<Group labelreference="L325" drawlabel="true"> <Input> <Text-field style="Text" layout="Normal">Filen "GymStat.mla" skal ligge i maple installationens "lib" bibliotek</Text-field> </Input> </Group> <Text-field style="Heading 1" layout="Heading 1"><Font encoding="UTF-8">Eksempler p\303\245 anvendelse af GymStat-pakken</Font></Text-field>

JSFH

<Text-field style="Heading 2" layout="Heading 2">Terningkast</Text-field>

LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbWlHRiQ2JVEocmVzdGFydEYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy1JI21vR0YkNi1RIjtGJy9GM1Enbm9ybWFsRicvJSZmZW5jZUdRJmZhbHNlRicvJSpzZXBhcmF0b3JHRjEvJSlzdHJldGNoeUdGPS8lKnN5bW1ldHJpY0dGPS8lKGxhcmdlb3BHRj0vJS5tb3ZhYmxlbGltaXRzR0Y9LyUnYWNjZW50R0Y9LyUnbHNwYWNlR1EmMC4wZW1GJy8lJ3JzcGFjZUdRLDAuMjc3Nzc3OGVtRic=

QygtSSV3aXRoRzYiNiNJK1N0YXRpc3RpY3NHNiQlKnByb3RlY3RlZEdJKF9zeXNsaWJHRiUhIiItRiQ2I0kmcGxvdHNHRihGKy1GJDYjSShHeW1TdGF0R0YlIiIi

Definere en terning, som en j\303\246vn fordeling fra 1 til 6 (hele tal)

QyQ+SSh0ZXJuaW5nRzYiLUklcmFuZEdGJTYjOyIiIiIiJyEiIg==

Kaster terningen 100 gange

QyQ+SShrYXN0MTAwRzYiNyMtSSRzZXFHJSpwcm90ZWN0ZWRHNiQtSSh0ZXJuaW5nR0YlRiUvSSJpR0YlOyIiIiIkKyJGMA==

Defininere opt\303\246llingskasser (terningens \303\270jne) (udfaldsrummet)

PkkndWRmYWxkRzYiNygiIiIiIiMiIiQiIiUiIiYiIic=

T\303\246ller hyppigheden af hver udfald

QyQ+SSxoeXBwaWdoZWRlckc2Ii1JJFR8YXlsR0YlNiRJKGthc3QxMDBHRiVJJ3VkZmFsZEdGJSIiIg==

QyQ+SSJORzYiLUkrVG90YWxBbnRhbEdGJTYjSSxoeXBwaWdoZWRlckdGJSIiIg==

De forventede hyppigheder med en \303\246rlig terning (ved 100 kast)

QyQ+SStmb3J2ZW50ZWRlRzYiLUkiKkclKnByb3RlY3RlZEc2JCQiJCsiIiIhNygjIiIiIiInRi5GLkYuRi5GLkYv

Afvigelsen mellem de 100 kast og det forventede (chi-kvadratet):

LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUklbXN1cEdGJDYlLUkjbWlHRiQ2JVEnJiM5Njc7RicvJSdpdGFsaWNHUSZmYWxzZUYnLyUsbWF0aHZhcmlhbnRHUSdub3JtYWxGJy1GIzYlLUkjbW5HRiQ2JFEiMkYnRjUvRjNRJXRydWVGJy9GNlEnaXRhbGljRicvJTFzdXBlcnNjcmlwdHNoaWZ0R1EiMEYnRjU= = 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

LUktQ2hpS3ZhZHJhdGV0RzYiNiRJLGh5cHBpZ2hlZGVyR0YkSStmb3J2ZW50ZWRlR0Yk

hmm... Hvordan skal vi forholde os til denne talv\303\246rdi.Vi vil ud pr\303\270ve at gentage fors\303\270get (med de 100) kast mange gange og hver gang udregne og gemme chi-kvadratet. Derefter vil vi grafisk unders\303\270ge hvordan chi-kvadraterne fordeler sig i et histogram.

Pr\303\270ver med 500 gentagelser af 100 kast

QyQ+SS1zdGlrcHJ8Y3p2ZUNISUc2Ii1JK1VkdHJ8YXlrQ2hpMkdGJTYmSSh0ZXJuaW5nR0YlSSd1ZGZhbGRHRiUiJCsiIiQrJiEiIg==

Middelv\303\246rdien / gennemsnittet af alle 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 (som viser sig at v\303\246re lig med antallet af frihedsgrader):

QyQtSSVNZWFuRzYiNiNJLXN0aWtwcnxjenZlQ0hJR0YlIiIi

Her vises et histogram af LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYlLUklbXN1cEdGJDYlLUkjbWlHRiQ2JVEnJiM5Njc7RicvJSdpdGFsaWNHUSZmYWxzZUYnLyUsbWF0aHZhcmlhbnRHUSdub3JtYWxGJy1GIzYlLUkjbW5HRiQ2JFEiMkYnRjUvRjNRJXRydWVGJy9GNlEnaXRhbGljRicvJTFzdXBlcnNjcmlwdHNoaWZ0R1EiMEYnLUkjbW9HRiQ2LVEiJ0YnRjUvJSZmZW5jZUdGNC8lKnNlcGFyYXRvckdGNC8lKXN0cmV0Y2h5R0Y0LyUqc3ltbWV0cmljR0Y0LyUobGFyZ2VvcEdGNC8lLm1vdmFibGVsaW1pdHNHRjQvJSdhY2NlbnRHRjQvJSdsc3BhY2VHUSwwLjExMTExMTFlbUYnLyUncnNwYWNlR1EmMC4wZW1GJ0Y1erne og den teoretisk kurve for samme:

QyQtSShkaXNwbGF5RzYiNiQtSSpIaXN0b2dyYW1HRiU2I0ktc3Rpa3ByfGN6dmVDSElHRiUtSSVwbG90R0YlNiQtSSpDaGlUfGF5dGhlZEdGJTYkSSN4MkdGJSIiJi9GMTsiIiEiI0QiIiI=

Vi ser at de mange gentagende fors\303\270g giver LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUklbXN1cEdGJDYlLUkjbWlHRiQ2JVEnJiM5Njc7RicvJSdpdGFsaWNHUSZmYWxzZUYnLyUsbWF0aHZhcmlhbnRHUSdub3JtYWxGJy1GIzYlLUkjbW5HRiQ2JFEiMkYnRjUvRjNRJXRydWVGJy9GNlEnaXRhbGljRicvJTFzdXBlcnNjcmlwdHNoaWZ0R1EiMEYnRjU= , som giver en karakteristisk udseende forl\303\270b, der kan beskrives ved hj\303\246lp af en matematisk funktion

Samme blot med nogle smarte finesser

QyQ+SSJIRzYiLUkqSGlzdG9ncmFtR0YlNidJLXN0aWtwcnxjenZlQ0hJR0YlL0kvZnJlcXVlbmN5c2NhbGVHRiVJKXJlbGF0aXZlR0YlL0kobWluYmluc0dGJSIjSS9JJmNvbG9yR0YlUSpEYXJrR3JlZW5GJS9JLXRyYW5zcGFyZW5jeUdGJSQiIiQhIiJGNw==

QyQ+SSNudUc2IiIiJiIiIg==

QyQ+SSJQRzYiLUklcGxvdEc2JCUqcHJvdGVjdGVkR0koX3N5c2xpYkdGJTYnLUkqQ2hpVHxheXRoZWRHRiU2JEkidEdGJUkjbnVHRiUvRi87IiIhLCQtSSRtYXhHRik2I0ktc3Rpa3ByfGN6dmVDSElHRiUkIiM3ISIiL0kqdGhpY2tuZXNzR0YlIiIkL0ktdHJhbnNwYXJlbmN5R0YlJCIiIkY7L0knbGFiZWxzR0YlNyRRJXheMn5GJVEpZnJla3ZlbnNGJUY7

QyQ+SSNQMUc2Ii1JKnBvaW50cGxvdEdGJTYnNyQ3JEkjbnVHRiUiIiE3JC1JLFNpZ25pZmlrYW5zR0YlNiQkIiImISIjRitGLC9JK3N5bWJvbHNpemVHRiUiIz8vSSdzeW1ib2xHJSpwcm90ZWN0ZWRHSS1zb2xpZGRpYW1vbmRHRiUvSSZjb2xvckdGJUklYmx1ZUdGJS9JKnRoaWNrbmVzc0dGJSIiJCEiIg==

QyQ+SSNQMkc2Ii1JJXBsb3RHNiQlKnByb3RlY3RlZEdJKF9zeXNsaWJHRiU2Jy1JKkNoaVR8YXl0aGVkR0YlNiRJInRHRiVJI251R0YlL0YvOy1JLFNpZ25pZmlrYW5zR0YlNiQkIiImISIjRjAsJC1JJG1heEdGKTYjSS1zdGlrcHJ8Y3p2ZUNISUdGJSQiIzchIiIvSS10cmFuc3BhcmVuY3lHRiUkIiIhRkQvSSdmaWxsZWRHRiVJJXRydWVHRikvSSZjb2xvckdGJUklYmx1ZUdGJUZA

LUkoZGlzcGxheUc2IjYnSSJIR0YkSSJQR0YkSSNQMUdGJEkjUDJHRiQvSShjYXB0aW9uR0YkUWlzVGVvcmV0aXNrfihyfGN6ZCl+b2d+c2ltdWxlcmV+Y2hpLWt2YWRyYXQtZm9yZGVsaW5nfihncnxjem4pLH5cbn5kZW5+a3JpdGlza2V+bXxheW5nZGV+KGJsfGB5KSx+XG5+bWlkZGVsdnxheXJkaX5vZ341XCV+c2lnbmlmaWthbnN+bWFya2VyZXR+bWVkfnB1bmt0ZXJGJA==

LUksU2lnbmlmaWthbnNHNiI2JCQiIiYhIiNGJw==

LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYjLUkjbWlHRiQ2I1EhRic=

<Text-field style="Heading 2" layout="Heading 2">Eksempel 2 / Plat og krone</Text-field>

plat og krone med ti kast

Definerer en m\303\270nt 0=plat 1=krone

QyQ+SSVtfGN6bnRHNiItSSVyYW5kRzYkJSpwcm90ZWN0ZWRHSShfc3lzbGliR0YlNiM7IiIhIiIiISIi

QyU+SSJORzYiIiQrIyIiIj5JJXNwaWxHRiU3Iy1JJHNlcUclKnByb3RlY3RlZEc2JC1JJW18Y3pudEdGJUYlL0kiaUdGJTtGJ0Yk

PkkndWRmYWxkRzYiNyQiIiEiIiI=

Pkksb2JzZXJ2ZXJlZGVHNiItSSRUfGF5bEdGJDYkSSVzcGlsR0YkSSd1ZGZhbGRHRiQ=

PkkrZm9ydmVudGVkZUc2IiomSSJOR0YkIiIiNyQjRiciIiNGKUYn

LUktQ2hpS3ZhZHJhdGV0RzYiNiRJLG9ic2VydmVyZWRlR0YkSStmb3J2ZW50ZWRlR0Yk

Her vil vi pr\303\270ve med at genbruge eksistrende k\303\270rsler med den ekstra variabel

QyU+SSxTaW1NfGN6bnRLYXN0RzYiNyIiIiItSSVub3BzRyUqcHJvdGVjdGVkRzYjRiQ=

Dette g\303\270r vi for at unders\303\270ge hvordan Chi-t\303\246theden vokser ud af de mange fors\303\270g. LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYmLUkjbWlHRiQ2I1EhRictRiM2JC1GLDYlUTFTaW1NJiMyNDg7bnRLYXN0RicvJSdpdGFsaWNHUSV0cnVlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnL0Y4USdub3JtYWxGJ0YrRjo= er til at begynde med en tom liste der fyldes ved f\303\270rste k\303\270rsel af nedenst\303\245ende linie:

Qyc+SSxTaW1NfGN6bnRLYXN0RzYiLUkrVWR0cnxheWtDaGkyR0YlNidJJW18Y3pudEdGJUkndWRmYWxkR0YlIiQrIyIjU0YkISIiLUknbHByaW50RyUqcHJvdGVjdGVkRzYkUTZBbnRhbGxldH5rfGN6cnRlfmZvcnN8Y3pnRiUtSSVub3BzR0YwNiNGJCIiIi1JKkhpc3RvZ3JhbUdGJTYkRiQvSSliaW53aWR0aEdGJUY2

K\303\270r ovenst\303\245ende linie et par gange og bem\303\246rk at listen vokser og fordelingen vokser op.

QyQ+SSJIRzYiLUkqSGlzdG9ncmFtR0YlNidJLFNpbU18Y3pudEthc3RHRiUvSS9mcmVxdWVuY3lzY2FsZUdGJUkpcmVsYXRpdmVHRiUvSShtaW5iaW5zR0YlIiNJL0kmY29sb3JHRiVRKkRhcmtHcmVlbkYlL0ktdHJhbnNwYXJlbmN5R0YlJCIiIyEiIkY3

QyQ+SSNudUc2IiIiIkYm

QyQ+SSJQRzYiLUklcGxvdEc2JCUqcHJvdGVjdGVkR0koX3N5c2xpYkdGJTYnLUkqQ2hpVHxheXRoZWRHRiU2JEkidEdGJUkjbnVHRiUvRi87IiIhLCQtSSRtYXhHRik2I0ksU2ltTXxjem50S2FzdEdGJSQiIzchIiI7RjMiIiIvSSp0aGlja25lc3NHRiUiIiQvSS10cmFuc3BhcmVuY3lHRiUkIiIjRjtGOw==

QyQ+SSNQMUc2Ii1JKnBvaW50cGxvdEdGJTYnNyM3JEkjbnVHRiUiIiEvSStzeW1ib2xzaXplR0YlIiM/L0knc3ltYm9sRyUqcHJvdGVjdGVkR0ksc29saWRjaXJjbGVHRiUvSSZjb2xvckdGJUklYmx1ZUdGJS9JKnRoaWNrbmVzc0dGJSIiJCEiIg==

LUkoZGlzcGxheUc2IjYlSSJIR0YkSSJQR0YkSSNQMUdGJA==

LUksU2lnbmlmaWthbnNHNiI2JCQiIiYhIiMiIiI=

<Text-field style="Heading 2" layout="Heading 2"><Font encoding="UTF-8">Eksempel 3 Markedsunders\303\270gelse (Eksempel samme som Susannes (AAU) og B. Felsagers note)</Font></Text-field>

Her er et eksempel med en fordeling med personindkomster i 8 forskellige kategorier med regnet i procent.... Den forventede indkomstfordeling:

MFNWtKUb<ob<R=MDLCdNNZlK:<R>D:<j>IkvCB`N\\@Nd\\QgqxHQQxLkeLwuIr_@Q?iqrdNrdREhLelmZAt<EXidKJ=nr=Nr`LqEOP]nBEj:=xPLkuXQ>tjZDr<XuuiYpaqIiYaiuGMJ;hNGMtmYy]uQmXpmxxXYnyXX`mVqMNwhYuqt?EnJ=ONLK?XPJDUO=nJ=ONRceT[?Tb[LDUoYpJUupheycynYPRymuaxSYpUr@X[iQIlqkUv@xqyxQUtlitUhXUqpwExLiLrQPlIemtdtjHV=unITY_QsOpnGUmPmoVEYuqxgqVaYuqxWIumxdytixeyxYtnOUoPurIxMaUV=qjGduuxXIdV_aQumxFHSelTf@QwMynyKUDvJIn=ewUypIlv:XQqmwNIoMuvxiyuaWYqqwUyPioUEnfTvfHUm@PM=xE`T>`LieWBDwqPunHWMUp`esphWUqqIIr^AOldTRyT?YvAykkAxUxPimJm]s`hSUPsOXOQMqnEWl@wumKuavCYL@mXVyyvIymAj:@j:ul;yRYTNB]tJpY;hXvEx?yLJMR^@SKPL^<SJ=pZErHimutLd\\TbyuoxrsXXaqTiNinAwKy]m>[pOkTf`dOsNH_=Ha@FrCiusOx^IbvouH_mrFxaymyor@Ft\\hbm_aRvyZVu`xcYpeXQlmgeWgeaisUxbx_ev@ikasSX`]xbIp]HPvYPpZGt\\hbmyvIyhhApgQuoXriYeqpgggt[^]Mx_YoaBNpfGulxwsn[EVoXgqtylYoiCv]iheuphBAl[vmNW]avcX`rOOvAykivgAykYvyuywyxkVFalnfFAmYn`Zxoix_]>`H?dA^av?yjykynyrixQyeCXadY]lG`tI[oVw]Gl`gsThcT``C@]Ko_no\\xIyaymPh_UonGWmpguthhlxv\\irE@ixYmqvg^igH`]snhfAuK>wQv[X^aBOywwvN^fa`cSP`GP]oNshHxbpdgP]WA[UvmwoxSotfHey?y[yjiyqyqeLQuyhZrx]IvxnaxFomvFiJwrJxv[_mWXaqowUypIfq?vaZqwWYqKPiQqoW_gQ@_KOjrQcOP_OVuqqwWYnNxesPh_Ni@wj^pkFImmVpyAukXfGX]qnaj?v:_vBIlWiuWIo]Vv>IkMipewtcXdaPeAhnr`[xf[@@a<?`LfllQt_Xc[?[lawfIumXkOV_@Fcj@kjqw\\A\\^Ol^Fc<Hse?jNhkMYtk>cxfr@vewgxO?nVP[BOpVvkkavgNqlFer^_Z?tZHbGP]oNcWPaoyqu`kwYyqy[YnavpdgPePimsVh`aeypiwGx\\ir=aoq@lOpisivQNjMAcKGoLgnTipewjHaw]orFH[_a[B@jNYtgPeoPdh^hPNqnGwl`fCQ\\Lfyexdi`ogP\\OonjFZZfoANyW?u\\YqiqqeIumxvuvfCH\\]nrYyiyicsHgqxytixeAdcwjHf]X^ar?bfHtxQb<W\\`^cBVvDWnxqwYyqyOv>IkCvpqo]vHh]qr`fcT`_UopFpqePgOQob^i;Qj?N`B^_@vi[`mtgxdi`b?tZwsXhaivex`vRnjWqpgW]Yfimisqfquwx`PkoAxjAvRVhdGZ`Xiafmy?f[Ike^fpHjL>jOHpDod=gmHw_eiwgi[Q@^pF_`Fel`f<gbQooVGn=Yb^nlXwqxgyNF_L?csocCye^@cKN]rxtixe]i^vW[LNat_xbfgxHw:H_YAoJ?wjQp_Ws@@c<IfnX^FqsQIaRvjjpoGP_`Qr?X[oOwNIb?>qEnq<gw=pe\\irExfaidNWZr?hsQx_Y[N>_:a\\F_hqqwWIamCsOX_QVo_HASgPeg<qEjeG]gYxIyaahmOrK?C<WiMIHjixeuthGs:oyxqyEsDh[vOKHbcTd_Dh_SYUcs=EjSV@acNsEFkSk]d[SR@SimYHUwHimbXGdEgdm?vRIh]UftCgd_wH_VwscXcIDYeqswqwuxUSwcrHyixQyEoeCCSQwGYmejCV<]y=]r^uCYCDV?Ds]urGX]_RCOrA]F\\MiamcvSYpaGeCfoadMgfxmYx]tggFEmd^Gb`?W:EF\\oRTGFfMU]oRGSioSsCUCN?bn=gHgrBMca=UnYRH?fissWWIqguQ=HwcFscFpKB<ISRwcLcco;DOatX?QVTrnMRfxMgUxOl\\IxfInb>qekPf?Qn`p```r^_dr?oHvvC^tKGTGf_ov]_R_HxpdYtaxoTWPaVSLtnMN?DSAPSPHXbXPbluCmXRiqDeldlRD\\uFtK[AJx@SJEXjlwkhYuqXP\\Ut`XcMQsXPamsZiqRQMQirwHUsymymysMwNIOVqrGisGMoi]]dfv:HwMynMw`JWxD_vm@cP>fqo^JhjKNcfavjvrV@kfNhvNu=Y_jycnFcNHhjHemNl\\`]La`eIr:gjEv\\HQl_VkbaZQXbF_tLp^GO]sNljFrhAs?XZ]V^wikW_cgGulhj`OZ;Fesnc<qsgo`ZQevGtFOcfVlD>xknv_ffUnwaNdJQ_H?sL@xMxoypyTvimnp`^m[hgngdqpgW_uRhmbYxLinEGwLin=Awr>exaysIc]V_P_oZ?rditeXkZ^iKfwgiuux\\aFbjOehFaY``qowV_wBIrbyqFGmlfbEp\\oNjZyvnIiry[__m^GnexdiP^Wf_E`hBnfOOZNYkIAhFNk\\Y_>gatPfo`ZfNjEV[L>[rp_tavZoduWx`iclxZeIlBffS^_XfmYxayo]?@kQI[jV_FFbhqry_oMP`lV^>VlxGtFNfLAsLVgf?sCw_VW[oGl_>gp@cBIkLf^lpvt^iXvynX]AXfBgcf?fJawSYpMFwbik>Ycl?^u?vL^o^Pb?P[l@]^fnO`^JAi_o\\pY\\uQ\\QAi?FdCHt?hqBymAokVF^O>\\]anlFt=FkEvb?axRGmWHcMp^oFtAoZ]_cx@ggFxiguthjdAalFb<`ZPqnH`nDhxCIg^g_^i\\ENvv^_@It<pnfArPAe>@_P`bGX_LNZlpjxgytI\\T>c>Xjk@m[XbAPl^?oZF`Pfvx^pTPr@F]AfpJ@xgA]AI\\K?]n^nwOyjHf=Qmqvgh_d:_ZlxnfGul@eHhxKh[K_uTh`eojFF]<ggEHs[V]iv_iHcMp^KhlB_o]wrHhgKQn?^fFom\\foMPskn]s>[UAfBw]Yv]vXlxXmfYjeV^dNm\\NtBye]nbF@ba@uXirpG^GxoBoh=prJa_Kny]ykyNlZHol>fo^eSpfkxgYqqbX]gOnint`_nZ`d[Xu@go>jNHON]P^MQxXMZUJeyvM]mClOAYxR@WnAwKasB=o]EQ<YJ;=oC<UCloFEuBEL>hq[UQv\\KHln\\YjkEk@]OAHKsAK_<tNQpv\\Y?DqR]sNIoMUYnAw;xVJxUJpKMXnSlJ>yqSIS^YuOQVrAOCLJaMr]IwlDTNDmN`L=PnjEL`]VXMpCaysYxUhPemjxDTxDvD@KjaPDtN`IVl\\LEEL=XO]EoCXLaLnt\\USdNJ@mj<OsEm^ekraVC]v?iXB=nLXKJEO`qj=Am\\xSYpQ^XPFPjuERj<O>xSkeY\\mjnyjm<LydwUypaUrH`KB\\Q^]r;EVP]P@QykIjKUn@EVM]J;UPflrniyf`JGAxO\\v<qwRuVVAqk]lB<KB`qfpli`MulXFTOMpTZXOVAMOUlWAk^=WRMPEDP:=x=Ix>IQpXrM<tgTjjpVFpS<@rtaKr<YjAVXQliAuXeV=LK;Ynj<LF@kx=nI]V>HQJ=NcdL]EvjasHhOjALn`JyIVKLxHLu=uv^eWPtki=TUDp@LVUhP:aorINvPjuDNfTR[po;XJAlpeutHdu<mPR@mZQwPioULvMhmSPMX@RnlKZeyfUnM\\SSIoMuN@yRX=s:tj;mObmJeTVWLpgDJ?xvJxnRqr[Dx^mLCHsjlLhhRl@V@]lIXYY@QkMn]urH`MFQrjypphWUQLG]oYdtsMYtMv:qtmTORlKSDNF\\SIXq\\PKVqm`eMA<NXIMAdOCMl_psXQW=DYDpVBAtdTK:YxS@K_<nbxmymyS@w`ejF<K?eypYui=l>LqLHokuTn<RLAmvDYlTwAYOBaXrpOAATQLneLpgtU^ASVdlo<RY`o[tjGtxiyuaDN:UVRDL_TPKDnatnrATH\\P@`w\\Ijb=M`Hnvivu`NY<kY@T_@SlpmPxRb\\J^DKZ`MNxksAUIDw?DPKmNAAvGhmutX@QWLMVlLJATvX<kChUrve[F]<Ga^a]VArT_u]na\\Hfu^\\EDMOejqRxgRrMr\\QrCmTJKd^OH\\kciQDxsbIsEPOgK_x<ms;=DNYSO?VR?BZGYV=shkECERrcd[CFpGcEKtfCeVcRkIGXYcMEDEaVX[dF]RJcB^GUvsB[EDSmx]_VK=INMskAYuCWJ_v=wyJGgFOSSMDYQR[AIL[X?MI_ey>]EnkRhKrT?eRgDlIDHssA]CHWx]MVeoBBMV>uHWQE[CSrMfnKT\\kW=wHl?Y>sFU;Ug;W?ShjSI=KDd?yUkt^syjweW_B?KG<YGByCrSbscW:sVkKhoQhHKS@yYZygIMtgOU;Ws\\CIOOHUAiBCdf[wEGvKihVUE=IRkuUnScMYD@AxG?yVCryGWMqFl=D_mC]ATQMTNSDD?IhcHZsW[\\LrLvE`YW@R?UN@Iw_PrOPJVxTfiSdmrOaRf]wAHx<dqueJGQk\\HUsDlFqPK@r\\]oaDjCEJl<QKHkf<OW@r`dr]AnfHrhaXhDjGXq]AU^uVVMkw<qWDQQPp:LqD\\Ti=t:DSYdQZ=V>mNpAktLrXIxBMQs<S<`vbLp:=YryMtaLALlPUjOXvqapO@p<du@LT:ip^hUVQmv<kX<vT]QRDRJmQFQSQERZDlWHsELXS<m?TsOyLvHmg]w\\tvZEXx<ST`qZmt=Xx[HYnyko]nX\\NQALF\\j>@WXhVjPUBXtddJ\\MkxDK[LtYdxMlQDPXRIS\\Om=x_IyhfAu;ahR@]SivO@n?Q^jambwk`Qtti\\fibtH\\ta\\m?lF@l<XjC>]^wrtab``m@>^S?bA@iKVZ\\`f@ofynj@Gajp^^PbSF^ufZrv^hQk[^v^>`?naCfZX@]mnfFvgKY``xnV?rS>\\PNw<i^jXkNX[^^hSx\\HVjs>sY_dI>mRHn^A]lP\\_`[`Y^qPxPnk>acrnhjflhV^ZOf`Qb@?[:Pg=h\\<oiBx_=Nb^ab\\^u@GnCvuJ@tSyceOjCAx>Fx\\NlBVpJAZ;?]^>geinrNwHof[Gc\\asJw_LPn[Gw]?^fOsuNhV`^ZNfDH_Vv_;QpFN_pnkNpw;`e@@sJ>`nFkwGh=ntIfZ\\@lXgqtGs?p_FQckIrpFbGH^BNdeVtmib\\Ychie:Xvw^av^s_@_nAbVWfeox:a`FNbTFbROvN?_P@tZH\\;_fkq_dq`dIduhZ]YurN_MF`HNv]QhBgkCAfQNe?nesnZ?@t[Wb=VZ@^[:pdcQq^Pj^Xn\\Yw<gq>Y[TVj:nuafmLng>P_cF\\QGnVvbDVlbiZrH]o`l^y]l^^mXdfQmMibF_^aA[=O[@?^b^^GXlkA[sG]MvrZ@\\N`dZvvH?_fAu@pxja]mGm@hlj`dlAZTVrs?sB_lQ^[BGf^FaG`p]FvIXuMhjbN[cfcrWcHan:f\\_O\\oNvIaf?Oub_hewv??mLoZ[O^DHtGX]qNv=QhPQg@akSnvD`k]>x_N\\``vtnf;ibGHaZXhvql\\AjwqtHAeHQmjxufarSAvN>i;Iyq`_?NmnI\\Loc>?rvalc?gDftZQg`qaeNiQFqtpsLFhEFdY`bQn[>qZD_b=Pt;HxPvnNXfjO`pAdI@vtAl;hx@i_<AeN__ZHc<hnbhoTopfG_u?sm@ytVg]HqKpiYAjbivO`^<?l]gu:w_MG^EIn=wjjxZ?NpOol:Gj=F^<Fe=@x@h]_aZK?xZ>vmhfEqbMn^mX\\sAaMF^;vaSim<XlmX\\@hnj_enYZA>[gPdaGrc`gZyfv_jlInb^lcV[`pZAAb\\g]NAcJNvL_xa?[HX`kPeSVlW@lVHos>s:@tRfwu@`hNmqpoAffL@qcnx[xZLY\\DIrgH[BGsVo_pXaBavxneep]jn\\F_c<inFvv]@voIgANp^`fIawSYp]p_dNiSw^S`dnxZoGeIwoKG]ZxcPxb<Xlw^bo^advZMa[;I``QxOnpMNi:WivPn\\Vaa^rf`fS>cNnpMXf<xZmGvuOpXnj<gbLGgC^^eFc<Gro`jiFdNvjCfoLPy[GbDwZKo^TgpMyq]^vTy[mGrwNp`Gh:NxZVaSAlMAZRalCp`TA^TO`qge\\X\\SG[Y_rgfb=IBIdJmcsCTCwu\\[DEqdw;IL=TqgHOygYuUp;TcAsKWFS=E_]HsyXPagSmtmwu@ys?WT;CWQkd<gu[AESgbo;D?qvx=RPAbG_vdEeb[RF?CQKcUSrYaHy=H>GSQKXIeH:Of<csBaS;cFBAI^sU\\QUvmb<eCsEGl;ChKgtKxoSIK[BAMDMGc;ETB?tdch`YYlMg^OSCcCdYERuE_MTnGUIahC]GmCG;uRNGv<]frCCnKUkwC]aTMuxBAv>OGfMcXATKCtdeCOUXOGDIUHQyi:_VaKtB_V<EI?cGaWUFMI?Iv[uBuKWZ?yMkSo;f:]VV;IOIxXgDPkRCERcArQII@aC<gBkicZ_v<aS^IBlOfVGwNkTP?tjsd[[R;ovHEHeICsUhwKYnAWd;Sd[wqMWLICy;h;EULwwR]EDubg;G]ESlocE]HEcXvGfVCCggsxGux_YsQH;mCG;dV]wxETZuXt]bRGGSMh^krZ;V^uCw;Do]EWuDkwFoMcO?EZ_S@mRKabhky^AUe;Db_V;WrAwCASFEGbVMB>yIZ?X<AbTsvWOY]SxLwYGywm=U@cXJkeDmH[?dqoEcKDK?yFqELmh]Qe_EElxJDhLb=joYtxElH\\v\\=M]Ax?MqdMmmLovlpGiqLlTwYtFIpGHm\\Tu:ERdut=UpM@o@qtNephpoh`RZ`uypSR<sQ=ss`V>TQ=DtaDpRln@qnY\\YyQqfXTvyjCeoNMWqEtBPxsmyvIylYq<lkAmxqMOJqW;qvgLM:Aq>APGmmV`nGlMVDWW=MUqtYTTSexftmTiYWqSS`viLWixxNykClOV<joTLK<qkdu=dxA`kf]sD<Wr\\ni\\YY@KoXXBUQ_MSLmKNek;erE@PAhuL@XdTTPTUAINsQswImr@lVqPO\\yT\\M_ELipPZpK=YYGaR;pLPIRsaK?dNxeRcMplevDMWSEvvTQ;mjHdMDEwsqyDDK^XvCPMOpN[lUv@YLmLR<SD@ncmYaMSFDWq]JaIl@IuXPP_MKkeSMDSmTJadqyMMqXU=Hu`tYPQoOUopewTaVWUqnMwrpVLTNFLpyuyxARi]t\\trL]uBikQlt;MjtXjIXr^QYMdnU`M]ttRhvqpkLdo^Xn^IsMXpYaxuMtNQXv`XfLxpmxfIuf<vwmWO\\yRqWOdJ;IYsPX_QrF<U_Ex\\irB\\OqIRrdv`PPnERD`lmAPjpksTJV<W<imvDYl\\l@eWr@V;QjBmPNUp;pmFhRTiueMmddTdLw_=oQLt_ttEuva=W@`l>Uw:POKiPXYVwTy^eQFqOOXYtMYl<V`asSxTf@U[tVaLJwLtjpQXYRGdRRATETss`RN<s\\IW>IUmHXrDOCITi`l\\`JjdNUHqLMvayvamoaYTZtpheuT`Xj@X[QR@tNjAopEKuEX?LWa]uT`x>Ml?ysRqN_UQh\\kcAkkLLVXvgUTPQN@LjKpt;lx\\dLldJcMuh@xnpue=Rg@vgiwGtrEeowIxxHR@URXUtXPUcXk?asVHQm@R;PJ^lnSTP`=xpTR@`Kb<tNXoBqWwXl_im:]SD]PDalDi\\`hxNXymVjln_D^lUX^FIwbwruok^agX`x``jIXkgyxEodmwdb@d;Qu]`jNVtaxcahq=Yokq\\\\pbHAgkN`Gi[ogqoqiPx[:Ns>ipZp\\kYeNH[A>sg_b;YZYg\\cHo?IkfNmFnj\\Fx[Alian>N`xnn^`g?AhwOynIlei]`akBVg:HjjAuZP_TokaGr>wjOH_YI_`htH`c[nh^O^lP[[njQItsPcjGnUOvE@npOvWwonOkjPmWyoG?p`N^:IiFYcdArIimlv\\HVbiOeqpgWopCYfnpylGbaiyywlY^[BFZdWav^]S?caHryQ\\Ln\\>GpvPlc`oaY^Cqr]orFHb^GkEVh\\I^rQe;paON^yYwixqFhu[P_spgbvxFNlvI_[Ggv>tpNjmfpjq_nWrHGasIZZv\\fqgqGfEIsWQ_cGhcQt_X\\ancffdd`tPioUwvFIm=hkCN\\XGpqitexdkw_Mqyy_[BwZjaxKW]XIyUviLh]WG_sXehxkpgwTilLxj<X[LNpuh^ThrIYmqvchG^MXtnQhKV[S?^NovL``>`_R`jNaclNliNkEXxWOmZWgGij<?t@Vc_Xq_FlCahF>srYap_wRypiweZhh:F\\<h__yxoAyk`u`orB^nXVgPHjGWoPgoDvjgGulhZAfjnGej@y>>y]yky>sD?qZWqpgwrq\\;vke>bgi[T^`:q_bPZYGldplN`b\\OvrGqQWdhyik_eRfdpfgSWp`gsBY^Qv_X_rwgoQnd_vqF@]kNrQytqAUAuwWYqQt_WSAGw[GV@UuxgYuKS:uWF]VQUu@icUsDgCDT]seuT:wYR;XkIgMuf\\mWNQTh_UsSiMscCKD^;rS;fvEsu;sHeD?qe]yrIWdNGTlCEpiIaKFE;TRItNWfvafCUdDsdZ]uOYgQuwXiiUsBmWIXGiPqgWUcDoSV?I;GCB;s:UhgmtfGUC?XNobgAwI[vTsirAE@]wJIf=_T_aC?EeVKT_AR:;eXCdkitXcIt=vhOtpUHc[hDSg[mICkdI;tvSs]gu>YRJUv`isUGxF]RxueYscsWiuWt[IvXSb@cCLWET?GeCVukRZ;S[OWDAWsGxUqCbADLcr>[bLCVH=Y\\yWrqETMFTutfGU=_cnMD;ay`oDICRk_gMsB:OGZcrqmydyd=Gt[cVhkX^?G^syLKVlIDfMSJ=H<Gy=_DdSSPCsj?eF?gQWsIErIwGqSu]yIlUcrKsNWgBAeUgWvOEIsFM?fgUilie>ir;;ClqIaqS<GBlErp]SasinGenCWL_Fh[tesIlCFvmuAgiXICs_Ic[t:GeBMY;yEI]w^?SKOBWQUyAD`kfG[FCmD@Ue>Mxsuvv?wASH[MEv_XCgCraCNecYKrH;DaKS`CYl=BNGUx_YsMslKcCKvK_FCcbU?h_Woa\\pcUt@ApfYQHMM?`xH=VcDljxJXykr]Pb\\lsLXCDJWISE<S\\TnZ@sNHOMto^aURHkHXuViS:dXOTOP]kTqx`icsAsVog[VhsHqsHsyH`jnaS?mTWaqowVarynaDpeJN\\QhrQIaZwwXiq^>[svpcvtOivdY^wVaFPbphoWWqpnmAOo\\FfkpZLGqoQx@NgTnav?apHrmH`[`uHvbs^k[I\\AH\\BNbnxcMPcT_b@OZLPZ<hpKOxZOevykvOctOn:P^>gvqHy]qrGX^S?ly@p_`e^nf?@gCXjKasQyeygcjHdyq\\f>ej>^Z>ZWNlO@cJ^wAHjJ_\\CijOQl;Ix^nxRilb@lbV\\kI_kWslAeO``V>mYxwli\\iv_ineSysa`drXt`hc=pdcg[CX\\\\vjHW[whfEqlGhfMosM`qbOlJ^ehWx[Pc?wd`qlGFyGVZAOn\\^cCpsKqZ?AaY_lyaZ:`qKA@_F_]ijgTeoTvebs?SJ;UYCYC;YF]WgebsQCNeGq[xL]CLQc[]Ds?S@orrqgVYGieIY;hkUv@MdQCstaxcYtrUhsyUB;W`oTgOUbyb`qeZCFGCr_QXu_Bp]fZArc?uIwik]C\\YHckI@yRJUIkGrUmBQwED?sOmB^QrkafpgrCCh`?wPceZEXtUFvWgyuyxaS>IdveULuChicgkDgKU>UbHEE>SvlQGo]HPmbi\\rCTL`\\mutXHtOLXMlpMwLY>xQZ=KcHmJMMDhRVlT?UowYwixq<eOlMl=TX=IPR<KiirL]OXTu[ap^EJl<VfAukHtjDqi`RCPLNAXNiWGUmpdlePVfyR]]MIIlqxWYqysyvYHX<]y;`r;PlSENPhN]MVSMSt\\v\\uNTTNgxmvDYLHl?UrrLOLIsWhq@\\N>]qWmSsATR=TSHpl]X<=V\\pUvtUtpR\\<k?YSEMW?lQ@mm<EN=ujHdrcETBDtATKL<TfHjVyjP@taTS_Pj>uyNylFuVh]V]ej^DJNLrx]YI`w;@mbmMYqlHlj\\DklXMOPV>mt:uk\\\\PymyvIYFisdEmElY<Iu^<oS\\mW`vhmPFPugAj=HndmtF]Pk@PnlVLlK`lRjmKjtnfXX_Qs?EyEXYM\\nFQjM@vk`oAtv>Ul;pmh@wSYpaTwaTMZUQkxLd@roGbr`Zdi^uIpNWqYnrjF\\XncnI\\Z^n>O[YGqknex?eV>wY^bj`drVrVwjpvtjHhg^dAxnCyc=^vFOlVQi\\vygOjdA`hNm^@^]hpjnwav`v?cNOhFN[a^d?XaC^Z^wlYxb\\g``@nG>rZ`Z]nv=wj^_aH>f:_]IQ]wotbxvrGysx\\cGbxOZ^v\\OXh^As;QaKy[En^=A\\N^^gofCNs<`l\\_rT^ZvXwyGrq@eCFyAhx]iqxnax>yRnuUft@xgyhyPhaJhZL?dvWmkFy\\FlEPb<PySFpwVcdY\\fOro>oX>cG>y;heinuphgUWhl?]ian_NnBHryavQh\\PY]Xa\\KN\\N^Z^yhsvf?VtJPcByb[pxig\\H@^uYb?ovDFl<G\\;HnyYbPFZ;w\\BGhGWq@gtCGxEwgdvhvQdpQdfyyuxyIonBf]JAspWwPiwbIt]`p=`pZApfHqepd[@dvOd>@y^>p\\^c[NinAwsPh_QlM@x@FkLf^dOt^HsUypiw]v>iJ`^CO\\F__yP\\pGpW@iNgnwy\\Zvy`FbKgbePe_PcOHf=qj?fhQahbf^T@_K?^rQt_XcAxoyIrP?_xbX_BP=GNKC?Orc=taigd[DDcj<EWOEnJ=ONNceP[?Pb[@DUgyqCnQiiOR[?LvyLcexDileTL`\\SBlvIPy<MkGYmqtnHemtLYnAwlAYG@RkTV@akLenDeY\\dqnYgYYaYpy]?vdQwT>wyGlFimuvdxIa_Wr@h[`Il_hvEylY@akOvuokvAv;Yj^IsMxmwViPgaOGnJ?_xEgowVIiMYr=YrvCD\\YvKYgQuGquXqYiquwPWGQmGbWVX_IsMxxsybuy[=iquwXYyyIy\\KbEyUtWu[WUqoWlaSLwVIqek;ffaYrAx[_yQOq;dlDxmYxuAtykdq<E^J_jl^mmyhJfhdatchdeptAaayFrHnqxpqWVap_kaWjowyOYoQWwQyoyhfEq\\ansoIw:Qg=irtf\\Dfj<GxiAtdf[\\Wv@ikwfawfvcXlixeypgLanCwnHgm\\orFHaZ?r:Hymyvu@uxIco?tZHbQqoWWsQtq[VBADsMdmaesSXPkGV=SMqT[OR?osWWIAUcPcw_YsQwuwuxWcUcusXgIMkFF=WxaSvIt]wRgMunGxqyxYsIx]iqwhqadcSTRCVWQioUt`gSuGX]qBwmUCQd_cEsOwBId]SRAoC?orLwFImsZibEsDhuMumv_YUEulhdnaYoVEql\\QWdND]lutXhAp;QKuixeyX[Qr?lxqEwLiR@\\QymyvLnWMqnEo\\erDptMLunho=xJIlumxVIMv>Iku\\XbAT``SS@RoTjZTUqpWGQmoToQxlQ`y]xwitqvQTx`YsAnXLw\\QVumOcTNYHQmmNwMynaMfLU_EuMtNH]Up`WSLWktYgiORUqpew^IsMHTHLJldmvYwcIx]yri^iSwy=wb[@dbNr<NbPYcCYttfsmvjcQ]Qv_X_[_>brWkPf_lGpw^uHN^CimuvxbIt]HnPFamIa\\_rB>aFrtwXiqIqmwVEYFIFvgrqUgPegTwFImEHwHM]rBGD=myDgvEyGy_dG;yroUwOYjyE>YB?_SYoIWkElogdqywYy_OSOOXoeX?gr[_eMsFH=syKVmCwBId]cIv[IZKxCUd`cxcYtAirpmCpyxYyYaEdFYUqoWWquwWY=EyhkhaggkcE=ERtWypiw]mDS[EC?v?]B>ohEqdgSKfiuuxtKUPFExvIymymxMycAr;XJOQoOUlUhov]Yv]sMXsVDXwQyo=ukdTd`T=qjGTlAIqEYp]xrHhME`noMwNIVw\\TXlvriletTLIomxmDljS]s]LkJHtt=m<EnJs@oTW]WI]R<GR_IeA]W:YcPyygubVoWWQiOMf>dJD\\LbIt]xJVHRAUS=mPd]tb<KCpTOpPkmrFHM`IlC]X]eyuyxqpQX`KXdWPaoS]oREpZTp`hcGP][_Z_Ir:>ZZ>ZC_b;_doNgyW]bWk[WaRY[t^mtfhdhhC_wI`\\cNdqpgWQkNF_<IZQooVG_T_pbfmk^hHWsEWwSGoLg^TAdeYnDAG=wmgWUqhhmWhUeqsW`uCWGH?=r<gBE[uWiuQ_GSMVhGwhGUmob`;eDMb;IUgcS[=fIaY_]H`WgSUh`cyk[iEchyWTM?S;Ew:?WF_CaUf@iDekTBQutoXgQudgTekf]wVosr]oRdKd@cCT;tiWXFQyoYwK_dwaDe[X^QwDQC?ORKkDJKveUgnkc^sxWUipeYoitQ]VmUtOICZqBrKDHMFuYt`kvFIeMkS<ogb=s^qxQyBI<KB<KrMynIoVxXG\\x>PoO\\p:xNImm>@YbQP[]Ot`PbDmwlt]Mt_XSAApAmkVDsOXOQdKn`iVY[Qn_vFilaZpfla>lmpZrquJIip`gSaf=pltQx_YshnpAGtkPes_tg^^WH`]ob[fo=yjIvqrGx<aaValhY`JyjEWm;fvK`tnax;paDNsDnbxvhham[ywuxhiQysIyKarMYk]XeSImcVd`VwkadgviwixQXkgaxuvoB_l`fcT`_p>oeV_NJVMtdMsNHOcYNQl_Jnh>hnVv_cikVFalHd]pb]orFHsQx_Y^^AWrDqshfet@mNy]]nbF>ue>tUwfWF^aWdYoqvGacOt^NyBafCQl;OhkVf@apXVbeWm^FcLNqLoaDOmnFoVOvO>tkVmAFdk?m]ibSWwYwsANy=F^H>b^OqgWpAqwC?op?\\<YiYxnWQ`lGr<hZA^[R>fpAmAN^@fpLxwyxyXaaMFlqPhgnd[@db^\\[AmPGb=qjGVqoWw@WyRwnHgm:Gy]vhhaumvfHaneQujHf=woXgqLv^H_gwO^k?k:VjLA[hvex`i;Qj?VuqxgA`PUepCeAkWE[iwgicATSyCuQeaedMqW<muxqyxiddcTtueCOhausHuUEUTU?H[MRbsYqqwWQx:exvCYlaCT[HBOv:mEgeEN;UUcYv[TAuHCYgoQWk=TZ]VdWDbGTXwyf=dsSX`mRMgVMudRucyoXgQeeWgegur;E\\It]wRLmib[DDcb\\[yKQgUWeUUepcW`qsWWWGMy<gWUqhoiwUyhpewTyxiyuy;YjAvJGF==WJSyoYwasdvCw@qsWWIAcrTietkCX[YWkr<oxpkWVAi^EsL;SEqwIOEbAeuoXglXfAujAWvAykyqxQyeIX]qrwmysyvjLYupXgAmkdXdataxSYpjftrIxMY\\tfdTepT_hKg`UsPPLIrp=Pn`waXQFYmqtWSPP_=vl=yILreHT]pj]YvZhYv]YRySqIsNdSUpPGlq]hLnPWOQWDa\\^obPqpxgytIv=yjyGy_ylWVap_wNIoMfgtYlavcbXcbOp_AyxfitadepdGPr<nsxpiwQyHimuFmNirpwpNQsOTmAtleb<E^iNv=omqPcAPm`fcT>s@ppOoc\\PrW`pChnEwlHGl\\frUx`ioxfIumawSY`rfprGx\\aititQweON_N?wRIp]?`VOt^HcUx`iom^FcLnqBIl_WsPhkMv^HXvN>lAGkLf^r^s?qhwGhPaoS?hairEx\\S>h<ajCnvD>_MIr^Wx`isu`hcQtcXda@^QOi\\?kGnkcvdh`]AVpBY^AokVxayom`o[pXniokfWZmQsmw]_Q`dosVHasWcmiieqtg>]ENf]Wm;IgGFnLQyouKUf@eIn=wJcB;Ed\\cRZERuwV@MhT=EKKW^GRAuFwWYqqd@[D;CDVogQGEM[FB=b>Mhm?R;OBb;D;yiyqyuMycmTBSbPugXee<?b]CdbSWPagAucXcvE?xh[hTMh^ESDoBnABqYTY;FcsWcgG^aypcCwsrm?HoqV?OJkyo]\\MvtWOppFYuUYYZAr;HRW<RiAKGAsitUcQP[UTT]SIuSIephPR[@dbfo@@]ywywy`FQceWcuwbavl]vbHhrEx\\UwipYnJ?_NN[?dTKBJafXoIwMyCYdaCgf=TuOGNKK?yq<@oKTRF@WKQn_asSXTGIoJ=ONLkyuLtyRjQK?PR[@dTgdb^\\DbJMUO=GNN[_hd?Pb[DDdnOeZ<GNpTOLK?PBcgd[DDdj\\yQG@NyuptHWMqnIyQyaUO\\nJ=ONL[A_asOx^>tyVfINlPwjGV]`omjh]hHxfIumX[Qn_>_kAWlXGqlg^P_oRG\\]`usNh^A[@GkTf`\\^y[Fs;YjAVx`isUFZ>FixaysIymyv]nbj@ysIywPioQ_\\_yaQucYtatcWTEYF@]HRMrHkXgQuo_VCQdJ;tdMd^CSt_XcQD;[FyGX]qrbGT]OF@_GmsVHaSYoIwEelcV\\;bfcgUuhhuuxgYZwsiKCq=yhYiiQF@Wb;eRNYtKSRPsWiuw:?b:OYoQw?=BSMypiwEwc_]sRGT=gFfGsL;wxeipOgJ=?WtZ_hd?TbbLZJSeR[^Pb<EnnJNL[_L[>Dwy>cgtQytqUsOX?IXyibEsLupXg<milUwNgIp]w>ubquwXy_XcQ`doQ[?Tbdot`OV=qjerDhLHXyaisUxptexdAVx@yrIx]YRApKkHX\\arClpyLXWquXquExLilTuIONLK?PNFErsyYWtPemtf`xcYt=UYhmWherExLausLinEuXfAuK=pZEReIVquwXijCXQp]wrUypiwcTT``Qr=xZpVGQm?XKQlnUlQumxfIx]yrYdabyrYviVX`aokyxqywnHgm\\irExrZVcP`_kghogoJGn<apcWtXxayoyjIv=qvGYmeh\\ON[?T>wtheTjewTihloD:Id`YFIuSIiXeqtOugXei;Ub@ssXgIUAikUvRIh]UwOYgACiTUIQQUoOW_AsKWvGYeqsuxUygSEvgWTahcIwMyfIyeysu^GSM_SSOHWIimuf:Eb<CgMufxMynIwZGR=oUwOYOQf?UcHcEt[fGUepkYvAySMh^Ey\\Yci[wbOU[?Tb[DD?XSig`OSOOCx_CnYfbCT\\_CX[IrKT^?SSWHamisUx`QuoWWUuhheCyiCR;H:ofMmccetdgdAwbAEilevH]erCBAMiuWimWhheutWEp[WBqdgSUOOGOMgPeO;Mj>txhiu]YnnEwLiKSLP>HVMlNF=QumxfqPgMuvmxSyVjqOgPWhausht>PK?PbKnwcgxditexavAx=Hiu@gKQ^mh]CqZ[ugYuqwgYuip]ytsuW_IsMHvKWwadHiHT]hbMH<_YWmH\\sRH_sr[WimuvGYCQd_cFD]dRYhauCuIucoxM=GNKC?]RZgtNIgMuBOigTIfFEelSf@ecDAd[SriwixQWpmdgSUPoSnWSQoGv]X]qrGgrEwDacST_XsQx_qIxkIasSX_Cn]eUyhiuWTahCoxnkTf?UikUv?fQgV;Sypiwe;TZ?bTET[?\\>xdTg_OOoN_kRF`VvxyWxGy`lAa:ymyoySoxnFgLa^KOn>gdd`dC>[B>eoPgOwwXiqI_mrFrxywyxyxFel`fwPioQ]qngVYxaysq^gRA`eotfXfAqk;oocPd_PioQWUf@eCHSSQoGWewTihW]Wa[eU[Hb=BIousWXamsVGIvUGCMd^[EmEx\\ir=ybIsblcghwUyoyPigUmcIYB<MckWVAQspKb:iyyhyqyuxUyGhk;YjAtyetKj`VSTXaqs_Ujo<sWUtMlNF=ymysyDt^AsKXNMqnGOiX@jDgviyqyqxqyxAgtHXbWFal_nIwmxVlavcHomvFaiwdh`esFh\\arbHd]pxeytIfyYgqtgpewthpixoiOQoOWwRIp]Xh_@aj?v:xnaxvFImmV\\ancFYuSYpawsYxaYvcUNan?gP`_So_YoqFatN`ehqwhiwTipmpikIsMx^kXfAqgNAoKna]AafYsQx_A_kRF\\cNd^pWqwvgRKMf\\?ykYvIYeqscGGEmkNr@X[]urHXAxKYlwfxJleoREp\\Et\\hRrljb`pausXPpy]yrIxrUyHhMu<XO\\K[Iv[ITkPV?UQS=XxIoMuntEYsEuGHYyqywMRCPyLPkMPNOdsVdQt]L]ELnesUxPiXUqpO;dtqxWYiUupXKMul=Rv@YkqQLMkQyoYUpFLJ[dVDalF<m`dSTXmqtWLdxQyoYuoJEn<TMbeLQEUt`XcLs>YtJdsvul?AxouWiuWVxntehgqbx^hbAt:Ij=Fkiv`qvpYpitIkwV[P^_Z>k\\orFHab?tZx_y`yLH_RvmcQ_QoofoobfiFnwXiqUYnAwkMynIwfEqlGPqY@cs>ijA^XgynIwMqtgXe]adrIkbx`movFAs\\gi\\Ior>]EVoSWp`otfHeWvZyWypiwIxaxAcZHp`ObFX^CF`Npr>?amVfpywYyySYpagwUypa>hVh\\i>ygqvGYmCH\\pHgNonFGm<PoS@_Yoqv_jCfmFFtDWo=`tlo_JQ_EF]uOynIwKOn>GpUV\\OwmwViPOlywvHimYfat_j>_w[nxkx\\]y_SOp^OunHgKYnAwrkNbaQrVFi`Qr?djqChOxZIr=kdnmyvhjDdLT<PZ=J\\<Lb]NG<oDdpaasSXtd]LnmSr<RY<suIkPxL\\YUPPkNDO<hjVtxQTOP]OImmvlOpXw`PpapYwQy>iL@YV=dw]TUWPQo=uIDU\\iTBmkt<XM=UMtr?AxrmpjHo^aLpyTgPUOhKTDUvYQT]pb=yYDsnYwixq`uNtQwPioUUp`es<Eme@s]Qv[mJ>INkmYhausllwf[^Gj]yrIXbyanKo\\cgaUo]T@nLGgVAqkVw[vrkqlZWe]WbwPioQan?wZ?[oykynybnev@yCYlaVZOf[l`vEXf@ak;?b\\ws?qhxymDF[LNrPf[Un`>ickPZS^mKH]DngjOnBVwPio]Gx^ga\\FbPYbRYbdaoY_cI?f:qnexdipjQvxhiuevu\\NqTp`gOs\\FuXapcWlo?bBqfUqpg_gn@gKQZeHn\\Vdq^pfGuLfe[g`Xequw`CHKgykmVpYI?mDLGGnGR\\edqwthgUEqewSir[CFaRXsVGaF;Mw@KDtCeEmCUIimuFNKbpwEx[Yb]BN;rk[GUKV:WISkd;CSc?ENOrb=sJGF^MIn;rHmr>AXUsHh]Fl?SksEi;C_?Hk_yQyUyefIueXOcAgIgMunGVGSWQqg?WWK=yysyvYR<urb[DJiWUqho[bDgcBQDrGE@KFcGUAaR[yxhiuu]yrIHOwEpiEp[WRidesTjIsKYfAUHNyGy_y<wFEgtRAp]YR^eWWQqoYv_EVL]yAhPYAqkUJiijlIXcMW?LOdLtn\\JIeoFmJ=UYYxYxIQ?l\\Pnt;Wr_XcQprsIxCOkKWg?PkMQspf^fnoEgeBq`o`lixoiNy;PkBwhjh`DIrSAuIVbRwbrA]JVm`nZifet`bLgvgnbah[ZGo>g[vislqpiwuH_pTva^wqRHkBwpXGe]>w>iesneVfdlWaeysOX_Qfk>F\\>gsDofZ`]^Pk\\`];?oJIch?x\\`_CvlZi_XNj\\GE_tb_DoWT=Cvs[GOaGCCtj?CnIRmkbNaEmIwPwfyQhnIv:aINKg^?BDaHQSu?AVBcdjYFHCSk[Y>ExU]hbETVwSBCGnIrL?G<UD_KS>qH;_R<iftCfE=rccbJESGsFH]e:wIlqvGYWaKUgOUo?DGWvcCliXL`\\SbtMKPVddTd`RMYRqAjv`NE\\MNPyQPRapRGPMUmpfEX\\QyEiletREpVT\\OlIOOHMMPpfMjSPLO`wF]mjxJ[@mTPJPLX\\@n`<uBXOeAT^`W>IV:MuutLUYJ[iv^@syYQiULoLO?mmBHs>=x>LLOxOYmm`yOJYy=lQZpq`XWnppB<UAts[`rF`MsLpnXmnPPCYlatrP\\Ne]W>ML^emNaPpelS\\M:AWLxOban?UJn\\SnMqNlRF<spdLglR[Tr\\uXH`VX]NlMko=xb\\YUhl=moFAk]DrqAXylo<EyEaL\\IWV<RS]sAMRb@mFPQ:`rAUuaeMgusXhQBHQkMv>mqHDwLUR]hKxXMalSV<K:HkRpojEv<aPeAMHTUZELxdnWhXD`OSPP_Mj[<mKDOB`UdHVTXSNMSBalbDT<TLZTS]pRG@tXlkAakNhVJLOxySKyKSAUgHOSUmZELPUN^IPVDwXmQ_]MrhkC`rD\\rQTTM=wjDOcLRhmLsAYnuwXim_Isd@ToelddT\\qrGXk:`w[pQ``u;uWrIQTeVG<m=MsMMJ;lYlXoV@oi=l?ay=yKxPkAEVNDkH\\X<`On<SFXr>]k:yRsYxayjChmOMN>tK^Ll_DssYJVeJatPEMvgLl\\IQYeYoit=TMjdKX<qyuyxmPjunjtXL<U;<XWLOnMthxlQxLwtJumqrQvE<qAPyB`xGhvbXXGIY[LPoDM;TMAPx\\TX^Ask@WKQNDiWlmOo`NEMlmAo>ilVpytIxAyMCLRkuRuDtrQK\\HssYJu<mko`baaFfwkq`bXc]y]R_x?okfw`of]L`ZOF\\?VnUNpaOgTA^tNrUypiWtKq^EolFQy??sCp_Jno_VpB@ypW^uPqtPh:NuZ?edh[`Nnb?lC@sQ^nBOtMXh_GcKP^?fl;fqKFmEpfNH]_PyKFebQnbO`BawnXjpom=w\\?oxiQt_X[W`mCWw^n[T`atp_dth]E]uGXef^?XD;GokfGUep;V:ABTuHDyRSEcr;BdQbd[R^=sLOUaWWQqgnmV^UXesCKmWLaF;YGReSHUh=MtVSRhYFeuFB=d:gdMkTl=H<ET<EEe;csge\\;SqoWWAGeCEJOG^UupgWPew[oG]uDKmFWYELUDPmXQqeRUHlkDikUV?uQWvcGvBwG]UIegDfoRkMfW=fM[d`sfFcV@Ugf;WUkELsFNGECyTjWyvIymYt^GS]eEA_U;ER:wVl;fVuw]_u[sFZEutexdITb;xWEvQUf\\[cbeXsSHiyf=Ef<ebRMDgCB?QCTwfVIrCcgdiHQCiR]sOWoj=P[`RGDvrMkUEWo\\o:`mlaxcYTdTWkuOJEr@lPxMycynsUx`IV]mKjdnYhxL`SbHnXhKhlpYmOgPUoPsfDklPMYQSL`NCdU`Dsh`VCQlgTUp`oYuqxHLGPlMLUDLWGAPhDSVAk@]R?Pm^`Sgmv\\dJM<P`iOemVdMpvqvGYmc\\\\J>bvn^n@oo?gk?nFAn<PoKh[f?toqoWWqPQgxxlivelvoMif[fy;yuf?l<Ap<fcRhmTFg@piyiyqoxMA[TXdcPh@NlIG___[?Gp<OlEFe=FiC?_pWvRfnCPkVhpxO]]>eYp[ZImGnde>tsImo>vf_pa`t;>haNfpXgQq[\\a`ahjs^sn^]:V][Ao^OgTIbrIsdog@o^]oiDvcUNAKIj=v:McO[E@?YkWxb[I;]fMGEcyybSfc?Ybou>wRGQYB[EReSr=c@=XSQpxpytYwwUypIt`lmwTYPAYNhmK]mbuL>=VC=yyTNMqyTinZ\\xF=sRuVfiuuxXSQp_EpBDo:Pu\\TSP`OlIOOEL_xNl@S;LK@ekTdreTn_pSWPmTEjZLrp]YdTvvMKSmuCLn@mldTSLXtiaLGlkEMRpavCYl]MjCXLaLleQmpdWdAYa]kX`JHTL:ILcmKZXOBDkX<KTHPQaNjiUdMWtdR\\LSdmRFhkIujxQNWtl^tLaAotTP_Ms>qJcHqausXXoQuo`Pmu<YjAnKdW?QkOdXdatcEW=HVJUJTAQStjDDlL<QQmoV]noYQqmwr@uh\\JxMtu<sFatn=YB]R>eQv=yJPvNmoo@Po\\SmisqtuByqK@sWUM<pKWLQJIVfquwXmrPpuPuduneLjJdpRTxKayK]QCywxpQKhXRHTfXRAYNy<Su<XZARhausHSU=PwdwKLV<mP`YkMxNImnepNA]TgPUoatcXT^UlYlYrIjLpShiP=XrbDvk@K=EnM`ysYxUdnCPkVPprIr=xJ]HYRASdeMl<qVhONHOFakamsVHSYpQwlR[@J\\PvSmqvEykXVAAucTjZttThPeMOP]oBEM>HjX@u:qYLLYHamsDV`TPH\\M@@QVtsp\\O_aRIUlSDToduIikUtPbprH`MsLJa=PW\\sNxOYmQMdP`mRTTWtaqKYnAusSXPAAMKpwvUv@ikJtYsPX_avP=QLXJTAQt]xbDn;uqhuPH\\uF]r[UWFyjaHuWMjsAPNqoWUm<EmkInPlZv?]EguwXiQocrVs_fg]I[?OkNF^Ih`iouVQiUw]`A^=>p`Os<^cpqt@F_rHou?k?n\\IxoTgsgV\\CitkWqMfbY@_mHsL@pNVc<aiSWp`glyorOfxTvs;?h\\GZu@tyAdm?dkVpAIea`uWHugPph_yUQiXAZSAl;V[CYeVAkvijmIsc^bxfnhqru?`L`lynqxpqNworOdd`dc`sZneXoeNF\\lOki^q:PeOyrAyfeqtg``J>xMFZI_l<On>i\\?f]cyk<a]@Q`qOa>P`BYprv]h_bkpbTi^lIgw?kPXhaqsKy`jxuTgpKojAN_T^uCOm`fk\\O`D>k`gsTHli>_OVoOWo@OpMXmhQyqywIAs>i_hngqW[eyb<hZZ`cLF`FIrfAwmOunHgoPgOQjgAtdNohytix]C`[A`kWVap^jDW]kysyvyR`caQxyxq;plmGbrA]HI_SFn]wrH@agivEyl[>v_XcQPd@?ta?sCofbxpZGr<X`aos^w^xPwfVxKXkCqdbh]OInkNoSn\\:pxJWvLh^E?^iQd_PcKiaJF_jH_?i[\\V[?@qRqiaigWNkZQfs?uK`b@QvSnltqjF>c>icR@`;V]k^\\s_njGv<awcatcX\\tWrT`]ifykyb<n_AYuKQ\\ehr\\akFPfcGoSg\\Sx\\wOtb>vI>yCIymUbyB_SeUAEgaVKOHb_SSOHUkHf=Fp=Xm;c;_G;GebMFkGGOYbuWiuitewTAgCUkr;AyUkCPGF=mBFusFwEiSCoQs^GSMOT`_SCSeHQeoSC\\If[edUcBjYG`Kf?[VIKi_;XJeHVIWhGuUoVHai?AX>cEAsfBEd<mWmqFMKTRODw=dVCFpWVAqCTqFr[c=KWNAg;_wr;BTSdDGv]YiOUXCYB?WVEGh]url;IX]R;[b@AtXsWc[iZiUnIce?YuUYUWC@mt[?gmqYsivQKESMBJObCcCZOCDIpQlLiYeY?mRNw\\_fvwk\\PgvAykAk=ge\\oofqiL?vKObP^n`^Z;WxfFokWv@ACIIfCc?McaAhr]ECKhQwEO?CBocIei<AS;eycOBeqdYMERIVtaxcadLqvYUBcsIu_XcQRoOFwQC;_RFsHf=ujEulgVWWIqmVUAELOxMsb]WdZsfrGisGVuirEwDUWUYGIlwSYlQ?isSAMu]tbHTHQSHPTZmJTqqJxMk<psPuAPVCUtnIoH]Q?@kLAX`LrxiQeMQvqmVaVhhYlxjvYSgqjUIpGeMamK@MnqlPrLk@qSdUNSqk\\UjnEv^lWmEwBtr_DmTXSftw=ptgXU=Em`aOt=nj]mT]j<Es`yTX=Lylu_TTm=PYEyyxv[MNAmlmaT;PwYMysTXhIPJeUSiSN\\K<PKPTQIIPqpQ[`VlxK^@s<HVJUXFxqyxQYDsO\\ReQK_QoRYkQtOVtL]eTKTVDHy^axCdWYHOvEhjvxuv_fF^lFiDqwhw_AwqlPiH`uixZcNv=nbPFtXfnF?nXp^t?p]h^;iyuyxKVl_pZO^bFQrVod_hZ?>a=vuJXwZFr:vq?gwNpm@GafHbhnuUvd[FqKajCimGobUQ^uYxayssg[DXcrnmiXkOAlTFeRGqK^]A>fLyxsIsM^p;vfyxvIfqfpaIakrXlVwhNFfcIZ>gqPwjvwfj@s?^d]qiBgs\\ItC@[hnf<?\\mFtAoZEYa[Vc<Gm\\qi\\f`hwkbot_F]II`a>r?Ixra`b``XN^>f^E?kuhdFWgoIgVngxaysIqlgViG_wEfSs^]Tl_dCQRbOD_oghognoWNqCMufHefLIF^AFCCIeuWjAx[YR@UWMqfGQr?WCSgb\\]rvaD^[c:AxD=fambyyi<gFL]fJ=IYKDVerNCGL_yFattwblCufUEI_CX]HsWHMqWaGSvMbIaWjmy_KCAGgWcbDWV==fG[bVOfF[X^UiBOCNuTpUYVowskf<SHjoueIvRSx;ODv=fPIhu?w:OUFguWOvQmcmkrpGFJewskEY;G[OCFEGJ[TJCIWYtZMBeIWmsro;VBSfwsRguBYeXk]is;BeYuSErKIBVOBewsUirc]GUKbl=sZMb?qS?=C_ecH?tIiXHWSDGW==TEMXnAuIMYiQTBwggOtkMsyOIRobTauLqv\\UYbYeVwSBqdgXKQlORxpZTWPaoxpqxxnHemLXl=aqOxumQMJEJOIoMuRfhvcIwCeLZtl:dLDdj<E^X?v^Ya;HwGivXngDNtQyoYWxPa\\?nfI`]Zos?F]Bykb`uVau^xfY`asOxuamyWdb^<EfBSIjMxW?rniuqkWVAXkgueGe`cSTkuXuixeUxKV=gICMd^CdUCH^ABeyXWiuWIwJevl[Cg[ilMg<EfJ=GxYXnOYoQwOiuuwXMaUlQYyqywQWOQgGgEukxrIx]qUXmUGSEp[GT]hbSyq__livEIwGW``_sBIZ=xZInap_wRvjSxuDO[dndf@ed`dcpoWWqTwh<IrWXaqoduF_NN[?dR_hTmivEYeyuIgetcXdesTgHgUupgvoqnqTWQqoGTmHMmnDoREp\\]wFXMqlwDTMHdMt\\JmPt=PYtMY`XSQpWDalcduuxXQxYqiLNaoSUPsMx^iYuqxGMmnDw]xRI`sYqnAUkPdO_MsNPWadj<E^Bv\\BFxohdux]rnloHrtxvuV]FYeQwdQWwgqqkNf>A[nItMnv;I_ly_Tp]Xn]lq`KOn>OugP_NN;DVuhT?PB[DDcfOeb<E>oTOKK?NbcSb\\LDdjLQo<EnJ??OtdOR[@DUODjB@SBLx;AXoQgQNaIIiyatrgxditwXiqquaIcLGfYv[X^aBp\\gNmoId[r?weYwE@Edy;cHswrGX]qbMsEKSf;QvN[B>[JmqvGYyvlXg\\w]qwWYqBLxkyKlTtZEXhLL_LSN<w]tR=`yu<KsMLf]JJ`y`isUXvAykqQxlQk:LpFimutPgMunhNEmlF@Jl@Yr=YZ]lBHTthpbEt\\LV>TsgXUqpRIpMw<WJAnB<NEQqoUwZmtThPemR:DUj@KwmsQtUvEn;QL`@tlhVEARqyJCUoNLYKTvIqw_ISuEL=mLsMuj]rJhJATrnDL@mLGllj<MfltAim@=JMAWj`jo<uw\\jgyysqmEPR[@DcbmOStcT;OR[@DU?Bg<_NN[?PtdPB[LDfNBNDLBpTwayvqxhiuemynMvfIumxoXeqLeqe\\LDdj<OwyAfhaushsTh`UOp^GkEhwQWaGP]oN[B>[BNwZyZIn]N`_SOh?QkOvxiyuQhavwxpiwUQoqgj<[gpyInfIqmwfitahsYmFHf=qjOWoPg_H_mrnt=nuTA^UynIwmHYlavkQxlQOr>H[gqkCnvgPb[@DcRrcRNAdxERxyT\\KUn?WAsCX[ijEv<yGy_y\\eynMt^GSXquXaHcgVDadciuuwhAwbAwgiwWUoHg=uimc[YGQsGX]YmqvGsR<EsgYuqwitexdwiywyjIv=YcNCG\\oFK=GNKkyATqPurHX]qLgLUnPWOQoQuoXeMt\\XRh`fvayvamIg=p:gtewTiEulgVXais=TiAsKWFEudhcW_aTJuhheuywyxYi:Eb<SxaysqIxkIfOeUsOX_cEjuexcYNqEDcb<DxYQwPuYjHnMunHeuthXeausXPgDWEqlgtTf@U[tmX<Qj=VdatcHp\\ert]xbITJUN^IsMxjQaUsPXWPQoMOZ<>uux;gTovoSSP_GuyxiyV:mIWSH`]S`aKeHYNL;?cZahDkHf=uJSF@]c\\eJE`MsLXCPL_lJH\\MbmQduthhuytyvYlZDR<`kSTP@dxoYOQmo^@SKPvFImmDWLan[AS@IMwLYnHynesThPdeL?PR[>yi@tdxqyxyRIp]wlhfeTf^D_lrHh]qHoXGyeysisah^hNcmU]pRGPMFYn;tJIlMVdQt]xmuvHiWTapCLYxiwqxuTlPf=sQMx`isuYtIuQ?XNWiusXXApTuDYlavLyYUEX\\arC@QkMv^hSUpPV=KlAv;YjWXQqmnHemttVHampMJhIumxJc\\wpyjG=ysIywlYvAUXlmomsxikc<J:lj=aN\\@Nd<xZIRmYQhlx^lSV@uVlX^AsKXoQuoP<OJ=NcMt^^ofvfIqm_PvNxvXP^NqkWVarWsTX^?Ok^oksOynIwpiwUYf?QkO_nBGljHyRQuqxgYQ\\ZvxhiUwDikWXKDFQhkoCl?sMQX>sHimuv;XZABo?YPagSUrfGTX]irEbmAhlEYuEwLif]urHGhZaSSOHSuCuWYqqwXiiuExt_GSMh>GxJGr:=SnUv@iC>OyvYxIigYcevCYlQv?Yc^mhjExf]tUyhiUhTuDUYVE_gv]b:wbIsE@=R\\]bBKCogx>EwQygY=fY[GUmhFiuWiukuymyvIYgPegdsCAkgOUgPmivEyrUWxcgLefD[sDcSppnG\\SSPP_MSpAp[mKbxUypQYpLgLUNYr=YjBUjwuqyqyuMMPQsOXOQpOWMyM=SR<LJ<Ja]litUXIq=qywyxYiSUpP_dPiQuoXoVEqlmtI@oR<T<\\UoiwqxuttXLMxKlsKHN=mJalksEyliVNXRjakST`SWuN@[jOg]qrGHpKwwXiqMf^D_vnofoqxpqfXWghgyR^sRH`=VhZXxDf\\d>xp_rBH\\uyxiy^\\pjGV]Pp_WOam@ipysYxaYPkahgUqpOYoQwkYvaxXd`w[d>ex^_qwxfIuMPylVh`ashpoh`wcTf?ytixeyUyeyoqtgWUPyRgQDrsGYmiVwHimENivfsS=Or[OWKIvAYrMYtMGtj[RyqywIgpgbuYYoQwOIimuvtgXeQvNMXRwgiwWuqxgYV@acSifEudFqHrcVpYHaHRSpslOhgPgPaoSg]t^hZiw`iSqXgQuKEXpIwMyFOMgNmVGyDh[UZcdKuCGKEn;c\\mGumxfqsDqHsWXaqHTSXPsfpsWXaYqqwWAu?KUlOGdWUqoWekTf?f\\UilevDcuHWX=suCGr\\=RawHqmwVmTu]xbITvwtNueMmfFEUyoYwcRUkr<YBWoyV;yZ_VCCXqOW_aYfIVQUv:KiqSw;[REgxMEYEWFTgIb?rtidjQBvsCWOU?Chx]xm^ckV]h^ZS_pbG\\?p[SfsGisGPnA`u[Vyk`_Fyjo?_[@_WNwOYoQnl_@jZFsWahCNxp_vBIl<O\\eqtgXoPgoTHafWr@h[^YadIet@xmyvIyj;YtCv[Yna^v_Rwylff]qrG`rKfnUwkXfafxpoi_R?p:VwJigJ`]=qnK?egV_afiMoeYWqpgktqvNIoM?ow@f;QjPYrLynIw_qvfvHimqjfvwnQfNI_ZxZ_@^mffG^aqiuqwuK_m[G_F?dcPd_FuyFh\\ab<GkI@pQft=XtsYrC@^RowWYqAO\\mXuIHjBxh>^pXP]CVybGt\\hZ?PpWqsPgoTGkNVoQwOcuJUIQKfymUrIFrMynIGO;DGOReqtgwdhcUdeyBSyKMi@gvmEUp=cKSF@CG=Mw[KIQUwAuFH]eR]W=ccK=EQOfPegTmcaKRausXgUmoVGUXtIDnMwNICMGtjcRCOD__RCLrZ@NNUPpung]RhXvAykMyoRuxYuqxeY_QsOpUXmUnPY[UtbLpluQytQLUMFQKyPTkmKWLQNqwjlQw\\XbALOMrTipeUrfex@eo]tnbaJNumMqnGUMj<V:xkIxko`o[\\Vl]vBIr@mpfEubaU=QXBawRIp]lWVAqXlMX\\x:LX@dT:tnLiWmXlIpSX`QSlUlAM`AnZHuvHYmhUAmk;@Xs`kSTP@pvw<pDUoYLj:@j:xVIqmOt_rFgTYtMYxjIv=QpYhm=yjIv^ewj]Feb`oCiZOV_P_gLanChuCOlUwphGbn`t]yZH^]BvhpNiwQyoAqkWvTipewfWIySyfYHrU_^tO_C@fhodIVgZ@t`h[LXm^iowgoixoiNfhausX`Fqy[P[G>_`>]l^fBnooyvYxiLG]>NimV^?O_lnqrGx<niGv\\PFkTf`dOwNIokQnuyxiYeyq`HF\\b@uV_gy`wQxmryjS?vy>qGf`SGr<hZUn`f?gWykN^`ywuxWygXmUXerGgOwbH`]CQgko`<IrDWoNv`xqyxytf?dTg[MAnhgluGnm`fCQdr@h[WdeiymysyvlhfedHd]pBwnEylitnWhKuQp^LSN@WOQoO]PDTJAlKvQxEyOgxMKqPK=JLmJHlMv<QVIuBYuUYuOitodST`PPimnDMneRB]Tb@T[HKMlN>XK;mwVIqMUqpewSTP`=tjIUqyVIqmwXVAqky]ykyrLhNE]oyhMITQZDoomwVImomPd]tBmSX\\WTapc`WSQplemLQyaxnNeXWUqpeyoytYeMuEujHKtDQ<UVnAwKaTOapZqVyMp^Esh]urHNaQLfaYi\\o[DV<aj^xOd`MquXqUwOTOpyVBAl[TWPao_YsQxYjAv;=qjtJoPPEllu]XFUl=<Ok=NT]md@SKPNEtLh\\KMapDULmmwVIQAiyrMtEyliDwRQr`=luDLjMOhAQymyvML>\\TDhsPyoYuKCpletTHpJ\\Uv@ikJ]L_XLG@VRyl?PNhAv;wkVFaLqpgWeLhZu?grxkXfadvv_qsVHamvhhaemwx]?m?VwyvixaaGwkCNoKWN=hHGyn]rBGDLkVUyhiufFKIx]yr=fQiryiXJCRrcD<?T_UD_]xG;THcY=YxaxWSQ`exdi@wsqlgVe@v^;ObapcWPjMWv@ikeAiEXbR?ZGOwxiyuIvKodHFujPhNxcn?vH?df_mrFhZa^fpbuGpnGwL_agyxYyiqXqfQ]p?hsQx_YZAn[J`ujps]yrIXf?Qk?QpSIsU_]CVqnpgWQ]]gdgPeo_wRIpRijF>dyTy[GA_sqsuvUhrEx\\MB;Ov:mWt_wXiiuCIv_RC\\Yv]YBXnSXPaMUiQoGTsJDRphWUqptexdQP_Ms:ATNdQfymoTWPqoWUqj\\uYuYwiLTPp>@mPEnGLmR@RedYlQPkHpquwX]sM\\sBdpdetDdsx]yMDjN<RlpjSEpbMt^HSyTyfYPeiW_HmmtVpXqw<QFQjPPJ\\anSLwMynI`u<LSyQSPAnh=N@qRH`MC`U><URtl<`RjaxcYTPaSMPsUyNImm:qR?UkPdlIUV@akctqkHvjLsZLoQQOOMoRXmmPrN<UsQkOTObuLBAvJ@LfTKaPloxPTAR\\qj>Uv?YkAxq[mnkTV@AlxASSltUhw=qKL]nBETl`VCMQNmTheqfuWhUJ@AON=onIMausXhnhIRd=Qc\\Wt<McHmLIMYHrttXiqu_DJxpYwQuEYsE@S[lR\\dRD`RYPMsLX^Qqp<VQPR?PK?Huemu<`MsLXJuxFxMylu?qXahLiHSL`NCpMwLYDalctnGUmpdVDaLdDNl`Ur@S\\]j=anCUlbXubaJbErCtJsIyVmoVEqbXQCuU>`QnUMdUwCDXnLTWHTKHVIxKXPXjAv;IvkqtYurNHVwDVO]oREPeynSeWBtL<`nHemTprHQqaHUmpVlHtsXXaAx\\mKeIkr<LulXfUwyhTaEp;hKrux]]Uq\\L:ELm<V:AJeqMuxpnDMlHtRqjj`OEyKy\\yJ<wxUvZmjrMji\\r=QJd=uZeuMYpauSeYUttwjQVQTjDmPRxp`luEMuJlklHX_UMFYUDpphhUuPpKxu@@tYuSBAWOpx_=v:IjIpMwLnvyNLLUqpWGuuS<LJ<ROqV\\huNduNeWwYyqynHdulhVEtoxmYxUpausHYlatK<TtUxwRIp=PqiQv?YkNaRNmR?MkNDmvDYlQoOUobyuc<JQdOT]LhlY@`oJ=ONN[eNbpO\\rffDaljHgwPioQyoYwqfhdatNGoLggRAp[Gv<ijjYooqe>ylibGSEp[fPesUwHi[fECXtAyraxditEKy^YTXqixeytIx]yrjMgqwhqcIY_e<?EqkWV[htKYnAWTSC_aT?OZKn]kIvQ`fHn]v>cyNs@OqnGwXxayo[OPmIp[YnaVf_T_`mY`vQJQbKMf>ESMoFGYrAwCgWFJqem=UTahceVy]erCX`isUwhausXCy[yd<EfJ=GNCDvWUoOFSMh^MxuuVBEHTgC`Yf<cBD[L_PkWivh@nxYp=mxydYtaLdikXdQtetdhT_qYNej<E>sy[oWogXeqtJ=vKYfAucVCIl;XZARuktfYuqwW?QcOcEyIEe;G>acSSxXiiuUXaqswUyphrExLIUmpdOfmyu=q<EnJ?_VHcepghognOnhnpyOxv>hZAjixoiOx^Is_ygwpiuiwq@qkWvxHimq^qowVapXpuXquIymyvn;flyW]CymyvqVWbWWp`gc<ajCVoOWo`vixImoVGmxfIuFcdmsVHyIxAy=irpARPYIqmw>gvA[cb[DDfjm?gonjGNpWf_T_`eYrI`vY?y[^dsBUucnEhwiuQ_ylWTxMh`mI_AYx?esSX`yVIqesWiuWrDaidsfd[DDdryMjPuQK<wquTgPU_pxJ=ONL[jg[wpic@db^\\DbnOoJK_N;jPe\\Dfj<KgPONN;?C?]BsuFjYgQugXsIx]E;[FvMynIgviBk]BJgB]Dx\\iR>Al_isUxPImmvDKdyqqPrW`OKTrb<U^LrBQxLqjBHNEDMfIumxVKlNjYN@@N\\ul:uxAMpxiRxhLOPOOMK]ySqxYI]rFHMmlYvAyKTvCQwCUl`djSeywiy]ljf<K<@QK<RP`VCQl?]KATkBErL@QkMvBIl]tuxhYuLVr<U:=R:]rZUN<tyPioUEL=pTcMX`ece^ZWQwTh`e_pQxdb^\\DJ\\<wohT?PB\\<dZ<CgJ?NTJDdruHxy=JR`Np`lK]QVAY:<J:<j^PNaLNQENjDB:6:\"\{\}LSUlUk9PVEc2Jy0lKUJPVU5EU19YRzYjJCIiISEiIi0lKUJPVU5EU19ZR0YnLSUtQk9VTkRTX1dJRFRIRzYjJCIlZ2lGKi0lLkJPVU5EU19IRUlHSFRHNiMkIiUhRyJGKi0lKUNISUxEUkVORzYi

En markedsunders\303\270gelse (1000 adspurgte) har f\303\270lgende indkomstfordeling:

MFNWtKUb<ob<R=MDLCdNNZA\\_?[<J:<ultwDBB`N\\@Nd\\QgqxHYQfPkeXYUAuuPN\\LVEPViiU]pNpQjRDp\\URfDTnltRDpUdPP\\wDhKfiqQxTfAO\\Hpq\\k?TVQTKDPj:@kZ<etiusVytqvwvq=henivV`oaykmgsFIumxfihqqQeIQi`p^uWx`ikS@bZ>\\B^Z<`^:`vLiZ<Fj:?^JrDQB;?RZ;\\Po\\B^Z<Fj:afRGy?YkQv`iounyxqykGhkOq`@yrAYuUYuqawSYtr`wqGhkGgSQp_pq[vuRvxhiumhpohmvFil`s?Gj:?>CGyCgnYtawS[GhoUwPIRFag`=sJGrSIuSkRCUepcGf_ieuthSEUSE]QhyuwXiiQugXebOWT_OSO?wOwewSYp[Hn[h;Ub@CGL]fruTS?hj?hwUypifCUd@mv\\?RZ;LvMjPmkEXkmXpmXUp`WSEv<ijAikUtPn=wJaxcYtIqmwTqquwXQtIxW?dQ=uk?`j>@SQ=K>LJ;@NKhplqlgTUHmmvDUl`VCuUYuU>IPUMQqmwVMqnEwOXOQMqtPqTMUTMo\\urIxMYMqnEOdApausXhLelT^UKtEtWiuwQuoXWPqtPiqtexdlTf@MUtoVEql`VCQlZ@nZPj?TK<qUsPX_QV]XmUXUpawSYX^AskPV?QKatNaXrAxKQtOX]qEulh\\yODMSDkbtVYqSWPQwPYoQk<tRIpMGemtdpwhqwUp`esLhNEmX[Qr?hxeyt]huaisUxlhdUtHkMtN\\tuSQv]Yv=qwBlTAuRAavCyyCQRhuuxhQamsV@xjAXp@wU<oYeWMpNGMmqtWHeptiJhmuvHqpewT]K;aytdXdaXfAuKPKk\\jX<rh\\NidKh<TZ@rZIr=XPamsvtYxay:Ar:mxTpQwMQGqwXiqu=Xj=xditeHWadtPmoVEyQxUxETWAo[isUxPutXhaplPpdPUoPoFeS;@RZ^ovqafIumxjY?aLWvL>_Mnhsfhda\\fg[uNp_Ir=xZoVgPacSP`_^[AFjW_qrG\\PPj:qgVAqKAoKWn=xZINbBWp`gs\\w\\pNmUXmQx_Yoidatc@h[f^g^_f>yeixeytIp]wNbQxlevdHF^HgdgWuphj_whiquwFgLanxhiuQr?hoTgpTipewdWQqoGnw^pu^ex>f:AZlgZdPunHgMiuuxhmwvHi[eVbu_vAftexdIPkDPeoPgOvjZTD?TgOUo[xeMenCWZASgaro[cbAvZABcKtj[gZOuSSH`=ir?ibyx:efDedNgtJYHF]CiWXVYxaysMegawfawiywidkBguWXaiSSUXkIv=gLeCluDREETwxmYx]EegaXHivEydQcGT]fYuygWUq?sj;sE]RXUC>KB;?hlyBjuwXiIxeCh_EaisUwDDgCESCMUgkGhk?TWUipewZqSnMwlivEYynIw=cy:etUyhiuf:[BCywBId]sUv?Yk]wRIH>OxFIemCFygCUkHbWH[AH\\KWROBSMh^ERpuwRIh]Ar;WBbsTP;yqgXeqtAoCWKbLWioUw@_txmyvIYX_IsmfGUe@SIdoB>]R>=T:CisexdiTbCikUv@aD@Gw[OtsWXaqcYsIXkH?WxTahcUhheutggUuhpwWYqUgAcFibLWipewDqUdOUnkGOQwEiVbguPqtP_f>ciEmIkwXiqUgAi^EFBovNCGL]dfCULofl]rywyxYyAwEx=yeygy?d`at@EekWVAqYyiyqav\\;wxaWSQhsUYuUEnAHUSSOOGO=gJEFSwd<Cb:=Ff_y;;gMyi@shesivEyLwUGeIaysYwi=ubH[ogAV_=kdtRH`M?UkPdQl]vBEulhVuexdivfawFyqbUW>MwRHP]]LGTmcqsdTWomOR=p:DXf@QRlj=psUlPf=w_iv_eWgeKIiSSPP?xqJlqJtQE<xY=TJ=ltXyFaSqEOqpTgPUf<NpEywxYyqQVts<YpausbTRC]ngHmhauu\\KD@QXdQt]PvioT`ri\\TdPo?MQM=MeaxIMPMUxThPe=l<ykYtQ`eP`lN@UyE`R>LvaENYmqv=SXmX>aJOYVNAnNDQuXlA<rbaP@xqnyXQ=sThPedKJHSc<LB\\J<QsYlJvUV`XqX\\ogEjKdyvayFaXadXGLKapSWPUg<Rx=sJuTQuT>pNNHkjpUkPV?\\JCDT[pjc<riEkLdNJUrTqqTiKCqxpqxNYJkTRY@wE=yLPuNDJaxSYpUgqSL<lcTT`dWQdW;eL=HLOEpPhOUMTO\\qhPtBdosMMFLoo]Xn]tipL>xjAXlR=nmHWOHroAVw]qeqXeAyrAyThPemmsTX@qsHqOqmwVQx\\XT;@RZ<LvE\\h_tbH\\<^hKQn?geuph?W\\=Y_mnfFA[B>[b^er@h_PcOPv\\QvbV\\V^]Fp\\fvdh`mtfaU_oRG`RXuVauvowVIqbVfpQuoXG_GSMh<cBD;FbsbGSE`oSgqiEOfZ;SUUUUieusX\\?WO_X`ydwEygCUl_fuWiuOG@qw@sh_Eb<gBEKecqSjWENSfG[GYKIn=gxeytACMeXTmy]Mg_ud:Ar:uDQsDfoimuvHQuoWWy;u]MWqAgb?gVGImmUyoYWETlKfykHpkX=qbGCCEYtQUcQsGHidesdt?Si;DB[B<vuC^v`^cpxiyqy\\hbEplcVd`Ix]yrJXd@`[S>ndghdpdkFeoPgOQcQp_GVZ_`cSPpMwnH?pigoTgpTgpdgjRfipawSWj@f[FahaIm[xpYvivIpkWv@ysYxaA_ciHempntgxdI[IN[MVrDqqxpqBaeDYp_hBgrjIv=yvGYeQ[DN[bbabgAW=qtgWUGkXfWUqoGgaxnax^AD?OCOKiwUyp]R>]rkWVAQuqwoGisgMv>IkAtKX\\QymyvptlqvGYm=imtit\\XmqhWUqnO=obaYmqvGIMm>qcWt`xkcI`HXitaxcO]JOoNG_tG[_ic=nbH`]CFrMi\\CfZqxqyxiIqmwf_f^_NI]lGj:C>syp[fJuDquI@;DRUupgWmgVEqDMSDMKETKecST`;efevDid_YsQwTv]CMsxeytiOV?QcausXgGL]fBaysYx[=Wr[CCGC?KfdGGiIv[IBCoTgOUOcdvuxhiU>gxMyfIUwNIOWAWwEwLiNNPn]Xn]pNLEv<YOQmo:UlwLYnATIYK;mVJTPueUv@YkqrGXMPplPpsHqsBPXBul=DR;hND]ljTtWHS`dLBpkHpqvEylitexTceWqpWWQsPhOEeyN<fCqZxWygy`T`xditep[WNaJQ_PX^]V^GNoOasAXpSylTAgIFu@vi[voCO`JPrRpj`x^MG`Mim[ysXhauf\\LAjDf\\d>bn`tSgnDg\\dv_QooV^fyowVIqTipeWtHOm^AvZArKIptpjHFoMwn`x[CoanysaY[>N:;yqAFS_UZaDB[B<CbZDjvem<=NJ<K>NR?RZJyyLiEqUYSwxxDMq@=NJB;YUkQwODumxVyqRf`ufHUmPKOLOR@RihqsUh=xZI^t=yd@qkrAyrybIp]cxp?X]unmyviXf]Wfow@aWAokaXatFuxBseC;ulavCYdNGGMmVDadCaBfErS]sGisGURW]B@kB`qsWWI[YrYorBWyqywaisUHWjPpYxmYIp]urxHLetLf<UJYr=Yr>LYglOhlsSIuSaPfEkB@kRDQl]npaOoHT]aysYxymysyv:Ij=dS:qLIuSIUPWYR=pNZUsdhTe`oghoUlPf_ZfG]unhfXn]Xf[Qr?hc:qlhfet`sSX`A`jCaZfGhlOhlfk:`ofGyDg`Eih_Gj:?>DS?LrDQJ;@RZ<\\P;=FJlTP<K>LJ;>pl@bZ>\\B^:=US=FJ<[>T;Zvg\\Po[Iv[I@kB@ieqhoq_?xh[It]xbmxfIqf[ovFIm;Gb;OtcQZ;@BF_ev_V?qjgsTh`CvpuXquxgVAqkiauNr_quXquf^]v>ijIsMx^Y?u\\YrAx[iiuuxd@ocZ>\\B^Z`xj>aiY_;mvIyeYyrAyrPqtp?SKOFfExoixwcYtaXkQv?ixEgIymyvuvHiegMunGV[UsPgGbaw@icUSuRAu>Swju^\\Pn\\PuqxgyxfIq]N?q]Xn]OwNIowiywiqv`qD_lbFd[Pb?hlevdlXvUx@SIuSISsI;?RZ;DvYSoOh<=VZ=VweIvkYvAUuYgiuuxWT`_SCQd_SCf_EUSEEcFyQxEyGPqtPYd`cSLQs>ir?IrrOcPewgiwYcIt]VcEWSAgKUFdginEwLSUhyuywiuuxhQGOMg:arbUwcUt`grAyrq_WSQhnEwLadKGJJ<K>NnOxyE`asOxfyuyxygxiwpiwQiCQl_F_L_nRoqvGy=yjIfawfaA^[R>tthhe_`hAv;YjOGmxiyuYar>anowVIy`isUx_YoqNw_=oyuywyxhgQuO?oJG^bayQyeyg_UopfQRpOhlOamsVHjOXlcALJ<LJqoWUqnnnwqyuyw]V^]fbbV[>N:\\ovykPmwLinEppdxY?EQsMh[`fPNd_Pc?VbAar>anEwlhym]?wwxdwPioQwuwxhiwOYoQ_hn_h@`[S^t@?qPFbfhl^who@rifxJg_\\Hi;Qj?>xkIsMx^__s>N:<LPmyjpTp>cNnshHd]pjtHZUGn=wjHFv[IvMCM=dKyHh]ujixoisKWFAKgTOdbGvqotMCDKCbjoR^uWWQioIwMyfjEysWXaQb<OblmvFIG]yFJ;C>KbyEGesdisUXCTU?XuerDgDOyx_UuqwWiohnkWVAImmvFagXYiquWZAr;wIyaymitewTSqWeUWeEV[EHmmvFyuyuyWCXvgWUqhsSX`aitexDgG?WCQkVE[DHEHeUWeQIoMwj?dwSYpqBGKE^oSWOYmqvGYH`]sjEXkEbCWepcWt]yrIx?YcQscXcItYUpatYuYwiX[Qr?sVauV=gwausXdYtaXo`SxIV_eV?mtltXhaUThQd]tbPP_MsvUy;eNqEwOYoQYmqtWFaXQTyy=y[yJL<nkTV@ApwylYmY[XJoYKMyyndllYxaysI=UOYsQxOahSUplitUxpkWTQlPyrIx]mrhqsWXQGQmoTwWYaHFrXWap_wZ@r^HcM@]VabnP^hn_hotfHeSP`_OnGao@pj@PhbOdqpdgPeoAwKYjgV_P_oZFmMw`h>xehwrQeANe?qqFym>h`YwqxgiVAqk_[Phn_hvEx\\iNqoWw@GipX`rhxditEn[Hn]sNh^?fZ?fUp`gOqpgwT@_p`r>arF?mjFnlgvDisUtSeV<AHg=UbcTd_D@EtG_W[MuNcGT]X\\arCGEmkVNqXFgcGgSSOH_Qb?SCdwTioUp_WSUbducWSI@gDKItKaclkSamfu=T<_vosWXainICPiia]uysCKGdKoghognkEiwEykYvMenCWjewkWVAqIumxfwSYoIpmXp=YksbxKX^AScQt_GGcosPGwIaHVgyawexMTqUbdYBmyvGYeAaYuiwqwuRcHtabZAv_ivO=f:\\TbmWhmYcQt_lkBuSpYwQyOKmQqDyjIv=mn;xqyxQKqV>AkKDsLnh\\arCnZ<XbIV]p^[KGrk@[lv<wDemtfGS;_vCYdU;ul[YrAx[SR@_VGQeoCV_ax=kIOuhheupewTIHB_hvatcPON=o:ILSIxbIt]`JnL_ohldfdD__QHex`isNk?@v=QxHimuFmF^s_nkBwg]qaFQwuxhiqpbGt\\xfIqmYv];nZIn]fpgbIrPpwWYqAgb?G\\PqoVGq<xnZWaWprvWel`fC^\\:hk?V[P^y@FxGpo]N]m@dl`fC_k\\>dZaeJPbsPh_atV`ri>_=WuR>^Vps:AuUypiwwWYqQHgP`fSGyMnwpQgNAoKgwTipMngAyrx_ykybP>wKfp?VjmhfEqrVXnMothheUwqxgiVFkgAygFtMNgaXsJ`qjn\\=IqdgtdPeoPgkygkPf?AdLa_ZyjJFqLiv>WlnIwMYvdVmpfgL_oIvumVixH`_VjAv[X^myviXwiE^[kwyxii@Ae?n[:ht>ahFyrh^]UvjN_trik;xvvFilaboFkVOkp^pgWuPvw<prBagnxb@Igv^sDV_j`[AH]j@k\\h[RH[HVqvGylPuHXwLNrjYrGV]p^]xBXiiuuH;aXuqxgAhEkGT?iP=IsCI[ayxmYxMWOkF`;wuMYtMV?IsMLLqytgXUAQOmMTGqO?yryIyIyYRhk^XjfYS:iti@ld@wSxQyayMHkDhXJHMUDV_MjHPwePoOUolhJLpNlETITtFEQyyL<@RZAvZAJ;muvHYMeWkIxkINVTX>MrVToexTipjUqXgQu?ay[ljdUYKPYLHTwtYxam`=Mv<wipQqps@MX`LJMTvEtmKTWRDLLhU\\xQSApplw>TWwIXyQRi<rWHS@@WLQsOXOcAXHDrNLV<YvWajxMLB@lJ@LTHjuYtpdpQdmfIv[Irr@TXLX\\@mPENG`Tp@reYSQpO_=WttXhasdqlg>dLNg;IqNO\\Ix`KHf:a`>ajivi:QdSQbpVbqGlnYt@N\\HnjX`d:Hh[^tJVwCN`BekEyuywyGc]MUXMBA;giKWY;Ij=BIEtIuB[iXo_ibEt\\kRV_IXgVLWS@ubxCr@MwaGxR?rfQVfGHDeV>wUHkvvkbj]DPwWWQi?uUgGUmoB<kTsaHE[vt;YhSEOubUGwXaFk;WJAF@kG[]BZMysQytQecqe>eTXIRp[sdAt[WR[AY@iBP[ruqgWUi@yUrMVQoGWMIoMwniW\\YEhYBm?XVedWWd??Hb;EHuFMit^AfrgduWiuSr>uxdWW]oVtwB<_wgiwSkW`yvcYtaWdloTPwXueY`WBvQf=OxbKDsMDB_ysYxa?SKOBPObv;TsAcCPd?xvyycT?cdVluvhhOm>QZsWZs>\\nace@[c@y^Pv]OuYQqoSdatcOyuKr;[sfMx\\]d>OCHOehCT;uBXofHmY[wHvCevIc^aDA_VoCXG=Fv=fBiHWaCIOFnCH>oHm]G\\QB[YEckvbAwBOxJ]YFmr:Of\\[cLKsoYg<mw:YcBATbOBWYRGQyloenCToiDOWvRAtsCc`KF=gUHkEv;y_qbjcCbAGriTyUVh_UsOx_YsaeV_ef<KFv=RkctGOcIGh?_i;oBJYutYI\\]GsIhtUX:cU;Uhe_TcOBqGt=[xCCrKSXbwbWCCGAU;Aim]D@iejKy_qhNsGX]esAbDsF_obJ?CDaTH_G`Su`sh`SU<qDauVaeVEcWJ]YFog<=iJ?ScYsGMuFWh:eD>sXPEEV]RakgNGGMLoIMqpewDpj]]lcxJX]sUxPitRaxudxTipmbDTOdL?mPCaL\\MJm=TtllkLrKHlAtuwuxWDYLdyC]uahKbhJTAnrAqCUl`lPplP>tXwQoNax]MWclTHTKETVOem]ITp@rM\\xC\\JCeQApKWLNO`jiIQtmkVDQn`UgYK;`KR`QsMpTmumxVIDY=dmCIjZpUBPwFImm<tdTXCHQ=UMNtM]uLMak>LRypMNhQMykKaNe@VO@m@xXjtTOXsJUPmelXTriAoAYsEYkDDLDasD\\TDTrwiW\\YMwxniqQdXYOXyjdsR<KTasfEvQDT;tMmTqByLKUj>lOMPQ=hOJEUyLp=dX?msbPvf\\KGpL[mXL`l[HNJQs>aOO=MP\\NilrIyqwdNMhlM@MLAMLMX<mj;UlJtM>`TnqW`asShKHAj;LvZTPU@V^mxyuwNYRbMLkIKiPoX\\mPUPPtpNMtmDPapnXIncUP>TnHdsKDlZ\\Nv@OEers]rqMM=PM:]XT\\uVxoHeUZUKt`n>EkLDKIPnFaWTapcDUBDwBLQ:eUHHTALPJUuYxJThoiUkt@w=dYLXMKLvWeUWeph]T]XJw<Nnmpiuuh=XhUlrQj<lj@HK]@t@ppweytix^HLjXkPukDuOnyn\\TK[Iv[Iko\\PDMmZ`LcyMoLKTUvoXjdXNtUYuUnRHnq<mUuq@<Up=c=?kU`[SPq;_Z<xwYyqyV^epg=G`bxr:ioLVsPnb;`c<`r_`gSQp^hi@ng<^dD@nTAp\\grD^rb^]ZxusuSmyrYvI;wG_XJKF^UsbGT]?eiMU@myXSULSWV=EEKufgUiSvJ[FkKu[kwXiiE]SJaIQgtcST`?dyODi_h[YTZSRTGImmfDIiOitAKXNoDgKU:AiwUypiFIAFh=RCQUEIgPUYWcBngEKCD[wYgCweCBqIF]Urw=epavCuEVOGHmSH]BAKhJSBq[DPmHK;dBMH;UCQkGFmf`ohNAt;gB\\CGN;gvIUwiR^]tyogpis:WYbwdcGxuKYnAwCUd`CtLcy`CDYmhheuDcWM_TxQyeygnGUusB:sFOcGT]Tked;;x@Ubt]hg[V^sWWiFk?Vj=W\\EbxqDLIY\\ubYweYCh@kVW;HZ=bggggoXdkEicRcKfkouOGrboi<MS\\yhjyjT]PeHjHeSf<nTitVMNC<RGHWp@oXeRSMn<=Kq<lYDsYPQipW`XqW=JZEoplUdaP:XmUXuxhYuaxuEkv\\k:\\RDdncuLfESfHoRtLQtRXqJkARH]R@UjcDr;etPdtuesThPe<Uj@Np@P==p?@YdhnS]NH@u\\hmn@VsuwXiqQmoVEWNAoKlNU\\tM@X<\\NDhOrLJWMk@QmmtVH\\y^=VELsXTVcISOYYrMKsMTYpQw=Lr@u<=LJqs=TlQLtxeR[aNV<U;MpBMs<MoAyqTARbPYLduPlkHUYR`TBPRH\\rKiKHDRh@nGaJ_MM]LRiUrxhvDil]dtMaq=`S<xYC@JTiO>]ncqVtXUheWf]WNiMR\\MHLjyQSp`YF<WvPXYLuCPSPyXYdPO]KFhqvEylLRSdxyiOIUpEIMfyWA\\MIdlJQoOUO`UJSXVR=URpxQ\\u:aj:IQIimutnHeJ]YlbTmyIVeeTMPKO>[Ag^x@mcqwSWbS>\\h?`;@tIxch^er@devcDyc\\GjpQgRAp[Pqd`nI^]ONw_Nsj`i`asSNw[fcPorlYyOwweWnUIgyPi_gklFbeyfN^ntveWXaqog\\W_;_fIqmwNm@iviNpx_dlNgr_vBIlT_ZswdYG\\THfEfxxxh_WvQ_xwf]bQdGq\\_O]E>poQsOX_CO`Rn[gQs_gldfdNPjcXeqp_F_sPXmqvg\\N]p`gSQnrOeexZdp_SOp^pyrx^Ph_>ffawfaOtJg\\WAga^^>VvLFoGnr?Wa\\GoLgnRHdFg_TaoWWb_f]VyqywaunthheuouvHid>sLVwco`LI]AI`bxjrYcPinbFZKWmjqrqxsEApOIgX^ssXhaqkp_bt_[[qsVqrtNiLwuPPwOYoMxp;ocmnfFAtdIgWQqoV]SPhRfjRprDx]x?y[Wuphgfir:F`yFoSguLPfZi`nRi_bqkiwmBBeVHcEt[r;Eeg;yooXBkVl[D?my>UgNivvet@kTgawfAE<KDPeXq=e<uixeyPqgWUspmvRoyoCGvWbCOsneRG?VKMRU=xGMwn;IqqxoEgEuBvmTeUb;aC^WYOuva=sJGbFYrAyraKGdKcKOHccgfosPEwYAXBwbZyI>URgmdmSCCUiNIWVSHWiyJ]dKAeC?YAqD<cfxMuHSGnCWLpTCHT:tP`\\x]qJF]xSXPaMNkDPMtrXqqwUQwYPoMwNqxgYuMhXHtMx\\yyMXHajZ<qcUt`TSEUSvtVCQl_\\KAXn]XNlIl:\\RB<NDmSX`QSeuFiJFloqmvCYlAYr=YJE@kppVtXYf@UJMOGeu^uxMySyDLtDLZ`J`xMy]yKtuxPYoQO;ujf]PkeobyuyxQOqJ?dJKHv\\HWJtV>pMv<lF=KOxSu=KbDj;Hj>iSTMRaYwYqW`xyj@JhXulhVEqvGYm=qUKItKatCDYYAqkUJcYJo@P:UsPhO=eyJhjZ=QKhV>AkK\\xOLSBDoDILMdjCAQJ\\JCQRB=SBAukXVcpl>EjNlq]urHptPqtRMu\\hREXLalSj<O>arMynIUWqexepxeUsb<PbVigpewPmO?_SvnU>`ZslCXA_SK_XDsEv?X[QbuWiuoyrWrd]cuydUQhkUv@uSIuSNow[YrAGEEkFLKWRSXJAGbAStcs?ir?WbtUYuUDSCfbKcKQDGADoMDOUIyItewTi[SRuhheEe_B;;yRsb\\;bvuywyxvQHMAEfKw[=bRernorGWEMYBJwEtgwEiWSgHemtkWVAAcc]XrkR[QEr_CSQGFmR<iekSV@MtrkvXCsJOiQsCm=XechiSD@AFe]VTaxgYuQOVnYhtsD<EVTsSeEeGwIyaqgXUqPVH\\rChOfEjEWlSNyivaAHbiPqtPqdhvGV]p>n`If\\_o]omVQqoW[_Gc;^aQpu]?sbIvSYpaW`OI[YOgQVjEX[^?i>?`Lxw]yrIX`QPipawCws:?iMp^GOf>FoahgUqpOV_P_jH>ta>po^nXIqmwfVNcSgyoHjc_s>^uAvjdAt[XZmofJAn;?yQ^hEwxlnk>?``^q=Xj=?ir?aWGZ_VxiN]CgwX@_X?xoHlfFvGOrHocHwgwQ[?PqCgdwVp^onuoOYBqiwUyfhWcJkfkYGVIwbIt]_ctcrtuxhisJQfH=V_]IM?gAWDPUgPeSWYFZge;krG;EcaRCmYMkedUFiwFZwFPIie]WKyYdeREeShyuywS:ir\\cDn=uluxhiU\\MvUuES?yv;Dc;cKKU:WyZ;xwKRaCrE?G`oh:uWn[SWOg<_eXeitef?sR<MG?wuTQUByScYEVKTW=XOueBSVFedk_t=cbM_Tw]YjErs=S=iteeuXYBBETWyICIbNmeAmIHmhegxmSvECE]EDHwR]cxy[U@UTkqUTaejIUxkrK_wJeGeWHhwco=r\\cw^[I[QdhKTDSvwicNuXdCguKXYyIvMsKAS<;cZaS^kVBgdOgdPyvdqTjaisUxl[ERibSOux_dKuTnih[_t:GFD=x;kV`cBRef`MBMoHVKy]qyx]gTehD_D[iyIcEcyxXsbMmw:=GZWfnwxA;D;CSCEE`ctXcgvOEAmbOGyP?HUeV>CWskVdeS_wdjaGfEt@CddEf;wcsPlNyj^ARuDsvqMqDTaqVOUYbAO`TPMISu@PCUWcTR;lvLdwKqsU=tF\\X[TylTtXiPC=OIATdxX_DPW@MBlvRpXZ\\xCTP;AvlpwUER`=RheyKHywpvBaxalu;HNTiYL<Yhlvbtx;ALgaqKTtXpRxXO<<Pv]XulKhhjx\\MGtJKeY\\hMBlOyAM[`yhLXsaN^\\XY\\s[MLdHOQ@puepZlV`Xq_Qj`UTxYs_eY\\@ulinTEmNUSYyMB=PAikUtJAToOIYmWdafhCAp@ykYvkiF^\\?c?GwHNxn?wSPrBh_LvcbhZWgnyQhfg\\VIsiHt:_^QQwsVcNYbLPsYOdcAxPabOAvhy[p`^Do_yi^Bqo=pyPfyQpo^?t;wyYyh_>\\TXce?pJIbUgr_X[ON_ni`F?cbq`SahrywVicSPdEVqrOm;H[iQq>irZN]N``bptFwhUAkPvlMfZTIu]f_MNrc^[hp[bguBhe@f_Nw\\fV\\\\FfH@kooZN_lrx_UIcRYi`OquIsoydC?[nVeLnlywdn^f>f[hamQw\\Y_xq`^tI]oVZqFrmg`o@nopde?hTf]XY`fpZJy_IXqcYu<IjxPtoh_gxpcyc=xnAhxwv`wp[YV\\;>m]oZmg`Ep[tYZqigXVdxwkuAfEYitx`[?\\uqlaOuyvv^ayAy\\WOqnGopOuM>rTPyQ_bh^er@nhgv:gxXwqxgmOQ[ON_bH`efdd`tGYmqfyvayNipSfd:A^GowTipeFwIHmhIm`yuywyWwytgo:?^JB;yi>CcpetmkF`kRCESloY>wGeOusARogv?YcQKw^[cTetYyX>AcKcXdatKuw<?YxaysQsOWGMkVqKB;?RZ;DR_ILcwX[wfEulGgu]yrihpohPqTogGSUh`eTI_CcgTwiYE]dbCX\\arCcX[iGSDs>Pl?LJ;BPHWBpkHpKCDKCxkIxvQdwUuqxeYnlOUtvGYmQaoSUpdetdhMsLX^<NZ<vvIymAtjEp\\erditexprEx\\yVIqmkYowXpCEnMunHEumxVQquIyn:djIQmoTS@=SZ<LB^jOxu<PcOP_cyugGv_ivo>ijAfUWeUoiifEcXgQuo?SKOFgUupgSX_IsAh[UrJQsjww:GB=;VPisUwHmGXlanY\\Qr=txhYuUQuTQuUYueoXPMoLWR=UR]sSX`WYqqWn\\PnNYwuisnw`TiusXhAobB?^J>[>bAsejeUSAvg?GggXJyulKWNAGwittQIbUgSMh^EbtUDPUgwUi=eiF=RuMD@]B=<J:xji`N\\@Ndpnohpopya<N?LJ;@bZNeS?^J>;?JREeZ><DV_EZ:C>Lb?RZ;\\Po\\B^Z<BJlTP>[>N:\\of<LB^Z<`^AxpyGskYfxx_P`x[pqk@gjIbaV^?_iv_iJ?dJomvFiF?rP@mR@mawsXHeSGeS@jgF\\KF\\`w]tqhJHpZ^av^aOOoNwwtqaOHh[>ar>aeotfpZY@ilNdVYqqw_iouvx]vAobHdZ>^Z>rZYoVorE@sBAs_YsQxiGPmYQxPF\\vVxIxaxA`Gn^Unav?qc?u<a[jWhmW`GVeh`esPhlavCqgWQqS@jgnuXquvQuTQuT@jgVeqTgcGgSWNAg[MBp_sSWHaGWMqfYEweEcYAE=mbFCEoKWNMcNCGF=rPsDQsDMAC\\=v=wUBwSFmTHgcGgtyAbhGx\\kSAStjgFsMx^ygYuipcCU]tAwrGUrPcf@aS=qDLIxnEwLIe@gGbSS>uiCark[XyOyZqeC;u\\ME=OfBOxeeRuUH;?RZ<LBLlBpJMpOJ<K>N:[?\\:=m:=>LB:Qs<Cb:<^f`yyIx`isU@ob@_cqg;@bZ><_R]eVBiXBAd[sVIqewuT;wdisU@yrAyFVqEPkDPAh[URgetIysi]vBIdLYy<Cb:>xsaofYweYq]wrHHumxfyXo:Ar;XZqywYyy;Qif_gfOeqpggfqi>\\B^:=fIwSuuUFQeoSW`qsWWumwVIAwbAwFCEl;rJyvHieuSX`aS^]V^Qt_WS=KB<;ulMwNIgEydiSRtoGhkGNHOMmnOTOP=MNYLN\\LnHX]qrlhVEQs:<K>L:;yVcgVSEUSYrAx[QioUwpkWVAYUqhg]WCcCGcb=whfEu\\awfawhqwXAf;Ub`gSUoSR?H;kIHuexcy\\gRE_iv_ilkVFAYbAt[Sbd?VeYUqoWCuwE[:=xS_gfiwgiegSUpgwUyhUWeUWFTgt@QuoWWagSUop\\dRX`QsMnY=MPmmwTYpysytyfYweYMMTL]dMg<LB\\J<DR\\Mpl\\SVUoPeojAxjaYsQxWeqtePr<QRUyEuyeTVdqWiHymyvmHXsQx_AKeEw_Ej:=NJ<KxlJYTYWEQlLPlawSYpeqtgXSX`yYLNyHYmqvtixeYPamsf=Tf@UkPVhmWh=PqhkGhKE\\LXiquuXOPOO]SiXv\\Xn]XJ<LJD\\Lb<lpdWTUPWiucypheuDUl`dSXaqsekHqlausXHoiqm`]sRHlOytixUuYyuyVBAl[tXhau@]V?]R>]JwymhdUtdPVthsXrdpf<YtaxcY^ar?dr@h[adcPd_fiUOb=WbGisGidMWf]WfkwpVHamofGQmOgye`o]yu^xaSq]yniFh_nWqpI^<AmR@]fNsLh^Ep`d_vqQy?NllNj<PjfhogHtUvsYxaAYgNqb@Nbw?fu>`j>xOYOCH;AUVmvCYdaCXkEX`MiIAi_wSYoe?[Y^irEwDR?VnuemmSbqF[CF[[SykfPGtwmWeYVUWS:WuywYyOf^=xuywywR?eRkkdd=TEqdgSIcMt^kDtaxcYToOWOMR[ciMMf>EC@;eg[XDcFQqgWUgOqrYUtawSqkUD\\vBIl;XJAlTepTgAv;YjXquXqTPmTpppphRD`LsxYyqYkQv?ynGUm`]Rp`MwLYNTUdmtfHqquwXiPemtJxTo<WJAj;dVDxTipUWAOxljDMM[Iv[IPp]wRiNEmlntWXaQxlQXxUEUSEMTGpRGPMGDMl\\VuqhavcX`e[Pb?Xlavcl^fTf^^Fbv`isQh<ajCV`aosvnhfA]]@\\Pn\\`AvZAjy`wSYpAVwditexbDYudhdePb?P[[Qi]nbF@^ba^SWePf_T_p_WsPNvuFrkAykYvcXdapukXfAAj;VZtnhfAa`_sRN[jy_k?n^GsLx\\ine^_eBP\\CotPNqw?X=xdgTe?EZ[GTQioUGl_RCiDLSCysIyoiwUy<IuFerVCIl]GR=h:AGvuinEwLAI?SCgMunGXlMX<YTh]urGbOcBEkD>=bSCTJSSbqFr=D;ccR_YFub^_IooiBgdKQTTQW`eEngT>KSX_Is]snuflWGOMg^oHPcGT]TyoBwaDLcYc]cTOT=atcWTaqsWWSxIv`qvp_WSQhPigUUd]ssYwIYsDg_UsOhkEhlCdK?RSqiwUYb]wjIv=ATTmfFDquXqy\\YrApcUt`pR;Qsb]LL\\V\\TkTeQkMv>DkZQx_YsCMK[uOlmKQuTQiSUpPSAuRaKWLQNhjhieIOpp`ex`iS`fBWi_>Z\\^sAyrAf`@aimQxlQ^VacSP`_XcQp_WXAWdxAijCgt]xbIblwFOeinEwLEylivCexR_W>ATO=VNAgK]Fr_SvouwWYuMYtMrPISPqdMufHexeytiuuxgYdetKuBP;EH;eRsV;ADrGeg[FS;DUKh^CwI;D;UevCSUeEwKYnmrFGEkQE\\\\uAeYu\\ub<nsHK;XWqqwWAqCDyMTKsPX_QpmXp]mtOXOQmsBPVl`qkUxm=JATo?LrGTRHMWSPN?MKNAMxUQf=ujTvlhJlTNG@UwPYoDo_UuphWEelddRhySpHv\\Qv<@QjLKMlquqwuLPwewVXmpLQ^tYPlLPDn[Hn@TvO`lgERu@niyyUhPa`SC@tvdYtaP^hRL`rP\\P_DSjTlgUypiwJlULmp?@vhpj]IwMyn^EvF<LSLlPTwYhQumLUTMEdNm`SJaqpewTMTphnkUv@IK]TQ`HnFAsv<P>ek?lP\\pRFhv;TljAxjIMmlVf]urHx_YsQ`odXKREN[DNPqdMwNUEM?iF=v`[fg_cEwbAwRtaxcYsNGG]]UkCuBqSrwFK;diYH^AwjcwL?UEoDgkXhauC?CjKiqWfZeBsxyvyvy\\SY]K;YMU`PcMvgiwGXX`UsPhsRtRayrYtY^tsjhpohjOxwWYqAql[TR@@P:eJD\\LB<KB<NIpPhTXHt]Rf]@_uFpKgT^crbOWOQgsOitor>arZwRM?YuyFF=eJIgMuffngjhm@Yg[xmKPtlv^]Nr`isUXwNIo=XmJ`yOooVGqpgwTIempfwVh`akk`pYffCO`;OiAH^>?ZmfugV[>vpCX\\aN]Wih_gv`>[wgv`f`d_t:QnGWmpF`hFcvFiOndH_]RIuSI\\nYv]YvQaoSW\\N^\\^Yv]YhvAykoiY`asOdx`isQmoVg`^qIn_CQjnQZG_c:G^eybbYnC^ywiy[gvAwkXfdf@eKgu<qfVWn=WjKiy>GiL`kLh^EOeSGeo?wJIZpQiwQYcYtax>_xJ_rKqTAWXaXXlMX\\]XJ\\PRXR\\dXaqsWXKQlO^DXPmUsPX_xmYxuPhOUMLxil_TSPdwkMsJAtJaMsLXRttr@LeiuVauj<TC]v_UsPHnRHml=x;MTx@uixKoqL^MLEdtsAUn\\XbAt<hJElN_YSCtMnULvXJu@xEXTapSK`NKHLhhUuplYUNlhNKqsZuReAxiDV_yJIlMZIjBmLItKIlN;]V^]NsLMdmjY]yMAOhqNOALOdLODLKDj=mQymyVlQ]eLKTJ_HpTPP_MSgqyx`nF<wp\\Of\\k@TPJ\\pYprAlJ@LVKDOyhqwhQ`<PL]nJuTipUWAp[UREqlgTllhOFYOfEr><MEHjZhs>tLPuSV@QKxQymYomNZeytixFapWTQp=nRXllhOB@psXXaqSWPQOtY[=WN@tQULFTwR`W?MkNDusXXaTsUtPh]ycynYPllhOn=Q]QrfLvQemiiRSHLnYSOPO_PKJ`N[Yy^HwPqtPqRKHVZYNQmoVEVdeoXgpT@cF`tGX]qNiqqwW>\\J>jqF]K?\\uphgQmlWlMx^IOv`^Z>nnSVdhndAVnMi\\YHoOHmW@hjPd>h_T_pRgpdgtDh\\e>wEpywYyyY]RGyFuFQv?YcGisGyvIyMYmqvEYlavshYuqp=Xj=mjFDMbyJ]QqYyW[Qr?XL`\\SR]pbETkPV?AU:Mk[qoFHO=Xqhgh@GxVFdB?cBPq>nw]YvmAykYvhiuuX^tI^:PuoXg=_sfwymysyFkuajE__Lq]V@clHx?@vBWdQp_WOs:_tixeY`siykyny:@rPx_Yoc;Hh]qrG@]kNnOWoPgcUp`gotfHeLop?gaL@vdQwdPn>FyJAl[VbNfn[grFIM]e?StjefKWFAMTlCGUQrNKFSKgQugXAr;WBWgeWWWOQg?CbGoEwKUe;HgMunKb:erDgDMkiZ=IcMJ>LUYHP\\Dp:@mGaXIEo_MsNHWNAoK]OqYwQysBpmbeNNTquXqetP[xy[HVLYn;Uj@DPS_ZFpwdPfl`jaauW`mV`pQwhwX[xpqxXpawsPw[ufmuvhh`isEWOxc_gvUx`isEsDh[YwoGEWcEWry]c?ISXyCVkbBiRaSe:gGaysYwF@IDWaS:qDIuSImYM?ixqyB=dUUdG;wyUuGAYkkXfAUAuRAUVsSdvqYnEwLiVCQd_kRqAtgYUkIH^QFp_Y<AS=IrBecNCGL=d?Yir?iJ?ETYuUyWYTQshthhUu`TS@vZAvhhUuPvXYx`isEmmvVbAp[?qr@QpQosVHaUapcWrlooVGq`asSXrhIZ;FZ>wf^`s_XcQpvHimEPf]whRNm?XsQx_IomvF]HggLanCF_Ufdw^irAxNIoM_^x>_XNgjV\\B^Z<Fj:a\\kI[Qg[OI]a^r;opfGuVauVQwNIomXhaqcbxx@ikUNo:YtaxcUipew`t_xbWcEWsZ@nZ@mR@]Yv]YvZAvZoQrJN[M@r<GpJPq?hj?xjAxb_QsOheWgeEx\\iniZAr;nx?xn[fhmWhmquwXiMXjrGisGhrxbIp]?pj@PxuxgYqaBO]xxlkV\\B^:<UsymqIYoLWNASwdPyqt<TmpdWDylitUOQoOetd\\pW`OSMPPeywiySesYxQyEqlevRQxQyUyetgXUQlUQuTkTn]XnUmpfEqgUuplXiAt[XRR=URYjAtKxUygyPntXtaxcYn\\PnRypPeoT=tyEj<dJ\\LN\\\\VFaJ<Dj:=Vd@y>XPRiOT]p:eopMwNIWQqoWEqlevLuwTatAupheuvhqwHNQexPhNoqJY\\Ljhpoh`\\?_cweYwexi_N?oJNiTNfpOhlO]p^gRNhSfaGV\\aGsLhfSQp_G[iafpNqA?w>N:;LveOg`uhhUuHkMtNXQqoUo>EkLlPplPapSWPwUypipqhmRHqoXeqt]sRHPQyoYuPMiuauS;HT]pRoQwOYSypmXdQt=oEqrB]VnDPuelcTT`<Qr<uDQsDQr<QNgMun@lnUp`esbxj]LMWYJZQJ;@RZb?oTX]hbEtGWEqKyqywioIJObXicB?c:WTIkEv;cDgwVIim[CD_swKYnAgt]e@KwGIemHX]qr;ipviXZAr;dSettixUy=tZHRsMx^ItX\\w=]VeuK[akYtQxquwXY[Hn[`l[pvYuYwiTwiVauVQupheUSTP;@RZ>\\PoyaYkNNuQx^:o[W^snworvdyQogQwofkdifTNuE>cSgd?adCikUv`T^dh?x@iniahJWsTYZ`H]n?lkV\\BZjtc=xjAxJosO;C>KB;LlZeVsXPE=NJ<K>vmDFyLXn:?^JJ[eV;@RZJ<Qc<FJndP>[>N:;LPmLB^Z<RF;YEydVSwNIgMWIqmWM=srKdashlOhDkCHkH;SULafCUV[EVK[DN[V<kh^esTgHWMinuCYkInCBU]t]SyIoEwKH;SUlmvFIEQsDQKETKW<khJCr\\SF]ctU]xGgEPqtPIF[CFiQytAbKIu\\ME;CEjCrp]wRIxoKWxUsMGTAsCX[dfeRZ;DB[B<wy;oeNoGJ;C>LJ;@@;<DF>>CSLsyIAC]YH[QS`?FD;B:;B:MTKWDKWgJ;eZ::2:\"\{\}-%%ROOTG6'-%)BOUNDS_XG6#$""!!""-%)BOUNDS_YGF'-%-BOUNDS_WIDTHG6#$"%qkF*-%.BOUNDS_HEIGHTG6#$"%55F*-%)CHILDRENG6"

Udvalget af en tilf\303\246ldig person sker vha. en tusindsidet terning:

PkkwdGlsZnxheWxkaWdwZXJzb25HNiItSSVyYW5kRzYkJSpwcm90ZWN0ZWRHSShfc3lzbGliR0YkNiM7IiIiIiUrNQ==

Forventede indkomstfordeling i indkomstgrupperne (promille)

PkkrZm9ydmVudGVkZUc2IjcqIiNrIiMkKiIkeSIiJEIiIiRWIyIkIT0iI20iI2A=

LUkkc2VxRyUqcHJvdGVjdGVkRzYkLUkkc3VtRzYkRiRJKF9zeXNsaWJHNiI2JCZJK2ZvcnZlbnRlZGVHRio2I0kiaUdGKi9GLzsiIiJJImpHRiovRjM7RjIiIik=

Det forventede udfaldsrum skrevet som en r\303\246kke intervaller ( dvs. personer med nummer 1..64 tilh\303\270rer indkomstgruppen, der tjener mindre end 50000 kr. pr. \303\245r)

PkkndWRmYWxkRzYiNyo7IiIiIiNrOyIjbCIkZCI7IiRlIiIkTiQ7IiRPJCIkZSU7IiRmJSIkLCg7IiQtKCIkIikpOyIkIykpIiRaKjsiJFsqIiUrNQ==

De observerede indkomstfordeling fra markedsunders\303\270gelsen

PkkwVW5kZXJzfGN6Z2Vsc2VPYnNHNiI3KiIjKSoiIykpIiQqPiIkTiIiJDUjIiR6IiIjXyIjUQ==

PkkoY2hpbXxgeWx0RzYiLUktQ2hpS3ZhZHJhdGV0R0YkNiRJMFVuZGVyc3xjemdlbHNlT2JzR0YkSStmb3J2ZW50ZWRlR0Yk

\317\207LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYlLUkjbW9HRiQ2LVEiXkYnLyUsbWF0aHZhcmlhbnRHUSdub3JtYWxGJy8lJmZlbmNlR1EmZmFsc2VGJy8lKnNlcGFyYXRvckdGNC8lKXN0cmV0Y2h5R0Y0LyUqc3ltbWV0cmljR0Y0LyUobGFyZ2VvcEdGNC8lLm1vdmFibGVsaW1pdHNHRjQvJSdhY2NlbnRHRjQvJSdsc3BhY2VHUSwwLjExMTExMTFlbUYnLyUncnNwYWNlR0ZDLUkjbW5HRiQ2JFEiMkYnRi9GLw== er 33.68 hvilket ikke fort\303\246ller s\303\245 meget med mindre man har noget at sammenligne med ???

=======================================================================

Derfor udv\303\246lges 1000 tilf\303\246ldige personer

QyQ+SSlFdGZvcnN8Y3pnRzYiNyMtSSRzZXFHJSpwcm90ZWN0ZWRHNiQtSTB0aWxmfGF5bGRpZ3BlcnNvbkdGJUYlL0kiaUdGJTsiIiIiJSs1ISIi

T\303\246ller hvor mange der ligger i de forskellige indkomstgrupper (efter landsgennemsnittet)

PkkuRXRmb3JzfGN6Z09ic2VyRzYiLUkkVHxheWxHRiQ2JEkpRXRmb3JzfGN6Z0dGJEkndWRmYWxkR0Yk

LUktQ2hpS3ZhZHJhdGV0RzYiNiRJLkV0Zm9yc3xjemdPYnNlckdGJEkrZm9ydmVudGVkZUdGJA==

Efter gentagende fors\303\270g (af de sidste tre linier), ser man at chi^2 oftest er mindre end det observerede i .

Vi simulerer med et utal ens udtr\303\246kninger af 1000 personer og gemmer chi-kvadratet for hver fors\303\270g:

QyQ+STNTaW1UaWxmfGF5bGRpZ1BlcnNvbkc2Ii1JK1VkdHJ8YXlrQ2hpMkdGJTYmSTB0aWxmfGF5bGRpZ3BlcnNvbkdGJUkndWRmYWxkR0YlIiUrNSIkKyQhIiI=

Viser nogle af simulerede chi-kvadrater

JkkzU2ltVGlsZnxheWxkaWdQZXJzb25HNiI2IzsiIiIiIzU=

Viser det hele grafisk

QyQ+SSJIRzYiLUkqSGlzdG9ncmFtR0YlNidJM1NpbVRpbGZ8YXlsZGlnUGVyc29uR0YlL0kvZnJlcXVlbmN5c2NhbGVHRiVJKXJlbGF0aXZlR0YlL0kobWluYmluc0dGJSIjRC9JJmNvbG9yR0YlUSpEYXJrR3JlZW5GJS9JLXRyYW5zcGFyZW5jeUdGJSQiIiUhIiJGNw==

QyQ+SSNudUc2IiIiKCIiIg==

QyQ+SSJQRzYiLUklcGxvdEc2JCUqcHJvdGVjdGVkR0koX3N5c2xpYkdGJTYoLUkqQ2hpVHxheXRoZWRHRiU2JEkidEdGJUkjbnVHRiUvRi87IiIhLCQtSSRtYXhHRik2I0kzU2ltVGlsZnxheWxkaWdQZXJzb25HRiUkIiM3ISIiL0kqdGhpY2tuZXNzR0YlIiIkL0ktdHJhbnNwYXJlbmN5R0YlJCIiJkY7L0knbGFiZWxzR0YlNyQuLCZJJGNoaUdGJSIiIkkqa3ZhZHJhdGV0R0YlRjtJKWZyZWt2ZW5zR0YlL0kwbGFiZWxkaXJlY3Rpb25zR0YlNyRJK2hvcml6b250YWxHRiVJKXZlcnRpY2FsR0YlRjs=

QyQ+SSNQMUc2Ii1JKnBvaW50cGxvdEdGJTYnNyQ3JEkjbnVHRiUiIiE3JC1JLFNpZ25pZmlrYW5zR0YlNiQkIiImISIjIiIoRiwvSStzeW1ib2xzaXplR0YlIiNJL0knc3ltYm9sRyUqcHJvdGVjdGVkR0ksc29saWRjaXJjbGVHRiUvSSZjb2xvckdGJUklYmx1ZUdGJS9JKnRoaWNrbmVzc0dGJSIiJCEiIg==

LUkoZGlzcGxheUc2IjYlSSJIR0YkSSJQR0YkSSNQMUdGJA==

LUksU2lnbmlmaWthbnNHNiI2JCQiIiYhIiMiIig=

<Text-field style="Heading 2" layout="Heading 2">Eksempel: Roulette</Text-field>

QyQ+SSlyb3VsZXR0ZUc2Ii1JJXJhbmRHNiQlKnByb3RlY3RlZEdJKF9zeXNsaWJHRiU2IzsiIiIiI1AhIiI=

PkkndWRmYWxkRzYiNyU7IiIiIiM9OyIjPiIjTzsiI1BGLQ==

PkkpZXRmb3JzfGN6Z0c2IjcjLUkkc2VxRyUqcHJvdGVjdGVkRzYkLUkpcm91bGV0dGVHRiRGJC9JImpHRiQ7IiIiIiNd

PkklZm9ydkc2Ii1JJFR8YXlsR0YkNiRJKWV0Zm9yc3xjemdHRiRJJ3VkZmFsZEdGJA==

LUktQ2hpS3ZhZHJhdGV0RzYiNiRJJWZvcnZHRiQtSSIqRyUqcHJvdGVjdGVkRzYkIiNdNyUjIiM9IiNQRi0jIiIiRi8=

QyQ+SS9jaGlzaW1yb3VsZXR0ZUc2IjciIiIi

QyQ+SS9jaGlzaW1yb3VsZXR0ZUc2Ii1JK1VkdHJ8YXlrQ2hpMkdGJTYnSSlyb3VsZXR0ZUdGJUkndWRmYWxkR0YlIiQrIiIkKyNGJCEiIg==

LUkoZGlzcGxheUc2IjYkLUkqSGlzdG9ncmFtR0YkNiRJL2NoaXNpbXJvdWxldHRlR0YkL0kpYmlud2lkdGhHRiQiIiItSSVwbG90RzYkJSpwcm90ZWN0ZWRHSShfc3lzbGliR0YkNiUtSSpDaGlUfGF5dGhlZEdGJDYkSSJ4R0YkIiIjL0Y2OyIiISIjPy9JKnRoaWNrbmVzc0dGJEY3

LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYjLUkjbWlHRiQ2I1EhRic=

JSFH