:04)\n(has fend auf IESBQQ CI Genen Sie In Ihre l tßung davur aus dass die MBJ e I Var a1 le (00:48:04)\nFans ane a ac e auu wn sm gm a uca e ans Ergennis o das Fe u allncateuvmap spe nnen (00:48:04)\nBlöcke Imker Größe (BLOCKSJZEI r e Funk lm deaI n a E() giD1 dleäe Blöcke wieder frei (00:48:04)\ngii l l ned äiI @ mwc 5m um wu s1 mm 1 u gm sun ==am map mu awu s s (00:48:04)\ndie den Spe cfer aus eman (asien Speicherhluck entsprechend der Deklaralic ne (00:48:04)\nVm msys eme (00:48:04)\nmgr mmsnm nnm (00:48:04)\nc Me aen s e s cn uam A nanesvs ern (ür me üb ngsamga en an (00:48:04)\nBin olch ä Zlfli ii insti ic haben (00:48:04)\nD R cnlen S e in Ihrem Er ws em ex omerbares DFN Zernhkal ein sufwn Sie nicht h mils (00:48:04)\nsafari A ag m e n uame ung vu auf w u =n emw d u renm Hum Debug mnm svsm s am m mm cm zw mn vmqm nnnm mn k x (00:48:10)\naeqsp e swase su en m mam ns an@e mp Bi aryß und ms ance f( = us genen (00:48:10)\ne z smaufg m erwe n s e r re Lds ng um em Kons u u ns anßea m TL welches fur eme (00:48:10)\nQ Geneneren s e mm ats usrmm scnp eme Ansßrmn eme Dehuggen ilzung aus der (00:48:10)\nAu arunken ur e fragen e meses Programm n e n s ruk u fänn icnes C Pm ramm genen (00:48:10)\nll Gegeben Sei ein C Pr@ramm zur Manipulalinn D irslellung und Berechnung von (00:48:10)\nAogaue em n 22 Ma 117 no UTC (00:48:10)\n2 Aufgabe (00:48:10)\nanzu ordern Zur ve wa ung am vefscn eaenen Arenas w fd eme einfacrwerxene e um (00:48:10)\nmm uwe me mn me = f =LIBARENA das Vel1e4ChniS ang1bl in dem sich libarenaa und arer a be nden f Z a 2a fgib0 Erwe lefn Sie Ihre Spe cherverwallung all mehrere Arena Elncke verwenden (00:48:10)\nSafari Anlage B ar e en Dame mg Verlauf Lueze dnen Ln w ck er Fenster Hw e Debug nm = 1a Amman mam (00:48:39)\n1ass vumner=p m1 c Expn (00:48:39)\n1 ms ra f hase mass mr e pfessmns (00:48:39)\ndouble eval( (00:48:41)\nxepresema ion fur i era numbers (00:48:41)\nvirtual vo d print( nur f) (00:48:41)\nAbstract base class fo express ous (00:48:41)\nMenue Pascj a m 0 (00:48:41)\ns f i Ab ge Baarhe ten Dwm ung vef am Lese e en smw e Fenster Hum Debug mms www a mam 1 eammq mz e w (00:49:55)\nease class for binary opezacors (00:49:55)\nreturn PREC LI I ERAL (00:49:55)\nint precedence (00:49:55)\ndouble eva (00:49:55)\nvo d pnnc ( Ems (00:49:55)\nclass Nu 1 e =pub1m Exp (00:49:55)\nRepreser tac on for l ceral numbers (00:49:55)\naina y sxp a Exp b) el(a) eZ(b)() (00:49:56)\nnase class for binary operators (00:49:56)\ndouble Val (00:49:56)\naoub e eval (00:49:57)\nP us sxpr e1 Exp fez ß ary1e1 ez ( (00:49:57)\nninary sxp a Exp fb)=e1 a) ez(b () (00:49:57)\ns f i Ab ge Baarhe ten Dwm ung vef am Leseze en smw e Fenster Hum Debug mms www a mam 1 eam m mz e w (00:49:58)\nMinus(Exp e Exp ez = amafy e ez ( (00:49:58)\net zn e eva e2 =va1 (00:49:58)\nvom pnm 1 Enz (00:49:58)\np us axpf = e1 Exp e2 =a1 nary E ez ( (00:49:58)\nreturn e1 ev a ( e2 eva (00:49:59)\nreturn e eva ez eva (00:49:59)\ns f ri Anlage ßw e mn Dam ung Verlauf e e men s w fx e Fenster mfg Debug mus W aa np uw u saam aef eam vmp z e nnus www mum m u mm nmmm mg ua mr (00:50:00)\ndoub e eval( 1 (00:50:00)\nMinus(Expr el Exp ez = ama y e1 ez ( (00:50:00)\nrmes sxpr w mp e2)=sm uy(e ez () (00:50:01)\nreturn PRI 1C TEIRM (00:50:01)\nreturn e eva ez eva (00:50:02)\nover sxpr e exp ez = ama y e1 ez () (00:50:02)\naufn e ev= f ez eva1( (00:50:02)\ndouble eva (00:50:03)\nclass over public m mu y (00:50:04)\nim precedence ( (00:50:04)\nEmm e eva ez eva 4 (00:50:04)\nT me nxp fe Exp ez = amary4e e1 ( (00:50:04)\ns f i Ab ge ß ar w n Dame mg Verlauf me u en a w mef rem Hum Debug mms www a mam ae eam nu n z e w Wnnus1 wwwa hu mfun saamne ea mr q W wm (00:50:22)\nreturn el eval( E2 evallv (00:50:22)\nmt precmence (00:50:22)\nel evalV (00:50:22)\ns f i Ab ge ß ar w n Dame mg Verlauf me u en a w mef rem Hum Debug mms www a m m mam ae em nq n z e n Wr nus1 wwwa hv mnfun mam 1e ea mng urz mar (00:50:23)\nMmus sx @ mp e2 = amafy Ez () (00:50:23)\nmass Minus = pub c amaf (00:50:23)\nmt p eceaence (00:50:23)\neturn e eva e2 eva (00:50:23)\nreturn e1 eval( e2 Eva 1 (00:50:23)\nEmm e eva el eval (00:50:24)\ndouble eval( (00:50:24)\nv usq axp el Exp @z)= ama q 1E a () (00:50:24)\nExp e e2 (00:50:24)\nBase class zur binary operacors (00:50:24)\ns f i Ab ge ß ar w n Dame mg Verlauf me u en a w mef rem Hum Debug mms www a m m mam ae em nq n z e n Wnnus www an hm m p m n@ em mq mz uur (00:50:25)\nmass numben pub m sxpq (00:50:25)\nRepresentat on fo era mm ers (00:50:25)\nclass sxpn (00:50:25)\naoub e eva (00:50:26)\nclass mu ben pub m Expz( (00:50:26)\nRepresent ation for literal numbers (00:50:26)\nv rma im precedence (00:50:26)\nvirtual mia pnnq 1 s f (00:50:26)\ni define P u c Ln ERAL (00:50:26)\ns f i Ab ge ß ar w n Dame mg Verlauf me u en a w mef rem Hum Debug mms www a m m mam ae em nq n z e n Wnnus www an hm m p m n@ em v q mz uur (00:50:27)\ndouble Val (00:50:27)\nclass Nu menp m m Expz( (00:50:27)\nnepresen a mn mr ten numbers (00:50:27)\ns f i Ab ge ß ame n Dame ung Verlauf Lm men Emw e Fenster Hum Debug mms ffwww an mn unlfpn saam ag fmn nu u z exu Ifir nus www nahm umfu snam ne eammg urz uw (00:50:54)\nclass uu men pub m Expr( (00:50:54)\nvirma amm e eva1( (00:50:54)\numme aoub e v)=va1(v ( (00:50:55)\nc ass Numer = pub m Expr( (00:50:55)\nvirtual am b e eval( (00:50:55)\ns f i Ab ge ß ar wmn Dam ung Verlauf Leseze d en smw me Fenster Hum Debug mms www amw n mmam ae ean nq n z e m Wr nus www aahv mwpu snam uennxnq mz exam (00:52:56)\nim precedence( ) (00:52:56)\naoub e eva (00:52:56)\nvirtual amm e evall ) (00:52:56)\nAbstract base class for express ons (00:52:56)\ns f i Ab ge ß ar wmn Dam ung Verlauf Lese e u en smw me Fenster Hum Debug mms www amw n mmam ae em nq n z e u Wr nus www aahv mwpu snam uennxnq mz exam (00:52:57)\nclass Number pub m sfpq (00:52:57)\nReprese cation for tera numbers (00:52:57)\nvucua vo zl pnn 1 fnzff) (00:52:57)\ns f i Ab ge ß ar wmn Dam ung Verlauf Lese e u en smw me Fenster Hum Debug mms www amw n mmam ae ean nq n z e m Wr nus www aahv mwpu snam uennxnq mz exam (00:52:58)\nclass ßmary=pu 1m EJxpr( (00:52:58)\ns f i Ab ge ß ar e mn Dame ung Verlauf Le m u e smw me Fenster Hum Debug Wnnus w w w 1 w umfpn mm @ ea r mq mz Exw (00:52:59)\na nary sxpr a mp b =e 1a ez(b (00:52:59)\nBase class for binary operacors (00:52:59)\ndouble eval (00:52:59)\nSafari Ablage B arhe ten Dars e ung Verlauf Le e e men En w ek er Fenster H e Debug änn mms www an w n mam ug ea( nqJu 2 e (00:53:00)\nsinary sxp fa Exp b)=e1 a) e2(b)( (00:53:00)\nBase class fur b nary operamrs (00:53:00)\ndouble eva (00:53:00)\ns f i Ab ge ß ar e mn Dame ung Verlauf Lese m en E wmk e Fenster Hum Debug mms wwww amm n aam 1 mn nq mz e r Ür nus Hwww an w mwpu saam auem mq urz exam (00:53:51)\nP us sxpr =e Exp e2) B nary e1 e2)() (00:53:51)\nBinarywxpr fa Exp b)=e1 a e2(b)() (00:53:51)\nC1355 amary=pub1m Expr( (00:53:51)\nSafari Ab g mr m en umm ung ve m Lese emm Enm m e Fenster Huf Debug mms f mw n mu n mua m aey eaa nu mz e nr v Wurm H www n nu amu m nwem na u z mar (00:53:52)\nP usuaxpr =e1 mp ez =amary e ez ( (00:53:52)\nSafari Ab g Bearhe ten Darstellung Verlauf Lese ew e Enm fx e Fenster Hw f Debug mms ww u 1nn nH mn m ue m = n= u z e m (00:53:53)\nim p eceaence ) (00:53:53)\nreturn e1 eva ez eva (00:53:53)\nsmary sxpf u mp b =e 1a ez(b ( (00:53:53)\nnase class fur binary operacors (00:53:53)\nSafari Anlage Baarhe ten Darm ung Verlauf Lese e me Ln w ck e Fensm Hufe Debug mms ww n nm n nnua m m eam n= mz e v l iin ms www a hv uwu mm ne mrnnynwz uw (00:53:54)\nclass M nuszpubl c a nar (00:53:54)\nreturn e eva1 ez eva (00:53:54)\ndouble eva 1 (00:53:54)\nvoid pnnt ( funf) (00:53:54)\nP us sxpr =e1 Exp e2 = amary4e ez () (00:53:54)\nxainary sxpr a Exp )=e1 a e2(b ( (00:53:54)\ns f i Ab ge Baarhe ten Dam ung Verlauf Lese e c en Emw e rem Hm Debug Wr nus Mwww nahm wwuu saam nuennxng u z exam (00:54:57)\nMinus(Expr fe Exp e2)= amary e1 e2 () (00:54:57)\nim precedenee ) (00:54:57)\nreturn e eva ( e2 eval( (00:54:57)\nP us sxpr e1 Exp e2)= z nary(e1 e2 () (00:54:57)\nBinarywxpr fa Exp fb =e11a) ez(b ( (00:54:57)\nreturn el eval() e2 eval( (00:54:58)\nreturn el eva1( ez eva1( (00:54:58)\ndouble eval ) (00:54:58)\ns f i Ab ge Baarhe ten Dam ung Verlauf Lese e c en Emw e rem Hm Debug (00:54:59)\nreturn e eva ( ez eva 4 (00:54:59)\ndouble eval (00:54:59)\nTi mes(Expr fe Exp e2 = amafy e1 ez ( (00:54:59)\nSafari Ablage Bearhe ten Dame ung ve aul e a u en E w ck r Fenster H e Debug mms www dann n m nam u= =a nq z auf fun (00:55:00)\nim p eceaence (00:55:00)\nemm e eva ez eva1 (00:55:00)\ndouble eva (00:55:00)\nTimes(Expr fe Exp fez = amary e ez ( (00:55:00)\nreturn PREC 1 ERM (00:55:00)\nSafari Ablage ß ar e en Dame ung ve auf Leseze men Ln w k e Fenster Hw e Debug mms www dunn n 1am a mn nq mz e nr l nnus www a n umfwsnam @ emmq um mr c Lib umqx (00:55:02)\nreturn e1 eva1( eZ eval( (00:55:02)\ndouble eval (00:55:02)\nove sxpr e Exp e2 =Binary1e1 ez ( (00:55:02)\naoub e eval (00:55:02)\nsafari Ab ge ß ar w n Dame ung Verlauf Lueze d en En w @ ren m Hum Debug mms f www dunn n 1am a mnmq mz e r Wnnv www a nm m am @ emmq um mr (00:55:03)\nmc pmcedencq (00:55:03)\noverrr xpr el Exp e2 = ainary e1 e2 () (00:55:03)\nclass man public nmary( (00:55:03)\nreturn e eva ez eva1 (00:55:04)\nove sxpr fe Exp e2 = ainary e ez ( (00:55:04)\nSafari Ab ge ß ar m n uame ung ver m Luemu en sn w @f Fenster Hum Debug mms f www m nm n aam a mmnq mz e (00:55:07)\nfprinnnf f val) (00:55:07)\nvum Numer =pnnu FILE f (00:55:07)\nreturn e1 eva ez eva ( (00:55:07)\naoub e eval (00:55:07)\nove sxpr el Exp e2)= ainary e ez () (00:55:07)\nSafari Ab ge ß ar m n Dame ung ver m Lueze d en sn w @f Fenster Hum Debug mms f www m nm un aam a mmnq mz e (00:55:08)\ne pr1n (f (00:55:08)\nvoid s==pnn=(Fn E f (00:55:08)\nfpnntfgf am Val) (00:55:08)\nSafari Ablage B ar e en Darstellung Verlauf Leseze chen Ln w ck er Fenster Hw e Debug mms www d nu un aam u2 macmnq n z e Wnnu www a nv mwu mm a@ mmnq um mv (00:55:09)\nvoid v nus==prm ( n E f (00:55:09)\nlowest p eceaeme no need Q put pa ent eses (00:55:09)\nvom Nu ben =pnnt(fn s f) (00:55:09)\nSafari Ablage B ar e n Dars mg Verlauf Lae m e Lmw 1 Je Fenster H e Debug mms WW an mn 1am a fmam = n z e = (00:55:15)\nif e2 precedence = =REc rEm4 (00:55:15)\nowest precedence no need Q put p rentheses (00:55:15)\nvoid Nu ber==pr1nc(F11 Ef f) (00:55:15)\nsafari Ab ge ßur e n Dame ung Verlauf me umn Emw @ Fenster Hm Debug mms J wwwmx nm nfwpo saam ae u nu n z e w Wr nus www mr umfu rsdam ne reammq urz exam (00:55:39)\nnpe auds need pa emnäas f may have lower pfeceuence (00:55:39)\nvom Tunes =pnm ( n z f (00:55:39)\nff secmm nperand needs parentnesßs unless H na higher precedence (00:55:39)\ns l i A l g sammen Darsu lu g Verlauf Lue um n Enm r e rum Hilfe Debug (00:55:40)\n1 e nn= f fgfmf f (00:55:40)\nvRE fA ma ( (00:55:40)\nif 1 preceaem= (00:55:40)\nupemm s need pamntneses if hey have waf pfecea nce (00:55:40)\nez prinn(i (00:55:40)\nfpr nti f ez pnn 4f fprm f f (00:55:40)\nff secm f npem nd needs paren neses unless 1 has mg e precedence (00:55:40)\ns A g sammen Dm mg vu am Lm mmn anm fm wma Hum Debug (00:55:41)\n( el pt nt(f fprintflf ) ) (00:55:41)\noperands need pazentheses if they have uwe pmcef ence (00:55:41)\nsecond opezand needs pa enmeses unless Lt na higher precedence (00:55:41)\ns f i A age ßw e n Dame ung Verlauf Lesm u en L w me Fenster Hum Debug mms wwwmx nm un mam a mm nq mz e m (00:56:30)\nsecond upemnd needs pamn neses even f an same pz oz ty (00:56:30)\nfg mnf 1 f (00:56:30)\n1 21v p I qf fpfm f f (00:56:30)\nfprincf ( f (00:56:31)\ns f i Ab ge ßw w n uame ung Verlauf me u en e w me Fenster Hum Debug mms wwwan nm unkpu saam ae ea m p z um r nus www mhv wwpu saam nuem mq urz exw 1 (00:56:45)\nLi ez =c=d=m e = man marusa f (00:56:45)\nfpzm f (00:56:45)\nsamnc Parana needs pa emnases Ewa (00:56:45)\ne3 pnn= 1 f (00:56:45)\nTess appl cac nn (00:56:46)\nfprintf f (00:56:46)\nfpnh f f 1 E1 prInqf fpnncf f (00:56:46)\nsecond c perand needs parem neses even if ac same priar ty (00:56:46)\nSafari Ahlag Bearhe ten Dars e ung Verlauf L se e men En w k er Fenster H e Debug mms fvwwwad w n p m1am1 mam m n z e w (00:56:50)\n( el pr nc(f) fpnnnfff (00:56:50)\ns fa i mag ßw e mn Dame ung vef auf Leseze dxen emw 4 @ Fenster Hum Debug (00:56:51)\nn E f( = 1f n p eva11 (00:56:51)\ne PrZn= f fpn m=f4 f (00:56:51)\nSafari Ablage Bearhe t n Darstellung Verlauf Luez dxe En w k e Fenster Hw e Debug mms fwww a( nu n = saam a em nqfmz e m Wr nus mwww nahm wwpu saam nuea nmq ucz uw (00:57:15)\nIn a u Sl ße rh n Ans u mum rule E 151 E M M nm v Lnw s mms m nu n= nH mam a mam nq mz e ur (00:57:16)\nchar he Ho te tLe tmp Lcfew s I (00:57:16)\nlej tmp Luew ss vun b c (00:57:16)\nLe t p Luemss gcc i b (00:57:16)\nT mi She Bearhe t n Ans m Fe um Hm I 4 E I 1627 Ehnasx M nin v Lewis Q mms w w n w unH saam a mea nq mz e m (00:57:17)\nprintf( = f n p eva1()) (00:57:17)\nle itmp Loe s i (00:57:17)\nchar he L LnAtext = he l Lo (00:57:17)\n1e tmp Loew sä gcc E b c (00:57:17)\nLej tm Luew s vu h c (00:57:17)\nLe tmp Loew s gcc E h c (00:57:17)\nßdefine A(S) char S text (00:57:17)\nTu ni l shell B ar e m Ans m Fenster Hi (00:57:21)\nprinnff = f p eva1() (00:57:21)\nnew Nn v her(3) ) ) (00:57:21)\nnew Tunes ( new Nu r be r 4) (00:57:21)\n) els (00:57:21)\nT nnin Shell ßear e en Ans cm Fenster H e 16 27 um Mam Lnw s mms www amw un fpu suam aw@ m nq p z e (00:57:33)\ne tmp iLuew s g fo expr e pr cc (00:57:33)\nhr tf = f n eva1()) (00:57:33)\nnew Number(3)) ) (00:57:33)\nnew Over new N Amher(16 (00:57:33)\nnew Tunes ( new Nun ber 4) (00:57:33)\nExpr p = new Plus(new Numher(Z) (00:57:33)\nExpr p = new Plustnew Numherlll (00:57:34)\nri tf(f ( ) eZ pr t(f) fpr ntf f (00:57:34)\nTu nin Shell Bearhe ten Am m Fenster H e (00:57:43)\npnn fu = f n p eva1() (00:57:43)\nLd symhuL(s) not found for arch te ur BG 64 (00:57:43)\nt pe nfo for Numher n ccnSDO0V n (00:57:43)\nuperatorvnewmr s gned Long) refer nced fru v (00:57:43)\nT nin Shell Bearhe ten Am cm Fenmr H fe (00:58:32)\npnntf = f n p eva1 ) (00:58:32)\nle tmp Loew s (00:58:32)\nLejztm 1oew s gcc fo ex r ex r cc flg (00:58:32)\nd symbol s) not found for arch tecture S6 64 (00:58:32)\nI warf Except on Unw nd Info ( eh frame) n ccuSDO0V o (00:58:32)\ntable for B nary n ccoSDUOV o (00:58:32)\nc a pure v1rtua1 refe renced f rom (00:58:32)\ntype nfo for Number r ccoSDO0V o (00:58:32)\nvta te for c ab 1 s AcLassAty e nfu referenced from (00:58:32)\nT nin Shell Bearhe ten Am cm Fenmr H fe mms www n nm aam an mann m ux2 e u Q (00:58:36)\npnntf = f n p eva1 ) (00:58:36)\nld symhol sl nof found for arch teäur BG 64 (00:58:36)\ng x persona L1ty referer ced f rom (00:58:36)\nt pe nfo for B nary r ccoSDO0V o (00:58:36)\nt pe nfo for Number n ccoSDO0V o (00:58:36)\nti pe nfo for T mes r ccoSDO0V n (00:58:36)\nTerminal Shell ßur e en Am cm Fenster H e mms www an nm un fpu saam a @a n nq n 2 exu (1 (00:58:57)\nÜ wm A mq ßßa e n nm unq m w m nmu zmmm v rmim Hm uam (00:58:59)\nExp fg = new Pluslnew xun benzy (00:58:59)\nsecond nperand needs g ren neses even if an same priority (00:58:59)\ns f Ab ag mrne m mm ung ve w mamma Emw t rmm Hm Debug (00:59:00)\nf Zusalzaufgabefrwe tem Sie Ihre Speicherven vallung auf mehrere (00:59:00)\ns f Abmg mrne m um e ung venw mamma Emw t rmm Hum Debug Wnnus www 1 nu m a mm ammn nq um (00:59:02)\nc Genefieren S e m ttels usrlt in scr t eme Abschr e ner Debugger (00:59:02)\nem sm kmr ähnliches C Pr gramm gehen S e dazu von (00:59:02)\nD Gegeben ser e n F rnmamr zur Man pul mcm Dars ail mg und (00:59:02)\na Machen S e s cr rrnl dem Debugger usrlb n gdh vervau (00:59:02)\nAngabekemun 21 Ma 117 00 UTC (00:59:02)\n2 Aufgabe (00:59:02)\ns f fi Ablage m e en ars ung v auf Lßu m n En w fk Fe um H f Debug o mww w am rwccxewm amp af W mq amm m= h k n mus H www 1 nu n uam nm mnu gw z (01:00:12)\ne Zusatzaufgabe Erweitem Sie Ihre Lösung um ein Konstrukt (01:00:12)\nBefechn lhg von Ausdrüc en Übemagen Sie dieses Prograr m in (01:00:12)\nb Gegeben sei ein C Programm zur Manipulation Darstellung und (01:00:12)\nSafari Anlage B ar e n Dame ung Verlauf Leseze chen Ln w ck ev Fenster Hw e Debug mn ww nm nm wfun saam ae mn q u 2c u mama f 4 Whnus K www an hm wnfuu snam nmea r ng u z exwr mu a 1 (01:01:38)\npnn 1u = mary e1 f (01:01:38)\nExpr p1 =(Expr e1 Expr ez) (01:01:38)\nSafari Anlage B ar e n Dame ung Verlauf Leseze chen Ln w ck ev Fenster Hw e Debug num www du nm u aam aE mnm= p z uu empme Wr nus www an hm wwpu saam uea r n urz e w ven ulm (01:01:39)\ndouble P1us eva1( (01:01:39)\nSafari Anlage B ar e en Dame ung Verlauf Lesez dnen Ln w ck ev Fenster Hw e Debug mw www an nm un fu mm de m nmq mz u emumu Wr nus www an hm wnfou snam ne ea nmq urz e w emu m 1 (01:01:40)\nprinnn = q n eval(p (01:01:40)\nExp fp = p usu umber z) es m be (4) over(number(1O) number s (01:01:40)\nreturn eva @ u= bmary e eva (@n S =mary e2 (01:01:40)\nint Plus precedence (01:01:40)\nSafari Anlage B ar e en Dame ung Verlauf Lesez dnen Ln w ck ev Fenster Hw e Debug mw www an nm un fu mm de m nmq mz u emumu Wr nus www an hm wnfou snam 1e ea nvvg urz e w emu m 1 (01:01:41)\nin Plus precede ce ( (01:01:41)\nALLocAfm(1 1u5 ry (01:01:41)\naxpv p usmxpr e1 sxprf ez) (01:01:41)\nSafari Anlage B ar e en Dame ung Verlauf Lesez dnen Ln w ck ev Fenster Hw e Debug mw www an nm un fu mm de m nmq mz u emumu Wr nus www an hm wnfou snam ne ea nmq urz e w emu m 1 (01:01:42)\nreturn ew al(this b na ry e1 ev 1 th 5 bmuy ez (01:01:42)\nint p usjrecedence (01:01:42)\nSafari Anlage B ar e en Dame ung Verlauf Lesez dnen Ln w ck ev Fenster Hw e Debug mw www an nm un fu mm de m nmq mz u emumu Wr nus www an hm wnfou snam 1e ea nvvg urz e w emu m 1 (01:01:43)\ndouble Plus eva1( (01:01:43)\npf n Lm= =1nary e f (01:01:43)\nALLOCATE P1us r) (01:01:43)\nsxpn p uswxpr el Expr an (01:01:43)\nSafari Anlage B arhe ten Darstellung Verlauf Leseze cnen En w ck ev Fenster Hw e Debug (01:02:04)\ne Zusatzaufgabe Erweitern Sie Ihre Lösung um ein Konstrukt (01:02:04)\ners chllich werden iwie etwa die Berechnung des Ausdrucks) (01:02:04)\nS zur g aus der Ausschnitte aus dem Ablauf Ihres Programms (01:02:04)\nc Generieren Sie mittels usr bin script e ne Abschrift einer Debugger (01:02:04)\nein struktunähnti hes ( Prugramm gehen Sie dazu von (01:02:04)\nBerechnung von Ausdrücken Übertragen Sie dieses Programm I (01:02:04)\nb Gegeben sei ein C Prc gramm zur Manipulation Darstellung und (01:02:04)\nAbgabeterrr in 22 Mai (17 00 UTC) (01:02:04)\nS i Anlage Baar un Dam ung Verlauf Le e umen Er w rx er Fe sm H e Debug (01:03:30)\nLe tmp Ioew s fo expr ex ncc (01:03:30)\nLejztmp Ioew s gcc fo expr e pr cc Lu (01:03:30)\nLejztmp 1uew1s gcc w ex r ex r cc flg (01:03:30)\nld symbollsl not found fur arch tecture B6 64 (01:03:30)\nDwarf Except on Ur w r d Info l en frame) n ccuSDO0V u (01:03:30)\ngxx persor a L ty referer ced f ro (01:03:30)\ntype nfo for B nary n ccoSDO0V u (01:03:30)\ntype nfo for Tunes r ccoSDOQV o (01:03:30)\nvtahle for cx ab v1 s AcLass ty eA1nfu referenced from (01:03:30)\nK y n A age aea ne mn anmgen am Format m mn n u me mng vnrmmn anne sue ma Hm (01:03:34)\nLe tmp Ioew s fo expr ex ncc (01:03:34)\nLe tmp Ioew s gcc fo expr e pr cc Lu (01:03:34)\nLejztmp 1uew1s gcc w ex r ex r cc flg (01:03:34)\nld symbollsl not found fur arch tecture B6 64 (01:03:34)\nDwarf Except on Ur w r d Info l en frame) n ccuSDO0V u (01:03:34)\ng persor a L ty referer ced f ro (01:03:34)\nvtahle for Expr n cco5Dl ElV o (01:03:34)\ntype nfo for B nary n ccoSDO0V o (01:03:34)\ntype nfo for Tunes r ccoSDOQV o (01:03:34)\nvtahle for cx ab v1 s AcLass ty eA1nfu referenced from (01:03:34)\nK ym Ab age m e mn E nfugen run rmma m mnen menmg vnrmnm rem s m m Hufe (01:03:35)\nÜ y m mug w e m E n ugcn km Fo mar Anonin n na e lg viu n ams m um vuu m vklk s Q (01:03:41)\nA ÄQU1B ÜSQÜQ SP 8 Clf L L L L 1ILU Q (01:03:41)\nProgramm ertechnik II (01:03:41)\nDeallozierung aütomatisch (01:08:25)\nutqma ische Speichefve rwa tung Allozierung explizit (01:08:25)\nErreichbarkeitvanderer Objekt (01:08:25)\nEroblgm Erejgeb n ein Qbjekts führt zu Nicht (01:08:25)\nExplizites Freigeben von Objekten (01:08:25)\nObjekte verweisen über Referenzen auf andere Objekte (01:08:25)\nErreichbarkeit und Lebendigkeit (01:11:40)\nerreichbare Objekte sind u U ebenfalls nicht mehr verwendet (01:11:40)\nvon erreichbarem Objekt referenzie (01:11:40)\nerreichbare Objekte (01:11:40)\nSystemklassen (z B java lang String) (01:11:40)\ninherent lebendige Objekte (01:11:40)\nProgrammiertechnik ll (01:12:46)\nErreichbarkeitvanderer Objekt (01:12:48)\nErotqlefm Erejgeb n ein Qbjekts fühn zu Nicht (01:12:48)\nExplizites Freigeben von Objekten (01:12:48)\nObjekte ven veisen über Referenzen auf andere Objekte (01:12:48)\nErreichbarkeit und Lebendigkeit (01:14:32)


XL Middleton - G-Funk Vibes Vol. 2 (Cassette) XL Middleton - G-Funk Vibes Vol. 2 (Cassette) – Fat Beats


Major League Players Minor League Players Jorge Posada 1995 - 2011Jonathan Gray 2015 - 2016Clayton Kershaw 2008 - 2016David Price 2008 - 2016James Shields 2006 - 2016A.J. Griffin 2012 - 2016Dallas Keuchel 2012 - 2016Adam Wainwright 2005 - 2016Bartolo Colon 1997 - 2016Brandon Finnegan 2014 - 2016 A.J. Reed 5/10/1993Tim Adleman 11/13/1987Julio Urias 8/12/1996Tyler Glasnow 8/23/1993Lucas Giolito 7/14/1994Jameson Taillon 11/18/1991J.P. Crawford 1/11/1995Orlando Arcia 8/4/1994Ozzie Albies 1/7/1997Mark Appel 7/15/1991 List All Players by Letter\n1Ichiro Suzuki2403.05.20.2-0.4 -2.92.4-1.7 0.5-1.1 2Nick Swisher250162.38.80.1-2.1 10.4-4.81.10.10.47.6 0.2\n3Robinson Cano405124.213.5-2.93.3 13.321.415.8-0.20.220.50.12.9\n4Raul Ibanez425-0.30.70.30.4 6.0-4.61.5 0.1-4.1 0.2\n5Brett Gardner1619-2.08.6-0.70.8 -1.44.02.60.10.00.1 -1.6\n6Jorge Posada206037.4-0.60.40.8 1.50.80.7-0.30.02.9 0.8\n7Mark Teixeira262749.523.50.8-1.7 11.79.7-1.00.0-0.113.81.5-0.1\n8Curtis Granderson190327.926.0-1.6-1.5 8.3-0.9-5.20.1-0.114.4 -2.1\n9CC Sabathia17-0.90.5 -0.7-0.8-0.1 -0.2-0.3 -0.4\n10Alex Rodriguez338994.71.70.62.5 3.32.611.2 9.2 1.9\n11Derek Jeter418438.215.8-9.20.2 1.011.810.0-0.2 -3.1 0.1\n12Johnny Damon185430.21.23.80.1 4.60.44.6 -1.4 1.7\n13Hideki Matsui154025.31.7-0.4-0.3 2.17.13.2 -1.7 1.8\n14Jason Giambi86820.8-0.3-2.1-0.8 -1.73.33.5 -0.1 -2.5\n15Bobby Abreu138318.8-0.3-0.2-0.4 0.0-3.3-0.8 6.3 0.0\n16Russell Martin96112.4-3.1-5.80.4 -2.61.6-0.20.0 -10.0 0.9\n17Andruw Jones4918.93.8-1.3-0.6 4.8-0.5-4.60.0 -2.5 0.0\n18Marcus Thames2374.9-3.31.30.8 2.23.3-3.0 2.2 -0.3\n19Doug Mientkiewicz1923.9 0.00.5 0.9-2.5-0.4 0.0 20Eric Chavez4883.84.3-0.21.9 -2.5-4.7-2.6 5.1 0.0\n21Jayson Nix2022.5-2.6-1.5-0.4 0.4-2.6-2.3 0.8 22Jesus Montero692.53.31.1-0.3 -0.5-1.00.6 0.2 23Chris Dickerson722.41.3-0.30.9 -0.1-1.7-0.8 -0.3 -0.5\n24Cody Ransom1371.70.90.6 -0.41.1-1.3 -2.0 -0.5\n25DeWayne Wise631.2-0.40.8 -1.2-0.92.1 -1.1 26Juan Miranda941.01.3-0.4-0.2 -0.9-0.5-0.6 0.4 0.8\n27Wilson Betemit2900.9 1.2 -1.20.8-3.6 -3.2 -0.5\n28Brandon Laird250.8-0.9-0.1-0.2 -0.2-0.70.8 -0.2 -0.2


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MCC'2016 - Execution of r181kn-smll-146444110300087\nExecution of r181kn-smll-146444110300087\n7397.330 3515042.00 3531286.00 10524.40 FF?????????????? normal\nRun identifier is r181kn-smll-146444110300087\nChecking formula 0 : !((((((((("n4_2>=1")&&("n4_3>=1"))&&("n4_0>=1"))&&("n4_1>=1"))&&("a3>=1"))&&("n4_6>=1"))&&("n4_4>=1"))&&("n4_5>=1")))\nFormula 0 simplified : !("a3>=1" & "n4_0>=1" & "n4_1>=1" & "n4_2>=1" & "n4_3>=1" & "n4_4>=1" & "n4_5>=1" & "n4_6>=1")\n35167 ticks for the emptiness check\nFORMULA QuasiCertifProtocol-COL-06-LTLFireability-0 FALSE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL\nChecking formula 1 : !((F(G(G(X(X("a5>=1")))))))\nFormula 1 simplified : !FGXX"a5>=1"\n5240 ticks for the emptiness check\nFORMULA QuasiCertifProtocol-COL-06-LTLFireability-1 FALSE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL\nChecking formula 2 : !((((((((("s6_5>=1")||("s6_4>=1"))||("s6_6>=1"))||("s6_1>=1"))||("s6_0>=1"))||("s6_3>=1"))||("s6_2>=1"))U((G(((((((("n6_1>=1")&&("n6_0>=1"))&&("a5>=1"))&&("n6_6>=1"))&&("n6_5>=1"))&&("n6_4>=1"))&&("n6_3>=1"))&&("n6_2>=1")))U(G(((((((((((((("n8_4_6>=1")&&("n8_4_5>=1"))&&("n8_4_4>=1"))&&("n8_4_3>=1"))&&("n8_4_2>=1"))&&("n8_4_1>=1"))&&("n8_4_0>=1"))&&("s5_4>=1"))||(((((((("n8_3_3>=1")&&("n8_3_4>=1"))&&("n8_3_5>=1"))&&("n8_3_6>=1"))&&("s5_3>=1"))&&("n8_3_0>=1"))&&("n8_3_1>=1"))&&("n8_3_2>=1")))||(((((((("n8_6_6>=1")&&("n8_6_4>=1"))&&("n8_6_5>=1"))&&("n8_6_2>=1"))&&("n8_6_3>=1"))&&("n8_6_0>=1"))&&("n8_6_1>=1"))&&("s5_6>=1")))||(((((((("n8_5_4>=1")&&("n8_5_3>=1"))&&("n8_5_2>=1"))&&("n8_5_1>=1"))&&("n8_5_0>=1"))&&("s5_5>=1"))&&("n8_5_5>=1"))&&("n8_5_6>=1")))||(((((((("n8_0_1>=1")&&("n8_0_0>=1"))&&("s5_0>=1"))&&("n8_0_6>=1"))&&("n8_0_3>=1"))&&("n8_0_2>=1"))&&("n8_0_5>=1"))&&("n8_0_4>=1")))||(((((((("s5_2>=1")&&("n8_2_4>=1"))&&("n8_2_5>=1"))&&("n8_2_6>=1"))&&("n8_2_0>=1"))&&("n8_2_1>=1"))&&("n8_2_2>=1"))&&("n8_2_3>=1")))||(((((((("n8_1_6>=1")&&("n8_1_5>=1"))&&("n8_1_2>=1"))&&("n8_1_1>=1"))&&("n8_1_4>=1"))&&("n8_1_3>=1"))&&("n8_1_0>=1"))&&("s5_1>=1")))))))\nFormula 2 simplified : !(("s6_0>=1" | "s6_1>=1" | "s6_2>=1" | "s6_3>=1" | "s6_4>=1" | "s6_5>=1" | "s6_6>=1") U (G("a5>=1" & "n6_0>=1" & "n6_1>=1" & "n6_2>=1" & "n6_3>=1" & "n6_4>=1" & "n6_5>=1" & "n6_6>=1") U G(("n8_4_0>=1" & "n8_4_1>=1" & "n8_4_2>=1" & "n8_4_3>=1" & "n8_4_4>=1" & "n8_4_5>=1" & "n8_4_6>=1" & "s5_4>=1") | ("n8_3_0>=1" & "n8_3_1>=1" & "n8_3_2>=1" & "n8_3_3>=1" & "n8_3_4>=1" & "n8_3_5>=1" & "n8_3_6>=1" & "s5_3>=1") | ("n8_6_0>=1" & "n8_6_1>=1" & "n8_6_2>=1" & "n8_6_3>=1" & "n8_6_4>=1" & "n8_6_5>=1" & "n8_6_6>=1" & "s5_6>=1") | ("n8_5_0>=1" & "n8_5_1>=1" & "n8_5_2>=1" & "n8_5_3>=1" & "n8_5_4>=1" & "n8_5_5>=1" & "n8_5_6>=1" & "s5_5>=1") | ("n8_0_0>=1" & "n8_0_1>=1" & "n8_0_2>=1" & "n8_0_3>=1" & "n8_0_4>=1" & "n8_0_5>=1" & "n8_0_6>=1" & "s5_0>=1") | ("n8_2_0>=1" & "n8_2_1>=1" & "n8_2_2>=1" & "n8_2_3>=1" & "n8_2_4>=1" & "n8_2_5>=1" & "n8_2_6>=1" & "s5_2>=1") | ("n8_1_0>=1" & "n8_1_1>=1" & "n8_1_2>=1" & "n8_1_3>=1" & "n8_1_4>=1" & "n8_1_5>=1" & "n8_1_6>=1" & "s5_1>=1"))))\nMay 28, 2016 6:00:43 PM fr.lip6.move.gal.application.Application transformPNML\nMay 28, 2016 6:00:44 PM fr.lip6.move.gal.nupn.PTNetReader loadFromXML\nMay 28, 2016 6:00:44 PM fr.lip6.move.gal.pnml.togal.PTGALTransformer handlePage\nMay 28, 2016 6:00:44 PM fr.lip6.move.gal.instantiate.GALRewriter flatten\nMay 28, 2016 6:00:45 PM fr.lip6.move.serialization.SerializationUtil systemToFile\nMay 28, 2016 6:00:45 PM fr.lip6.move.serialization.SerializationUtil serializePropertiesForITSLTLTools\nMay 28, 2016 6:59:12 PM fr.lip6.move.gal.itstools.ProcessController$1 run\necho " Run identifier is r181kn-smll-146444110300087"


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tc a - oel sc vdo?od?tniaeea sa - ddaloss icnev?eaote? oa - ava diso l?eoctnde osea? - leaoanoie ed s ?acvs?dto - ?teoddecaasl vo n?eiaos - csodveelsina dt?oaoa?e - eass? oaodeicvdolnt a?e - acdoos ei o?asenvetdal? - atedlnoas ae oo?d sc?vie - ao? soc eanide os?vdtale - na o oecaveiddl o?s?aste - sns vletdaceio e??o aado - o?o?a tleiad dascsonve e - i se?esoan?ctldoaoev d a - vieotaacd?lsood?a e sen - s slaaaoetoe ncei? ddvo? - eonc oaeslis?v oe?taadd - s?ca aen vdoel to?doaesi - sdnieaecolatasdev oo?? - nds d ataeecosooe?l?vi a - e?tcae saon adiv?os oled - e?oaaosseetavdcl nod ?i - ?tnaseedoe iv ao? laocsd - e elaadaov iscne??dt oos - dtoean? oesaas?lcidove - lvoeeot?ds a?e od asacni - ee ooadn?avcoseld? as it - oasddavlce ne?isa o?toe - ?asnotcv asedo?eoid eal - sslo a?ee tdnadve?aoi oc - ao? lst?o vcaaieoe nedds - a??eadoat nsli ooseedvc - e avsantieo?ce a?dods ol - vs?e?d nlaeocadosiaet o - odtsaesloovedac ? ? niae - eo coltvea?sa? s idoedna - dao ?setaene oi alocdv?s - a aisc?sene?ddoaelotvo - e o?tdsaiods?el aevcona - evooco?enl a?s dadsieat - oia?oed cvadt o aels?ens - ev?nasi ode td asaoolec? - sov?oseectdea o nadli?a - nioo stvd la ?cosdee?aae - aeic tloooads?ne v?sdea - i?vde ta aa neecsodloos? -\nNome de Pessoas Famosas que rimam com S??o Caetano de Odivelas\nPalavras que rima com S??o Caetano de Odivelas de 3 a 5 Letras\nPalavras que rima com S??o Caetano de Odivelas 6 a 9 Letras\nPalavras que rima com S??o Caetano de Odivelas com 10 a 13 Letras\nMaria Alice Vergueiro - James Strang - Maxime Gonalons - Mohamed "Gedo" Nagy - Justin Chon - Robert Dilts - Marc Torrejón - Russo - Charlemagne Théophile Lefebvre - Grzegorz Sandomierski - Asa Hutchinson - Ioannis Skondras - Henrique II de Castela - Adolfo Rodríguez Saá - Marcelo Caetano - Dominique Pire - Siaka Tiéné - Antonis Minou - John Deacon - Gustavo Dezotti - Henry Sobel - Marlene - Divine - Mitsunori Fujiguchi - Ana Maria Braga - Emmanuel Eboué - Jackie Stewart - Johan Santana - Júnior César - Marina Cherkasova - Billy Joel - Olga Guillot - Oliver Ames - António Leal Moreira - Olivier Sorlin - Carlos Roberto Reina - Kathryn Grayson - Gastão Moreira - Francisco Jesuíno Avanzi - E Cummings - Ray Mancini - Manuela Machado - Ken Rosewall - Marcos Paquetá - Emomalii Rahmon - Jon Secada - Xu Yuanyuan - Kiefer Sutherland - Moyà - Guillaume Depardieu -\nTradução - Infectologista - Mensageiro - Fiscal - Necromaquiador - Flanelinha - Capitão da Aeronáutica - Panificador Padeiro - Manobrista - Baterista - Presidente da República - Agronomia - Bibliotecário - Engenheiro de projetos - Marechal do Exército - Podólogo - Geologia - Radioterapêutico - Arquitetura - Digitador - Neurologista - Cancerologista ou Oncologista - Hotelaria - Médico legista - Designer de produto ou desenhista industrial - Ciências Atuariais - Ortodontista - Vendedor - Mototaxista - Engenheiro de aquicultura - Taifeiro da Aeronáutica - Economia - Tecnólogo em processos químicos - Ortesista - Zootecnista - Ortopedista - Lanterneiro - Lutador de taekwondo - Artes Cênicas Teatro - Dublê - Secretária - Técnico em edificações - Militar da Aeronáutica - Orientador educacional - Chapeiro - Vigia parlamentar - Ambulante - Arrumadeira - Paramédico - Serventuário -\nFelipe Guerra - Ceará-Mirim - Cristais Paulista - São José do Piauí - Teixeirópolis - Seringueiras - São Francisco de Itabapoana - Nazarezinho - Theobroma - São José do Rio Claro - Alto Paraíso de Goiás - Brejo da Madre de Deus - Ajuricaba - São João do Oeste - Nova Campina - Marituba - Corbélia - Nova Lima - Itaipé - Carvalhópolis - Queimada Nova - Boquira - Serra Azul de Minas - Marechal Cândido Rondon - Lucélia - Vila Pavão - Moema - Manduri - Rondinha - Urupá - Maricá - Carutapera - Ladário - Brejinho - São João do Piauí - Biritinga - Sousa - Maranguape - Luiz Alves - Toledo - Cambuí - Coronel Murta - Itapuí - Delta - Tamarana - Peixe - Ibirajuba - Ipu - Itatiaia - Porto Calvo -


Opel - Sebastian Vogl e.K. - Grandland X Hybrid\nDer Opel Grandland X Hybrid2\nDer neue Opel Grandland X Hybrid2 in der Ausstattung EDITION mit umfangreicher Serienausstattung, guter Reichweite und Verbrauch und vielem mehr!!!


2010–11 Guatemalan Liga Nacional - Wikipedia\n(Redirected from 2010–11 Liga Nacional de Fútbol de Guatemala season)\nHeredia San José Julian Tesucun 8,000\nUniversidad San Carlos Guatemala Revolución USAC 5,000\nXinabajul Huehuetenango Los Cuchumatanes 5,340\nMunicipal 22 11 5 6 40 22 +18 38 Qualified to the Semifinals\nMarquense 22 9 6 7 32 27 +5 33\nHeredia 22 9 5 8 28 30 −2 32 Qualified to the Quarterfinals\nComunicaciones 22 6 13 3 26 23 +3 31\nMictlán 22 9 4 9 15 18 −3 31\nSuchitepéquez 22 8 6 8 32 23 +9 30\nJuventud Retalteca 22 7 9 6 28 25 +3 30\nXelajú 22 9 3 10 27 29 −2 30\nXinabajul 22 8 3 11 22 29 −7 27\nUSAC 22 7 6 9 28 36 −8 27\nMalacateco 22 7 6 9 20 28 −8 27\nPeñarol 22 5 8 9 22 29 −7 23\nUpdated to match(es) played on 28 November 2010. Source: Guatefutbol\n4–1 1–1 1–1 2–2 1–1 1–4 1–0 1–1 2–1 1–1 3–2\n0–1 1–1 0–0 3–1 1–0 1–2 1–0 2–1 2–1 3–2 1–0\n1–1 3–1 1–0 3–0 0–0 1–1 1–1 1–0 2–3 2–1 1–2\n1–1 0–3 3–1 1–2 1–0 3–2 0–0 1–0 2–1 1–0 2–1\n0–0 5–1 2–0 2–1 1–0 1–0 2–2 0–0 2–3 2–1 1–0\n1–0 2–0 1–2 1–0 1–0 1–3 1–0 1–0 1–0 0–1 1–0\n0–0 3–1 0–0 4–0 0–0 1–0 3–0 3–1 4–0 2–1 4–0\n2–3 2–2 2–2 1–0 2–1 1–2 1–1 1–0 3–1 1–0 0–0\n0–0 1–1 0–2 0–0 4–3 4–0 3–2 2–0 7–0 2–1 4–2\n1–1 0–0 2–1 1–1 1–1 0–0 4–1 3–1 1–1 2–0 1–0\n1–1 2–1 2–1 3–2 2–1 1–1 1–0 2–1 0–1 2–1 3–2\n1–0 0–2 1–1 3–0 0–3 1–0 2–0 1–1 1–0 2–1 1–0\nUpdated to match(es) played on November 28, 2010. Source: Guatefutbol ‹See Tfd›(in Spanish)\n1 Guillermo Ramírez Municipal (Considered the award-winner for playing less minutes) 13\nHenry Hernández Heredia 13\nAndy Herron USAC 13\n4 Mario Rodríguez Municipal 11\n5 Israel Silva Xelajú 9\n6 Martín Crossa Xelajú 8\nEvandro Ferreira Suchitepéquez 8\nÓscar Isaula Malacateco 8\nJohnny Ruiz Marquense 8\n10 Jonny Brown Marquense 7\nOrvelio Mazariegos Peñarol 7\n1 Municipal 3 2 5\n3 Heredia 0 3 3 6 Suchitepéquez 2 0 2\n6 Suchitepéquez 1 3 4 1 Municipal 1 2 3 (3)\n4 Comunicaciones (pen.) 1 2 3 (4)\n2 Marquense 0 2 2\n4 Comunicaciones 0 3 3 4 Comunicaciones 3 3 6\n5 Mictlán 1 0 1\nMunicipal 22 11 4 7 33 20 +13 37 Qualified to the Semifinals\nHeredia 22 11 4 7 32 19 +13 37\nComunicaciones 22 11 3 8 39 28 +11 36 Qualified to the Quarterfinals\nMalacateco 22 11 3 8 32 25 +7 36\nMictlán 22 10 5 7 24 23 +1 35\nPeñarol 22 10 3 9 35 36 −1 33\nJuventud Retalteca 22 9 3 10 25 21 +4 30\nXelajú 22 8 6 8 25 34 −9 30\nMarquense 22 8 5 9 28 30 −2 29\nUSAC 22 6 8 8 22 23 −1 26\nSuchitepéquez 22 6 5 11 21 28 −7 23\nXinabajul 22 4 5 13 11 40 −29 17\n2–4 2–0 2–0 2–4 1–2 0–1 3–0 2–0 4–1 2–0 5–1\n2–0 0–0 2–0 2–1 1–1 1–0 3–1 1–0 1–1 5–0 2–0\n1–2 1–4 0–1 3–0 2–1 0–1 2–1 1–0 2–0 4–0 3–1\n1–3 2–0 1–0 2–1 3–1 1–0 4–1 2–1 1–0 3–0 3–0\n1–1 0–2 1–0 1–0 0–2 1–1 2–3 3–0 2–0 2–2 1–0\n1–1 1–0 1–0 2–1 1–0 2–1 2–0 2–1 0–0 0–0 3–0\n1–2 1–0 2–1 2–2 3–1 3–0 1–0 0–0 0–1 4–0 4–0\n3–1 4–1 1–1 2–2 3–1 2–0 2–1 2–1 4–1 1–0 2–0\n2–1 0–0 2–0 2–1 1–1 2–1 1–2 4–3 0–0 0–2 2–0\n0–1 2–1 0–2 2–0 0–1 1–1 1–1 5–0 0–0 1–0 4–0\n2–2 1–0 0–2 1–0 2–2 3–0 3–0 1–0 3–2 2–2 1–1\n1–0 1–0 0–0 2–2 0–2 1–0 1–4 0–0 1–0 0–0 1–2\nSource: Guatefutbol ‹See Tfd›(in Spanish)\n1 Óscar Isaula Malacateco 7\n2 Guilherme de Paula Peñarol 6\nIsrael Silva Xelajú 6\n4 Mario Castellanos Heredia 5\nFernando Gallo Juventud Retalteca 5\nHenry Hernández Heredia 5\nJohnny Ruiz Marquense 5\n8 Mario Rodríguez Municipal 4\n9 Rodrigo Bengua Mictlán 3\nCarlos Kamiani Félix USAC 3\nEvandro Ferreira Suchitepéquez 3\nDarwin Oliva Municipal 3\n1 Municipal 0 1 1\n4 Malacateco 1 2 3 4 Malacateco 0 0 0\n5 Mictlán 2 0 2 1 Municipal 0 0 0\n3 Comunicaciones 3 3 6\n2 Heredia 0 1 1\n3 Comunicaciones 1 7 8 3 Comunicaciones 2 0 2\n6 Peñarol 0 0 0\nMunicipal 44 22 9 13 73 42 +31 75 Qualified to the 2011–12 CONCACAF Champions League Preliminary Round[a]\nHeredia 44 20 9 15 60 49 +11 69\nComunicaciones 44 17 16 11 65 51 +14 67 Qualified to the 2011–12 CONCACAF Champions League Group Stage\nMictlán 44 19 9 16 39 41 −2 66\nMalacateco 44 18 9 17 52 53 −1 63\nMarquense 44 17 11 16 60 57 +3 62\nJuventud Retalteca 44 16 12 16 53 46 +7 60\nXelajú 44 17 9 18 52 63 −11 60\nPeñarol 44 15 11 18 57 65 −8 56\nSuchitepéquez 44 14 11 19 53 51 +2 53\nUSAC (R) 44 13 14 17 50 59 −9 53 Relegation to the Liga de Ascenso\nXinabajul (R) 44 12 8 24 33 69 −36 44\n^ Since Comunicaciones won both championships, Municipal qualified for 2011–12 CONCACAF Champions League as the runners-up of both competitions.\nGuatefutbol ‹See Tfd›(in Spanish)\nManagers Foreign players\nRetrieved from "https://en.wikipedia.org/w/index.php?title=2010–11_Guatemalan_Liga_Nacional&oldid=891864421"\n2010–11 in Guatemalan football


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