Category : Lotus and other Spreadsheets
Archive : CURVEFIT.ZIP
Filename : CURVEFIT.WK1

Output of file : CURVEFIT.WK1 contained in archive : CURVEFIT.ZIP

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mÿ'8"{IF ORDER=4}{LET A6," c ="}{LET C4," d ="}{LET C5," e ="}{LET B6,CP}{LET D4,DP}{LET D5,EP}48 Í¿Ó¿58 ÿ¿68 ÿ¿78 ÿ¿88 ÿ¿98 ÿ¿:8 ÿ¿;8 ÿ¿<8 ÿ¿=8 ÿ¿>8 ÿ¿?8 ÿ¿@8 Ç¿Â¿A8 ó¿B8 ó¿C8 ó¿D8 ó¿E8 ó¿ 9 9 9 ±99 ûü9
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!Gù%2ù%;! Gù%2ù%;
G þ¿ÿ¿G
ý¿
G õý¿
G õû¿ÑGðÂ % .
H
H H
H
H
H
H
H
0"±Gð
4G Í¿Ó¿5G ÿ¿6G ÿ¿7G ÿ¿8G ÿ¿9G ÿ¿:G ÿ¿;G ÿ¿<G ÿ¿=G ÿ¿>G ÿ¿?G ÿ¿@G Ç¿Â¿AG ó¿BG ó¿CG ó¿DG ó¿EG ó¿ H H H ±HH ûüH
ú
!Hù%2ù%;! Hù%2ù%;
H þ¿ÿ¿H
ý¿
H õý¿
H õû¿ÑHðÂ % .
H
H H
H
H
H
H
H
0"±Hð
4H Í¿Ó¿5H ÿ¿6H ÿ¿7H ÿ¿8H ÿ¿9H ÿ¿:H ÿ¿;H ÿ¿<H ÿ¿=H ÿ¿>H ÿ¿?H ÿ¿@H Ç¿Â¿AH ó¿BH ó¿CH ó¿DH ó¿EH ó¿ I I I ±II ûüI
ú
!Iù%2ù%;! Iù%2ù%;
I þ¿ÿ¿I
ý¿
I õý¿
I õû¿ÑIðÂ % .
H
H H
H
H
H
H
H
0"±Ið
4I Í¿Ó¿5I ÿ¿6I ÿ¿7I ÿ¿8I ÿ¿9I ÿ¿:I ÿ¿;I ÿ¿I ÿ¿?I ÿ¿@I Ç¿Â¿AI ó¿BI ó¿CI ó¿DI ó¿EI ó¿ J J J ±JJ ûüJ
ú
!Jù%2ù%;! Jù%2ù%;
J þ¿ÿ¿J
ý¿
J õý¿
J õû¿ÑJðÂ % .
H
H H
H
H
H
H
H
0"±Jð
4J Í¿Ó¿5J ÿ¿6J ÿ¿7J ÿ¿8J ÿ¿9J ÿ¿:J ÿ¿;J ÿ¿<J ÿ¿=J ÿ¿>J ÿ¿?J ÿ¿@J Ç¿Â¿AJ ó¿BJ ó¿CJ ó¿DJ ó¿EJ ó¿ K K K ±KK ûüK
ú
!Kù%2ù%;! Kù%2ù%;
K þ¿ÿ¿K
ý¿
K õý¿
K õû¿ÑKðÂ % .
H
H H
H
H
H
H
H
0"±Kð
4K Í¿Ó¿5K ÿ¿6K ÿ¿7K ÿ¿8K ÿ¿9K ÿ¿:K ÿ¿;K ÿ¿<K ÿ¿=K ÿ¿>K ÿ¿?K ÿ¿@K Ç¿Â¿AK ó¿BK ó¿CK ó¿DK ó¿EK ó¿ L L L ±LL ûüL
ú
!Lù%2ù%;! Lù%2ù%;
L þ¿ÿ¿L
ý¿
L õý¿
L õû¿ÑLðÂ % .
H
H H
H
H
H
H
H
0"±Lð
4L Í¿Ó¿5L ÿ¿6L ÿ¿7L ÿ¿8L ÿ¿9L ÿ¿:L ÿ¿;L ÿ¿<L ÿ¿=L ÿ¿>L ÿ¿?L ÿ¿@L Ç¿Â¿AL ó¿BL ó¿CL ó¿DL ó¿EL ó¿ M M M ±MM ûüM
ú
!Mù%2ù%;! Mù%2ù%;
M þ¿ÿ¿M
ý¿
M õý¿
M õû¿ÑMðÂ % .
H
H H
H
H
H
H
H
0"±Mð
4M Í¿Ó¿5M ÿ¿6M ÿ¿7M ÿ¿8M ÿ¿9M ÿ¿:M ÿ¿;M ÿ¿<M ÿ¿=M ÿ¿>M ÿ¿?M ÿ¿@M Ç¿Â¿AM ó¿BM ó¿CM ó¿DM ó¿EM ó¿ N N N ±NN ûüN
ú
!Nù%2ù%;! Nù%2ù%;
N þ¿ÿ¿N
ý¿
N õý¿
N õû¿ÑNðÂ % .
H
H H
H
H
H
H
H
0"±Nð
4N Í¿Ó¿5N ÿ¿6N ÿ¿7N ÿ¿8N ÿ¿9N ÿ¿:N ÿ¿;N ÿ¿<N ÿ¿=N ÿ¿>N ÿ¿?N ÿ¿@N Ç¿Â¿AN ó¿BN ó¿CN ó¿DN ó¿EN ó¿ O O O ±OO ûüO
ú
!Où%2ù%;! Où%2ù%;
O þ¿ÿ¿O
ý¿
O õý¿
O õû¿ÑOðÂ % .
H
H H
H
H
H
H
H
0"±Oð
4O Í¿Ó¿5O ÿ¿6O ÿ¿7O ÿ¿8O ÿ¿9O ÿ¿:O ÿ¿;O ÿ¿<O ÿ¿=O ÿ¿>O ÿ¿?O ÿ¿@O Ç¿Â¿AO ó¿BO ó¿CO ó¿DO ó¿EO ó¿ P P P ±PP ûüP
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!Pù%2ù%;! Pù%2ù%;
P þ¿ÿ¿P
ý¿
P õý¿
P õû¿ÑPðÂ % .
H
H H
H
H
H
H
H
0"±Pð
4P Í¿Ó¿5P ÿ¿6P ÿ¿7P ÿ¿8P ÿ¿9P ÿ¿:P ÿ¿;P ÿ¿P ÿ¿?P ÿ¿@P Ç¿Â¿AP ó¿BP ó¿CP ó¿DP ó¿EP ó¿ Q Q Q ±QQ ûüQ
ú
!Qù%2ù%;! Qù%2ù%;
Q þ¿ÿ¿Q
ý¿
Q õý¿
Q õû¿ÑQðÂ % .
H
H H
H
H
H
H
H
0"±Qð
4Q Í¿Ó¿5Q ÿ¿6Q ÿ¿7Q ÿ¿8Q ÿ¿9Q ÿ¿:Q ÿ¿;Q ÿ¿<Q ÿ¿=Q ÿ¿>Q ÿ¿?Q ÿ¿@Q Ç¿Â¿AQ ó¿BQ ó¿CQ ó¿DQ ó¿EQ ó¿ R R R ±RR ûüR
ú
!Rù%2ù%;! Rù%2ù%;
R þ¿ÿ¿R
ý¿
R õý¿
R õû¿ÑRðÂ % .
H
H H
H
H
H
H
H
0"±Rð
4R Í¿Ó¿5R ÿ¿6R ÿ¿7R ÿ¿8R ÿ¿9R ÿ¿:R ÿ¿;R ÿ¿<R ÿ¿=R ÿ¿>R ÿ¿?R ÿ¿@R Ç¿Â¿AR ó¿BR ó¿CR ó¿DR ó¿ER ó¿ S S S ±SS ûüS
ú
!Sù%2ù%;! Sù%2ù%;
S þ¿ÿ¿S
ý¿
S õý¿
S õû¿ÑSðÂ % .
H
H H
H
H
H
H
H
0"±Sð
4S Í¿Ó¿5S ÿ¿6S ÿ¿7S ÿ¿8S ÿ¿9S ÿ¿:S ÿ¿;S ÿ¿<S ÿ¿=S ÿ¿>S ÿ¿?S ÿ¿@S Ç¿Â¿AS ó¿BS ó¿CS ó¿DS ó¿ES ó¿ T T T ±TT ûüT
ú
!Tù%2ù%;! Tù%2ù%;
T þ¿ÿ¿T
ý¿
T õý¿
T õû¿ÑTðÂ % .
H
H H
H
H
H
H
H
0"±Tð
4T Í¿Ó¿5T ÿ¿6T ÿ¿7T ÿ¿8T ÿ¿9T ÿ¿:T ÿ¿;T ÿ¿<T ÿ¿=T ÿ¿>T ÿ¿?T ÿ¿@T Ç¿Â¿AT ó¿BT ó¿CT ó¿DT ó¿ET ó¿ U U U ±UU ûüU
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!Uù%2ù%;! Uù%2ù%;
U þ¿ÿ¿U
ý¿
U õý¿
U õû¿ÑUðÂ % .
H
H H
H
H
H
H
H
0"±Uð
4U Í¿Ó¿5U ÿ¿6U ÿ¿7U ÿ¿8U ÿ¿9U ÿ¿:U ÿ¿;U ÿ¿U ÿ¿?U ÿ¿@U Ç¿Â¿AU ó¿BU ó¿CU ó¿DU ó¿EU ó¿ V V V ±VV ûüV
ú
!Vù%2ù%;! Vù%2ù%;
V þ¿ÿ¿V
ý¿
V õý¿
V õû¿ÑVðÂ % .
H
H H
H
H
H
H
H
0"±Vð
4V Í¿Ó¿5V ÿ¿6V ÿ¿7V ÿ¿8V ÿ¿9V ÿ¿:V ÿ¿;V ÿ¿<V ÿ¿=V ÿ¿>V ÿ¿?V ÿ¿@V Ç¿Â¿AV ó¿BV ó¿CV ó¿DV ó¿EV ó¿ W W W ±WW ûüW
ú
!Wù%2ù%;! Wù%2ù%;
W þ¿ÿ¿W
ý¿
W õý¿
W õû¿ÑWðÂ % .
H
H H
H
H
H
H
H
0"±Wð
4W Í¿Ó¿5W ÿ¿6W ÿ¿7W ÿ¿8W ÿ¿9W ÿ¿:W ÿ¿;W ÿ¿<W ÿ¿=W ÿ¿>W ÿ¿?W ÿ¿@W Ç¿Â¿AW ó¿BW ó¿CW ó¿DW ó¿EW ó¿ X X X ±XX ûüX
ú
!Xù%2ù%;! Xù%2ù%;
X þ¿ÿ¿X
ý¿
X õý¿
X õû¿ÑXðÂ % .
H
H H
H
H
H
H
H
0"±Xð
4X Í¿Ó¿5X ÿ¿6X ÿ¿7X ÿ¿8X ÿ¿9X ÿ¿:X ÿ¿;X ÿ¿<X ÿ¿=X ÿ¿>X ÿ¿?X ÿ¿@X Ç¿Â¿AX ó¿BX ó¿CX ó¿DX ó¿EX ó¿ Y Y Y ±YY ûüY
ú
!Yù%2ù%;! Yù%2ù%;
Y þ¿ÿ¿Y
ý¿
Y õý¿
Y õû¿ÑYðÂ % .
H
H H
H
H
H
H
H
0"±Yð
4Y Í¿Ó¿5Y ÿ¿6Y ÿ¿7Y ÿ¿8Y ÿ¿9Y ÿ¿:Y ÿ¿;Y ÿ¿<Y ÿ¿=Y ÿ¿>Y ÿ¿?Y ÿ¿@Y Ç¿Â¿AY ó¿BY ó¿CY ó¿DY ó¿EY ó¿ Z Z Z ±ZZ ûüZ
ú
!Zù%2ù%;! Zù%2ù%;
Z þ¿ÿ¿Z
ý¿
Z õý¿
Z õû¿ÑZðÂ % .
H
H H
H
H
H
H
H
0"±Zð
4Z Í¿Ó¿5Z ÿ¿6Z ÿ¿7Z ÿ¿8Z ÿ¿9Z ÿ¿:Z ÿ¿;Z ÿ¿<Z ÿ¿=Z ÿ¿>Z ÿ¿?Z ÿ¿@Z Ç¿Â¿AZ ó¿BZ ó¿CZ ó¿DZ ó¿EZ ó¿ [ [ [ ±[[ ûü[
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![ù%2ù%;! [ù%2ù%;
[ þ¿ÿ¿[
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[ õý¿
[ õû¿Ñ[ðÂ % .
H
H H
H
H
H
H
H
0"±[ð
4[ Í¿Ó¿5[ ÿ¿6[ ÿ¿7[ ÿ¿8[ ÿ¿9[ ÿ¿:[ ÿ¿;[ ÿ¿<[ ÿ¿=[ ÿ¿>[ ÿ¿?[ ÿ¿@[ Ç¿Â¿A[ ó¿B[ ó¿C[ ó¿D[ ó¿E[ ó¿ \ \ \ ±\\ ûü\
ú
!\ù%2ù%;! \ù%2ù%;
\ þ¿ÿ¿\
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\ õý¿
\ õû¿Ñ\ðÂ % .
H
H H
H
H
H
H
H
0"±\ð
4\ Í¿Ó¿5\ ÿ¿6\ ÿ¿7\ ÿ¿8\ ÿ¿9\ ÿ¿:\ ÿ¿;\ ÿ¿<\ ÿ¿=\ ÿ¿>\ ÿ¿?\ ÿ¿@\ Ç¿Â¿A\ ó¿B\ ó¿C\ ó¿D\ ó¿E\ ó¿ ] ] ] ±]] ûü]
ú
!]ù%2ù%;! ]ù%2ù%;
] þ¿ÿ¿]
ý¿
] õý¿
] õû¿Ñ]ðÂ % .
H
H H
H
H
H
H
H
0"±]ð
4] Í¿Ó¿5] ÿ¿6] ÿ¿7] ÿ¿8] ÿ¿9] ÿ¿:] ÿ¿;] ÿ¿<] ÿ¿=] ÿ¿>] ÿ¿?] ÿ¿@] Ç¿Â¿A] ó¿B] ó¿C] ó¿D] ó¿E] ó¿ ^ ^ ^ ±^^ ûü^
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!^ù%2ù%;! ^ù%2ù%;
^ þ¿ÿ¿^
ý¿
^ õý¿
^ õû¿Ñ^ðÂ % .
H
H H
H
H
H
H
H
0"±^ð
4^ Í¿Ó¿5^ ÿ¿6^ ÿ¿7^ ÿ¿8^ ÿ¿9^ ÿ¿:^ ÿ¿;^ ÿ¿<^ ÿ¿=^ ÿ¿>^ ÿ¿?^ ÿ¿@^ Ç¿Â¿A^ ó¿B^ ó¿C^ ó¿D^ ó¿E^ ó¿ _ _ _ ±__ ûü_
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!_ù%2ù%;! _ù%2ù%;
_ þ¿ÿ¿_
ý¿
_ õý¿
_ õû¿Ñ_ðÂ % .
H
H H
H
H
H
H
H
0"±_ð
4_ Í¿Ó¿5_ ÿ¿6_ ÿ¿7_ ÿ¿8_ ÿ¿9_ ÿ¿:_ ÿ¿;_ ÿ¿<_ ÿ¿=_ ÿ¿>_ ÿ¿?_ ÿ¿@_ Ç¿Â¿A_ ó¿B_ ó¿C_ ó¿D_ ó¿E_ ó¿ ` ` ` ±`` ûü`
ú
!`ù%2ù%;! `ù%2ù%;
` þ¿ÿ¿`
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` õý¿
` õû¿Ñ`ðÂ % .
H
H H
H
H
H
H
H
0"±`ð
4` Í¿Ó¿5` ÿ¿6` ÿ¿7` ÿ¿8` ÿ¿9` ÿ¿:` ÿ¿;` ÿ¿<` ÿ¿=` ÿ¿>` ÿ¿?` ÿ¿@` Ç¿Â¿A` ó¿B` ó¿C` ó¿D` ó¿E` ó¿ a a a ±aa ûüa
ú
!aù%2ù%;! aù%2ù%;
a þ¿ÿ¿a
ý¿
a õý¿
a õû¿ÑaðÂ % .
H
H H
H
H
H
H
H
0"±að
4a Í¿Ó¿5a ÿ¿6a ÿ¿7a ÿ¿8a ÿ¿9a ÿ¿:a ÿ¿;a ÿ¿<a ÿ¿=a ÿ¿>a ÿ¿?a ÿ¿@a Ç¿Â¿Aa ó¿Ba ó¿Ca ó¿Da ó¿Ea ó¿ b b b ±bb ûüb
ú
!bù%2ù%;! bù%2ù%;
b þ¿ÿ¿b
ý¿
b õý¿
b õû¿ÑbðÂ % .
H
H H
H
H
H
H
H
0"±bð
4b Í¿Ó¿5b ÿ¿6b ÿ¿7b ÿ¿8b ÿ¿9b ÿ¿:b ÿ¿;b ÿ¿b ÿ¿?b ÿ¿@b Ç¿Â¿Ab ó¿Bb ó¿Cb ó¿Db ó¿Eb ó¿ c c c ±cc ûüc
ú
!cù%2ù%;! cù%2ù%;
c þ¿ÿ¿c
ý¿
c õý¿
c õû¿ÑcðÂ % .
H
H H
H
H
H
H
H
0"±cð
4c Í¿Ó¿5c ÿ¿6c ÿ¿7c ÿ¿8c ÿ¿9c ÿ¿:c ÿ¿;c ÿ¿<c ÿ¿=c ÿ¿>c ÿ¿?c ÿ¿@c Ç¿Â¿Ac ó¿Bc ó¿Cc ó¿Dc ó¿Ec ó¿ d d d ±dd ûüd
ú
!dù%2ù%;! dù%2ù%;
d þ¿ÿ¿d
ý¿
d õý¿
d õû¿ÑdðÂ % .
H
H H
H
H
H
H
H
0"±dð
4d Í¿Ó¿5d ÿ¿6d ÿ¿7d ÿ¿8d ÿ¿9d ÿ¿:d ÿ¿;d ÿ¿<d ÿ¿=d ÿ¿>d ÿ¿?d ÿ¿@d Ç¿Â¿Ad ó¿Bd ó¿Cd ó¿Dd ó¿Ed ó¿ e e e ±ee ûüe
ú
!eù%2ù%;! eù%2ù%;
e þ¿ÿ¿e
ý¿
e õý¿
e õû¿ÑeðÂ % .
H
H H
H
H
H
H
H
0"±eð
4e Í¿Ó¿5e ÿ¿6e ÿ¿7e ÿ¿8e ÿ¿9e ÿ¿:e ÿ¿;e ÿ¿<e ÿ¿=e ÿ¿>e ÿ¿?e ÿ¿@e Ç¿Â¿Ae ó¿Be ó¿Ce ó¿De ó¿Ee ó¿ f f f ±ff ûüf
ú
!fù%2ù%;! fù%2ù%;
f þ¿ÿ¿f
ý¿
f õý¿
f õû¿ÑfðÂ % .
H
H H
H
H
H
H
H
0"±fð
4f Í¿Ó¿5f ÿ¿6f ÿ¿7f ÿ¿8f ÿ¿9f ÿ¿:f ÿ¿;f ÿ¿<f ÿ¿=f ÿ¿>f ÿ¿?f ÿ¿@f Ç¿Â¿Af ó¿Bf ó¿Cf ó¿Df ó¿Ef ó¿ g g g ±gg ûüg
ú
!gù%2ù%;! gù%2ù%;
g þ¿ÿ¿g
ý¿
g õý¿
g õû¿ÑgðÂ % .
H
H H
H
H
H
H
H
0"±gð
4g Í¿Ó¿5g ÿ¿6g ÿ¿7g ÿ¿8g ÿ¿9g ÿ¿:g ÿ¿;g ÿ¿<g ÿ¿=g ÿ¿>g ÿ¿?g ÿ¿@g Ç¿Â¿Ag ó¿Bg ó¿Cg ó¿Dg ó¿Eg ó¿ h h h ±hh ûüh
ú
!hù%2ù%;! hù%2ù%;
h þ¿ÿ¿h
ý¿
h õý¿
h õû¿ÑhðÂ % .
H
H H
H
H
H
H
H
0"±hð
4h Í¿Ó¿5h ÿ¿6h ÿ¿7h ÿ¿8h ÿ¿9h ÿ¿:h ÿ¿;h ÿ¿<h ÿ¿=h ÿ¿>h ÿ¿?h ÿ¿@h Ç¿Â¿Ah ó¿Bh ó¿Ch ó¿Dh ó¿Eh ó¿ i i i ±ii ûüi
ú
!iù%2ù%;! iù%2ù%;
i þ¿ÿ¿i
ý¿
i õý¿
i õû¿ÑiðÂ % .
H
H H
H
H
H
H
H
0"±ið
4i Í¿Ó¿5i ÿ¿6i ÿ¿7i ÿ¿8i ÿ¿9i ÿ¿:i ÿ¿;i ÿ¿i ÿ¿?i ÿ¿@i Ç¿Â¿Ai ó¿Bi ó¿Ci ó¿Di ó¿Ei ó¿ j j j ±jj ûüj
ú
!jù%2ù%;! jù%2ù%;
j þ¿ÿ¿j
ý¿
j õý¿
j õû¿ÑjðÂ % .
H
H H
H
H
H
H
H
0"±jð
4j Í¿Ó¿5j ÿ¿6j ÿ¿7j ÿ¿8j ÿ¿9j ÿ¿:j ÿ¿;j ÿ¿<j ÿ¿=j ÿ¿>j ÿ¿?j ÿ¿@j Ç¿Â¿Aj ó¿Bj ó¿Cj ó¿Dj ó¿Ej ó¿ k k k ±kk ûük
ú
!kù%2ù%;! kù%2ù%;
k þ¿ÿ¿k
ý¿
k õý¿
k õû¿ÑkðÂ % .
H
H H
H
H
H
H
H
0"±kð
4k Í¿Ó¿5k ÿ¿6k ÿ¿7k ÿ¿8k ÿ¿9k ÿ¿:k ÿ¿;k ÿ¿<k ÿ¿=k ÿ¿>k ÿ¿?k ÿ¿@k Ç¿Â¿Ak ó¿Bk ó¿Ck ó¿Dk ó¿Ek ó¿ l l l ±ll ûül
ú
!lù%2ù%;! lù%2ù%;
l þ¿ÿ¿l
ý¿
l õý¿
l õû¿ÑlðÂ % .
H
H H
H
H
H
H
H
0"±lð
4l Í¿Ó¿5l ÿ¿6l ÿ¿7l ÿ¿8l ÿ¿9l ÿ¿:l ÿ¿;l ÿ¿<l ÿ¿=l ÿ¿>l ÿ¿?l ÿ¿@l Ç¿Â¿Al ó¿Bl ó¿Cl ó¿Dl ó¿El ó¿ m m m ±mm ûüm
ú
!mù%2ù%;! mù%2ù%;
m þ¿ÿ¿m
ý¿
m õý¿
m õû¿ÑmðÂ % .
H
H H
H
H
H
H
H
0"±mð
4m Í¿Ó¿5m ÿ¿6m ÿ¿7m ÿ¿8m ÿ¿9m ÿ¿:m ÿ¿;m ÿ¿<m ÿ¿=m ÿ¿>m ÿ¿?m ÿ¿@m Ç¿Â¿Am ó¿Bm ó¿Cm ó¿Dm ó¿Em ó¿ÿn\=ÿn\=ÿn\=ÿn\=ÿn\=ÿn\=ÿn\=ÿn\=ÿn\=ÿ n\=ÿ
n\=ÿn\=ÿ n\=ÿ
n\=ÿn\=ÿn\=ÿn\=ÿn\=ÿx\=ÿx\=ÿx\=ÿ x\=ÿ
x\=ÿx\=ÿx\=ÿx\=ÿx\=ÿx\=ÿx\=ÿx\=ÿx\=ÿx\=ÿ x\=ÿ!x\=ÿ"x\=ÿ#x\=Aÿy' General Least Squares Curve Fitting ProgramAÿy' General Least Squares Curve Fitting Program@ÿz" General Least Squares Curve Fitting Routines1ÿz' Version 1.001ÿz' Version 1.00:ÿ{' Written by Michael Lindell :ÿ{' Written by Michael Lindell ÿ|\=ÿ|\=ÿ|\=ÿ |\=ÿ
|\=ÿ|\==ÿ|' 200-L Rotunda Circle =ÿ|' 200-L Rotunda Circle 6ÿ}' Newport News, VA 236026ÿ}' Newport News, VA 236025ÿ~' (804) 865-4508 (Day)5ÿ~' (804) 865-4508 (Day)ÿ\=ÿ\=ÿ\=ÿ\=ÿ\=ÿ\=ÿ\=ÿ\=ÿ \=ÿ!\=ÿ"\=ÿ#\=Gÿ' Curve Equation Restrictions:ÿ$" Please enter the name of the file on which <ÿ*" Please enter the name of the file containing Oÿ' ------------------ -------------------- ---------------------------ÿ
' Please wait .... ÿ"Option not yet available.Lÿ' This program uses the least squares method to calculate the bestPÿ$" you want to store the X,Y data. -ÿ*" the X,Y data you want to read.Kÿ' curve (function) passing through a given set of data. Currently, a8ÿ"Please enter a complete directory path to be used8ÿ' 1. Linear Y(X)=a+b*X NoneJÿ' maximum of 100 data pairs can be entered, and can be fit with the *ÿ"for reading and writing data files.;ÿ$" Note : This filename must not already exist.9ÿ*" Note : This file must not contain any text=ÿ' 2. Logarithmic Y(X)=a+b*Ln(X) All X > 0-ÿ"Press to return to main menu.Nÿ' following functions : linear, logarithmic, exponential, general power,%ÿ*" or blank lines.=ÿ' 3. Exponential Y(X)=a*Exp(b*X) All Y > 0(ÿ' and polynomial up to 7th order. %ÿ"For example : C:\lotus\files?ÿ' 4. General Power Y(X)=a*X^b All X,Y > 0Mÿ' Familiarity with Lotus is assumed, although for the most part theLÿ' 5. Polynomial Y(X)=a+b*X+c*X^2+... Maximum order=7, and theHÿ' program is menu driven. For more information see the file named9ÿ"Note : Do NOT end the path with a backslash ( \ ).Oÿ' order must be less than theNÿ' "curvefit.doc". If you have any comments or suggestions for improvingIÿ' number of data pairs.+ÿ' the program, please give me a call.3ÿ" Press to return to main menu.
ÿ^XGRAPH
ÿ^YGRAPHÿ"==========ÿ"==========

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3 Responses to “Category : Lotus and other Spreadsheets
Archive : CURVEFIT.ZIP
Filename : CURVEFIT.WK1
”

Daniel says:

January 27, 2013 at 3:59 pm

Very nice! Thank you for this wonderful archive. I wonder why I found it only now. Long live the BBS file archives!
Joshie says:

March 18, 2014 at 4:57 pm

This is so awesome! 😀 I’d be cool if you could download an entire archive of this at once, though.
DiskingRound says:

January 14, 2015 at 10:57 pm

But one thing that puzzles me is the “mtswslnkmcjklsdlsbdmMICROSOFT” string. There is an article about it here. It is definitely worth a read: http://www.os2museum.com/wp/mtswslnk/

3 Responses to “Category : Lotus and other SpreadsheetsArchive : CURVEFIT.ZIPFilename : CURVEFIT.WK1”

3 Responses to “Category : Lotus and other Spreadsheets
Archive : CURVEFIT.ZIP
Filename : CURVEFIT.WK1
”