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/;  H]hAMiA MiZDMax IterationsH]NWc Wc  H](iu\i u\kDL$M$(Chi-square/no. of data points)D>>Prototype VI: Levenberg-Marquardt fit of data from file Exponential Fit: y = a0 * exp(a1 * x) Needs appropriate target function and derivatives VIVD Error CodeH]]D<< Mean Square ErrorH]$9$9]D`a a1 Starting Value]D99 a0 Starting ValueH]<<H](bcD2P2P$$yFile format: tab-separated values Col 1: time (s); Col. 2: Count rate (c/s)(background subtracted); Col. 3: error (c/s) nDHTHT"""Data Array (background subtracted)aDX dX!dNumber of Data PointsH]h"tNh#tNiD;5G;6GRead From Spreadsheet File.viHD]XHD^ $[g[gHD]DLXLXHD]<HD]|} HD^~HD^~HD]&2&2 HD]DP\MP\MHD]dD^j^jNonlinear Lev-Mar Fit.viHD],  HD]44HD]HD]0HD]5A5AHD]^^FPHPM_Fit_Decays.vi>|FPHPD^ 8<8+t>{~]1 ]]^tJTRS^?LXL 5d>$ `D047,  ||HR4RzT 7 @ 2 ` AdkpWpWl[| HR lRz8.N@ 2 AdkpWpWl[PWj,T@< 2 h_H]X| ,HRRZzd;\@ 2( Ad\kcpWpWl[dNX is the array of data points representing the independent variable x. ,d44 F$ R`_@P r$B4dr/A,l84  r dr_0 ] dr,dp <@ 2 kroXoXk\0 s$ ew0 U$ bz0 W$ bt4 J Uc_ڌ4 2 gu _ڀ@P$ewh 0dNX is the array of data points representing the independent variable x. @ : nwoXoXk\L : iu0n0n/o.p-q@ : AenpWpWl[0  ew01$dNX is the array of data points representing the independent variable x. , , ` 4 F R`&_ژ@P rB4dr 6A,  \ 4  r ` dr_ڐ0 ] ` dr,  , ` 8 x@ 2 ` kroXoXk\0 s ewQ0 U bzT0 W bt4 J  Uc(_4 2 g!uO_@ PewQ 0 20d NX is the array of data points representing the independent variable x. @ :  nwoXoXk\L :  i!u'0n0n/o.p-q@ :  AenpWpWl[0  ewQ0 t8Hd NX is the array of data points representing the independent variable x. , (d4 FL R{`_t@ P 2LB4d\rxh:A, $4  r( dcrx_l0 ]( dcrx, (@@ 2( k\rcoXoXk\0 sL e}w0 UL bzz0 WL bZtz4 J\ U}c_|4 2\ gu_d@PLe}w9hdNX is the array of data points representing the independent variable x. @ :\ nvw}oXoXk\L :\ iu0n0n/o.p-q@ :\ Aevn}pWpWl[0 \ e}w08 L,(X\Gderivative specifies the method used to calculate the Jacobian. 4 F _4 J l|_פ@ 2 oXoXk\@ 2 @pWpWl[0`,(0  jHR"SL!d0, DH2Covariance is the matrix of covariances C. ,@t(D4  rt s_4 F$ Sa_4@P 2$B4slMA@P H@d| H(( @\HR,Sx`v\FBest Fit Coefficients is the set of coefficients that minimize | 0 ]t s,h@ 2t AszpWpWl[@ 2t zoXoXk\4  r( es_ 0 ]( es@P 2$B4esNA@ 2( AelpWpWl[@ 2( lsoXoXk\,Lh0 s$ f0 U$ c, !$"L"!0 W$ c|4  rL =K_D4 F0 ,:d_4@P r0B4=KA0 ]L =K,,<@ 2L A=DpWpWl[@ 2L DKoXoXk\0 s0 >P0 U0 ;S0 W0 ;M4 J` .<_4 2` @Nj_٬@P0>PlJ\FBest Fit Coefficients is the set of coefficients that minimize @ :` GPoXoXk\L :` BN 0n0n/o.p-q@ :` A>GpWpWl[0 ` >Pl0K04 F _ь0  4  2 _ؼ@ 2 @pWpWl[@ 2 oXoXk\L : 0n0n/o.p-q0I0Z4 J!d Vd_ٌ4 2!d hv]_٨@ :!d AfopWpWl[@P$fx_t!OPH2Covariance is the matrix of covariances C. 0 !d fx_0P$h@ :!d oxoXoXk\L :!d jv 0n0n/o.p-q|&x|',@P%#@R@~($8$$%%P$l4 K%_4 ?_@P'0'=$S(%&0&d&&&4 F# _`0 # 4  2# _ר@ :# @pWpWl[@ :# oXoXk\L :# 0n0n/o.p-q0 "Q#4 F# =_0! # '<4!  2# %:_@" :# @pWpWl[@" :# 'oXoXk\L" :# $0n0n/o.p-q0""T#"|0@"P)?'l"|2("(()$)d)(@"P+PX(0 ~("(X*l*** + 4" F' __4# F't :_40$ 't ?4$  2't =_ @% 2't @pWpWl[@% 2't oXoXk\L% :'t 0n0n/o.p-q0%'`'t8L% :' ag0n0n/o.p-q4%  2' a_@& 2' @X_pWpWl[@& 2' X_oXoXk\0& ' _0&'W'l,D-,/-D/4,3,] ]]^tJSR\e^?L4& 3Q_-D2d,=}0 5d5 4%0 D50, 0@'P4Ww3_@Le/(] ]]^tJTR\e^?L] ]]^tJTRSe^?L53f_\4' GU_<2] ]X]^tJTRSe^?L128 35_-D.4,.28Vd=D50,5 >$63L] M]]^tJz7\e^?L] {]]^tJzR\e^?L,(##$0333] ]4]^tJTR\e^?L(|LH((38344P43l4( F-\ We_0) -\ ewQ4)  2-\ g!uO_`A5 3Q_ل 5L@* :-\ @enpWpWl[@* :-\ nwoXoXk\L* :-\ h!t'0n0n/o.p-q0*2`-\^Y55d6 `D0]4L* l4 "%'0)+P4u>t4/+P)##h'0%" 4 l=] ]]^tJTRS^?L0`],4/+P)##h'0%" 4 lU=:-\ @pWpWl[A:-\ oXoXk\5F-\ _d=:-\ 0n0n/o.p-q]D.438.-\336464P7,473l6A43b@L5 2-\ _,1 -\ 9:-\ @pWpWl[A:-\ oXoXk\12a-\M=:-\ 0n0n/o.p-q]D04387l-\8H38484P9,493l849lA4E3b@L5F-\ E_L5 2-\ _ؐ1 -\ =:-\ @pWpWl[A:-\ oXoXk\M:-\ 0n0n/o.p-q]D0-\:D38:3:4;4P;\4;3l:56:_-D1d#t4 l=D=,,>$5\*,4/+P)##h'0%" 4 l BDHPM_Fit_Decays.viLVINRead From Spreadsheet File.vi xPTH0LVINNonlinear Lev-Mar Fit.vi PTH0O BDHPD]8OhO*~]&\~]^B ][i ^@,*MA`N$*0*M< *L* 4****l * x4*dH!,*x,8*l* *$* ,<*DHk * *@  *@t * x L *@0*EdHZQ *@*,*4X* x*8,*$ X 4*@ 0*E}<*D4 \D*4*/LNn{?* * x8**D *( ,*4*   *@D** * xl * x * xL *$*8** * *@D*D @* @4*=?  4*Or5O0* ,@* 6r5O*t)u*t4* <*D}|,*X *@0*@ L l Yia\*x *@P P@*1 ` I4iT,] * x 4* K x:4H_+ +@t8 + x @@+ Ll @ , |4+3 xL(YLaT]P+ 0+E *Zb^+ X + x0 ,4+&(p  + L + xd + X+ + + x 0+@$ + PL + x +@L 4+ B ,_p, , x 0,E Hkb0,E   4,0`Yd^?, 0,EA +bjf ,@ 4,3 x)aLiTeP4,3 x%YDiLaH4,3 x$IDYLQH, 4,3 x'QLYTUP4,3 xD&ILQTMP4,3 x"I<YDQ@4,3 x !a4i<e84,3 x Y4a<]8 4,3 xQ4Y<U8 ,|4,3 x#Y<iDa@4,3 xI4Q<M8 , xH|4,/d{? ,,,l , , @,P8Y}i <-@4,  28 Z~h_L- :8 [yg0n0n/o.p-q0- 38 Y}i4-0XYd^?4- B KY_4.0.@-{4.&@) .p0.E ,.  &0.@4 xX.4.0 4? .@Pt .`4. 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