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Trig./Arcus Hyperbol./Area Sonstige Information...---------------------- Desk Accessory 1 Desk Accessory 2 Desk Accessory 3 Desk Accessory 4 Desk Accessory 5 Desk Accessory 6 Screenformat laden...----------------------------- Screenformat speichern...----------------------------- Ende Hintergrund... Koordinatensystem... Funktionsgraphen... Potenz mit natrlichem Exponenten... Potenz mit ganzzahligem Exponenten... Potenz mit rationalem Exponenten... Potenz mit reellem Exponenten...----------------------------------------- Exponential... ----------------------------------------- Logarithmus... Sinus... Cosinus... Tangens... Cotangens... Sekans... Cosekans...--------------------- Arcussinus... Arcuscosinus... Arcustangens... Arcuscotangens... Arcussecans... Arcuscosecans... Hyperbelsinus... Hyperbelcosinus... Hyperbeltangens... Hyperbelcotangens... Hyperbelsecans... Hyperbelcosecans...------------------------ Areasinus... Areacosinus... Areatangens... Areacotangens... Areasecans... Areacosecans... Betrag... Signum...------------- Entier...Die XXXXXXXXXXXXXXfunktionDarstellung der Funktion: Monotonieintervall PeriodeBeliebiges Intervall Definitionsbereich -3von:_______________XXXXXXXXXXXXXXX 3bis:_______________XXXXXXXXXXXXXXXArt der Funktion:gewhnlichallgemeinf(x)=xxxxxx(x)f(x)=a*xxxxxx(bx+c)+d 1a=_______________XXXXXXXXXXXXXXX 1b=_______________XXXXXXXXXXXXXXX 0c=_______________XXXXXXXXXXXXXXX 0d=_______________XXXXXXXXXXXXXXXABBRUCHOKDie Potenzfunktion mit xxxxxxxxxxxx Exponenten 12 n=_____/_____XXXXXXXXXXExponent:Art der Funktion:gewhnlichallgemeinf(x)=xf(x)=a*(bx+c) +d 1a=_______________XXXXXXXXXXXXXXX 1b=_______________XXXXXXXXXXXXXXX 0c=_______________XXXXXXXXXXXXXXX 0d=_______________XXXXXXXXXXXXXXXnnDarstellung der Funktion:Beliebiges Intervall Definitionsbereich -3von:_______________XXXXXXXXXXXXXXX 3bis:_______________XXXXXXXXXXXXXXXABBRUCHOKDie XXXXXXXXXXXXXXXXXfunktionDarstellung der Funktion:Beliebiges Intervall Definitionsbereich -3von:_______________XXXXXXXXXXXXXXX 3bis:_______________XXXXXXXXXXXXXXXArt der Funktion:gewhnlichallgemeinf(x)=xxxxxx(x)f(x)=a*xxxxxx(bx+c)+d 1a=_______________XXXXXXXXXXXXXXX 1b=_______________XXXXXXXXXXXXXXX 0c=_______________XXXXXXXXXXXXXXX 0d=_______________XXXXXXXXXXXXXXXABBRUCHOKFunktionsplotter fr die mathematischen GrundfunktionenOKProgrammautor: Thomas UnkelbachProgrammiert in GFA-Basic 3.5 GRUNDPLOT Public Domain / Shareware Version 1.00 PD 18.10.1990Merowingerstr.105000 Kln 1Die XXXXXXXXXXXfunktionBasis:n=_____2.71828183n=__________XXXXXXXXXX1/21/e1/102e10Art der Funktion:gewhnlichallgemeinf(x)= xxx(x)f(x)=a* xxx(bx+c)+d 1a=_______________XXXXXXXXXXXXXXX 1b=_______________XXXXXXXXXXXXXXX 0c=_______________XXXXXXXXXXXXXXX 0d=_______________XXXXXXXXXXXXXXXnnDarstellung der Funktion:Beliebiges Intervall Definitionsbereich -3von:_______________XXXXXXXXXXXXXXX 3bis:_______________XXXXXXXXXXXXXXXABBRUCHOK Nchster Hintergrund: Neu Bildschirm Speicher Graphik-Hintergrund Bildschirm zeigen Abbrechen durch Mausclick... Bildschirm lschen... Speicher zeigen Abbrechen durch Mausclick... Speicher lschen... Bildschirm -> Speicher...Speicher -> Bildschirm...ABBRUCHOKGraphik-KoordinatensystemGre:automatischmanuell -3.2von:__________XXXXXXXXXX 3.2bis:__________XXXXXXXXXXx-Achse:y-Achse: -2von:__________XXXXXXXXXX 2bis:__________XXXXXXXXXXDarstellung:x-Achse:y-Achse:EinAusEinAusStriche:Ziffern:Raster:FeinGrobAusEinAusFeinGrobAus8*88*16Gre:ABBRUCHOKGraphen: Funktion 2.Ableitung Integralfunktion 1.Ableitung 0Wert bei xmin:_____XXXXXGraphik-FunktionsgraphenLinienart:durchgezogen punktiert Rechengenauigkeit:niedrighochABBRUCHOKParameter:globallokal[2][Speicher -> Bildschirm?][ABBRUCH|OK][2][ Screenformat laden| | Wohin soll geladen werden?][ABBRUCH|Bildschirm|Speicher][2][ Screenformat speichern| | Was soll gespeichert werden? ][ABBRUCH|Bildschirm|Speicher][3][Datei kein Screenformat.][ABBRUCH][3][Datei nicht gefunden.][ABBRUCH][3][Zu viele Dateien offen.][ABBRUCH][3][Zugriff nicht mglich.][ABBRUCH][2][ Datei existiert.|Datei berschreiben?][ABBRUCH|OK][2][Datei nicht gefunden.| Neue Datei anlegen?][ABBRUCH|OK][3][Diskette voll.][ABBRUCH][3][Pfadname nicht gefunden.][ABBRUCH][2][Programm beenden?][ABBRUCH|OK][2][Bildschirm lschen?][ABBRUCH|OK][2][Speicher lschen?][ABBRUCH|OK][2][Bildschirm -> Speicher?][ABBRUCH|OK]Die Potenzfunktion mit natrlichem ExponentenDie Potenzfunktion mit ganzzahligem ExponentenDie Potenzfunktion mit rationalem ExponentenDie Potenzfunktion mit reellem ExponentenDie ExponentialfunktionDie LogarithmusfunktionDie SinusfunktionDie CosinusfunktionDie TangensfunktionDie CotangensfunktionDie SecansfunktionDie CosecansfunktionDie ArcussinusfunktionDie ArcuscosinusfunktionDie ArcustangensfunktionDie ArcuscotangensfunktionDie ArcussecansfunktionDie ArcuscosecansfunktionDie HyperbelsinusfunktionDie HyperbelcosinusfunktionDie HyperbeltangensfunktionDie HyperbelcotangensfunktionDie HyperbelsecansfunktionDie HyperbelcosecansfunktionDie AreasinusfunktionDie AreacosinusfunktionDie AreatangensfunktionDie AreacotangensfunktionDie AreasecansfunktionDie AreacosecansfunktionDie BetragfunktionDie SignumfunktionDie Entierfunktiont C .W #;Mau/Ic7QhUey +;K]m} $ x0@BCDFG a q    % 7 G W i y   C a b   n ~      & 6 8 9 : < =  ooz       X P K $ ( /  8 H$  U1 eA  CX  o -Kg '&) )!)")#?)$b)%)&))5(4& )*+,-./(0>1N2` 3r 4 ' C6B3 789:;<=(>A?P@a Ar B 5  DGC E F G C  N   QQ#Q+ Q@   z  #' # Q Q    7'BM."  / #'9# QK  QV  ` g  >Zv   HQbQw8'BN   Q 7Q L  : #'   # Q  Q        Vr 7' B< 7 2  #  c o9    $N   A      Q  Q   Q  Q   Q ! Q # #' & $ Q 8 Q C  M  Z 6Rn  #   > Q X Q m!"" $ 8' BE  Q Q!Q,A A!"  U     /1'7;.J:T Q[ Qg   2 N  j-* & "+ Q4Q8  Q<Q@ ) %DMV"!  Q^!Qc Qh%#$ $Ql"Qp )&( 'Qt(Qy %Q~*,  +Q ,Q).6'@E  AAAA    $ +    Q6  QC $P  Qc Qk p1x; ${  Q q #~%(*+/615~ GRUNDPLOT Funktionsplotter fr die mathematischen Grundfunktionen Geschrieben in GFA-Basic 3.5 Public Domain / Shareware Version 1.00 PD 18.10.1990 Programmautor: Thomas Unkelbach Merowingerstr.10 5000 Kln 1 Das beiliegende Programm ermglicht das Zeichnen der Graphen der mathematischen Grundfunktionen (Potenz-, Exponential- und Logarithmus-, Trigonometrische- und Arcus-, Hyperbolische und Area-, Betrag-, Signum- und Entierfunktion), ihrer 1. und 2. Ableitung sowie einer Integralfunktion. Dies kann sowohl fr die gewhnli- chen (z.B. f(x)=sin(x)) als auch fr die allgemeinen (z.B.f(x)=a*sin(bx+c)+d) Funktionen geschehen. Durch einen Bild- speicher und berlagerndes Plotten knnen beliebig viele Funktionsgraphen gleichzeitig dargestellt werden. Die Bedienung des Programms ist sehr einfach gehalten: Nach dem Starten werden zuerst unter dem Menutitel 'Graphik' die Einstellungen vorgenommen, mit denen spter gezeichnet werden soll. Dann wird eine Funktion ausgewhlt und durch Wahl des 'OK'-Buttons gezeichnet. Die Auswahldialoge sollten sich selbst erklren. Die Menueintrge 'Screenformat laden...' und Screenformat speichern...' knnen in der Public Domain Version nicht ausgewhlt werden. Die Funktionsgraphen knnen also nur am Bildschirm betrachtet werden. Fr ein professionelles Arbeiten ist es sicherlich sinnvoll, die gezeichneten Bilder zur Weiterbearbeitung abspeichern b.z.w. vorgefertigte Bilder laden zu knnen. Es gilt folgendes Angebot: Senden Sie mir: - eine auf 720 kB formatierte Diskette, - einen mit 1.70 DM frankierten und an sich selbst adressierten Briefumschlag - die Kopie einer Spendenquittung ber mindestens 20,- DM an UNICEF, Kto.Nr. 300 000 bei allen Banken und Sparkassen sowie beim Postgiroamt Kln ( es kann gerne etwas mehr sein ) Sie erhalten: - die nicht eingeschrnkte lauffhige Vollversion - den Source-Code in GFA-Basic Eine weitere Bemerkung: Niemand ist ohne Fehler, sicherlich auch dieses Programm nicht. Sollten Sie Fehler bemerken oder Ver- besserungsvorschlge haben, wre ich fr eine Nachricht dankbar. Zuknftige Versionen werden diese bercksichtigen. Und zum Schlu: Dieses Programm soll auch ber die Interessengemeinschaft Atari ST in der Schule, c/o Dieter Schulte-Borberg, Am Graben 45, 5757 Wickede/Ruhr vertrieben werden. Untersttzen Sie diese Interessengemeinschaft durch Zusendung eigener Programme oder fordern Sie Informationen an. . f F|.. f FCALC RSCyF } MATHCALCDOC{F MATHCALCPRGF "README DOCF o""$ R absasinceilcoscoshacosexpfloorsqrtsumminmaxstdevatanatan2cotrandomloglog10sinsinhtantanhprodavgFunctions:Formula:__________________________________________________________________________________________________________________________________XXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXMATHCALC - a math calculator 1987 L.J.M. de Wit CALCULATE_____________________Value:_____________________XXXXXXXXXXXXXXXXXXXXXPREFIXINFIXPOSTFIXEvaluation mode:+*-/%Operators:**&&||&~!=|^<<=>>===!():=,Digits:7981524630.e+-EXIT 6BBxQ!I& $(- 2 6 ; @  D  J O SW[afl pw{ D1 0 !3 "'#&($% & "A(@( )**,+.,0-2.4 /?0B 1E 2H 3J 4L5O 6Q 7S8U9X:Z;]<`=b>d?f@i'kQBP: Cm DuEw FyG{H}IJK L MN OPA %?" MATHCALC - A shareware calculator program by Leo de Wit MATHCALC is a calculator program that can evaluate mathematical expressions in either pre-, in- or postfix mode. When called with arguments (must be run from a shell or renamed to MATHCALC.TTP) it evaluates an expression in infix mode. When called without arguments it shows itself as an interactive GEM application. Input can be done by either keystrokes or mouse clicks. To evaluate, click on either CALC or the Formula itself. Click on quit to exit to TOS. By use of the := (becomes) operator it is possible to create variables and macros. For instance, a := 7 creates a variable 'a' and gives it a initial value of 7. 'A' may now be used in subsequent expressions. Another one: test(a,b) := a + 10 * b creates the two parameter macro 'test' with value "a + 10 * b". test(1,3) will evaluate to 31, as you might have expected. Below follows a list of the operators,separators,functions and error messages. Enjoy! Leo. Operators: unary: ! Unary not, Boolean complement ~ Bitwise not, one's complement - Unary minus binary: * Power operator * Multiply operator / Division operator % Mudulo operator + Plus operator - Minus operator >> Bitwise shift right << Bitwise shift left < Less than operator <= Less or equal operator > Greater than operator >= Greater or equal operator == Equal operator != Not equal operator & Bitwise and operator ^ Bitwise xor operator | Bitwise or operator && Logical and operator || Logical or operator := Becomes operator Separators: , comma parameter separator ) end of expression/function ( start of expression/function Functions: abs acos asin atan atan2 ceil cos cosh cot exp floor log log10 pow random sin sinh sqrt tan tanh sum prod avg min max stdev Error messages: Delimiter ) not seen Expected ( after function name Fatal: invalid token (program error) Function expected Invalid macro usage Macro expansion failed No (),'s expected in POSTFIX mode No (),'s expected in PREFIX mode Not enough values on stack Operator stack full Sequence := expected Symbol too long Syntax error Too many values on stack Unexpected character: Unmatched ('s Unrecognized identifier: Unrecognized operator: Value stack full End of document `$&o#AB(HSB$H  g  g  f RSBj` g =g %gJ`Rpr A9nA0m/ПЁRSBk`Jg n <#l`zRpr A9nA0m/ПЁRSBkT`JgN n <#@`8CR`C2rRSBk$  g  g  gQp`JBkQB"+ҫ l$9@f $` n$<&ւֹl// Bg?<JNAJg0<`< .Al#r#v#zNi / K**,MNIpNp??<LNA` /`NVH op#p-|p nB-@ .l4 n /Hy/.NzO /.NbXѮR`HnHypp/N O JgHnNR.X`Bn=|BpaRaHy~Hy|HyzHyxp/BN>FOHnHnHnHn/9N9O0.H2.H4.H6.H////BN8O09xH29zH49|H69~H////x/B/9N6O0.HHyr//Br//9N7OA/Hn//HnHnp/////////////p///p/N4O\r-A=@gp2.H4.H//v///9-@N6O=@Hm SlN``````````````````````````|`x`t`X`T`8`L`H`,``<`4`8`>`,`(`@`<`8`4`0``(`$` ````` ````````````````````````````r-| nHHR @`gR` nJgJHH2.HHnt///t//9N7OR`p-@`pQ-@`Bn`=|`=|`RRJoD0.J@oX2. 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"  ZZ       $*(( N@&    Pb:T ( $  :$  :":V:l&$@T6(,j$&:P(J.z   H $ , Xd`$  J $0 4" & 0  D &B 4 T<@HD(x&4 """8":.2 H "(""*R0"$  ""   ^0 &$,28 $"&("P ( ,$ $"6$ &  & vt.  8 $4 ""&* " (""    "  (dD@.x&(L"j,llP"4 &  4 ~ MATHCALC is a shareware program. That means, you are free to have it for personal (that is: not commercial) use. It also means that, despite it has been thoroughly inspected, it still may contain bugs. Since people tend to expect too much for too little, I hereby include a disclaimer: "I make no warranty with respect to this program or its documentation, and disclaim any implied/explicit suggestions of usefulness for any particular purpose. Use this program only if you are willing to assume all risks, and damages, if any, arising as a result, even if it is caused by negligence or other fault." You are encouraged to share this program and its documentation with others (that means: at no cost). Be sure to include all of it (currently the files MATHCALC.PRG, CALC.RSC, MATHCALC.DOC and this README.DOC file). If you find the program useful, you are also encouraged to send me a small amount of money (whatever you want to spend), both as a token of appreciation for my effort (it enables me to keep up the good work) and to open up a communication channel between you, the user, and me, the author. This way you'll be kept informed of any current updates, you know where to turn to for questions, problems, suggestions, bug fixes, all within reason. Shareware is better than PD, in that the author still feels responsible for his brainchild and offers better feedback, it is also better than commercial, since you only pay for what you like, and much less than for commercial programs (no expensive sales organization), and you mostly have a better customer support (by someone who knows the product). 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SHIFT l.:zeichnen Stop; SHIFT r.:zeichnen Endep#6QpHrPN t6ǚB[A&NA&A &A &NB[ BpNJcf6 BpN`6Jcf6 BpN`6Jcg`60<kNvA60<kNvNm60<kNvA60<kNvNmN60<kNvA60<kNvNm60<kNvA60<kNvNmNI(`6 BpNJcgIA`PCONTROL:neuer Eckpunkt; ALTERNATE:frei zeichnen; SHIFT l.:Stop; SHIFT r.:EndepMQ6ǚB[A&NN4(y2 y.0<>8QIBTI(A&A &A &NB[ BpNJcf6 BpN`6Jcf6 BpN`6Jcg`lA&6A&6NJcg6 k`B[JcgI8(y. y20<>8Q60<kNvA60<kNvNm60<kNvA60<kNvNmN60<kNvA60<kNvNm60<kNvA60<kNvNmN`.A&6A&6N kJcgIBTI(6 BpNJcg I((y2 y.0<>8Q`&6NB[ BpNJcf6 BpN`6JcgB[BN |60<cd B[N.B[ BpNJcg``IA`*** Zeichnen beendet ***p 6QprPN t6ǚB[A&NLPN]NupZN IA`DRadieren Start: ALTERNATE-Taste, Stop: CONTROL, Ende: SHIFT rechtsp 6QpBrPN t6ǚB[A&NA&A&A&N6BpNJcfB[BpN`6JcgB[BpNJcg`6BNIVN( nVI"BTA&A&A&N6BpNJcfB[BpN`6Jcg`rB[BpNJcg`X60<kNvA60<kNvNm60<kNvA60<kNvNmN`@B[BN`IA`*** Radieren beendet ***p 6QprPN t6ǚB[A&NLPN]NupZN 6A`D[1][ Achtung!| Gesamte Arbeitsflche|wird gelscht!][OK|zurck]O"Op@Q&6@AX&NJB6X0<cf LPN]NuIA` *** Arbeitsflche gelscht ***p6QprPN tIP6ǚ6Nt)c(N4&ǔAP&&N|6ǚB[A&N6NLPN]Nu0<N A1#N4(y2 y.0<>8Q6NNzA&6ONA`\BILDER\*.PI?O"Op Q&6 A&6OA&NIDA`6Ip#QA&6OAD&6OA&NN4(y. y20<>8Q6N6 kJcfAD&6ON 6`6Jcg LPN]NuAO"OpOQ&6OA&6OA&6ONNP60<cgADO"OpOQ&6OAT&6OA&6ONP60<cf@IA`PI3&Ip#QA&6OA&6ON2JcgI8ITADpOQ`6A`.PIC/&6AT&6OA&NXI8ATO"OpOQ&6OA&6OA&NP&*AO"OpOQ&6O66NP60<cf&*&66}!Nh`&*&26|Nh&*N`INI p9#QADO"OpOQ&6OA&6OA&NPAO"OpOQ&6OA&B[A&A&6ONFP6 kJcgr6A`:[3][ Bild nicht abgespeichert! | Daher...][ Abbruch ]O"Op6Q&66&ǘNJ8LPN]Nu60<cfR&*AO"OpOQ&6O6NPN4ITA`PI3&Ip#QA&6OAT&6ON2Jcg2&*&66}!N(y. y20<>8Q`&*&.6|N&Ǵ6NB6N&*NIA`*** Bild geladen ***pQADO"OpOQ&6O6 A&6OA&N P6ǚB[A&N60<cf2IA`0[2][ Bild |wirklich lschen? ][ nein | ja ]p6Qp."<N tADO"OpOQ&6O6 A&6A&N P6AO"O0<Q&6A&NJ60<cfpADO"OpOQ&6OA&6OA&NP&*AO"OpOQ&6O66NP&*NLPN]Nu0<N Ap+1#QIN(IfA`@*** Skalieren Start: ALTERNATE-Taste; Stop: CONTROL-Taste ***p=Q6ǚB[Af&NA`&Ae&Ad&N6dBpNJcf6dBpN`6Jcg6dBpNJcg6ǚB[A&NN4(y2 y.0<>8QIX(` nI"8IBT |60<cd46 |0(6H@J@gNFJk0#D@6N.A\&Ae&Ad&N6dBpNJcg`AX&6A\&6NJcg6 k`B[JcgvI8(y. y20<>8Q6`0<kNvA`60<kNvNm6\0<kNvA\60<kNvNmN`.AX&6A\&6N kJcgIBTIX(\`6N(n6\0.`kNv0#jD@6jNF8(nA\6A`0(kNv0#jD@6jNF8 |60<cd B[N.LPN]Nu0<N AX!#I |6B0#&B[NIPpO#QIZA`B*** Genau Einheiten auf der x-Achse abmessen! Stop:CONTROL ***p?QA O"OpOQ&6O6 AZ&6OA&N PA&A&AZpOQNJI8I |6B0#&B[NIPpO#QIZA`B*** Genau Einheiten auf der y-Achse abmessen! Stop:CONTROL ***p?QA O"OpOQ&6O6 AZ&6OA&N PA&A&AZpOQNJ |I6B0#&N , |6B0#&N ,N6B0#&N ,N |6B0#&N ,N)c(I |A&&B[6NIPpO#QIZA`"*** Skalierung: 1 = Pixel ***pQA O"OpOQ&6O6AZ&6OA&N P |A O"OpQ&66AZ&6OA&N P6ǚB[AZ&N(n6ǚB[Nt)c(&ǔ n&&N|&Ǵ66Nb&Ǵ66Nb&Ǵ66NbLPN]Nu0<^N IB[6N(I &N)c(&B[NL/</,O nO"Op Q&6 VA&6O VAX&6N 66 VAO"OpOQ&6O6A`6p?#Q&66A`6p?#Q&6NT VI n6B0#&B[NIPpO#Q66 VAO"OpOQ&6O6A`6p?#Q&66A`6p?#Q&6NT6 nA &N VI n6B0#&B[NIPpO#Q66 VAO"OpOQ&6O6A`6p?#Q&66A`6p?#Q&6NT VI n6B0#&B[NIPpO#Q66 VAO"OpOQ&6O6A`6p?#Q&66A`6p?#Q&6NT VI nA&&B[6NIPpO#Q VIA`1 = Pixelp Q VAO"OpOQ&6O6 VA&6O VA\&N P nA O"OpQ&66 VA&6O VA\&N P,_XI6(&2&AO"OpOQ&6ONPB0#&N ,&&NN &N P #6H@J@gNFJk0#kdNFjNFNIPpO#QAO"OpOQ&6OA&6OA\&NP66AO"OpOQ&6O6A`6p?#Q&66A`6p?#Q&6NTN4(y2 y.0<>8Q6NB[ |Ǡ&&A &&N6 |Ǡ&&A &&N&B[6A &&N&6A&N"&6A &&A`0BB[NI\8 |ǸO"OpOQ&6OA&6OA&6ONNPA`*.SCLO"OpQ&6A&6OA\&N\60< cg8/</,O6 n&6 VA&6O VA&6ON n&6 N 6Jcg VI\BT`0A`.SCL/&6 n&6 VA\&NX V0(\g V60< cV@6`B[Jcg6 VA&6O VA&6O VA&6ON VA&6ON 6Jcf2 VA&B@ @OcNF cB<0S#W@6`6Jcg VI\BT` VIBT nI VAO"OpOQ&6O VA& VA\&NNP8 n60<cd nI86 nA &6 VA&6O VA&6ON nA &6N 6Jcg VI\BT V0(\g6 VA&6O VA&6O VA&6ON VA&6ON 6Jcg VI\BT` VIBT nI VAO"OpOQ&6O VA& VA\&NNP86 VA&6O VA&6O VA&6ON VA&6ON 6Jcg VI\BT V0(\gH VIBT nI VAO"OpOQ&6O VA& VA\&NNP8,_X6 |Ǡ&&A &&N6 |Ǡ&&A &&NN4(y. y20<>8Q6N0.\g6A` 6pN`B[Jcg&60< cfA&NMA&6O |&6 A\&N0.\g |&6 N 6 k`B[JcgAO"OpOQ&6OAh&6OA&6ONNP |O"Op Q&6 Ah&6OA\&N &*AhO"OpOQ&6O66NP&*&6!Nh&*N6A`6pNJcg~60< cf"IA`6Ip#Q`I |p Qp rPN tA&6OA&6OA\&N0.\gA&6ON 6 k`B[JcgAO"OpOQ&6OAh&6OA&6ONNPAO"OpOQ&6OAh&6OA\&NP&*AhO"OpOQ&6O6NP&*NB@copI\BT6A`8[3][ Datei nicht vorhanden! | Daher...][ Abbruch ]A6p? Q&65&ǘNJ6`60< cf(&*&6!N&*N`60< cf6A`2[3][Skalierung wirklich lschen?][ nein | ja ]A0p? Q&6/A&NJ060<cf&&*N&*AhO"OpOQ&6O66NP&*NAhO"OpOQ&6OAh&6OA&6ONNPA`STANDARD.SCLA p? Q&6 Ah&6OA\&N &*AhO"OpOQ&6O6NP&*N0<D@cl$&*&6!N&*N60< cf NB`(N4(y. y20<>8Q6N60< cf6\ k`6JcgLPN]NupN A!#!#IA62<0#HH@H&N& &N)c(&NB@cf60<D@c]@6`B[Jcg60<c^@6`B[Jcg nRA62<0#HH@6B@cfd6A&&&&NNZ #6H@J@gNFJk0#kNv2<0#HH@6B@cW@6`B[Jcg&6NARP` LPN]NupN M!#&NB@cfB[LPN]Nu`6LPN]NuNFpN M!#!#!#1#(n 8&Na kJcgI60.kNv8&NaJcf.6A60.kNvNmNa k`6Jcg&NaJcg(n60.kNv8`(n8(n BT`I60.kNv86A60.kNvNmNaJcf&Na k`6Jcg6A60.kNvNmNaJcg (n60.kNv8(n BT` (n8LPN]NupN A!#!#IB@H(I8AIA8I8ASP6A6NmNaJcf6B@c^@6`6JcgARPI860<cfA&&N_AIA60.kNv8&6A&A&NaTI86 kJcgI0.D@8A &A&A&N60.cf A6A0(cW@6`B[Jcf6BpN`6Jcg6BpNJcg(n8`(nBT&LPN]NuNFpfN B[A`D[1][ Bild abgespeichert? ][ja, weiter|Bild speichern]O"Op@Q&6@Ad&NJB6d0<cf 6NCIA`L*** Berechnung: Maus in gewnschte Flche und linke Maustaste drcken ***pIQ6ǚB[A&NA&A &A &NB[ BpNJcgIA`B*** Flchenberechnung luft. Abbruch: CONTROL-Taste drcken ***p?Q6ǚB[A&NN4I&Ab&Nb(6N/</,O VI V&N , nA&&N)c( VIA`STANDARD.SCLp6Qp rPN t n&6 VA&6ON2Jcg n60<cV@6`B[JcgL VI n6 n0(6H@J@gNFJkB0#&N , VA&&N)c(,_X6b kJcgJIA`(*** Gre der umrandeten Flche: ***p6Qp&rPN t`:IA`&!!!Abbruch!!! Berechnete Flche: p#Q |A O"OpQ&66"A&6OAb&N PA&&B[6Np'?#Q&6O6!A&6OAb&N P6ǚB[A&NLPN]NupN A!#I66 NH(LPN]NupN A!#1#A&&6pN B[NI&N"(&Ǩ&N(&&Ǩ&A &N0A&NLPN]NupN N4(y2 y.0<>8Q6NIB[6N(I&N)c(&ǨNhFB[ |Ǡ&&A&&N6 |Ǡ&&A&&N&B[6A&&N&B[&ǘN"&6 A&&A`0BB[N6 |Ǡ&&A&&N6 |Ǡ&&A&&NN4(y. y20<>8Q6N&Ǵ66NLPN]Nup`N A&Nm60< cfA0(`Nh`A0(`.N:`HN@`>NB`4NQ`*`& @b@eH0;N`Ndp`A0(`06NC`B6NC`46NC`&`" @b@eH0;N`(`$ @b@eH0;Nz&ǴA66N60< cfA60<cW@6`B[JcgLPN]NuPlanimet9 6&ǔ&ǒN}(|ǜNB(A`.\PLANIRSC.RSCAp? Q&6 NN}Jcgj6A`6[3][ Die RSC-Datei fehlt! | Daher...][ Abbruch ]O"Op2Q&62&ǘNJ4`(|ǴB[B[N(&Ǵ6NBB[BN(|ǠB[B[B[B[Nm)c(&Ǭ0<}"H&N((|2&Ǭ <"ѫdNF((|6(Ǭ&ǰ&.&:NmA` ACCORD.SONA p? 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