4Misc_Startr4Platformr@9VersionCheck xHH@Rg(HHdh xHH@Rg(HHdh x HH@Rg(HHdh ^Graph*tWDashSettings#  ! -6Normal@ Lucida Console<HHHH$$4 4 4 4 4 4 qhome=5dC:Users:brand:Desktop:C:Users:brand:DesktopnRecentWindows:Graph0:Zsen_1012_01 vs Defl_1012_01;...Table0:M_Iterates 4Misc_EndrXOPState_StartrSOCKIT64en_1012_01 vs Defl_1012PeakFunctions2-64terates0pNIDAQmx64AQ Tools MXVISA64000410000004XOPState_Endr\•FDcalculateWithHold_nanoJKRDMT_single(Zsen_1012_01,Defl_1012_01,29) Fit converged properly --Curve fit with constraints-- Active Constraint: Desired: K1<-20.599 Achieved: K1=-20.599 Curve fit with data subrange: Zsen_1012_01[2048,2083] fit_Zsen_1012_01= EbensteinTroyon_DMTJKR_Fit(W_coef,x) Res_Zsen_1012_01[2048,2083]= Zsen_1012_01[p] - EbensteinTroyon_DMTJKR_Fit(W_coef,Defl_1012_01[p]) W_coef={4.9217,-20.599,0.063718,0.85263,29} V_chisq= 0.25349;V_npnts= 36;V_numNaNs= 0;V_numINFs= 0; V_startRow= 2048;V_endRow= 2083; W_sigma={41.7,0.0408,0.508,20.7,0} Fit coefficient confidence intervals at 95.00% confidence level: W_ParamConfidenceInterval={85,0.0831,1.03,42.3,0,0.95} Coefficient values ± 95% Confidence Interval a0 = 4.9217 ± 85 Padh = -20.599 ± 0.0831 Xc = 0.063718 ± 1.03 alpha = 0.85263 ± 42.3 R = 29 ± 0 •Edit/K=0 root:M_Iterates !{s@YDefl_1012_01????>{9|?>M?}>PD#?>ù%?>SX?>]z?}&ڦ ?}72w?ltj?}zK?>#P,x?>Ov?}fѠ?}bK?>+ F?>k?>V^y?>?*=t?>ع?}X?}LgL?}vv?}~[\b?}H^?}x~?}A?};t?>0?}v{t%?}պ\?>X|?}&$?}.wH?}v o?^?}nuC?} K?(g}?}P"?}R?}k ?}η?\D?z?}Nkc?}6X?gԕA?xM?}n^?} ~?lT?K ?}~Fa+?}Ռ?>4"?} n?}>5O?}c ?IZ?}V?R?>g; /?}V3?}feP?!,9?}u?}bl?Y'? ?}}4?s/?Y|?q_Q?E?yX?3},?}ξV?}uV]?}VT x?>@?\Z`?3?̿Ry?>swd2?>&i?}?}6c-?fd?C?}洸fx?}63{:?G|?>OezH?}~V$?}VQ?}Y5?>O뙆?>C6?>K0w+?>n:#?>>?}nL?}r?>Gփ3?>'O?>^?}&W%?>sO?>S ?>#(T?>"c?}Lc?} ܴ?> /~?>' s?>|?>X?>k!?}Yju?}.d?}VP?>+o79?>?>?F?>a[H?}q?>s ?>?}?}В?>B^_?>O*taW?>KD?>WjR8>?>;; ?>?j0~?>em?>g׏?@?>s?>ۃI?>d?>c#?>0"?>h?>d?>n ?>)!~q?ےqN;@>cUj?>E?>L?>Q?>o;?>i?>r8? @1[d@ p#@>7?}?>3ݽ?>WV?>[:?>W@ą?>oz?5@>5q?>6?>OcO?>3dO?>g; /?>?>G?>S^#q?>O G?>+2#?>_H1?>Oyd?V@_ٸ2@>bm7?>d?>O ??>U?>S~dz?>J8K?>sf?>O?pC?>׬WT?>#?>C㨏?>ۢ?>Cq?>QEn?>?M(?>xb?>ִY?}6Jo4?%="?}V|?>M;n?>2 ?>ą?> 6 ?>#?}W?>*H?>,#?>Ki:?>G?}?}8{g?}θ ?}8v??>S$8?} n?}֎ ?}x?}?>WH?Gm?}>=[q??}RH"?_9?}&ڦ ?}6y?acY?l{tC?IZ?sx{m?̿Ry?\?^?э?}d̈́?g,?}m0?Bm?HkE?PH?3ᴇ?}޹Y?}eZ?>?}?sp X?3D/?}h?\]?f\?}>!=S?}$?}DJk?><?}nY?>=?>[?>{%=?>ߗ,?>9?>Ìi?}n?>Gc?}nP?}-?}vli?}NK?}o?>ӊߕ|?}?>_ܨ!?}FL?}V)?}nU?Zw?}θ(?}?}nǔ?}^?}#R?}x?}n|Ɍ?>וRg?}q ?}?}K)G?}Ƥk?!? 6"?>].?>e'?>?} d?>?>rci?>Kgs?}&E?< ?}?>SkB?}|?K?\0?}$]ڃ?>y%?}6?}?}V&?}ю?}(34? nE̵?}׎>?}В?}DF?}?hp?}V?܊Ң? )ɿ}cݿp޽f0U@$ 29U}n=y?}N?@f?};:?|pl/?g# ?|v|?泓Y?}^9n?l?}S~?%L_?,͕!i?&ӿ\'Sj?쾻mҿs|G?LU)?o?3KQ!?f<?泳:Ͳ?}7K?} V1?̶\+?}1/`?>++?}s?}| ?}&^W?}WB?}?}իc?jCP?y?w?}?}\?|?}8$?}?}=?}@Ӡ?}+ ?>_xC?}] Lp?}`(?m?Do?y5_?3>?,.?wY ?}^&?2?`]I??ǰI? l\? 0?!?}v_i??'h0A? }>?}ZH?}Vb??2DzkoYM?c>W?39db?:Cp?}C?}.I>?}V?}^jM?>7Gc?}.U?}d,8?} Y?}vy?}-?}i;g?}"?}/?r ?<)?g?2"+ͦ}F(*?E+?}?}N\)Y?},?}N5?}HRg?U?e:?g?ѿ3E]TY?XO ?sԨ7L?)lN??}~J?e_'?>#Z+?>q)?}v?}nl{?}O?>C^?}uPA?>Md{?}S~?}?}L.Y?}6[J??&zT?}a}?}|8?>f.? )u?YD?}ح`\?}?}?5IG?>g?-?}?}>pW?}d?}֕?}|r?L^?:9ȫ?\-?}CW?>V?>#Ǎh?}m?}v1d{?Ay ?}^}?>LU?}>PD#?}r? \wrm^?Gm?}Ρ?}af?}?>Sr?}?}3?>_'q?>i?>T΁?}aLD?}^?>?&?} DA?>Gx?>?2yb?}^Ȉ?>_5O7?>;@3?>3Yc?>`i?>??>{?}[?}*?>;?>n_R?>){?>0h?>;3Hz?>3-?>oMln?>_-I?}Q?>Dg?>.\L?>q?>״Y?>{24?G^~n?}n&?>;E~?>ڒ?>Z'?}{ ?}?}G$9?}?э??}&Ѱ?>O4?}q ?}6 W~?}cB?}6_h?>#?:?}NU?> A?>k-!?>o{p?>M?>$?>Ky)?>'?}~#Ul?}~ae?>h?>c?>s0?>|-?}^8o?}w)?}D}?} B?}N?}f/?}>aPU?}6]s ?>L2?}θ(?H>?ܯ:??,?}F(?}{ ?2&} k?}5?EF?}:?\/?}N ?}?}D}?,'?ٞx2?}TY?̖??*?}Vؐ?}>5@3?}Ru?}v`NV?I??3ᴇ?H,?}Fgh?y[ͺ??wc?\xy? GB?}G?}Nik?}N8 /u??SF ?s7??\?Oc1?}֎ ?gdx?}މq?>Ǯ?>?[?>w$^?}.P9b?}L?}Vu?} ?}?}'?>x ?}V J^?}6?>X?>?ҟ+?}\U ??}.{l?,e?}~DW-Q?>uG?}s?}1?Y=?*,f?Y2?}~Py?}.?BSA?}5dz?>8?>h\?}Ot?>' ?>s_?} 0?}vl.?5?<+u?}n B?>7ֆ?}?}~JB?>_A ?}滥a?}x? O6?}eT?}N?>?}N&?}fO{?}^?}(?Y|?}?}>PD#?}Q?}8?}&J ?}?>.?>' \?>1?>S;o?>K|.?>\ݱ?>?>=?>%?>3y(?>_29?>m.?>$?>30U?}?}~bI]?}>t?>?>2?}0U?>4P?}ȕ&?>?O1W?>1l?>ދ?}vx?}&F?>Oyd?>gx?>w+KH?,r?R$ ?<Ә?5? 6s?}.z?}~{x?};b?}N?>ofލ?>g!R?>dK+?>,z?>o8p ?>?>9k}?>?}n?>/M2?>H?>BLȏ?}N?} R?}F(p?}&wj?}\?}ޞS?>^Ha?>:?>g 5?>jp* ?}:4t?}2?>!j?}e;j?>X|?}[l?i?`w]8?,?LJ_K7?}Ҩu?}{NJ ?>y=?}?}6x?}>M&?D"??%u?Yg'?泗I?e:?lq?-?G?}V}=?}^?}~Z?}6BtRS?}%G ?gq.?}L9?y?} Og?>;ܻ|?}^?>ko?}.?}Sp?}&qa?}?}63{:?}G?}.ˑ?} 2e?}В?>S?>̶?}J?}u?}(?}g`i?}:?}.>?썒i?}Z=@&?}^O?}.9?}K}?е?Ҥ?v¾G?}F'm?~?i?5^~Y?s~?y?}kw?}?컹.? ?}6b\?}Ҩu?$?}.t ?Luv1?>?.[?}^-D?}^UgS}?}L.Y?})[?Jf?P?泳:Ͳ?}6Zg?}>Ug?C?LFC#?}n]?})d?J?wh?T_0?}h ?y[a?a?}.?}X+??W??6C?#ؿPRпkb?}V͑?lIk?}.P9b?[?J?θ?}?}ցET? &m"rɿSG[߿ !̿}7ߓ?}6f?}6c-?|[?}&Ą?}t%?}6b\?}VU?}Npڕ?}†?}~C0??;?}.4\_?}n'?Pe?}&欞i?}Npڕ?}?Lt?22}q ?f0OHQ1;*̂ys?3ӵ?3`>?3D/?23+?}U ?g?+Ƴ?}Z?}t?}6^]/V?} ?YX?}5?3?G? H1 ˿Y?f4[?}ӑ?c^?\]?}cq9?}P?H@?}Vr?}>B]? YI,?9D?|?} k?}an ?}n[?}Z'?}Fu-sw?}&H?}N؝?}?wU?J?}n^?3?̓S1?}j{?y?}^?} L?󙨛V?ÐZ?9(*?}.G4?}K)G?LL3?>;c?}.ċ?}nZZ?}֭?})g?`?sw,D1?9y?s*?BH? FK2lIk?yj\?}ޣ?}>A]?}vsS?}?}~M?/9?}g?<?}r;?}>5@3?` 5_?YL#x?O(-?}i3`?}&6?9W?}G?}+?y C? &B?}+?}΍گ?Yu'? C$#?>H?{?}悴?> mD?>]E{?>*0?}.9?}ZL?}v?}vx?}6\ͽ?>wTYi?>C"5?}.ӄy?\ ?}m0?}h?}$?>|H?>q?}N?Z)? -ġ?q=?gS?}R?y?f0aݖLӰ}^d?}6? ? &Ӷ:ɿ9R? iW˿cY?m?}iz?}Ѫ?9)? 0?}摭?}&5w?ϓ<'?L qU?N,?<ﶹ?dҁ?G?g;2;? ? xI}B0?e?`*c?>"?}d??`*c?}Q).?}RE?d1?<Ә?}vK?}~7N?}n'?|ǡР?}~I?}fe?](?!0?,[?}aW?>ш2?X:q?~?}>F?}'?}v\?}v?}B?>/Vw?}?>ϩdУ?}fa?}Z?}/W?>?9tԍ?}j?}hNI?}~P,?}E&?̖?? ?}y;?x ?A-E?g&7?xz?泮X7k?LSUd? FʿVY?9)? &+ſ ;2۠f0)7HSYR ӿa ?}ƲK?}yÊ?}Z?}?}b?}~F`?}vj?}nx?}NU??}5IG?_?wZ[?]?+Ƴ?+c?}־;?aXY0? Aʿ-(#YQտ2i[}?*ǡ?YK?yj?}&H?6?2nJ?\i?3Ѷ? KGI uƿs$ΏD߿as9ciLqѿCauxҿ9ɎS?4勇?Æ׿g?L ͳyW%?2} >ſ ſCٿCѿ C翿f0k|s?1rU<s?ҿ3ů?}?}EA?}k>{?sd?2v?\~? 7L ͳ}$ ?Qs? fx}`ſgJ? ? &~ȿ ')6ƿ9JǨ?a ?|2b?֨?99?``*ulz4?ݿ d:Cp?}P??}nl{? ǿ$?l? [&?(?s\-z?ܳJ?}V1B? 7K}f-J?}@?}6??;|6t?sf{ ѿ F#ſ fru-?2,|H}ޫK?LHE:?ݿ3.Oпg ?2cˡg9?,}Ă?h?h,S /b HοQZJOῃՕLw7 H1 ˿i2âTݿӱTҿj ǿ ?Ŀwֿ#VؿR?P FĿ b1ο%33?ڿCڿa;~H f>ο fWÿoZ?mҿ!?Y4ῃAt3||ؿ+\3PۿC\߿L. ak:?g6iX?s?ҿ1𿃑؁f0e^I? Ŀ׵?cھ?KhܿY? &GXq8׿n?3 ?[E? ʿ9Pῃ1 t4Fӿ m⸶L  ߠɿYmǟ%?̺˭#<ҿM?ߨ?ش3ۿ ?qo?rc?.$^?;?I|sQ֙п шĿ} E?}K)G?,{?L19 ˾տ &pFο :6@?g!j?9?? bǃͿf02𥑿)ܿ F <ƿ uʿп iYʿ FQ̿فm7㿃pjѿտ eO~?v?v]]|ۿ p˿f0?p2v ]ſ9030?9?̊|ot%͜׿ uM ??dY&?9c7?PE?J? fru- ơ~<̿3;Sڿ3O? Ľ"Sſd? <ɿ}3V?7?5FJ3?KT?}71?\$? 裣ο P̿g{H5?}΍گ?RY?# ǚҿwQX?ϔjS? ,V?}dr?Y'?8:?,'?}nl{?f>??v?y?f0@˞<+u?" wӿ#kؿ n˿dۭs<Ә?oܖX봼O?y2?y+?Ls繿qѿC\߿Lq0 ER˿y;#7Bܿ f=/̿Lѽ3uڿ J0߿c &ڿ*Qտs7ٿf0({*K=ҿx 3ؿ &&CϿx 3ؿ GǿL&M ??SYR ӿn?LH?:? F Vk̿|nc?}悴??hB?}y.?},"d?}?r?s?}N ? ?T_0?r?7G?z?Lt?e?}Z?}I0?&k?.?}n?}N&a?f0OHQ<{?@!.v>S#Ru?`X5W )ɿ][3G?=??lь?i;9Egn2^?i>[r? XdCɿ ٪vʿWb=?}?}1/`?PE?cV$$ӿLnTE?l4?f0n? 3̿??f0bY?'9?}x?}1;?<ﶹ?}!?=?gζ?ҭ޿3fPQس?}ֈ@?~~?sF%?UG? ? ǰx̿}֪?,?}>;=?l ?}~tR?=T?}~YS?UC ?V?ܥ V?瑁+w?}~Y)-?LJ_K7?󹢧?}`9?>0k?}>I?}vr?}kV?}^$ƌ?}vd/I?}t?^?>o8p ?>]m?[?}6BtRS?~ ?uy?`4#p2N2rو]B?,? C$#?(k\?s?Q%?Sѷ3Bп#Gӿ?P|v?󙙢>5?yPs?}xoA?l?泚{wI? GUǿRпf0湢}gDl?}V,}?o?}٩?},0?}??}>YZ?}-7|?}?wU?}$Q?}Ήwb?}e?%u?}_ޭ?}{?gdx?,1?}qؒ,?}s^?}9*?>RTYP?}6}6?^e0?yyF?,P?}!n??%m?}&-?'?C>>?yTl?| ?}*Q+L?ؿUѿQGyC-&;пCxܿ |ſWb=?YbvK? -ʿyn:?` 󩒁o?ٿ` 2>_?i>[r?2୬i 0 V|¿%u?3D/?cY?f0,,kˣQ?sl? Fkz¿ ILĿ4*=7?s(o?+躻 # HĿ}NZե?}&J ?%"oؿg9?.?Ms?'?GF?b6?Y=?`Ɔ̙.}.Կ o[ɿ`x(T:z?翃1WSdѿ%÷6ӿ fSaʿlƆc?0\޿eCHݿf0joe9.心Qї m|<ݿm]?|Qп?9"?2ע(Ƈ?;?Cƹ'п r)̿@ڲӔ|ҿ Eȿ Fnv̿gm]?Lf0OHQW? ۛʿE7,y^?4勇?i>W$x?`'}促Yɋ~) ]I?+Q?泯7? F3&ϿlֿtLTwdc?gBD?L¨L4qLs繿 f ɿsK4?``*u2hH`0tìp=߿QT!^tݿ2fm$eQ@f?\#P/\FeٿGL?-ӿ֨? M?\~?)P?m #Lɿ&?w?LA?}vsS?} ~?<3? Fu*\Z`?f0uQԚ}>PNHG?}n?,?sYӿ&?}#?x"?aLٿ 挑/ǿ%?f0_cf0Vښ\?󙜕4?泶̾?3:r޿{o fn ǿ-Kǭ? k3ǿaLٿˤҿ 16b?,}n-/?_Կˤҿ#o@9ҿaҿ[x0?2|͹L/PPtT'?l&In>Cȩ??@4O@Hq_@оo<m@N!@C\!@ j0@ߤ3)@4)vܖ1@hKA /@th'zj5@.y0@to*4@t 6@tcX*<@:@@tt*H?@z}B@::B@ڮT;E@7>C@z@jl8@4 ȟ7@ 2@4zu565@ R]1@ NG3@5|\}&@h\;+@.,@VW@|W}\?u"rYտaKX Tp 9*" .Y/(2W-lŅ2$(LeCl2̪ 1UtM4L~1̄j0ʲ-R^+ε\9)\X)A}g3-N)w *=@'I]+S8(X*v#'^Km)``&lǟ';%&%RJI%;ۼ$ %#$M>$ٮ#jۢ0$R;#f3#M #.st$ BY""fs0!0 k; X~n SEL O " 0m0+4,-0:0Z0X> 06P0b-Na0hC0Qu020TA0a[000ɡ0ǮW0000/ 20xS0F0_4B0g0U{0[Y000n0<B80zz0640;2~0500gy2[0ל04/0)WM0;Y30W10톗0-0ǩ"0Y0WU0@S*0V 08 \00z[be0"A0^i0K0[E0P0\0d0ҫa 4y a<0rl0( 0 oi0-0NIO`0ͦS|a}^ a2ʌ a i0{0U/Wxaщ0~2T>0 ^0Za aPӎ0V]}0mabG a“U{ a aѡ a`g a ۯ aJKk a\Ya="a8[.aьuab9s a8p*a@ [ aI an0`ka׏7 a*Ja#ah$ a0̪oa@/ a aT4 a{! a:l a$j?taİb" aǵ$ aP> aWHa(+S alcar 0#*ajhb/ aA aAd ah ad?y a"[L asa& aIխa8t aj' a acad2a: aͷ) a a8 aPB aֵ0a\+$3aa~a?FaNaвŸaPtF+aΥ a~'Ja\raa=\aƒ\ aa\azO(aN/a=a~@;ar]Q*aiaEa\p~aL5R0aXALv>-a0Oa.aPj a0ƪIak?aja \a>E\v%W0? a[W6aaafa|maMUa[6aHbQVaaD@4:al}`$apecnѣahnZy;a|aE,Tx~pgBaa0`*a'a5Xa޼Y ˜Q"g&a@¾aPGa(N!aXs_°=xPa,Y/taV/"*tEp\Y1apPgx}Uraja*a@ZabƄ¼nvax%Tݳ-k `q` p[|YK1);$g^{0´/"c|diˆ]]€Qe>$fz|mj”e\A|)R\C\dT.^Fi”3Z`w/4aQ. pˆɎuiV8ҥ%f;hrp LHƬqk%o¨"KYݯ°ȳ¤&pF6ԣH= L# 0* qZty心8l9㿃c迃1/$8' Tɿ3 ߿¬~Lg@,Ie ǃ[#߿l߿ fܙϿT?%3#CܿiQx뿃ٲ1Q鿃)d+< §„IG<.T !k迃yX S7⿃xj:߿ Fk x6㵿.Q?sx ?}vsS?}nt?} ϖ?Y.?}v9C?c>W?s_?30?пAQ<%"oؿlo޿s+׿`w`I%?jz?>ֿո? Ϳt~?} {3?>[L? af~?hѿLL3? h ?gi? %J2\L|.;? TϿ4?RW?}^Q?}^ҩf?y?}V96?>k;?}x?> ?}b?}oH?즽L? 3X?~Z׿}ܧ?> =?}Vp?} H_??$?}[6?}&?,?}l ?}._?\U?}G?}~Y?߮(?]t)?4 ?N}?}%'?}?}~F]?}vj?}(?}_?L2S#??}6.b?}._?}̍?y?}F06?}Av?}?̖?}Lu1?}~GJP?}V?acY?}n_"?\B{ ?*?}vh?/?}Sp?糢¯??f0wr撿 iBL*?`y1MaH?>?Lp(?}~?>o?}AV`?}^3x?gm]?}~_V?}N$Rr?hj? f ſ,Q?<3?2}=h" ؿjFh?m?sNٿ 51+¿1?󙙢>5?}>N ?nlh?9]H?}nC? {<Ŀ̥{%T ?s`\?zh?IDZ̹̔;?}V ?}|q?L? Ϊ? 6?L$Ubt? L4ȿҤ?%s?}6\ͽ?@>j?,o?WRMؿ2???}N4?,?\Nh?b a?>q?'? F%ٞĿPrf?}m?}`e?>?>2#? fn?}~F$?? ?}_?>WX?>@?{?]?S?}N?q?}R?}B?>'Ɋ?>dm`?}6X?}w[?>/?>x~E?}"J?}&BCn?}~F]?}&|?}֝"W?}+?}?} _?}L|?}&F?}֤ ?}N?}†?LMN?g?lW?i>>}? ^ F$-m˿L_J? Z ?,ཡY?Tž?[?}z>?5?}v`NV?}!?}>G#?}?}O ?}>Tb?}Fث?}&qF?|?P}? h ?>jp* ?}ND?}w5X?}V,}?}v9C?}&H?>'p?}VNAJ?>cOl?&?,yE?}n&?})?}m?F?}.&uP?}nuC?}4?>@?>D?}ޥN?}΢6S?}˫?}V\3?u ?}n?}N7#(? ]?}?}ޤ?>[Z?>WZ?}Yg:?}i?}p?>ݴ>.?} #?>F?}t4?>^l?>X|?}:?>-P?}.ƔY?}:4t?}h?}Oda?}ߒ?}?}N?)?}nXb?}#?>'G&?}>YZ?}U?}n~t?}Fa:?}fa?}F8<?>ف?>{6_3?}vZr1A?l ?MaH?}~+?}fT?>۱;i?}>?}&I?}NZե?>W۾?}6gg ?}eiQ?}?>sgG?>*ֽ?},id?}.5?>SvX̙?>_Ǭ?} f?> X?}`=?}θ(?}?}\?G?}?}k?|?>?}^I}?>;E~?}uGx?}N?}^ޔ1?B)_?gyݯ?ٞx2?}j/3?}T~x?|ݼԐ?}~V?}\v?>A1?>7GH?}Ջz?>?>ϱp?>y ?>C6?>C{V?>BSA?>8+L?}Τ ?}mi%?}VT?}F(?!?}O?}.s?>Q@?>rr?>g?}$\?}6/}?>8+L?>?j0~?>˪V?>Ut?} ?}N)|?}&ӥ?> z)?} ?} x?}~#Ul?}?}?}W?}WF(?}/?}>fP[?}Νr?}I0?a?}>My?}Z?}V?}vu#[b?}X+??}&?>?5 ?>z?>.?>g+?}&ǢY?>8{g?}.r?>&*?N[d?}8e?}F~r?\~0?zw?|nJ? 6s?>wڅ?}dp?}va?}J?>/ia?>HUF?>7л?>WѬ[?>O?}v|?}L-?:?9?}.a?~~?46@?IAYl?}n ?>Ҟ?}&?}&?>?>;ƚ?}e?}#!?>2|;C?>kh?}(?> ]?>P}?>/n?>Ϧc?} ?}ɇp?> ?>Y>Aq?>^?>O?>N?>1 ?>;6?>S!?>0?>c ?>dK+?>wF'?>cD?>WI?>+ ?>ދ?}i?}VU?}&JQ?}kl?>CR?> Պ/?>?>?X?>e?} ێ?>3Yc?>e?>3}Xn?>ۻT?}^R'?>#.?>Þ&8?>So?}?}?>7Te?>CE(?>l ?>Ss_?>7?>a?}s%P`?\0?>Z|?> V?>cТD?>4Ou?>?.?>[Ķ?>e5?> f?}fe?>]!?>6k|M?}qXH?>N ?}&?>wh?>˕?}?l?>/?>cb ?>},?}nc?>k{?>ĺ5?> ih?}vme?}^o?}v?>*?>o?>~`?>wgf?>qٓw?>wm?}^|?>~?>4Ou?>k7?}?9?>?-v?}\U ??}V?G?>?}^r;.?}Ѻ?}͟F?}v.q|?>q?>孟?>!l?};;?93??>C\!o?>ּ?}?>1V?>#P,x?>C?> ?}1s?}&V?}?]?}֬:?}fž?>Q@?>~&?>ҫ?}Y?}~\Z?}&BCn?>õU?>zV,?>c,k?>Gl?>?}>>?>I=?}ξV?}Ы?}N?>BSA?}' ?}'?}V J^?}n?}t%?>oqq"?>?>Cmo?>w*?}{{&?}!ſT?sԨ7L?&k?>`?}QC?}?}v+^?}~pXD?>+{?}|a?y;?>!l?x?}"T?>CM?}d?}X??>ߌ?>WO?}+7?}?>O4?}>sY?>Fp/?}޳5,?}FSAF?>QE?>.?}z?}5?>(n?}~Q*?}h?}6}6?>OL`?>σ?}./?aXY0?}38?>GN5`?>;Pa8?}V!?>em?>xF?>CG%:?};,?}T~x?>4Ou?>},?>;.?>c!(?>?}?}6ro?}vm?}&ds?>?}.l?}V,ҩ?>#/f ?>3S?>ٶ?}L?>:_?}?>Sf__?>g?>7;?>h?}Ί?>s ?>E(?>+?>Cuh?>3?}zK?>Sce=?>' :?>Wtې?>WD?}&Ą?>Uw?> )( ?>?>?>6*?>[G2"?>``-?>Ѯ?>2?>?>r|G?>E(?>/*?>!?>K}\?>2?>?> ?>wSf?>%y@?>} Z?>2,^?>)?}晹?>CR?>Ts?>gݒ n?>2ڃ?>3]?>7M].?>WƦ??>Ҕ)?>SpUl?>ofލ?>Tӎ?>Rt9?>sc?>kA?>w̵t?>#(?>e&?>/H5r?>Ęmu?}f_?>ƻ?>C=G?>If?}?>N?>@i?}8?}vn?#.?>KOe?>+?}m?}~?y?}aq?}m?}kV?}"?> L=?h@>' ?>k}?>+f?>{)Κ?>ד?>/?>˻E#?>+ ?>d?>3wP?>4Ou?>;CE?>'D?>G|?>~?}O?>m.?>+o79?>0?}(o`?}oNy?>oDi?>B?>op`?>zW?>0"?># k?>?KV?>C?>I?>[M}?>wY(?>ǐQ?>3WM?>Gr/D?>"!ǜ?>dJ?>7?>(f?}6z*?>:Sg ?>c,k?>o?}8x ?}nR{?>AF?>+ F?}a I?>F?>j酤?>pl?}~5K?>RTYP?>^?>ύ{?>Kx q?>HUF?}<+?>?>w ƛ!?>=-?>lD?>CG%:?>G?>Gbv?}Nj?}?>[Z?>sC?>Ŷ?>{|?>K?>_+?>D?>\ ?>{?>w _/?>}ط?}['qr?}y2?>[C?>?άm?>}?}ɥϛ?> Q{?}>R):?> !o?}gY?}6vN/?}>t?>_L.c?>#t&\?>б+?>P*y?>-A?>)?>4?>S#Ru?>٧ Y?}^^֊?>wh?>W[YC?>{z?>/Vw?}?>3j4?>;^HG?>ct?}&-a?}@?>wm?>#%^?>SWӑr?>7L) ?>L?>d?>k ?>ڒ?> z?>#?,_?}F5?}^ E?>ޭ?>XT%?>߼T?>KA?>3 #?>b?>o?>sH:?>?>2#?>.G?>%?}?}C{V?>ߌ?>J?>wՂ0?}Uw*?>c?>,?>K %?>?6ZU?>^m?>aJ?>Kx?};t?>[@?>qp?>e'?>#B?>WX?>=h?>Sn^?>ky?X@> 6?>B?}?>5?>'>?> Ls?> x?>`1z?>#?>8+L?>G?>??>?> ?>?>00?>_z5?>wD\?>'w?>; a?> >?>GѨ?>wVb\?>U?>?>+k?q" @>^}R?琿!c@#4@>sig?>K=?>& M?>LU?>m?>?>?>T?></?>r8i?>7T(s?>f?>?}nDl?>k)/?> !o?>v?>+ũ?>{C?> ?}=L@ ?>#ܙ_?>wX?@>iN ?>9?>+ ?>7?>?*?>?KV?>_?>+u?}В?>7oI_?>{ȗ?>g`?>翡 T?>[Z?>fv?>kcr?>6hi?>2|;C?>$?>5?>[Њ?>mP?>3?>DwP?>˟i ?> v?>U?>FN?>5?>:o?>w?>״Y?}V>?}U?}~YS?>G/8?}.?>#C ?>_.g?>f.?>Wo?>KdK}?>k?>7[?>`/?>32?~D@>U?>^Ha?>#ϩ?ݲX@>?>o?>NŻ?>,ە?>[JO?>W&uX?>9% ?>xr?>s(i??>gσ"_?><?}-DK?>嗁?>{9|?}&BCn?}n՜?>'>?>ߝ)K-?}1s?>V?>lz;?}No.?>+(~?>#B?>SB?>+?>{PR?>7GH?> f?}zK?}6́TK?>Kk?>?>;@{Z?>%W?>7;?>gȖ'?}F~#?}o>?}9*?}&K?>:X$?>wY(?>?> s;?>`?>?>PT?}M?>GHk2?>X?>c?>?>?>yZ?>o?>Fݚ?>?}֕?>Kgs?>',Yo?>+?>_)e?>B6?>۽ͧ?>#!?>' ]?>!;E?>W\?>]?>W:W?>?>=[?iҠ@>/i{L?> !?>3ݽ?>c?>%$?>h?}͖?>A8?>K?>'+?>#C ?>;v?>;=U?}RH"?>/t?>s(i??>/b?}慧 ?>Sj}?>㰨?>_ɵIL?>\ݱ?}WE?>STl%i?>ҫ?>?>'D?>/|nR"?>S$8?}=_?>KD?>3W/%?> ?>z1>?>kɀX1?>pb+?>5?>[ջݧ?}~EA^?>')?>GS?>OK?>?>' ]?}^?>?>\%0?>%v?Y"N@>?>Ue?>s[n?>SY?>܎?>0d?>ch f?>?7?>??>q8?>5oB?>'W??>U?> ?8@>[Al?>#1i?>V?>17?}v?>Cn?}T:v?>3{?}vx?}9;A?}ʞyM?>Ue?>~7?>yZ?}&W%?>y?>cnՓ?>C"?}j{?}>69?}n1?>3as?>ۍ?}\_?>kR?>c>GT?}S?>#Ǎh?>@1?>s``?>٣c?> :?>h(f?>;0?>"?>[yKP?>M?>xr?>3vk?>uG?>፰?>K?>bm7?}~\?}vT&?>TO?>/O?}f?>؋?>+O"?>{RD?>x3?>-?>7 Y?>-?>/e4?>̳?>}?>rE?OG@>h\?>_|?>?`?> L2?>X-??>粯r?>k Yb?>+Eh?>?*?>c?>G?>P?}*L@>?>_9?>KJ-?>/9?>2ڃ?>_x,.2?>{>?>[PS'?>';)?>C,?>k tK?>I?>5S?>|Lb?>k;?}Μ ?>+ ?> >?}6]?>멆d?>_6?}J?}N?}.s?>{O@,?>3Qミ?>8?>G޼ ?>6?>ߡ#?>o<|?}^%宄?>?b$?}k3?>?>5?>ߛp?>V&B?> G?>_9?>6?>8??>C`?>7Kտ?}o?>h?>{y8>?>[M?>D *(?>Q?> ?>?>[L?>߂*v?>KOe?>~E?}~SU?>8` ?>'0?>3ph?>?>Py?>L6?>ml?>é?>#~ ?>c$av?>P?>g ?}`e?>"?>g*?>[?>wEӺ?>A1?>W[fs??@>[q?3?}^^֊?>ê,/?>',?>7.غ?}Ua?>}͛?>o0 ?>w&?>?e*@>ǣ?S`@y븦:@>?>wۜ?>?>I?>o?>c>GT?O!W@qX"@>J#U?>k#t?>Ds?>Qg?>F?>Gx?>d?>#?>hѹ?>AuS?>#@ ?>s臶?>C6?>g.%?>=?>}͛?>ml?>+#?>3S`\?>C(?>~?>MxU?>|Lb?>4\?>S?>cFd5?>Rb?>?>[?>MQz?>Kk?>`>E?>WP?>ύ{?>l?>[{ȋV?><P)FƊ?>+ @?>+ H?>ۤK7?>/lm ?>6R?>*ڼ?>Fp/?>tP?>ǂj?Ȥj@>J6?>s?o5}@>j酤?># ?>Tĩ?>K}E?>Oa?>OfΑ?>RN?>m?>!3?}͟F?}?>9=Z?>[E?>_?>_-I?>{?> ?>cS)?}~SPE?}?>!j?>î<)?>]O&?>ˇx)s?>?>/?>+\?> ?>S6,?cQ@>8?>âD?>+O>?>?az?> p ?>.?>ۃ?>/1t,?>ߺ1J?>q?Z@Gn<-@a֚@>?.g?> Z?>Ǹ?>]V?>?>sY?>?>"o/?>S?>߄3)?>T]?>&?> Z?>Y\?>K?㜋@@>7ٟ?>Cuh?>!?>i ?sN@>/{?>wI?>sjtm?>qր?}~C0?}C?>gȖ'?>?>/7?>H?> d?0@Lb@>  ?>1[?> K]?>gY?>3)hJ?>5d?>B?>Sb?>[L?}Ja?>{n T?>0C+?>6?>1??>O|E?>ۖ?U4!?>-?>G3?>?>K/Zb?}NR"?}K&6?>O5A?>χeT?>LB?>_7?>4"?>-?>'֖?>$?>w$^?}~>%=?}f?>~?>{?>̤V?):<@>Cy)?.@Wl@'UY1@K,@e@~~@]a@sc@>^[H?V@gR@Kn^@>$?>E?L?>޻?>c[F?>G1oUxu?>Bx?>0d?5&*@>+PRS?׌@Ǖ|@pr@>92?>?s?@g1>@TJ@6=@>o?>D[?>KC? JGn@>O((?>9?>_-2;?G#@>f?>?3'?>5?>_?>?'sF?>ӑ?># k?>f?>!(?>J?>S?> RJk?>CI6?>3ff?>ov?>5+U?>>?>/Y9?>/J%?>b?>Bx?>f2I?>Mp?>Sm ?>s&?x@D_Zsen_1012_01????f'cXc*|cĥrcLnci#c6aЇc"Ddcv)рcv'|c4cgS{5c&_x7cCb4.cj\.c0)cp*cLp'cxJ0.&cr9%cEs0!cjcvcP}zc8`cz`ʯcich]c3ݹ.cN& cfE*c(Mc *_cZv(btLb\;5b< bG}b0vqb bPA'bxu,bHlb:&]b!9=b|\b(bxQb|RwbzGIbl_Lb :brmqNbF+Ybœb3b,:"b #Zbnb*bb,Ib b b8n^8bW1bbbp\IBb5b EbGH@bQ, wbbČFo#b:06bV}dbebNb@'ߐbD6'bbњb\D ~b7qb:@bbZтb cbí}}bR |bWmg{bƙU*vbd>n#vb\Onb|pb^Lkb ^kb׹fb kb RDdb ]db^bb0=b$ثL:bVaC7b*8X.btN[/bwC+bLsQ,bR'b)b-!b$bY#beb<b"+,bvsWbf-bxIbZ)bQ|sbE b^&bX qb"ᶙb pMb؉p<bجb쳋`aMa\BajCa<ԭja22.a.<a4a0a+{a,aVa?";aD FgՎa`aQa@ԅab5a" a?}a5a ~\}aX}a|uap)1rati4papxQmaPvVnaRiaHZmVnaJunab{jka\eaRca=aa8f^a\u]a*dق_a<2\a  Va _-UaXP(.Na*uNa׆Ha(8Ka EaKa`~`v```֝^`ҺԦ`5ע`.Ƞ``ȶ^`ѫY`L\`D1`爭k`rb`+=_`Fxшԋ`~H`KxO`\bm`BA`񥉃`m|`q'{`J[Cw`"yVfy`Bss`n*t` us``|o`>4m`~c`Fvf`g ``~߲``zT[`fna`6jZ`@'چY`~ R`.Q`@'O`YM`ӏK`0:I`FX~H`ʎWC`UD`ɴ:`T1":`ށgb5`yF9`&4`V7`+3` |@v/`D `{*`ze&` &``!`G+ `PG`(.!`j`ʾ;`G`0`^5K` !`ð ` O= `(B `vHb``e~H_(+cd_H__j_ NI_̎P_1_䆽x_T_2E_l~_Xs^_…_|d_\_͊_d0,_X .]#_w*B_6I_xU<_y_^Dc_00_LH5_Qܕv_Ent_خl_@=o_|,/h_Xln_Bpe_kg_΋Q_DQ_#I_0<8E_ڬC_f\;_Fb=_HUp4_V\]I䳚]y]\ɤ]P }|]v}]4Xw](w]Lx9wfq]hDÆj]n]܈dd]]\|c]=R]G>Q]DպHH]0`O&M]%#B]'[J] N?]TH:]$[*M/] $] %]x]4[ ]6{]9U\RW,ʒ\{\:\9a\lz\uy\fҔr\ 2u\.>%n\,eLq\ڗ)Y5g\pb\Y[\k؃K\@39M\xG\\[jfI˧[ C[PQ[{ĝ[0[@[4SQGR[r2.[X|~[#~[P޵|[@t-p[J t[tMFZh[p:o[~Ԑh[ GE;a[}.>\[b9sO[jKGM[ B[r3FUH[ܦ;[r?[&n8[R9[ ([䰆#[Z[t/[[T}I>[3_[H [,aR[i{WZ">LZ8Z8SZr #ZJZGZ8uZFZʿdeZgCdZ|c>Z$iZ}uҿZX)lZ5޻Z5EZDUZEUZĆCfZ^Z}eZށ1Z$VZ9$Zov)Z&={ZDo2FzZͶkZqZilZ<CpZ30jZb4 kdZĶLUZ`QZ9MZ:/nMEZ ȯEZl DZdn(BZW>6Z R8ZHW&Zi8(ZۉNZ; ZHPZ,gZ[ ZnkZ]LZlOYX,Y4 z`Y松uY%YYsY`9YЈMߋYCRYL%̝Y^YBOYK ?YDYJ -YL`)YM:YmQYYYBY{tY/ &YP1@%Y>tEYܨ{Y#dKyYKmY.pYxp%jY3zqYmJgY›1dYTGRY( QTYd7fKY`8YIYN<CYhmCYH?YƉu8Y@R3Y6$YFZ"&Y|YV Ya%Y! NY@l_ Yp~UYdYX(QXPphXCXX X>XDIXj'XԬX Y`aXrGyXZUO X* GXdeXS XTvX:zX\XfKX $XXIcX( Xd!橌X]|XD~pX~HnvXvX$ oX6 hhX)(jXrLeXbR{^XH%"NX" SX,V HX0LX @XVFX^~2(9Xaˇ:X gl+X"-"X\қ)Xm-oX(DtXkX ĈXץ X2OZ XtWwgWWWdkWmMWirpWeWPMWƉW2;WSWƝ \W7qW ҰW.>W}W=o{W*G:9W rWX곜W\ø},WєWguyuW迣W~ՌWaEVwW|W"MOW`sWsW)IlWJ8EN!pWCuhW\…bW"KZW:KW|ISW|ˆCW\7IWr=WέIW\9W6Wf&WJCE'W2 WWWAWߝW6WnBz( W_L WS V dVH:?VՔVnuVzvVWb!V"7]VΣ+Vd1V 2uVHYtEVV ahV]=?VB-Vtb^wVpH&tV6ݡVZwVz9-V)hV-HV-VV#1džV~xVao:xV ÇoV [MrV@6siV1OZ?lVX ҢhVlvcVƑVVseLVz*OViBVCV~9V~fd@VT@U4V('5V?#Vz#VvVV*'ViVyVLSG VZ/ VU"O%U6U $U:2UU,UU<YU8QUd݉U&tUBUkU֯1[ٺUpF'/UtV;UF:3LصUroŧU쐒U[WU]$iUd,N0Ulr0bU@UQUƸL{Uu1tUDlmxU#mU@qUZԛcU^_CkUȦaUHbUhѕ TUFNUXdIU+GU8*@U:;UFJ l=U=1U w4U$"U$UvIiUxzcuUՒuU6E=8Uh`㞜Uع˖x U*AT@^LTnLPTUTXR;TJ TTޑT#iT^1 XlT0]UԍT0hTTH}TR|T:5 a'TlOD:T|rDIsT8;ޠTGvTuT{ĜTd"T\ṢXTR=TaT]~T:jvT8ZyT#lTG~jT`T"oT5w^T_T%7NTL93OT.GTTS;ET CTv AT.:TA&P3T`F/T T"ToTJ8TrJ0qT4VFT6c< T\xRLʺRJi .QQ>Q˪Q|POQ`Q=ܪQwQ\}GQ$`#*Q l^QLQUqQlCi{QQ0@KQ&gUQNPQ^Qn+IQ<ª Q&Q" ɑQ}QQ0 Q%DwQ4ftQED4oQ6~Q>e/qQ:ywhQ[VQ<@TQmSZQэu;PQekEQuΩEQ^IQ~o=Qj)9Qj(Q:)h.QpEɒ%Qh%M#Qo&(QPQj:RQzsQM Qǣ2Pv0Q^ wPT8EP*L@PPXPPR}rPs#P.LPޢοPk7PRU;PVTPLIP|^YPK{PDFhPiPVێEP[PuPRaPC;hPܜY! P̏$?PZ ꭁPpt`"xPdKL7xPF#CxlPtpouPFeiP^%ePmSPnP8P})P8[OOukOg@#O6(Od#`mOLb`Or.OQ>TϦOyOq9OU퇠O(+Olc}O`&Xl}OD+wO,dOX:OOL(RPO4}=O49O,OCO1 OYu ODOܘIxNR N 5 NbNNd]Nh5B$N4nNNINcwN~V3N 06BNy`@yNho̟NQb@sNuhT]No&JNSEJVNX:Nw;N"j,5*Nx8)Mĩ])MPMT"zѡMϠM&=MJƑM 3M M{{M)rMTMØ$JM0$ꏄIM)Q 5MHf5MΣ,'M$.Mu`X M,7MNL`KkLVd@Lp_"LhOLtLL?L<L Lh4߿ˌL JLkjLL"ˀL0+{ɌLRSEZmL!~sL`NPL<ZvQLLϸ7FL,>2L菌8LOe #L 4L~L͓0Lt[rKLKP{KeK6VKd#\K7(Kh8QKu_iK`AFK0GJKd>{K$~|ƇKs:K` 4?Kr4kK#EasK̷<PKHHKt՗?K A*6K(E1KFK`S@&Kqܒ4 Kx!#)K̇}ΩJT[t<:J` >JH4 2J艊%J{JOnJwʸJ@ WJJ>JhlF|JxaJ/pJ4a݈J@S>gJ#rakJP27'REJl=0HJTV7J))>JtQ*Jܾ,32J( JW9JhVUhJ6=I4+qIH IndII\1I;^^ITpI(UI~xR@IIDw6ID?I8uhSsIwI]kiI [}]Ixfo'?I&EI$=;6I(MH&EHL6 7*H8sw̹.HD$H8 _e,HHi0UH<0G؃bGX?GdϔjG+G䮦DG`QGdLٶGeֿG8 G41GE~ G#GMIRrGxtG)1kGJ^GEp& XEhP!"E;7EU"E,m~DKv Eh˅LDp9DIJ<D`n D cp DYzBDX>D䘄ID8fDS@dxD81D܇ qDL>tD|ޤjDUMtD{^]DP&`D;D`0DȈ)v#/DToDjHD8_nh;DHDd͗DXiDhCsIC|C4 -eCș$C3L\Co4CVC CH3 ~C{ŦCAoC4),tC^gC+ȋxC8XC4BUaC t4Cy24C0>"CMC6"fCX+lC'}ICqCQyB LBBHV BX)BxF8yB0{B,XsB5HCHB-ǑBQ B;?`BDVhmBCmB^aB,LrBa[BZBd;0Bl/B(W B(}@ Bx]Bرݿ4 Bl{Bps$A<,MYA0^ A)cOA(XYAAxaAsMA|~AMAX1r7AOI ~AWu}AY4RiAоyjAh巋g[Ax $iAdLnPAbPA\MI'Am|)0A ) AOAۤ$fA6 A/A~A@@@ @4ϴZ@`4M@0;O@ԉu7@uY@@X㔨@0( @0RWm}@1թr@Tq@ Aj@ P@J[@pP@ *ScF@O&@ԕQ#@@/W@ J @@ @3@cH?-?OVՄ?oY?߄Nj?O@?5)W?=Qz?'`N?>N??\Y?RU ?7O>7S.c>[iι>?me>ʧ>0A[U> .>_nH>Gsx>_ ^(><ٸ>gp!>O=oD=pj=/U35=/z ,=Rm=gE5`=H=_l= w9=oc72=qz-<[-<͋u@<@_l:,Lgp:uPQ:V=:gb:9?:/R+9ii:P979w9e9Ik9/ISa9LG9z]@9'*G9;9ߴW9߻]8o@8w Zް8~8FE78 5.86{}84z8pC8{18`K8}¿7_Y 8T; 7<#77F%r7wx7J7ά`7 X]7_I86>77ŴD7 :737gF]7?F[6j9q6?4A:6?L=!6G*- 6W6 s6XKw6.Lc76I{569{6ge1 6ߏ5)5 D5QRǾ5.5.m|5Dgƭy5'+SbG5wL3Eb5_15SS5@05}5o_-N4/{4&4?b4wSJ4,`4ǩ^P֤4/ r4'xixe4eW:4u#4?&5i4W'z942Э32ҟ3?"3Tv3K3Ee3I*t3G҂@3|2K37YD]33GðJ3r)3?릓#3o2g?2i[2s2G}27jZk2G2S6^2o7l2oW?!!2'Q2"댰1">21e1w1nl1'ս﨤1~KH1_Gd1[6+1ggQT15w1CU=1Z 0A1qa0ׁ0۲-0}ި0Gj֩0CPi07|8\.>)@.ޞr..>../:-..)Eg-ޤof;-w/-/},n_',T, eߧ,_Ieʂ,N*+ے,徂S+!(+w+0#X*+^Z]j+c}uK+>Ge*>/#*=*ބAN*~OT*y *hE*^Ȅ)n).3/Da);)ni)5~;)o(9f() E(`/y(j!R(^3W3'N(!{'U0o'H^k'P2'/Rn'Ne'>:&&>&&T4u&IZ&N Q&8h&>E&ޢ@n%~a%NM%:F%~cz%ER%zj$e%$n&$Xx$n/.G$m6# `#yk#P#nnfy#O#kKoC7#w34#Ju"<&"޿-r"'F"M6"Y N!@ "1ʨ!pԹ!nB !=rL! n{xa!Ζ c ~U} ^ū! <OHt|S1>9*hV{uԆ*޿§Wiؿoyygտ翫.Zп|PҿGZ4οZۜ8!?&? h!gIß??8?e??|h?|嫚?>fտ?>M@?>H+?H9?_'#&?%S?~U?p?R=?1?;;?)*?:Z?_"?%X ?aK?|?m?3p?a?$?ckX ?nl\&?p?kM?r$F? g?|tb?2j?i9?V%?J\T?Rv:3?>Є5a?f6?>芅^?>M?L ?>h%?>6?>Ny?Bmկo?>hUeW?>ds?>j?>\?|hݝ}?|H&?c?0 >?q[ ?Xt 4G_`$ɿDVɿ3Q7׿»x޿ᑍ (z(BaԉhH:yrvunpU]~f}60~cZM_+X>e5j:^Ωp p@16Ty:9lEW"͂x e8P |xufх'xk|V#p=8GxqAҖxްy +( ѣSI xN8W |mB[ x)5( / xf q& 8ux@ o8b_%|UH3"V!J.">He-="3{" e;"n-." ې" B=#<#Y#2#?Ƒ?f#~")#~Zl#e #.^# Τ$~]!=$S]~$.kgС$r$,y$$C$wq%zv%^U%^hh%.W%ٝ@%~ɒr&>S&n6st&-Zi&^A,q&T ''>Va-'~OIh'®K'h$V'~g'$'F۽W(.4=(>S(O4(at(^5y(~'so(\;(N.y[)^DF;)^ؠʄ)N~)h)~4 *.V?)>~oE*~ p*4*X*~;Ϻ*/*Z *ΰG [5+g\'+Cv.+~+vy+^dB?(,04,>Gw,к/,6’,-<,~6q,iv~,^M&-lڷ)-73s-xQ-!/% [/06Jr0o000}40X;0w5A0Q׀0OfU00EH0G"0p̺0K0:IR0oKm(1ύzR(1H1#⇓I1 j1M1! p1Fx1_ٛ1Gtm1?311w1~1W0t$2/,1!G)2C82\Qwp_2u}b2J|2/܆2%Ƣ2إ&2Dn2c2fI!2±"34* 34Z13GcCC*3B~zR3!13ta3}^=c3#W3c8373~>37G`3 !3Om֤3j4jy4we2[4O7G4]2j4 q4:S4 ܝ4-4pdԹ44 5~4ǼH!5Wn5GvpYg@55>5<iL5_^!>5?:56Ou16C`i6[b6w6#_X6W!É6<ǔ6h6h60`6_7,g78SF-7gט\ 7l1707v|7Om7rI_7Wa7ir7,7'_7O-7oH7)148ZY-'8U[8jLA8-:j8v68O=t87hI\t8'Hh[L8 %8ބI8]8089 /8jM{)9'C?9dp9UJ9O9m9ե 999͡A9?s9/h:75:oKJ::/5:'. V:Z1&:O^X:7@Lr:3o/:7py:F-: :r,:T:τ:t;;X/K^;8o^aP;/s;hJ|;*;QOX;_׾;UϺ;O;C6Z O]>gp !>~y9> @>׌ǜO>2H>_E,>/>A>OH᳭>Ŏ>?Y>Wxm>o Ӵ>O(?M>;?ծ=?Ɩ;`?g#ٵJ?O ?hR?1?M?O ?O9?Sc?|-@@,/ @>hR@\$@N3c!@8pA@/?:@3 R@hC@e2]@ VV@t/Ob@Ą"gl@ \ͼW@X`@)@iZ@B.@HZ`@,J@@H@|@`B@_ʎ@ćr?@5v@`X/@, @`GAGAKRe$A0 4A,A2,?CA"χ4A87 +SA8jFA'aATǬO*]Acs sA.AĈA<AAS]A|jA]AlH8gAd A A#$AN.AxH'AxAtm&A\vA]A 4B B/h 5B$Ƛ*BZfDBӫ3B7VmHB[:B8OBhcȞKB`O8$tB0fQ9tBi{B(rBeBT~hBB1l=BswӢB@BXbSBPB?:B#B^kBCˣBtBV CJ#CT9dC3jt6C40CH#B(?Cn+&;CDNCYKCIͻiCʊBpC@i zCAwC=CɗwC8F+7CNprCP2LC\A]vCT$C RCCXʂ43Cp6WC-C0XNCZC(.1 DkqDWmDU.DiB-D`6D锰&D@T;D0 IDL# oDd W -aDdqDvD@{D !w~DY D`DtvD|:0D|9$KDbD8;5DkDDl<D6eGD ,D@e E4`E4(E4E {Y0EE%Ep+P 7Ek5EȍrdE3UE0PzqE|uiEa׫xEjlE()E̛E`Ey3ESEEx XEvE%.ED: E݄EXVE_lE;FHC FLz{ Fė F5VF wzf%F Si9F\h;F\FTg*NPFthiFY[Fp`rF%TGS56'GĒx*GY0`NGIJG}bGVYGո^nGՀ`XGmctGDkSrG6GgyOGtWթG5!G"IGhP G'G$&:nGTnGƾGl ) GCG(G@= HlUHtgHtiHT|W)HtGHH(?Ht, [H;TH)$dHH|FDTH;sH(;tHgHб_d HX6nHΥHbHaH f,H7H pnHSHWH)=jH\ ɕH >aH GcI [fI)I]I(qDZ(IФt@IH]m>AIVINI4>%^IL63QIrlIomIHIMIećIrCIH#HIY#(IZfI(IduIw6I XJ}#IVJX%>CJHb~_$J< {2JrZ8J8꒘FJ UDJؑc+\J LJaJ9,cJ8-3JA3J,3JRjJLyJϡJ{J-TgMJxJ Jd{OJP't2VJ^@OJěMͲM3MH%n)MŸUMHM aMض5M䖕 M`#*M@ߤNtټN d%NHNĭ-L3N $p}3N,pqQ3N#XlEN4alHSNTvmNY hN}NDAdN\,"V Nxh=a~Ng+əNz'@NL FNNhNkN,ľNhD; N,oN L N81\D{N!OԈ OH9jO6OQ 0Os6Od :OB@O3NOpk^OXy\fO(|O)yOoӄ܆O xO\U_ksOhOl|OOϫO؍rOd@ϾOLsYONO(`JOs]5O9RO0+Pn$rP[P oD PtUPs P/*P=MP$A'Pj6(P'A0P^ 6P4op6Pj APyh5P+[v@PtIBPbm0WP0ͱOP"mfGZP\P4,`PhcPHdPNEmPRtPPöP,?iPadPS0>PPzJݤP$&P>W۔PPMYPjPM.PB,PItBP4uPVPP R+P&PPPvZPt7tVPTh҆MT8MTXT*y2~ZT aTrPs`TR$iT"X`TnTp mTbIxTܾgT,YЅT^TT]tT9).$TÛvTyuT&TT)2TRPT)PٻT T7MT|ϑJTF8$ATfp.TJYIxToN^,T5T&7fTMTӾT4T|WRU0UlUB5{% Uz* U$Uԫ2U4 կ}Uփ<UȻqi,Up\E)U '3U02[0U˨J7Uĩ@L2U,uVMuNVANV|ǵPVْܑZV}@ZVߚi_VPlgYV}!]gV6G~$kVY{V>xVJԆV!nV`V)bViSt-V:VluYlV,#VdDV*DȤV@ O%VFzVCHVaVżVm'V=V$ј'$V lV$xVثVT`V>V,nYVxv'VzVxF9*V3W[cV LJ.WZlW0@BC W&, WW!WЬ WXG,.WL j*WpR03W0r-WV3;Wu;Wj̸,MWnKWQWI#SW,E#VWJaDZWuYWngW0hdW'lwW[=qWQTW~W]fIWj<|W~W\ctW-E9WnJnW6sW*dAW"ĵ_WfQDаW:!AWp(GeWr労WtdW~IW*lO~Wl~W`8A6WB|%UW9WDDjW]ElWN2HW7haW5WzWzl XduW*Py Xήf XZXҴ`ÈZY&]tNjY"`lY\VoY,I{Y&Գ{YN:~Y0D{YF$*tCYY҇5YVt…Y*ōYTBY!OYhYpHYSgtY<߈qиYYYl(VYfp9Yfp݂YPY5^Y0w]JYHY{fY@GۃY[PYNܥYhYt Y1cYsMZD'Z$?JZUZh׸!Z*`:Q Z$MH&ZDY4Zd=D'Z6RG*ZR9Zv?ZBZp>]f{$I]IpB] iJ]L]H+)Z]7c]Z{"!d]`΄-xj]X=sj]&Wr]8i]n$x]څcv]BVe]s!]9t]7] P[]9]%k]NjoǦ]`]h]+]܍]rq]f9J]`FaB%`y$`.`)`mw2`R:.`r3`uL 2`94`z6`n <`tB`a6A`d9uH`M G`=`I`puG`VL` }`QK`G[T`>9h?W`4QsHZ`SOZ`՜q\` ^`,s^`dc`Nc\d`j-n`0.m` s`(o`/r`Wݑq`b1v`ܑ0 w`No$)`Lgׁ`J5```2>\ˆ` ,`,Վ&`-`rWI`H`V4X`g` B`r`0wǟ`.5`6 0ͤ`%}b`.a7[`X&B鰰`^,%X`j'§`L`<x4`:`͠`<ɿ`Yo`hX`X^j`J"`:`N`M"ږ`D>`mR``4A2g``Hk```t1`&I`Z-e`I-`B\`TH`u`t6`0({`G5`L``܂` v`VV`!`:ƈa~`H?a:La%aqe a&(wacCa>~ua^Uav԰a\PsQa&.at6#am"af*ahbB(aNg.aȄn*a*U0ax/aBM6a=E6a;a(B[xanuabӜ{aڀ{aEv{aMc~a6b0n]aoUa, aᘶa|_"ua11}aea{~a,Xa<a_[aЬ %Ϡa@awf2adqa+aqaDTapa:Zaʹr@pafjG*Ra\7aPaaU2a~gLap5kb)bDnbf b|T b,b S5bRjbTv́bdgP3b)f)bI!bx!bb3 7#bκ6%b~!ϙ)b$d(b)+bN܎.bȧ40b>c%8bA7b#b+;b8r?wbJtb7(y-}bטRzbFbdzR{bWb0%b RSbc~$bdڍb4z`hb0 9bv9|bn^ Wb hhbʻb db,b<7bUTb0 @bHV}bL# b0u /b>#h8btb"b]0b@@bb'sb<"i bbE;=bpbb|Cb)Vb \b䥯 b15Bb@>N4`b(b^2 b@'S@bb)~b|btt0 FDparams_DMTJKR_Defl_1012_01 ????`BN?lʤA#IP~@ʤg~=CFZ?B-=X? )BɁ>MaxForceTotalDisplacementPulloffForcePulloffLocationaoPadhXcalphaaoErrorPadhErrorXcErroralphaErrorChiSq NhW_coef????&ɯ@MbX4KQO?FbH?=@t )T_Constraints????K0 > 2K0 < 7K1 > -25K1 <-20.599K2 > -1K2 < 1K3>0K3<1 &,04U jfVfit_Zsen_1012_01Zϴ????UtM4H&MO<#e?L\?NM`r?b8R?:?40&?  ?b?}v?d?|}nO?(ՠ? ;h?]{?pǾ>?-It?dwT?#Si?&3U's?Zt`?9/J?BlD#/?`y?zO?)?RC_?ip?Pla@?J?jK ?YP?,}?zk3?Lu?ޔcR?b3?.^V?(?B.LI? &W?f:E?4aW??FSB?7^?,?b ?YO^?b?Tq^?0X?,Yߪ?f{?JP'M?SY?xZ?ѥ=?gp?da(?(,Tv?R{V? %,?R_[[?`?R4i+?7=?)?X.?_?5e?$?l?n>?\X??H?lO[?&?r<)? (?509?J\?Js#b~??~$?[C#?#}\?Hճ(?w=GJ?Nbk?3?3qn4?US@?j,?J?E41?Nq2R? w8r??k`$?o09?꒿2?w? ?I2?8zpR?c?q?Sdf?~ɸ?Y??r ?·,?k!K?Vcj?+2(?$?!p\?7E2z?bZM? d?` ?^R?EOT?cx,? I?6Ag?7.? {,B?DwB?W&/?/^l?GMT}?-1?欉!N?Sj?aq*?[G?>>?7e.?Za?HX?d0?@7-L?3h?\?e+"(?|?U Ŏ?|PJ)?tȟ?;-*?ME? e`?.=|?8qy?+™?)ɇ?&]?}Qu:?B??c9?@sT?;$z7o?c˅X?:?E]Ww.?.?R7?aQ?=3m )?j]C?!]?h`w?;L( ?]o*?@J) 1rwepb?F?B@Af?fQ?#fiOj~?†X?}vY? WgW e?'VP*?hm|0N@T"]r?wZЮquO^?pU?F:?P?|c?y?&7,:ńk?! ?n ?4w ۵U?@@S6?<e̵FÿB!kN"/H¿@jp_0E~M_Iterates????@@o1@DH 9@'ʠ@.@Ȣ\U@rk>@dC@d@@7(@N\7@s o%@|@*(dJ@[z@Yc@? E@AU^u@&ɯ@M5P_X4IMbX4MbX4MbX4MbX4MbX4MbX4MbX4MbX4MbX4MbX4MbX4MbX4MbX4MbX4MbX4MbX4MbX4MbX4MbX4g>E?޹?REly!?Hɮ?0ʽ:6?zRKq?N!:?&e$A?9?};?ffe9? FDJ:?ѿF9?\9?79?*e9? 09?H` M_Covar????z$j0@P\J$572䉢 @P|6EC[?Ma?llGI߿\J$5Ma?ձ`}?Vΐ%72䉢 @llGI߿Vΐ% e!z@N[hNW_sigma????D#]vD@?5QJ>?(wG4@{pbW_ParamConfidenceInterval????>U@XE?[j?K\\!E@ffffff?*// Platform=WindowsNT, IGORVersion=8.050, architecture=Intel, systemTextEncoding="Windows-1252", historyTextEncoding="UTF-8", procwinTextEncoding="UTF-8", recreationTextEncoding="UTF-8", build=36270 #pragma TextEncoding = "UTF-8" Silent 101 // use | as bitwise or -- not comment. DefaultFont "Arial" MoveWindow/P 4.8,45.2,705,500 MoveWindow/C 6,450.2,1129.8,580.4 Graph0() Table0() KillStrings/Z root:gWMSetNextTextFilesTextEncoding Window Table0() : Table PauseUpdate; Silent 1 // building window... Edit/W=(153.6,275.6,658.8,473) M_Iterates ModifyTable format(Point)=1 EndMacro Window Graph0() : Graph PauseUpdate; Silent 1 // building window... Display /W=(34.8,42.2,430.2,249.8) Zsen_1012_01 vs Defl_1012_01 AppendToGraph fit_Zsen_1012_01 AppendToGraph/L=Res_Left Res_Zsen_1012_01 vs Defl_1012_01 ModifyGraph lblPos(left)=58 ModifyGraph freePos(Res_Left)=0 ModifyGraph axisEnab(left)={0,0.75} ModifyGraph axisEnab(Res_Left)={0.8,1} SetAxis left -1,* TextBox/C/N=CF_Zsen_1012_01/X=0.95/Y=51.30 "Coefficient values ± 95% Confidence Interval\r\ta0 \t= 4.9217 ± 85\r\tPadh \t= -20.599 ± 0.0831" AppendText "\tXc \t= 0.063718 ± 1.03\r\talpha\t= 0.85263 ± 42.3\r\tR \t= 29 ± 0" EndMacro #pragma TextEncoding = "UTF-8" #pragma rtGlobals=3 // Use modern global access method and strict wave access. Function EbensteinTroyon_DMTJKR_Fit(w,P) : FitFunc Wave w Variable P //CurveFitDialog/ These comments were created by the Curve Fitting dialog. Altering them will //CurveFitDialog/ make the function less convenient to work with in the Curve Fitting dialog. //CurveFitDialog/ Equation: //CurveFitDialog/ f(P) = Xc + a0^2/R* ( (alpha+sqrt(1-P/Padh))/(1+alpha) )^(4/3) - (-2.160*alpha^0.019+2.7531*alpha^0.064+0.073*alpha^1.919)*a0^2/R* ( (alpha+sqrt(1-P/Padh))/(1+alpha) )^(2*(0.516*alpha^4-0.683*alpha^3+0.235*alpha^2+0.429*alpha)/3) //CurveFitDialog/ End of Equation //CurveFitDialog/ Independent Variables 1 //CurveFitDialog/ P //CurveFitDialog/ Coefficients 5 //CurveFitDialog/ w[0] = a0 //CurveFitDialog/ w[1] = Padh //CurveFitDialog/ w[2] = Xc //CurveFitDialog/ w[3] = alpha //CurveFitDialog/ w[4] = R return w[2] + w[0]^2/w[4]* ( (w[3]+sqrt(1-P/w[1]))/(1+w[3]) )^(4/3) - (-2.160*w[3]^0.019+2.7531*w[3]^0.064+0.073*w[3]^1.919)*w[0]^2/w[4]* ( (w[3]+sqrt(1-P/w[1]))/(1+w[3]) )^(2*(0.516*w[3]^4-0.683*w[3]^3+0.235*w[3]^2+0.429*w[3])/3) End //Rewrite to be more resilient against different indentation loads //Still implicitly assumes tDLC and 100nm/s, need to revisit if this is not true // Ebenstein,Wahl method for fitting // with more general Pietremont equation Function FDcalculateWithHold_nanoJKRDMT_single(Zsens,Defl,R) Wave Zsens,Defl Variable R //tip radius variable delta,i,ZeroLoad,maxForce,maxDisp, ZeroDisp variable finalDisp,TenPercentLoad,ThreePercentLoad variable TenPercentDispPt,ThreePercentDispPt,RetractLastX string nameString = "FDparams_DMTJKR_" + nameofwave(Defl) make/O/N=13 $nameString Wave FDparams = $nameString //Use FDparams to store calculated quantities //[0]= MaxForce, [1] = TotalDisplacement, [2]=PulloffForce,[3]=PulloffLocation // //Find contact point, hunt for where pullin occurs // need some tolerance for delta delta = 0 i=0 do delta = Defl[i] - Defl[i+9] //check change across interval i+=1 while (abs(delta) < 2) //terminate when abs(delta) greater than threshold = 2 //Might need to adjust this threshold at times //Find ZeroLoad Wavestats/Q/R=[i-200,i+5] Defl //subtract off 200pts from +10nN level to have whole seg OOC, seems adequate for these probes at 100nm/s ZeroLoad = V_avg //Find MaxForce maxForce = Defl[numpnts(Defl)/2] //Curves should be equally divided between indent and retract maxDisp = Zsens[numpnts(Defl)/2] //all curves have some pullin, so can just find level where ZeroLoad is crossed Findlevel/Q/P/R=[numpnts(Defl)/2-1,0] Defl, ZeroLoad //Just find ZeroLoad point with FindLevel through pull-in ZeroDisp = Zsens[V_LevelX] //Find ZeroDisp at point number of ZeroLoad crossing //Now shift contact point to Z=0 for easier viewing later on Defl = Defl - ZeroLoad Zsens = Zsens - ZeroDisp //Store a couple values FDparams[0] = maxForce - ZeroLoad FDparams[1] = maxDisp - ZeroDisp //Find F_pulloff (in nN) Wavestats/Q Defl FDparams[2] = -V_min //Pulloff force FDparams[3] = Zsens[V_minloc] //Pulloff location (might be wrong with >1s hold time) //Show the fit region Display Zsens vs Defl SetAxis left -1,* Make/D/N=5/O W_coef W_coef[0] = {3,-FDParams[2]-1,0,0.5,R} Variable V_FitMaxIters = 100 //increase iterations Variable V_FitTol = 0.00001 //change convergence criterion // Variable V_FitOptions=2 // Do a least absolute error fit (not least squares) Variable V_FitOptions=8 // Save convergence path //Try constraining solution Make/O/T/N=8 T_Constraints //Have to constrain Padh 2","K0 < 7","K1 > -25","K1 <"+num2str(-FDParams[2]),"K2 > -1","K2 < 1","K3>0","K3<1"} //ODR fitting //FuncFit/H="0001"/TBOX=768/ODR=3 Ebenstein_JKR W_coef Zsens[V_minRowLoc,numpnts(Defl)/2] /X=Defl /D /R /C=T_Constraints /F={0.95, 4} //Didn't work very well //with constraints with covariance matrix /M=2 FuncFit/H="00001"/TBOX=768/M=2 EbensteinTroyon_DMTJKR_Fit W_coef Zsens[V_minRowLoc,numpnts(Defl)/2] /X=Defl /D /R /C=T_Constraints /F={0.95, 4} //FuncFit/H="0001"/TBOX=768 Ebenstein_JKR W_coef Zsens[V_minRowLoc,numpnts(Defl)/2] /X=Defl /D /R /F={0.95, 4} Wave W_ParamConfidenceInterval FDparams[4] = W_coef[0] //a0 FDparams[5] = W_coef[1] //Padh FDparams[6] = W_coef[2] //Xc FDparams[7] = W_coef[3] //alpha FDparams[8] = W_ParamConfidenceInterval[0] //a0 error FDparams[9] = W_ParamConfidenceInterval[1] //Padh error FDparams[10] = W_ParamConfidenceInterval[2] //Xc error FDparams[11] = W_ParamConfidenceInterval[3] //Xc error FDparams[12] = V_chisq // label FDParams SetDimLabel 0, 0, MaxForce, FDparams SetDimLabel 0, 1, TotalDisplacement, FDparams SetDimLabel 0, 2, PulloffForce, FDparams SetDimLabel 0, 3, PulloffLocation, FDparams SetDimLabel 0, 4, ao, FDparams SetDimLabel 0, 5, Padh, FDparams SetDimLabel 0, 6, Xc, FDparams SetDimLabel 0, 7, alpha, FDparams SetDimLabel 0, 8, aoError, FDparams SetDimLabel 0, 9, PadhError, FDparams SetDimLabel 0, 10, XcError, FDparams SetDimLabel 0, 11, alphaError, FDparams SetDimLabel 0, 12, ChiSq, FDparams // Display ExtendY_shift vs ExtendX_shift; AppendToGraph RetractY_shift vs RetractX_shift End